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        <title>SciSummary Blog</title>
        <description>AI-powered scientific article summarization insights, research tools, and updates from SciSummary</description>
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        <category>Research</category>
        <category>Artificial Intelligence</category>
        <category>Academic Tools</category>
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            <title>SciSummary</title>
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        <item>
            <title><![CDATA[Stop Wasting Hours Searching for Papers: How to Build a Knowledge System with an AI Powered Research Tool]]></title>
            <link>https://scisummary.com/blog/99-stop-wasting-hours-searching-for-papers-how-to-build-a-knowledge-system-with-an-ai-powered-research-tool</link>
            <guid isPermaLink="true">https://scisummary.com/blog/99-stop-wasting-hours-searching-for-papers-how-to-build-a-knowledge-system-with-an-ai-powered-research-tool</guid>
            <description><![CDATA[AI won’t replace research—but it’s already replacing how research is done.
Stop wasting hours searching for papers. Start synthesizing ideas.
The real edge isn’t access anymore—it’s how you think.]]></description>
            <content:encoded><![CDATA[<p data-path-to-node="3"><img src="https://scisummary.com/blog/images/EJNkmhWyu5VBXCEA6kKpFeViOhx9xZStIjOIPCxb.png" width="414" height="520"></p>
<p data-path-to-node="3">For decades, academic research has followed a painfully inefficient ritual:&nbsp;<strong data-path-to-node="3" data-index-in-node="76">searching for papers</strong>, filtering irrelevant results, skimming PDFs, and highlighting sections in an endless loop. If you&rsquo;ve ever spent hours simply <strong data-path-to-node="3" data-index-in-node="223">finding papers</strong> or trying to <strong data-path-to-node="3" data-index-in-node="251">find academic papers</strong> that barely fit your topic, you already know&mdash;this process is broken.</p>
<p data-path-to-node="4">Now comes the uncomfortable truth:</p>
<p data-path-to-node="4">AI isn&rsquo;t just helping research. It&rsquo;s replacing the way research has always been done.</p>
<h3 data-path-to-node="5">1. The Old Model: Searching &ne; Understanding</h3>
<p data-path-to-node="6">Traditional research is built around the friction of <strong data-path-to-node="6" data-index-in-node="53">searching for papers</strong>:</p>
<ul data-path-to-node="7">
<li>
<p data-path-to-node="7,0,0">You go on Google Scholar or databases.</p>
</li>
<li>
<p data-path-to-node="7,1,0">You try to <strong data-path-to-node="7,1,0" data-index-in-node="11">find research papers</strong> using clunky keywords.</p>
</li>
<li>
<p data-path-to-node="7,2,0">You open 20 tabs and read maybe three.</p>
</li>
</ul>
<p data-path-to-node="8">This model assumes that access to information equals insight. It doesn&rsquo;t. The real bottleneck isn&rsquo;t access&mdash;it&rsquo;s processing. This is why tools labeled as <strong data-path-to-node="8" data-index-in-node="153">research ai</strong> or an <strong data-path-to-node="8" data-index-in-node="171">ai tool for research</strong> are gaining massive traction. They don&rsquo;t just help you <strong data-path-to-node="8" data-index-in-node="247">search research papers</strong>&mdash;they help you decode them instantly.</p>
<h3 data-path-to-node="9">2. AI Tools Are Changing the Core Unit of Research</h3>
<p data-path-to-node="10">A new category is emerging: the <strong data-path-to-node="10" data-index-in-node="32">ai powered research tool</strong>. These platforms go beyond simple retrieval:</p>
<ul data-path-to-node="11">
<li>
<p data-path-to-node="11,0,0">A <strong data-path-to-node="11,0,0" data-index-in-node="2">website that summarizes articles</strong> can extract key arguments in seconds.</p>
</li>
<li>
<p data-path-to-node="11,1,0">A <strong data-path-to-node="11,1,0" data-index-in-node="2">free ai tool for research</strong> can compare multiple datasets or methodologies at once.</p>
</li>
<li>
<p data-path-to-node="11,2,0">Some advanced platforms even act as an <strong data-path-to-node="11,2,0" data-index-in-node="39">ai research generator</strong>, helping you structure ideas or draft initial literature reviews.</p>
</li>
</ul>
<p data-path-to-node="12">Instead of manual labor, the workflow shifts from reading static documents to <strong data-path-to-node="12" data-index-in-node="78">querying knowledge</strong>.</p>
<h3 data-path-to-node="13">3. &ldquo;Research AI Free&rdquo; Tools Are Democratizing Academia</h3>
<p data-path-to-node="14">Historically, high-level research required institutional access and immense time. Now, <strong data-path-to-node="14" data-index-in-node="87">free ai research tools</strong> are lowering those barriers. Anyone, anywhere can:</p>
<ul data-path-to-node="15">
<li>
<p data-path-to-node="15,0,0">Efficiently <strong data-path-to-node="15,0,0" data-index-in-node="12">search research papers</strong>.</p>
</li>
<li>
<p data-path-to-node="15,1,0">Use <strong data-path-to-node="15,1,0" data-index-in-node="4">research ai free</strong> platforms to bypass the "paywall of complexity."</p>
</li>
<li>
<p data-path-to-node="15,2,0">Instantly extract insights that used to take weeks to synthesize.</p>
</li>
</ul>
<p data-path-to-node="16">This raises a vital question: If everyone has access to the same <strong data-path-to-node="16" data-index-in-node="65">ai powered research tool</strong>, what differentiates a good researcher? It&rsquo;s no longer about who can <strong data-path-to-node="16" data-index-in-node="159">find research papers</strong> faster; it&rsquo;s about who can ask better questions and interpret outputs with a critical eye.</p>
<h3 data-path-to-node="17">4. The Real Risk: Lazy Thinking, Not AI</h3>
<p data-path-to-node="18">The fear that "AI is replacing the researcher" is misplaced. AI doesn't eliminate thinking; it eliminates mechanical effort. However, using an <strong data-path-to-node="18" data-index-in-node="143">ai tool for research</strong> without skepticism is a recipe for disaster. The danger lies in:</p>
<ul data-path-to-node="19">
<li>
<p data-path-to-node="19,0,0">Blindly trusting a <strong data-path-to-node="19,0,0" data-index-in-node="19">website that summarizes articles</strong>.</p>
</li>
<li>
<p data-path-to-node="19,1,0">Skipping the critical evaluation of the source material.</p>
</li>
<li>
<p data-path-to-node="19,2,0">Letting <strong data-path-to-node="19,2,0" data-index-in-node="8">free ai research tools</strong> decide which data points matter.</p>
</li>
</ul>
<p data-path-to-node="20">The future researcher isn&rsquo;t someone who avoids AI. It&rsquo;s someone who uses an <strong data-path-to-node="20" data-index-in-node="76">ai research generator</strong> aggressively&mdash;but questions every word it produces.</p>
<h3 data-path-to-node="21">5. From &ldquo;Finding Papers&rdquo; to &ldquo;Building Knowledge Systems&rdquo;</h3>
<p data-path-to-node="22">We are moving away from the linear path of <strong data-path-to-node="22" data-index-in-node="43">searching for papers</strong> <span class="math-inline" data-math="\rightarrow" data-index-in-node="64">$\rightarrow$</span> reading <span class="math-inline" data-math="\rightarrow" data-index-in-node="84">$\rightarrow$</span> summarizing. We are entering an era of <strong data-path-to-node="22" data-index-in-node="135">Knowledge Synthesis</strong>.</p>
<p data-path-to-node="23">In this new world:</p>
<ul data-path-to-node="24">
<li>
<p data-path-to-node="24,0,0"><strong data-path-to-node="24,0,0" data-index-in-node="0">Finding papers</strong> becomes a background task.</p>
</li>
<li>
<p data-path-to-node="24,1,0">The act to <strong data-path-to-node="24,1,0" data-index-in-node="11">find academic papers</strong> becomes automated and instantaneous.</p>
</li>
<li>
<p data-path-to-node="24,2,0">The real skill becomes <strong data-path-to-node="24,2,0" data-index-in-node="23">idea construction</strong>.</p>
</li>
</ul>
<p data-path-to-node="26">If you&rsquo;re still spending hours manually <strong data-path-to-node="26" data-index-in-node="40">searching for papers</strong>, you&rsquo;re not being thorough&mdash;you&rsquo;re being outdated. The question isn&rsquo;t whether to use a <strong data-path-to-node="26" data-index-in-node="147">research ai</strong> platform. The question is: Are you using it to think better&mdash;or just to think less?</p>]]></content:encoded>
            <dc:creator><![CDATA[Sydney Jiang]]></dc:creator>
            <pubDate>Sun, 29 Mar 2026 20:26:12 +0000</pubDate>
            <category><![CDATA[ai tool for research]]></category>
            <category><![CDATA[website that summarizes articles]]></category>
            <category><![CDATA[research ai]]></category>
            <category><![CDATA[research ai free]]></category>
            <category><![CDATA[search research papers]]></category>
            <category><![CDATA[find academic papers]]></category>
            <category><![CDATA[find research papers]]></category>
            <category><![CDATA[ai powered research tool]]></category>
            <category><![CDATA[free ai tool for research]]></category>
            <category><![CDATA[searching for papers]]></category>
            <category><![CDATA[free ai research tools]]></category>
            <category><![CDATA[ai research generator]]></category>
            <category><![CDATA[finding papers]]></category>
        </item>
        <item>
            <title><![CDATA[SciSummary Partners with ACM to Bring AI Summarization to 300,000+ Research Papers]]></title>
            <link>https://scisummary.com/blog/98-scisummary-acm-partnership</link>
            <guid isPermaLink="true">https://scisummary.com/blog/98-scisummary-acm-partnership</guid>
            <description><![CDATA[SciSummary has been selected as the default AI summarization provider for the Association for Computing Machinery (ACM) Digital Library — processing over 300,000 published papers to make technical research more accessible than ever.]]></description>
            <content:encoded><![CDATA[<p dir="ltr"><img src="https://scisummary.com/blog/images/p1x65jvfZHFhI8izH8ZKCzNyK7OsPg4btIg7aUDI.png" width="668" height="835"><br>We have some exciting news to share: SciSummary has entered into a landmark partnership with the Association for Computing Machinery (ACM) &mdash; the world's largest educational and scientific computing society. SciSummary has been selected as ACM's default AI provider to summarize its extensive library of published papers.</p>
<h2 dir="ltr">What This Means</h2>
<p dir="ltr">The ACM Digital Library is one of the most comprehensive repositories of computing and technology research in the world. Through this partnership, SciSummary is processing over 300,000 published papers, generating concise, accurate, and human-readable AI summaries for each one.</p>
<p><strong>&nbsp;</strong></p>
<p dir="ltr">The goal is straightforward: make it easier for researchers, professionals, and students to evaluate the relevance of a paper at a glance &mdash; without having to read the full text every time. Whether you're conducting a literature review or staying current in a fast-moving field, that kind of friction reduction adds up quickly.</p>
<h2 dir="ltr">Why ACM?</h2>
<p dir="ltr">ACM's membership spans researchers, educators, and practitioners across virtually every area of computing &mdash; from systems and security to human-computer interaction and machine learning. Its Digital Library is a cornerstone resource for the global computing community, and the volume and quality of its published work made it a natural fit for a partnership like this.</p>
<p><strong>&nbsp;</strong></p>
<p dir="ltr">Being selected as ACM's AI summarization provider is a meaningful signal of trust &mdash; one we don't take lightly. Every summary we generate reflects our commitment to accuracy, clarity, and usefulness to researchers doing real work.</p>
<h2 dir="ltr">The Same Engine, Available to You</h2>
<p dir="ltr">The technology powering ACM's summaries is the same platform available to individual researchers at <a href="https://scisummary.com">scisummary.com</a>. Beyond summarization, SciSummary is built to be a full research companion:</p>
<p><strong>&nbsp;</strong></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Personalized Digest Feeds &mdash; Stay on top of new literature tailored to your specific interests and research areas.</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Document Q&amp;A &mdash; Chat directly with full-text papers to extract methodologies, findings, and data points without skimming for them.</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Research Organization &mdash; A centralized hub to organize, tag, and revisit papers so nothing falls through the cracks.</p>
</li>
</ul>
<h2 dir="ltr">Get Started</h2>
<p dir="ltr">This partnership is a milestone for us, but the larger mission hasn't changed: help researchers spend less time managing information and more time doing the work that actually matters.</p>
<p><strong>&nbsp;</strong></p>
<p dir="ltr">If you haven't tried SciSummary yet, now is a good time. <a href="https://scisummary.com">Create a free account</a> and see what the platform trusted by ACM can do for your own research workflow.</p>
<p>&nbsp;</p>]]></content:encoded>
            <dc:creator><![CDATA[Max B Heckel]]></dc:creator>
            <pubDate>Sun, 29 Mar 2026 18:09:44 +0000</pubDate>
            <category><![CDATA[ACM]]></category>
            <category><![CDATA[AI research]]></category>
            <category><![CDATA[paper summarization]]></category>
            <category><![CDATA[academic research]]></category>
            <category><![CDATA[SciSummary partnership]]></category>
            <category><![CDATA[computing research]]></category>
        </item>
        <item>
            <title><![CDATA[Most “AI for Research” Tools Are Useless — Unless They Do This One Thing]]></title>
            <link>https://scisummary.com/blog/97-most-ai-for-research-tools-are-useless-unless-they-do-this-one-thing</link>
            <guid isPermaLink="true">https://scisummary.com/blog/97-most-ai-for-research-tools-are-useless-unless-they-do-this-one-thing</guid>
            <description><![CDATA[AI tools promise to revolutionize academic research — but most of them only generate text. The real challenge in research isn’t writing; it’s reading, comparing, and synthesizing dozens of papers. This article explores why most “AI for research” tools fail and what truly useful AI literature review systems should do instead.]]></description>
            <content:encoded><![CDATA[<p data-path-to-node="4"><span class=""><img src="https://scisummary.com/blog/images/UztbDoCRdCHF6eww4hjQZUdcsN45dsVuJ2wd1yhz.png" width="888" height="428"></span></p>
<p data-path-to-node="4"><span class="">For the past two years,</span><span class=""> the internet has been flooded with tools promising to revolutionize scholarly work.</span><span class=""> Every platform claims to be the </span><strong class="" data-path-to-node="4" data-index-in-node="140">best AI tool for research</strong><span class="">,</span><span class=""> the ultimate </span><strong class="" data-path-to-node="4" data-index-in-node="180">AI paper generator</strong><span class="">,</span><span class=""> or the smartest </span><strong class="" data-path-to-node="4" data-index-in-node="216">AI literature review software</strong><span class="">.</span></p>
<p data-path-to-node="5"><span class="">But if you&rsquo;ve actually used them,</span><span class=""> you&rsquo;ve likely hit a frustrating wall:</span><span class=""> most of them don&rsquo;t actually help with research.</span></p>
<p data-path-to-node="6"><span class="">They paraphrase text.</span><span class=""> They summarize abstracts.</span><span class=""> But they fail at the soul of academia:</span> <strong class="" data-path-to-node="6" data-index-in-node="87">synthesis</strong><span class="">.</span><span class=""> The problem isn't the technology; it&rsquo;s the approach.</span></p>
<h3 class="" data-path-to-node="7"><strong data-path-to-node="7" data-index-in-node="0">The Mirage of "AI Paper Tools"</strong></h3>
<p data-path-to-node="8"><span class="">Many platforms marketed as </span><strong class="" data-path-to-node="8" data-index-in-node="27">AI for academic writing</strong><span class=""> focus on text generation instead of comprehension.</span><span class=""> They act like glorified autocomplete systems.</span><span class=""> When you ask for </span><strong class="" data-path-to-node="8" data-index-in-node="165">help with a research paper</strong><span class="">,</span><span class=""> they produce paragraphs that </span><em class="" data-path-to-node="8" data-index-in-node="222">sound</em><span class=""> academic but lack the connective tissue of real evidence.</span></p>
<p data-path-to-node="9"><span class="">This creates three critical failures:</span></p>
<h4 class="" data-path-to-node="10"><strong data-path-to-node="10" data-index-in-node="0">1. The Trap of Surface-Level Summaries</strong></h4>
<p data-path-to-node="11"><span class="">Most </span><strong class="" data-path-to-node="11" data-index-in-node="5">AI summary</strong><span class=""> tools operate in a vacuum.</span><span class=""> They compress a single PDF but fail to connect ideas across a library.</span><span class=""> Real research isn't about summarizing one paper at a time; it&rsquo;s about understanding the "conversation" between dozens of studies.</span></p>
<h4 class="" data-path-to-node="12"><strong data-path-to-node="12" data-index-in-node="0">2. The Hallucination Hazard</strong></h4>
<p data-path-to-node="13"><span class="">A major flaw in many </span><strong class="" data-path-to-node="13" data-index-in-node="21">AI papers</strong><span class=""> generators is citation reliability.</span><span class=""> Some claim to provide </span><strong class="" data-path-to-node="13" data-index-in-node="89">AI with citations</strong><span class="">,</span><span class=""> but the references are often fabricated,</span><span class=""> outdated,</span><span class=""> or irrelevant.</span><span class=""> In a peer-reviewed world,</span><span class=""> an assistant that invents sources isn&rsquo;t a time-saver&mdash;it&rsquo;s a liability.</span></p>
<h4 class="" data-path-to-node="14"><strong data-path-to-node="14" data-index-in-node="0">3. The Absence of Cross-Paper Reasoning</strong></h4>
<p data-path-to-node="15"><span class="">Scholars don't just ask "What does this paper say?</span><span class="">" They ask:</span></p>
<ul data-path-to-node="16">
<li>
<p data-path-to-node="16,0,0"><span class="">"Which studies disagree with this methodology?</span><span class="">"</span></p>
</li>
<li>
<p data-path-to-node="16,1,0"><span class="">"What variables explain these conflicting results?</span><span class="">"</span></p>
</li>
</ul>
<p data-path-to-node="17"><span class="">Most </span><strong class="" data-path-to-node="17" data-index-in-node="5">literature AI</strong><span class=""> tools are deaf to these questions.</span><span class=""> They treat every paper as an island,</span><span class=""> failing to map the archipelago of human knowledge.</span></p>
<h3 class="" data-path-to-node="19"><strong data-path-to-node="19" data-index-in-node="0">Solving the Real Bottleneck</strong></h3>
<p data-path-to-node="20"><span class="">If you ask a PhD student where their time goes,</span><span class=""> the answer is rarely "typing.</span><span class="">" It&rsquo;s </span><strong class="" data-path-to-node="20" data-index-in-node="84">synthesis</strong><span class="">.</span><span class=""> The true labor lies in extracting arguments and identifying gaps across a mountain of data.</span></p>
<p data-path-to-node="21"><span class="">The most useful </span><strong class="" data-path-to-node="21" data-index-in-node="16">AI tool for research</strong><span class=""> isn&rsquo;t the one that writes your conclusion; it&rsquo;s the one that helps you </span><strong class="" data-path-to-node="21" data-index-in-node="108">think</strong><span class="">.</span><span class=""> This requires a shift from "text tools" to "knowledge engines.</span><span class="">"</span></p>
<h3 class="" data-path-to-node="22"><strong data-path-to-node="22" data-index-in-node="0">What "Good" Research AI Actually Looks Like</strong></h3>
<p data-path-to-node="23"><span class="">The emerging leaders in the </span><strong class="" data-path-to-node="23" data-index-in-node="28">literature review AI</strong><span class=""> space focus on </span><strong class="" data-path-to-node="23" data-index-in-node="64">Knowledge Synthesis</strong><span class="">.</span><span class=""> A robust system must excel in three areas:</span></p>
<ul data-path-to-node="24">
<li>
<p data-path-to-node="24,0,0"><strong class="" data-path-to-node="24,0,0" data-index-in-node="0">Deep Extraction:</strong><span class=""> An effective </span><strong class="" data-path-to-node="24,0,0" data-index-in-node="30">AI summary</strong><span class=""> must do more than shorten text; it must isolate research questions,</span><span class=""> datasets,</span><span class=""> and specific findings.</span></p>
</li>
<li>
<p data-path-to-node="24,1,0"><strong class="" data-path-to-node="24,1,0" data-index-in-node="0">Comparative Analysis:</strong><span class=""> A strong </span><strong class="" data-path-to-node="24,1,0" data-index-in-node="31">AI literature review generator</strong><span class=""> should analyze ten papers at once.</span><span class=""> It should tell you which studies support your hypothesis and which use similar methods&mdash;transforming manual comparison into structured analysis.</span></p>
</li>
<li>
<p data-path-to-node="24,2,0"><strong class="" data-path-to-node="24,2,0" data-index-in-node="0">Verifiable Integrity:</strong><span class=""> Trustworthiness is the only currency in research.</span> <strong class="" data-path-to-node="24,2,0" data-index-in-node="72">Open paper AI</strong><span class=""> and </span><strong class="" data-path-to-node="24,2,0" data-index-in-node="90">research paper helper</strong><span class=""> tools must pull directly from verified sources.</span><span class=""> Accuracy must always outrank speed.</span></p>
</li>
</ul>
<h3 class="" data-path-to-node="26"><strong data-path-to-node="26" data-index-in-node="0">The Future: AI as the Scalpel, Not the Surgeon</strong></h3>
<p data-path-to-node="27"><span class="">AI will not replace the researcher,</span><span class=""> but it will fundamentally retool the laboratory.</span></p>
<p data-path-to-node="28"><span class="">The future of </span><strong class="" data-path-to-node="28" data-index-in-node="14">literature review software</strong><span class=""> lies in understanding academic arguments and connecting evidence across disparate fields.</span><span class=""> The </span><strong class="" data-path-to-node="28" data-index-in-node="135">best AI for academic research</strong><span class=""> won't be the one that writes the most convincing paragraphs&mdash;it will be the one that helps scholars discover insights that were previously hidden in the noise.</span></p>
<p data-path-to-node="29"><span class="">That is a much harder problem to solve,</span><span class=""> and it's where the real breakthrough is happening.</span></p>]]></content:encoded>
            <dc:creator><![CDATA[Sydney Jiang]]></dc:creator>
            <pubDate>Fri, 27 Mar 2026 17:54:58 +0000</pubDate>
            <category><![CDATA[ai summary]]></category>
            <category><![CDATA[ai paper generator]]></category>
            <category><![CDATA[lit review ai]]></category>
            <category><![CDATA[ai papers]]></category>
            <category><![CDATA[ai tool for research]]></category>
            <category><![CDATA[help with research paper]]></category>
            <category><![CDATA[open paper ai]]></category>
            <category><![CDATA[literature ai]]></category>
            <category><![CDATA[research paper helper]]></category>
            <category><![CDATA[ai literature review generator]]></category>
            <category><![CDATA[best ai tools for academic writing]]></category>
            <category><![CDATA[literature review software]]></category>
            <category><![CDATA[which ai is best for research]]></category>
            <category><![CDATA[ai with citations]]></category>
            <category><![CDATA[best aid for research]]></category>
            <category><![CDATA[research papers help]]></category>
            <category><![CDATA[ai for academic]]></category>
        </item>
        <item>
            <title><![CDATA[The Structural Break: Why Your Research Workflow is Already Obsolete]]></title>
            <link>https://scisummary.com/blog/96-the-structural-break-why-your-research-workflow-is-already-obsolete</link>
            <guid isPermaLink="true">https://scisummary.com/blog/96-the-structural-break-why-your-research-workflow-is-already-obsolete</guid>
            <description><![CDATA[AI isn’t just speeding up research—it’s replacing entire steps like literature review.
If you’re still reading papers one by one, you’re already behind.]]></description>
            <content:encoded><![CDATA[<p data-path-to-node="4"><img src="https://scisummary.com/blog/images/ybQXsUJHGdoK12J8OTHw0sCdo0r2U8Yb1zGsKSez.png" width="811" height="503"></p>
<p data-path-to-node="4">Academic research is undergoing a structural break. This isn't incremental improvement&mdash;it&rsquo;s a&nbsp;<strong data-path-to-node="4" data-index-in-node="94">regime shift</strong>.</p>
<p data-path-to-node="5">For decades, the literature review has been the ultimate cognitive bottleneck. It was a process that rewarded <strong data-path-to-node="5" data-index-in-node="110">endurance</strong> over <strong data-path-to-node="5" data-index-in-node="125">intelligence</strong>: search, skim, filter, repeat. If you weren't cognitively drained, you weren't doing it "right."</p>
<p data-path-to-node="6">Enter the new stack: <strong data-path-to-node="6" data-index-in-node="21">Research AI, Automated Summarizers, and Synthesis Engines.</strong> These aren't just accelerators; they are redefining the fundamental mechanics of inquiry.</p>
<h3 data-path-to-node="7"><strong data-path-to-node="7" data-index-in-node="0">1. The Death of the Manual Literature Review</strong></h3>
<p data-path-to-node="8">Traditional lit reviews are often exercises in low-signal repetition. AI has exposed that. Modern tools aren't just "summarizing" PDFs; they are <strong data-path-to-node="8" data-index-in-node="145">restructuring knowledge maps</strong>.</p>
<p data-path-to-node="9">Instead of a sequential slog through 20 papers, the new workflow is non-linear:</p>
<ul data-path-to-node="10">
<li>
<p data-path-to-node="10,0,0"><strong data-path-to-node="10,0,0" data-index-in-node="0">Input:</strong> Multi-dimensional research intent.</p>
</li>
<li>
<p data-path-to-node="10,1,0"><strong data-path-to-node="10,1,0" data-index-in-node="0">Synthesis:</strong> Instant identification of consensus, contradictions, and white spaces.</p>
</li>
<li>
<p data-path-to-node="10,2,0"><strong data-path-to-node="10,2,0" data-index-in-node="0">Outcome:</strong> A high-level conceptual framework in minutes, not weeks.</p>
</li>
<li>
<p data-path-to-node="10,2,0"><strong data-path-to-node="11,0" data-index-in-node="0">The uncomfortable truth:</strong> If your workflow still relies on "Google Scholar &rarr; Download PDF &rarr; Manual Read," you aren't being thorough&mdash;you're being bypassed.</p>
</li>
</ul>
<h3 data-path-to-node="12"><strong data-path-to-node="12" data-index-in-node="0">2. From "Write My Paper" to "Architect My Argument"</strong></h3>
<p data-path-to-node="13">The explosion of queries like <em data-path-to-node="13" data-index-in-node="30">"do my research paper for me"</em> is often dismissed as academic laziness. That&rsquo;s a surface-level misunderstanding. It actually reflects a desperate demand for <strong data-path-to-node="13" data-index-in-node="186">cognitive offloading</strong>.</p>
<p data-path-to-node="14">The line between "cheating" and "augmented intelligence" is collapsing. Modern AI tools for academic writing are shifting from text generation to <strong data-path-to-node="14" data-index-in-node="146">argument architecture</strong>:</p>
<ul data-path-to-node="15">
<li>
<p data-path-to-node="15,0,0">Extracting core logic across disparate studies.</p>
</li>
<li>
<p data-path-to-node="15,1,0">Mapping evidentiary gaps.</p>
</li>
<li>
<p data-path-to-node="15,2,0">Aligning complex structural tones.</p>
</li>
</ul>
<p data-path-to-node="16">The tool is no longer just a pen; it&rsquo;s a <strong data-path-to-node="16" data-index-in-node="41">sparring partner</strong>.</p>
<h3 data-path-to-node="17"><strong data-path-to-node="17" data-index-in-node="0">3. The Filter Layer: Solving Information Overload</strong></h3>
<p data-path-to-node="18">In the age of AI, the problem is no longer <strong data-path-to-node="18" data-index-in-node="43">access</strong>&mdash;it&rsquo;s <strong data-path-to-node="18" data-index-in-node="55">noise</strong>. "Open paper AI" and advanced research platforms have become essential infrastructure because they act as <strong data-path-to-node="18" data-index-in-node="167">Signal Extraction Systems</strong>.</p>
<p data-path-to-node="19">They serve as:</p>
<ul data-path-to-node="20">
<li>
<p data-path-to-node="20,0,0"><strong data-path-to-node="20,0,0" data-index-in-node="0">Knowledge Compression:</strong> Turning 500 pages of theory into 5 pages of actionable insight.</p>
</li>
<li>
<p data-path-to-node="20,1,0"><strong data-path-to-node="20,1,0" data-index-in-node="0">Cross-Paper Engines:</strong> Spotting patterns that a human eye, reading sequentially, would inevitably miss.</p>
</li>
</ul>
<h3 data-path-to-node="21"><strong data-path-to-node="21" data-index-in-node="0">4. The New Alpha: Asking Sharper Questions</strong></h3>
<p data-path-to-node="22">AI doesn&rsquo;t eliminate the need for thinking; it <strong data-path-to-node="22" data-index-in-node="47">punishes shallow thinking</strong>.</p>
<p data-path-to-node="23">The competitive edge in academia has shifted:</p>
<ul data-path-to-node="24">
<li>
<p data-path-to-node="24,0,0"><strong data-path-to-node="24,0,0" data-index-in-node="0">Old World:</strong> Who has the stamina to read the most?</p>
</li>
<li>
<p data-path-to-node="24,1,0"><strong data-path-to-node="24,1,0" data-index-in-node="0">New World:</strong> Who has the clarity to ask the sharpest questions?</p>
</li>
</ul>
<p data-path-to-node="25">If you provide a vague prompt, you get a generic summary. If you define a precise, high-value research query, you get a breakthrough. <strong data-path-to-node="25" data-index-in-node="134">Precision is the new currency.</strong></p>
<h3 data-path-to-node="26"><strong data-path-to-node="26" data-index-in-node="0">5. The Real Risk: Misuse vs. Mastery</strong></h3>
<p data-path-to-node="27">The danger isn't that AI will replace the researcher. The danger is the <strong data-path-to-node="27" data-index-in-node="72">divergence</strong> between two types of users:</p>
<ol start="1" data-path-to-node="28">
<li>
<p data-path-to-node="28,0,0"><strong data-path-to-node="28,0,0" data-index-in-node="0">The Weak User:</strong> Treats AI as the <em data-path-to-node="28,0,0" data-index-in-node="32">Final Answer</em>. They lose critical faculty and settle for surface-level synthesis.</p>
</li>
<li>
<p data-path-to-node="28,1,0"><strong data-path-to-node="28,1,0" data-index-in-node="0">The Power User:</strong> Treats AI as a <em data-path-to-node="28,1,0" data-index-in-node="31">High-Pass Filter</em>. They use it to clear the brush so they can focus on original, high-level insight.</p>
</li>
</ol>
<h3 data-path-to-node="29"><strong data-path-to-node="29" data-index-in-node="0">Conclusion</strong></h3>
<p data-path-to-node="30">AI isn&rsquo;t "helping" research; it is <strong data-path-to-node="30" data-index-in-node="35">reprogramming</strong> it.</p>
<p data-path-to-node="31">The researchers who adapt will see patterns earlier and move at a velocity that was previously impossible. The ones who resist will spend weeks performing manual labor that their peers finished during a coffee break.</p>
<p data-path-to-node="32"><strong data-path-to-node="32" data-index-in-node="0">The shift hasn't just started. It's already over.</strong></p>]]></content:encoded>
            <dc:creator><![CDATA[Sydney Jiang]]></dc:creator>
            <pubDate>Fri, 27 Mar 2026 17:47:02 +0000</pubDate>
            <category><![CDATA[ai for research]]></category>
            <category><![CDATA[ai article summarizer]]></category>
            <category><![CDATA[ai tools for research]]></category>
            <category><![CDATA[lit review ai]]></category>
            <category><![CDATA[ai for literature review]]></category>
            <category><![CDATA[do my research paper for me]]></category>
            <category><![CDATA[ai tools for literature review]]></category>
            <category><![CDATA[help with research paper]]></category>
            <category><![CDATA[open paper ai]]></category>
            <category><![CDATA[ai tools for academic writing]]></category>
            <category><![CDATA[research ai free]]></category>
            <category><![CDATA[research paper web]]></category>
        </item>
        <item>
            <title><![CDATA[Why AI for Research Is Replacing Traditional Academic Workflows]]></title>
            <link>https://scisummary.com/blog/95-why-ai-for-research-is-replacing-traditional-academic-workflows</link>
            <guid isPermaLink="true">https://scisummary.com/blog/95-why-ai-for-research-is-replacing-traditional-academic-workflows</guid>
            <description><![CDATA[AI is no longer optional for research—it’s the advantage. The best tools combine literature review, writing help, and citations to help you process information faster and produce stronger work. If you’re not using AI, you’re simply working at a slower speed.]]></description>
            <content:encoded><![CDATA[<p data-start="243" data-end="287">&nbsp;</p>
<p data-start="243" data-end="287"><img src="https://scisummary.com/blog/images/aD88ZEt9k9uSQnYThiIipgxP9eRM4CQpxYHWDGpU.png" width="657" height="531"></p>
<p data-start="243" data-end="287">There&rsquo;s a quiet shift happening in academia.</p>
<p data-start="289" data-end="380">Not loud. Not dramatic. Just thousands of students and researchers clicking <strong data-start="365" data-end="380">&ldquo;generate.&rdquo;</strong></p>
<p data-start="382" data-end="541">For decades, intelligence was measured by endurance&mdash;long nights, messy notes, endless literature review cycles. If you didn&rsquo;t struggle, your work didn&rsquo;t count.</p>
<p data-start="543" data-end="562">That model is gone.</p>
<p data-start="564" data-end="636">Today, using <strong data-start="577" data-end="596">AI for research</strong> isn&rsquo;t a shortcut&mdash;it&rsquo;s the new baseline.</p>
<p data-start="638" data-end="769">If you're still manually organizing sources without an <strong data-start="693" data-end="721">AI-powered research tool</strong>, you're not being rigorous. You're just slower.</p>
<hr data-start="771" data-end="774">
<h2 data-section-id="nv5f0s" data-start="776" data-end="818">The &ldquo;Cheating&rdquo; Myth Is Already Outdated</h2>
<p data-start="820" data-end="856">The question everyone is asking now:</p>
<p data-start="858" data-end="906"><strong data-start="858" data-end="906">Which AI is best for research paper writing?</strong></p>
<p data-start="908" data-end="1022">Some still argue that using <strong data-start="936" data-end="957">AI with citations</strong> or getting <strong data-start="969" data-end="990">help with writing</strong> compromises academic integrity.</p>
<p data-start="1024" data-end="1040">But look closer.</p>
<p data-start="1042" data-end="1121">We&rsquo;ve moved far beyond shady &ldquo;free term paper&rdquo; sites. Modern tools now provide:</p>
<ul data-start="1123" data-end="1313">
<li data-section-id="1oucm68" data-start="1123" data-end="1157">
<p data-start="1125" data-end="1157">Accurate <strong data-start="1134" data-end="1157">research paper help</strong></p>
</li>
<li data-section-id="fmwiqd" data-start="1158" data-end="1203">
<p data-start="1160" data-end="1203">Real-time <strong data-start="1170" data-end="1191">literature review</strong> synthesis</p>
</li>
<li data-section-id="ydhswt" data-start="1204" data-end="1263">
<p data-start="1206" data-end="1263">Discovery of <strong data-start="1219" data-end="1234">open papers</strong> across millions of sources</p>
</li>
<li data-section-id="1p026y3" data-start="1264" data-end="1313">
<p data-start="1266" data-end="1313">Context-aware summaries for <strong data-start="1294" data-end="1313">academic papers</strong></p>
</li>
</ul>
<p data-start="1315" data-end="1382">Using AI isn&rsquo;t avoiding work&mdash;it&rsquo;s upgrading how the work gets done.</p>
<p data-start="1384" data-end="1449">If a tool helps you find better sources faster, is that cheating?</p>
<p data-start="1451" data-end="1470">Or just efficiency?</p>
<hr data-start="1472" data-end="1475">
<h2 data-section-id="2rwdi" data-start="1477" data-end="1527">The Efficiency Gap: AI vs. Traditional Research</h2>
<p data-start="1529" data-end="1585">There&rsquo;s a widening gap between two types of researchers:</p>
<p data-start="1587" data-end="1614"><strong data-start="1587" data-end="1614">1. Traditional workflow</strong></p>
<ul data-start="1615" data-end="1717">
<li data-section-id="qi5wcf" data-start="1615" data-end="1647">
<p data-start="1617" data-end="1647">Searching databases manually</p>
</li>
<li data-section-id="1ggxgbc" data-start="1648" data-end="1675">
<p data-start="1650" data-end="1675">Skimming dozens of PDFs</p>
</li>
<li data-section-id="1o75kv4" data-start="1676" data-end="1717">
<p data-start="1678" data-end="1717">Struggling with structure and writing</p>
</li>
</ul>
<p data-start="1719" data-end="1747"><strong data-start="1719" data-end="1747">2. AI-augmented workflow</strong></p>
<ul data-start="1748" data-end="1885">
<li data-section-id="1dxenwc" data-start="1748" data-end="1790">
<p data-start="1750" data-end="1790">Instantly analyzing hundreds of papers</p>
</li>
<li data-section-id="1o9n5vn" data-start="1791" data-end="1829">
<p data-start="1793" data-end="1829">Extracting key insights in seconds</p>
</li>
<li data-section-id="1rz5m81" data-start="1830" data-end="1885">
<p data-start="1832" data-end="1885">Getting structured <strong data-start="1851" data-end="1871">help on research</strong> and writing</p>
</li>
</ul>
<p data-start="1887" data-end="1968">While one is still formatting citations, the other is already refining arguments.</p>
<p data-start="1970" data-end="2005">This isn&rsquo;t incremental improvement.</p>
<p data-start="2007" data-end="2040">It&rsquo;s a completely different game.</p>
<hr data-start="2042" data-end="2045">
<h2 data-section-id="klfp3u" data-start="2047" data-end="2107">From &ldquo;Websites Similar To&rdquo; &rarr; Intelligent Research Systems</h2>
<p data-start="2109" data-end="2135">People used to search for:</p>
<ul data-start="2137" data-end="2242">
<li data-section-id="1hnlm6y" data-start="2137" data-end="2177">
<p data-start="2139" data-end="2177">&ldquo;websites similar to Google Scholar&rdquo;</p>
</li>
<li data-section-id="5ngu5r" data-start="2178" data-end="2203">
<p data-start="2180" data-end="2203">&ldquo;free research tools&rdquo;</p>
</li>
<li data-section-id="1e4l2do" data-start="2204" data-end="2242">
<p data-start="2206" data-end="2242">&ldquo;help for writing research essays&rdquo;</p>
</li>
</ul>
<p data-start="2244" data-end="2268">Now, the shift is clear.</p>
<p data-start="2270" data-end="2334">The best tools don&rsquo;t just store papers&mdash;they <strong data-start="2314" data-end="2333">understand them</strong>.</p>
<p data-start="2336" data-end="2388">Modern <strong data-start="2343" data-end="2376">AI-powered research platforms</strong> act like a:</p>
<ul data-start="2390" data-end="2534">
<li data-section-id="10oalf1" data-start="2390" data-end="2428">
<p data-start="2392" data-end="2428">Smart <strong data-start="2398" data-end="2419">desktop reference</strong> system</p>
</li>
<li data-section-id="ab2y4a" data-start="2429" data-end="2469">
<p data-start="2431" data-end="2469">Research assistant that never sleeps</p>
</li>
<li data-section-id="1967zlh" data-start="2470" data-end="2534">
<p data-start="2472" data-end="2534">Writing partner that helps structure your <strong data-start="2514" data-end="2532">research essay</strong></p>
</li>
</ul>
<p data-start="2536" data-end="2582">This is no longer about access to information.</p>
<p data-start="2584" data-end="2629">It&rsquo;s about <strong data-start="2595" data-end="2628">processing knowledge at scale</strong>.</p>
<hr data-start="2631" data-end="2634">
<h2 data-section-id="50xb86" data-start="2636" data-end="2679">The New Definition of a Great Researcher</h2>
<p data-start="2681" data-end="2745">The &ldquo;authentic&rdquo; scholar isn&rsquo;t the one who reads the most papers.</p>
<p data-start="2747" data-end="2764">It&rsquo;s the one who:</p>
<ul data-start="2766" data-end="2887">
<li data-section-id="1de62tp" data-start="2766" data-end="2795">
<p data-start="2768" data-end="2795">Filters signal from noise</p>
</li>
<li data-section-id="k7jdvq" data-start="2796" data-end="2828">
<p data-start="2798" data-end="2828">Synthesizes insights quickly</p>
</li>
<li data-section-id="1qgrir3" data-start="2829" data-end="2887">
<p data-start="2831" data-end="2887">Uses <strong data-start="2836" data-end="2873">AI for research paper development</strong> effectively</p>
</li>
</ul>
<p data-start="2889" data-end="3003">Whether you're writing a PhD-level <strong data-start="2924" data-end="2945">literature review</strong> or a midterm <strong data-start="2959" data-end="2977">academic paper</strong>, the goal hasn&rsquo;t changed:</p>
<p data-start="3005" data-end="3055">👉 Contribute ideas.<br data-start="3025" data-end="3028">👉 Advance understanding.</p>
<p data-start="3057" data-end="3086">AI just removes the friction.</p>
<hr data-start="3088" data-end="3091">
<h2 data-section-id="8p8sre" data-start="3093" data-end="3147">Final Thought: AI Is Not a Crutch&mdash;It&rsquo;s a Multiplier</h2>
<p data-start="3149" data-end="3207">Calling AI a crutch is like calling a calculator cheating.</p>
<p data-start="3209" data-end="3234">Or the internet optional.</p>
<p data-start="3236" data-end="3248">The reality:</p>
<ul data-start="3250" data-end="3402">
<li data-section-id="s947d2" data-start="3250" data-end="3291">
<p data-start="3252" data-end="3291">AI speeds up <strong data-start="3265" data-end="3291">research paper writing</strong></p>
</li>
<li data-section-id="fdk3df" data-start="3292" data-end="3330">
<p data-start="3294" data-end="3330">Improves access to <strong data-start="3313" data-end="3330">free research</strong></p>
</li>
<li data-section-id="9vrqwp" data-start="3331" data-end="3368">
<p data-start="3333" data-end="3368">Provides real <strong data-start="3347" data-end="3368">help with writing</strong></p>
</li>
<li data-section-id="tf4pg2" data-start="3369" data-end="3402">
<p data-start="3371" data-end="3402">Enables deeper, faster thinking</p>
</li>
</ul>
<p data-start="3404" data-end="3436">You can keep searching manually&hellip;</p>
<p data-start="3438" data-end="3531">Or you can use <strong data-start="3453" data-end="3488">AI-powered tools with citations</strong> and start working at the speed of thought.</p>]]></content:encoded>
            <dc:creator><![CDATA[Chihan Tung]]></dc:creator>
            <pubDate>Wed, 18 Mar 2026 19:29:13 +0000</pubDate>
            <category><![CDATA[ai for research]]></category>
            <category><![CDATA[free term paper]]></category>
            <category><![CDATA[literature review]]></category>
            <category><![CDATA[help for writing]]></category>
            <category><![CDATA[research paper]]></category>
            <category><![CDATA[help on research]]></category>
            <category><![CDATA[open paper]]></category>
            <category><![CDATA[help with writing]]></category>
            <category><![CDATA[websites similar to]]></category>
            <category><![CDATA[ai powered]]></category>
            <category><![CDATA[free research]]></category>
            <category><![CDATA[research essay]]></category>
            <category><![CDATA[research paper help]]></category>
            <category><![CDATA[which ai is best]]></category>
            <category><![CDATA[academic paper]]></category>
            <category><![CDATA[ai with citations]]></category>
            <category><![CDATA[desktop reference]]></category>
        </item>
        <item>
            <title><![CDATA[The Death of Traditional Scholarship: Why Reading Research Papers &quot;The Old Way&quot; Is Killing Your Career]]></title>
            <link>https://scisummary.com/blog/94-the-death-of-traditional-scholarship-why-reading-research-papers-the-old-way-is-killing-your-career</link>
            <guid isPermaLink="true">https://scisummary.com/blog/94-the-death-of-traditional-scholarship-why-reading-research-papers-the-old-way-is-killing-your-career</guid>
            <description><![CDATA[In 2026, knowing how to read research papers isn’t about grinding through PDFs — it’s about leverage. The real edge comes from using an AI research assistant to find papers fast, filter noise, and focus on insight. Scholarship now rewards smart workflows, not reading endurance.]]></description>
            <content:encoded><![CDATA[<p data-start="120" data-end="183"><img src="https://scisummary.com/blog/images/URYA6TaMRQLBq22SYUaa85j78myYv7Dj3lKLGEXE.png" width="865" height="662"><br>Academic publishing has accelerated beyond human reading speed.</p>
<p data-start="185" data-end="441">In 2026, thousands of new studies appear every single day. Entire subfields evolve in months, not decades. Yet many students and researchers still approach papers the same way they did in the 1990s: print the PDF, grab a highlighter, block off three hours.</p>
<p data-start="443" data-end="480">That approach isn&rsquo;t rigorous anymore.</p>
<p data-start="482" data-end="499">It&rsquo;s inefficient.</p>
<p data-start="501" data-end="668">The real gap between top researchers and everyone else is no longer IQ. It&rsquo;s workflow. And increasingly, that workflow includes a <strong data-start="631" data-end="667">research assistant powered by AI</strong>.</p>
<hr data-start="670" data-end="673">
<h2 data-start="675" data-end="727">The Efficiency Myth: Hard Work vs. Strategic Work</h2>
<p data-start="729" data-end="804">For years, advice about <em data-start="753" data-end="782">how to read research papers</em> focused on endurance:</p>
<ul data-start="806" data-end="918">
<li data-start="806" data-end="827">
<p data-start="808" data-end="827">Read line by line</p>
</li>
<li data-start="828" data-end="853">
<p data-start="830" data-end="853">Decode every equation</p>
</li>
<li data-start="854" data-end="879">
<p data-start="856" data-end="879">Memorize every detail</p>
</li>
<li data-start="880" data-end="918">
<p data-start="882" data-end="918">Suffer through the methods section</p>
</li>
</ul>
<p data-start="920" data-end="1001">The assumption was simple: the more painful the process, the deeper the learning.</p>
<p data-start="1003" data-end="1043">Today, that mindset creates bottlenecks.</p>
<p data-start="1045" data-end="1207">Learning <em data-start="1054" data-end="1079">how to read effectively</em> now means deciding what not to read. It means identifying signal quickly, extracting value, and discarding noise without guilt.</p>
<p data-start="1209" data-end="1298">An <strong data-start="1212" data-end="1236">AI tool for research</strong> does not replace critical thinking. It accelerates filtering.</p>
<p data-start="1300" data-end="1450">Without free AI tools assisting your workflow, you&rsquo;re trying to manually process an information stream that was never designed for manual consumption.</p>
<hr data-start="1452" data-end="1455">
<h2 data-start="1457" data-end="1510">The Search Crisis: Stop Browsing. Start Targeting.</h2>
<p data-start="1512" data-end="1577">A significant portion of research time is spent on paper finding:</p>
<ul data-start="1579" data-end="1741">
<li data-start="1579" data-end="1618">
<p data-start="1581" data-end="1618">Repeating the same keyword searches</p>
</li>
<li data-start="1619" data-end="1655">
<p data-start="1621" data-end="1655">Digging through database results</p>
</li>
<li data-start="1656" data-end="1699">
<p data-start="1658" data-end="1699">Skimming abstracts that don&rsquo;t quite fit</p>
</li>
<li data-start="1700" data-end="1741">
<p data-start="1702" data-end="1741">Guessing which citations might matter</p>
</li>
</ul>
<p data-start="1743" data-end="1837">The problem isn&rsquo;t <em data-start="1761" data-end="1783">where to find papers</em>. There are more databases and repositories than ever.</p>
<p data-start="1839" data-end="1864">The problem is filtering.</p>
<p data-start="1866" data-end="1984">Knowing <em data-start="1874" data-end="1896">how to find research</em> in 2026 means shifting from manual search to AI-assisted discovery. Modern systems can:</p>
<ul data-start="1986" data-end="2217">
<li data-start="1986" data-end="2043">
<p data-start="1988" data-end="2043">Surface foundational and high-impact papers instantly</p>
</li>
<li data-start="2044" data-end="2088">
<p data-start="2046" data-end="2088">Detect emerging themes before they trend</p>
</li>
<li data-start="2089" data-end="2129">
<p data-start="2091" data-end="2129">Map citation networks across decades</p>
</li>
<li data-start="2130" data-end="2177">
<p data-start="2132" data-end="2177">Identify replication attempts and rebuttals</p>
</li>
<li data-start="2178" data-end="2217">
<p data-start="2180" data-end="2217">Highlight methodological weaknesses</p>
</li>
</ul>
<p data-start="2219" data-end="2294">Tasks that once took weeks of cross-referencing can now be done in minutes.</p>
<p data-start="2296" data-end="2354">The real advantage isn&rsquo;t access. It&rsquo;s speed and precision.</p>
<hr data-start="2356" data-end="2359">
<h2 data-start="2361" data-end="2400">Stop &ldquo;Reading.&rdquo; Start Interrogating.</h2>
<p data-start="2402" data-end="2480">If you want to master <em data-start="2424" data-end="2453">how to read research papers</em> today, change the posture.</p>
<p data-start="2482" data-end="2542">A paper is not a story to consume. It&rsquo;s a claim to evaluate.</p>
<p data-start="2544" data-end="2572">Here&rsquo;s the modern blueprint:</p>
<h3 data-start="2574" data-end="2603">1. The Five-Minute Scan</h3>
<p data-start="2604" data-end="2640">Use a research assistant to extract:</p>
<ul data-start="2641" data-end="2758">
<li data-start="2641" data-end="2660">
<p data-start="2643" data-end="2660">Core hypothesis</p>
</li>
<li data-start="2661" data-end="2682">
<p data-start="2663" data-end="2682">Evidence strength</p>
</li>
<li data-start="2683" data-end="2709">
<p data-start="2685" data-end="2709">Sample size and design</p>
</li>
<li data-start="2710" data-end="2725">
<p data-start="2712" data-end="2725">Limitations</p>
</li>
<li data-start="2726" data-end="2758">
<p data-start="2728" data-end="2758">Funding sources or conflicts</p>
</li>
</ul>
<p data-start="2760" data-end="2813">If the weaknesses undermine the conclusions, move on.</p>
<h3 data-start="2815" data-end="2842">2. Contextual Mapping</h3>
<p data-start="2843" data-end="2908">Don&rsquo;t isolate a single study. Use an AI tool for research to ask:</p>
<ul data-start="2909" data-end="2995">
<li data-start="2909" data-end="2939">
<p data-start="2911" data-end="2939">Who challenged this finding?</p>
</li>
<li data-start="2940" data-end="2960">
<p data-start="2942" data-end="2960">Has it replicated?</p>
</li>
<li data-start="2961" data-end="2995">
<p data-start="2963" data-end="2995">What meta-analyses say about it?</p>
</li>
</ul>
<p data-start="2997" data-end="3079">Understanding a paper&rsquo;s ecosystem is more valuable than memorizing its paragraphs.</p>
<h3 data-start="3081" data-end="3109">3. Automated Discovery</h3>
<p data-start="3110" data-end="3265">Set up a free AI research assistant to monitor your niche. Instead of manually checking preprints and journals, let relevant updates surface automatically.</p>
<p data-start="3267" data-end="3307">That&rsquo;s how to read effectively at scale.</p>
<hr data-start="3309" data-end="3312">
<h2 data-start="3314" data-end="3357">The Competitive Edge: Cognitive Leverage</h2>
<p data-start="3359" data-end="3494">There is still skepticism around AI in scholarship. Critics argue that relying on an AI tool for research weakens independent thinking.</p>
<p data-start="3496" data-end="3523">History suggests otherwise.</p>
<p data-start="3525" data-end="3658">Calculators didn&rsquo;t eliminate mathematical reasoning. Search engines didn&rsquo;t eliminate curiosity. They shifted cognitive effort upward.</p>
<p data-start="3660" data-end="3682">The same applies here.</p>
<p data-start="3684" data-end="3772">Researchers who understand how to find papers efficiently and use AI strategically gain:</p>
<ul data-start="3774" data-end="3948">
<li data-start="3774" data-end="3801">
<p data-start="3776" data-end="3801">More time for synthesis</p>
</li>
<li data-start="3802" data-end="3832">
<p data-start="3804" data-end="3832">Faster pattern recognition</p>
</li>
<li data-start="3833" data-end="3874">
<p data-start="3835" data-end="3874">Earlier insight into emerging debates</p>
</li>
<li data-start="3875" data-end="3905">
<p data-start="3877" data-end="3905">Higher publishing velocity</p>
</li>
<li data-start="3906" data-end="3948">
<p data-start="3908" data-end="3948">Stronger interdisciplinary connections</p>
</li>
</ul>
<p data-start="3950" data-end="4043">Those who rely solely on traditional methods face an ever-growing backlog of unread material.</p>
<hr data-start="4045" data-end="4048">
<h2 data-start="4050" data-end="4075">The Real Skill of 2026</h2>
<p data-start="4077" data-end="4136">The core academic skill is no longer raw reading endurance.</p>
<p data-start="4138" data-end="4157">It&rsquo;s orchestration.</p>
<p data-start="4159" data-end="4167">Knowing:</p>
<ul data-start="4169" data-end="4326">
<li data-start="4169" data-end="4201">
<p data-start="4171" data-end="4201">How to find research quickly</p>
</li>
<li data-start="4202" data-end="4242">
<p data-start="4204" data-end="4242">How to evaluate summaries critically</p>
</li>
<li data-start="4243" data-end="4273">
<p data-start="4245" data-end="4273">How to validate AI outputs</p>
</li>
<li data-start="4274" data-end="4326">
<p data-start="4276" data-end="4326">How to connect insights across dozens of studies</p>
</li>
</ul>
<p data-start="4328" data-end="4406">A research assistant powered by AI doesn&rsquo;t replace judgment. It multiplies it.</p>
<p data-start="4408" data-end="4503">The future belongs to scholars who manage information intelligently, not those who drown in it.</p>
<p data-start="4505" data-end="4542">The question isn&rsquo;t whether to use AI.</p>
<p data-start="4544" data-end="4625" data-is-last-node="" data-is-only-node="">The question is whether your workflow is built for the scale of modern knowledge.</p>]]></content:encoded>
            <dc:creator><![CDATA[Chihan Tung]]></dc:creator>
            <pubDate>Thu, 12 Feb 2026 22:02:35 +0000</pubDate>
            <category><![CDATA[research assistant]]></category>
            <category><![CDATA[how read research]]></category>
            <category><![CDATA[ai tool for research]]></category>
            <category><![CDATA[how to read papers]]></category>
            <category><![CDATA[read paper]]></category>
            <category><![CDATA[free ai tools]]></category>
            <category><![CDATA[where to find papers]]></category>
            <category><![CDATA[how to read effectively]]></category>
            <category><![CDATA[how to read research papers]]></category>
            <category><![CDATA[paper finding]]></category>
            <category><![CDATA[how to find research]]></category>
            <category><![CDATA[how to find papers]]></category>
            <category><![CDATA[free ai research assistant]]></category>
        </item>
        <item>
            <title><![CDATA[Why the Traditional Research Paper Process No Longer Works]]></title>
            <link>https://scisummary.com/blog/93-why-the-traditional-research-paper-process-no-longer-works</link>
            <guid isPermaLink="true">https://scisummary.com/blog/93-why-the-traditional-research-paper-process-no-longer-works</guid>
            <description><![CDATA[The old way of reading research papers is broken. Hours spent trying to “simplify this” isn’t learning—it’s inefficiency. That’s why people search for thesis help or ask can ChatGPT write a thesis? What you need is a research paper simplifier AI—a free scientific assistant that simplifies complex research and helps you think, not just read.]]></description>
            <content:encoded><![CDATA[<p data-start="131" data-end="376"><img src="https://scisummary.com/blog/images/Yp8LbWypwiQOQuifUjSdAcJmU0TaakpeYcmySJY8.png" width="652" height="434"><br>Let&rsquo;s be honest: the traditional way of reading research papers is outdated. Hours lost in jargon, dense methods, and endless highlighting don&rsquo;t equal learning&mdash;they equal burnout. There&rsquo;s a difference between productive struggle and wasted time.</p>
<h3 data-start="378" data-end="409">The Illusion of &ldquo;Hard Work&rdquo;</h3>
<p data-start="410" data-end="629">If you&rsquo;re spending hours trying to <em data-start="445" data-end="462">&ldquo;simplify this&rdquo;</em> one paragraph, that&rsquo;s not rigor&mdash;it&rsquo;s inefficiency. Modern research moves fast. The advantage isn&rsquo;t reading more; it&rsquo;s knowing <strong data-start="589" data-end="620">how to read research papers</strong> smarter.</p>
<h3 data-start="631" data-end="670">Your Search History Tells the Story</h3>
<p data-start="671" data-end="989">&ldquo;Thesis help.&rdquo; &ldquo;Try thesis help.&rdquo; &ldquo;Best AI for writing.&rdquo; &ldquo;Can ChatGPT write a thesis?&rdquo;<br data-start="757" data-end="760">These aren&rsquo;t shortcuts&mdash;they&rsquo;re survival instincts. The volume of information is overwhelming. You don&rsquo;t need AI to write <em data-start="881" data-end="886">for</em> you (and hallucinate citations). You need a <strong data-start="931" data-end="963">research paper simplifier AI</strong> to help you think better.</p>
<h3 data-start="991" data-end="1022">Enter the Simplifier AI Era</h3>
<p data-start="1023" data-end="1112">A <strong data-start="1025" data-end="1054">free scientific assistant</strong> isn&rsquo;t about laziness. It&rsquo;s about reaching clarity faster.</p>
<ul data-start="1114" data-end="1331">
<li data-start="1114" data-end="1183">
<p data-start="1116" data-end="1183">Start with an AI-generated <strong data-start="1143" data-end="1166">outline of research</strong>, not a raw PDF</p>
</li>
<li data-start="1184" data-end="1252">
<p data-start="1186" data-end="1252">Use tools that <strong data-start="1201" data-end="1230">simplify complex research</strong> into plain language</p>
</li>
<li data-start="1253" data-end="1331">
<p data-start="1255" data-end="1331">Build a <strong data-start="1263" data-end="1281">papers process</strong> that connects insights instead of hoarding PDFs</p>
</li>
</ul>
<h3 data-start="1333" data-end="1354">Is This Cheating?</h3>
<p data-start="1355" data-end="1564">No. It&rsquo;s focus.<br data-start="1370" data-end="1373">Using AI for <strong data-start="1386" data-end="1415">scientific paper analysis</strong> removes fluff so you can do the real work: questioning methods, spotting gaps, and strengthening arguments. That&rsquo;s critical thinking&mdash;not copy-paste.</p>
<h3 data-start="1566" data-end="1594">Your 2026 Research Stack</h3>
<p data-start="1595" data-end="1639">To stay ahead, you need more than a browser:</p>
<ul data-start="1641" data-end="1954">
<li data-start="1641" data-end="1739">
<p data-start="1643" data-end="1739"><strong data-start="1643" data-end="1657">Discovery:</strong> Find <strong data-start="1663" data-end="1687">free research papers</strong> and <strong data-start="1692" data-end="1720">download academic papers</strong> without friction</p>
</li>
<li data-start="1740" data-end="1817">
<p data-start="1742" data-end="1817"><strong data-start="1742" data-end="1756">Synthesis:</strong> A research paper simplifier AI to translate academic-speak</p>
</li>
<li data-start="1818" data-end="1954">
<p data-start="1820" data-end="1954"><strong data-start="1820" data-end="1834">Structure:</strong> <strong data-start="1835" data-end="1858">Thesis outline help</strong>, <strong data-start="1860" data-end="1888">research paper structure</strong>, and <strong data-start="1894" data-end="1917">outline of research</strong> tools so you never start from zero</p>
</li>
</ul>
<p data-start="1956" data-end="2053">The next time you open a 40-page PDF, ask yourself:<br data-start="2007" data-end="2010">Am I reading to learn&mdash;or just to feel busy?</p>
<p data-start="2055" data-end="2204">Stop the busy work. Start the real work.<br data-start="2095" data-end="2098">That&rsquo;s the new <strong data-start="2113" data-end="2137">research paper guide</strong> for anyone who wants real <strong data-start="2164" data-end="2184">help on research</strong>&mdash;not more suffering.</p>]]></content:encoded>
            <dc:creator><![CDATA[Chihan Tung]]></dc:creator>
            <pubDate>Wed, 28 Jan 2026 17:02:10 +0000</pubDate>
            <category><![CDATA[research paper simplifier ai]]></category>
            <category><![CDATA[simplify this]]></category>
            <category><![CDATA[free scientific assistant]]></category>
            <category><![CDATA[best ai for writing]]></category>
            <category><![CDATA[can chatgpt write a thesis]]></category>
            <category><![CDATA[try thesis help]]></category>
            <category><![CDATA[free research papers]]></category>
            <category><![CDATA[download academic papers]]></category>
            <category><![CDATA[thesis help]]></category>
            <category><![CDATA[help on research]]></category>
            <category><![CDATA[outline of research]]></category>
            <category><![CDATA[research paper structure]]></category>
            <category><![CDATA[papers process]]></category>
            <category><![CDATA[thesis outline help]]></category>
            <category><![CDATA[how to read research papers]]></category>
            <category><![CDATA[simplify complex research]]></category>
            <category><![CDATA[research paper guide]]></category>
            <category><![CDATA[scientific paper analysis]]></category>
        </item>
        <item>
            <title><![CDATA[AI Detectors, Citation Bots, and Paraphrasers: Tools or Traps for Researchers?]]></title>
            <link>https://scisummary.com/blog/92-ai-detectors-citation-bots-and-paraphrasers-tools-or-traps-for-researchers</link>
            <guid isPermaLink="true">https://scisummary.com/blog/92-ai-detectors-citation-bots-and-paraphrasers-tools-or-traps-for-researchers</guid>
            <description><![CDATA[AI detectors don’t punish AI—they punish generic writing.
If an AI checker flags your work, it’s usually because claims are vague or poorly sourced. Tools like QuillBot, paraphrase tools, and citation generators help with clarity and speed, not originality. Ground every claim in real evidence, verify APA citations, and use detectors as mirrors—not judges. Specific writing calms the flags.]]></description>
            <content:encoded><![CDATA[<p data-start="194" data-end="251"><img src="https://scisummary.com/blog/images/CPzpF9ZR14xLmfoPiDsJfmj5n8CEjSVLdHzQ3JSu.jpg" width="839" height="468"></p>
<p data-start="194" data-end="251"><strong data-start="194" data-end="251">It&rsquo;s about writing that forgot to sound like someone.</strong></p>
<p data-start="253" data-end="634">The night before a submission, my browser looks like a junk drawer:<br data-start="320" data-end="323"><em data-start="323" data-end="512">ai detector, ai checker, gptzero, quillbot, a paraphrase tool, &ldquo;humanize ai,&rdquo; easybib, citation machine, an apa citation generator, an mla citation generator, a generic citation generator</em>&mdash;plus a tab labeled &ldquo;caht,&rdquo; a stray Zenni ad, and a rabbit hole to Bitchute I definitely didn&rsquo;t mean to click.</p>
<p data-start="636" data-end="700">It feels productive.<br data-start="656" data-end="659">It&rsquo;s mostly avoidance with good branding.</p>
<p data-start="702" data-end="993">Here&rsquo;s the uncomfortable truth: <strong data-start="734" data-end="792">detectors don&rsquo;t punish AI&mdash;they punish generic writing.</strong><br data-start="792" data-end="795">When claims float, details blur, and the prose could belong to anyone, an ai checker will flag it and GPTZero will make you nervous. Not because you cheated&mdash;but because your work lacks fingerprints.</p>
<hr data-start="995" data-end="998">
<h3 data-start="1000" data-end="1026">What actually fixes it</h3>
<p data-start="1028" data-end="1118">Before touching QuillBot or any paraphrase tool, I outline three things in plain language:</p>
<ul data-start="1119" data-end="1168">
<li data-start="1119" data-end="1132">
<p data-start="1121" data-end="1132">the claim</p>
</li>
<li data-start="1133" data-end="1149">
<p data-start="1135" data-end="1149">the evidence</p>
</li>
<li data-start="1150" data-end="1168">
<p data-start="1152" data-end="1168">the limitation</p>
</li>
</ul>
<p data-start="1170" data-end="1259">One paragraph per idea. One verb that moves. One source I can point to by page or figure.</p>
<p data-start="1261" data-end="1468">Only then do tools come out. QuillBot becomes a clarity pass, not a ghostwriter. If &ldquo;humanize ai&rdquo; smooths a sentence but strips meaning, I put the grit back&mdash;units, sample size, the method step that mattered.</p>
<p data-start="1470" data-end="1549">Rule of thumb: <strong data-start="1485" data-end="1549">if I couldn&rsquo;t defend the sentence out loud, it doesn&rsquo;t stay.</strong></p>
<hr data-start="1551" data-end="1554">
<h3 data-start="1556" data-end="1602">Citations (where credibility quietly dies)</h3>
<p data-start="1604" data-end="1635">Generators are speed&mdash;not truth.</p>
<p data-start="1637" data-end="1924">I&rsquo;ll use EasyBib, Citation Machine, an APA citation generator, or the MLA citation generator to get started. Then I verify everything against the actual source: author order, year, title casing, DOI preferred. In-text <strong data-start="1855" data-end="1871">APA citation</strong> goes where the claim happens, not dumped at the end.</p>
<p data-start="1926" data-end="2003">When <strong data-start="1931" data-end="1945">APA format</strong> becomes habit instead of panic, your work feels sturdier.</p>
<hr data-start="2005" data-end="2008">
<h3 data-start="2010" data-end="2039">Do I still run detectors?</h3>
<p data-start="2041" data-end="2072">Yes&mdash;like a preflight checklist.</p>
<p data-start="2074" data-end="2278">If an ai detector flags a paragraph, I don&rsquo;t argue with the score. I fix the writing. Flagged sections are usually generic: definitions without stakes, methods without parameters, results without numbers.</p>
<p data-start="2280" data-end="2320">Specificity calms the flags. Every time.</p>
<hr data-start="2322" data-end="2325">
<h3 data-start="2327" data-end="2356">A simple, repeatable flow</h3>
<ol data-start="2358" data-end="2765">
<li data-start="2358" data-end="2399">
<p data-start="2361" data-end="2399">Draft the argument in your own words</p>
</li>
<li data-start="2400" data-end="2459">
<p data-start="2403" data-end="2459">Use a paraphrase tool only on sentences you understand</p>
</li>
<li data-start="2460" data-end="2561">
<p data-start="2463" data-end="2561">Generate references with EasyBib, a citation generator, or an APA citation generator&mdash;then verify</p>
</li>
<li data-start="2562" data-end="2613">
<p data-start="2565" data-end="2613">Run an ai checker or GPTZero as a sanity check</p>
</li>
<li data-start="2614" data-end="2691">
<p data-start="2617" data-end="2691">Where it flags, add reality: numbers, edge cases, citations at the claim</p>
</li>
<li data-start="2692" data-end="2715">
<p data-start="2695" data-end="2715">Read once out loud</p>
</li>
<li data-start="2716" data-end="2765">
<p data-start="2719" data-end="2765">Submit something you can defend line by line</p>
</li>
</ol>
<hr data-start="2767" data-end="2770">
<h3 data-start="2772" data-end="2785">The point</h3>
<p data-start="2787" data-end="2849">Stop treating detectors like enemies.<br data-start="2824" data-end="2827">Use them like mirrors.</p>
<p data-start="2851" data-end="3007">When your paper has enough specificity, accountability, and rhythm that it couldn&rsquo;t have been written by anyone else&mdash;let alone an AI&mdash;your originality shows.</p>
<p data-start="3009" data-end="3041">On the page.<br data-start="3021" data-end="3024">And in the grade.</p>
<p data-start="3043" data-end="3146"><strong data-start="3043" data-end="3056">Question:</strong> if an ai detector flags 15% but every claim is tight and sourced&mdash;do you rewrite, or ship?</p>]]></content:encoded>
            <dc:creator><![CDATA[Chihan Tung]]></dc:creator>
            <pubDate>Mon, 12 Jan 2026 21:37:29 +0000</pubDate>
            <category><![CDATA[ai detector]]></category>
            <category><![CDATA[ai checker]]></category>
            <category><![CDATA[quillbot]]></category>
            <category><![CDATA[humanize ai]]></category>
            <category><![CDATA[zenni]]></category>
            <category><![CDATA[apa citation generator]]></category>
            <category><![CDATA[citation machine]]></category>
            <category><![CDATA[apa citation]]></category>
            <category><![CDATA[citation generator]]></category>
            <category><![CDATA[mla citation generator]]></category>
            <category><![CDATA[apa format]]></category>
            <category><![CDATA[easybib]]></category>
            <category><![CDATA[bitchute]]></category>
            <category><![CDATA[caht]]></category>
            <category><![CDATA[gptzero]]></category>
            <category><![CDATA[paraphrase tool]]></category>
        </item>
        <item>
            <title><![CDATA[Are AI Research Tools Making Us Smarter—Or Just Better at Faking Expertise?]]></title>
            <link>https://scisummary.com/blog/91-are-ai-research-tools-making-us-smarteror-just-better-at-faking-expertise</link>
            <guid isPermaLink="true">https://scisummary.com/blog/91-are-ai-research-tools-making-us-smarteror-just-better-at-faking-expertise</guid>
            <description><![CDATA[AI research tools are everywhere—summarizers, literature review bots, paper generators. They promise speed and instant insight. But here’s the catch: the more we outsource thinking, the less we actually understand. AI can accelerate research—but when it replaces comprehension, we’re not advancing knowledge. We’re just automating the motions.]]></description>
            <content:encoded><![CDATA[<p><img src="https://scisummary.com/blog/images/5tA5lqglSpW3JD6MogNFBjxIoD2hsijinvgNLn1c.png" width="596" height="594"></p>
<p dir="ltr">In the past five years, academia has undergone a silent revolution. Not because scholars suddenly became more efficient&mdash;but because AI research tools quietly slipped into the workflow of nearly every student, PhD candidate, and early-career researcher.</p>
<p dir="ltr">From best AI for a PhD research engines to free summarizers and AI for literature review, the new academic toolbox looks nothing like the old one. And honestly? It&rsquo;s transforming not just how we work, but how we think.</p>
<p dir="ltr">But here&rsquo;s the uncomfortable question:<br>Are we building deeper knowledge&mdash;or outsourcing the thinking altogether?</p>
<h2 dir="ltr">The Tools That Promise &ldquo;Instant Expertise&rdquo;</h2>
<p dir="ltr">A single search reveals an entire ecosystem designed for one purpose: speed.</p>
<p dir="ltr">Students once spent days reading journal articles. Now they paste a PDF into an AI abstract generator or a summarization generator, and within seconds, they&rsquo;re handed what looks like a polished, coherent summary. Tools like ai summarizing tool, free summarizing tool, and ai article summarizer free have become default study aids&mdash;often replacing the need to actually read.</p>
<p dir="ltr">For higher-level research, things get even more extreme.</p>
<p dir="ltr">Platforms like AI for scientific research, AI research paper generator, and AI journal generator don&rsquo;t just summarize work&mdash;they produce work. Some even claim to generate publication-ready papers, raising the unsettling possibility that a portion of academic literature in the future might be machine-written.</p>
<p dir="ltr">Convenient? Absolutely.<br>Terrifying? Also yes.</p>
<h2 dir="ltr">The Seductive Power of &ldquo;Scientific Search Engines&rdquo;</h2>
<p dir="ltr">One of the fastest-growing categories is the scientific search engine cluster: tools that promise smarter, deeper searches than Google Scholar. People now turn to gptacademic, science AI chat, and ai literature review generator to replace hours of database crawling.</p>
<p dir="ltr">These tools don&rsquo;t just retrieve papers&mdash;they interpret them, connect them, and sometimes prioritize information in ways users barely notice. When an algorithm decides what counts as important literature, we&rsquo;re no longer just augmenting research.</p>
<p dir="ltr">We&rsquo;re outsourcing intellectual judgment.</p>
<p dir="ltr">That&rsquo;s efficient&mdash;but it&rsquo;s also a shift in academic power no one is really prepared for.</p>
<h2 dir="ltr">Are We Using AI to Accelerate Knowledge&mdash;or Avoid Effort?</h2>
<p dir="ltr">Let&rsquo;s be honest: these tools are incredible.<br>A PhD student drowning in reading assignments can use paper tools or summarization generators to stay afloat. Someone writing a review article can rely on AI for literature review models to structure arguments.</p>
<p dir="ltr">But the real tension lies here:<br>Speed isn&rsquo;t the same as understanding.</p>
<p dir="ltr">When students depend entirely on summaries, they lose the nuance that makes academic research meaningful. When early researchers rely on AI research paper generators, they risk producing work that looks legitimate but lacks original thought.</p>
<p dir="ltr">And when universities pretend this isn&rsquo;t happening?<br>We create a generation that can produce academic outputs&mdash;but struggles to generate academic insight.</p>
<h2 dir="ltr">Maybe the Real Problem Isn&rsquo;t AI&mdash;It&rsquo;s How We Use It</h2>
<p dir="ltr">Here&rsquo;s where the conversation needs to shift.</p>
<p dir="ltr">AI isn&rsquo;t the enemy. These tools&mdash;ai abstract generator, scientific search engine, ai journal generator&mdash;are powerful accelerators. They free researchers from repetitive reading, help non-native speakers access complex work, and democratize knowledge in ways academia never managed on its own.</p>
<p dir="ltr">The danger comes when AI stops being a tool and becomes a substitute for thinking.<br>When students rely on summaries instead of sources.<br>When literature reviews become AI-produced compilations rather than analytical work.<br>When &ldquo;research&rdquo; becomes typing a question into science ai chat.</p>
<p dir="ltr">The future of scholarship depends on how we balance these tools with real intellectual engagement.</p>
<h2 dir="ltr">So Where Do We Go From Here?</h2>
<p dir="ltr">Maybe the real question isn&rsquo;t whether AI tools are good or bad.<br>Maybe it&rsquo;s this:</p>
<p dir="ltr">Are we willing to stay critical, curious, and intellectually honest while using them?</p>
<p dir="ltr">Because AI can speed up your research.<br>It can summarize your papers.<br>It can even write your drafts.</p>
<p dir="ltr">But it can&rsquo;t replace your curiosity, your skepticism, your analytical mind, or your willingness to dive deeper than any algorithm.</p>
<p dir="ltr">If we use these tools as partners&mdash;not shortcuts&mdash;then the future of academia might actually be brighter, not lazier.</p>
<p dir="ltr">But if we outsource thinking entirely?<br>Well&hellip; then AI won&rsquo;t be killing academia.<br>We&rsquo;ll be doing that ourselves.</p>]]></content:encoded>
            <dc:creator><![CDATA[Chihan Tung]]></dc:creator>
            <pubDate>Thu, 25 Dec 2025 17:25:54 +0000</pubDate>
            <category><![CDATA[best ai for a phd research]]></category>
            <category><![CDATA[free summarizer]]></category>
            <category><![CDATA[ai for literature review]]></category>
            <category><![CDATA[ai abstract generator]]></category>
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            <category><![CDATA[science ai chat]]></category>
            <category><![CDATA[ai article summarizer free]]></category>
            <category><![CDATA[ai literature review generator]]></category>
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            <category><![CDATA[ai journal generator]]></category>
        </item>
        <item>
            <title><![CDATA[Your Literature Review is Performative Scholarship (And Everyone Knows It)]]></title>
            <link>https://scisummary.com/blog/90-your-literature-review-is-performative-scholarship-and-everyone-knows-it</link>
            <guid isPermaLink="true">https://scisummary.com/blog/90-your-literature-review-is-performative-scholarship-and-everyone-knows-it</guid>
            <description><![CDATA[Hot take: the literature review is academic theater. PhD students spend months citing papers few people read, optimizing for coverage over understanding. Most work is skimmed, everyone knows it, and only a handful of papers matter. A good review should take weeks, not a year—and focus on synthesis, not performative rigor.]]></description>
            <content:encoded><![CDATA[<p class="code-line" dir="auto" data-line="2"><strong><img src="https://scisummary.com/blog/images/WuQNWTfcwBTDMP3OVsOBdToBWE8hEfDp8bdrsJcJ.png" width="736" height="436"></strong></p>
<p class="code-line" dir="auto" data-line="2">&nbsp;</p>
<p class="code-line" dir="auto" data-line="2"><strong>Hot take:</strong>&nbsp;Most PhD students spend 6-12 months on literature reviews that nobody&mdash;including their advisors&mdash;will ever read in full. We all know it. We all do it anyway. And the academic system is complicit in this charade.</p>
<p class="code-line" dir="auto" data-line="4">Let me be clear: I'm not saying literature reviews are useless. I'm saying&nbsp;<strong>the way we currently do them is theater</strong>. Elaborate, time-consuming theater designed to signal academic rigor rather than actually achieve it.</p>
<h2 id="the-dirty-secret-of-academic-literature-reviews" class="code-line" dir="auto" data-line="6">The Dirty Secret of Academic Literature Reviews</h2>
<p class="code-line" dir="auto" data-line="8">Here's what really happens during a "thorough literature review":</p>
<p class="code-line" dir="auto" data-line="10"><strong>Week 1-2:</strong>&nbsp;You actually read papers carefully, taking detailed notes, feeling productive.</p>
<p class="code-line" dir="auto" data-line="12"><strong>Month 2-3:</strong>&nbsp;You're skimming abstracts and conclusions, telling yourself you'll "come back to the important ones."</p>
<p class="code-line" dir="auto" data-line="14"><strong>Month 4-6:</strong>&nbsp;You're Ctrl+F searching for specific terms, copying quotes you might cite, and adding papers to your bibliography that you've only read the title of.</p>
<p class="code-line" dir="auto" data-line="16"><strong>Month 10-12:</strong>&nbsp;You're panic-writing a literature review section that synthesizes 150+ papers, 40% of which you only vaguely remember, citing claims you haven't actually verified, creating a narrative that makes it seem like you've mastered this entire field.</p>
<p class="code-line" dir="auto" data-line="18">Your advisor skims it. Your committee members might read the first few paragraphs. Nobody checks if you actually read all 150 papers.</p>
<p class="code-line" dir="auto" data-line="20"><strong>And here's the kicker: everyone in academia knows this is how it works.</strong></p>
<h2 id="were-optimizing-for-the-wrong-thing" class="code-line" dir="auto" data-line="22">We're Optimizing for the Wrong Thing</h2>
<p class="code-line" dir="auto" data-line="24">The academic system rewards the&nbsp;<em>appearance</em>&nbsp;of comprehensive literature mastery, not actual comprehension or synthesis.</p>
<p class="code-line code-active-line" dir="auto" data-line="26">Think about what we're actually incentivizing:</p>
<ul class="code-line" dir="auto" data-line="28">
<li class="code-line" dir="auto" data-line="28"><strong>Quantity over quality:</strong>&nbsp;"You need to cite at least 100 papers" (Why? Who decided this number?)</li>
<li class="code-line" dir="auto" data-line="29"><strong>Recency theater:</strong>&nbsp;Including the last 5 years of publications even when they don't add anything new</li>
<li class="code-line" dir="auto" data-line="30"><strong>Coverage obsession:</strong>&nbsp;Reading tangentially related papers just to prove you "covered the field"</li>
<li class="code-line" dir="auto" data-line="31"><strong>Citation padding:</strong>&nbsp;Citing papers you haven't read because other people cited them</li>
</ul>
<p class="code-line" dir="auto" data-line="33">The result? PhD students spend 25% of their doctoral program on a literature review that:</p>
<ul class="code-line" dir="auto" data-line="34">
<li class="code-line" dir="auto" data-line="34">Takes 12 months to write</li>
<li class="code-line" dir="auto" data-line="35">Will be read thoroughly by approximately 0.5 people (your advisor, maybe)</li>
<li class="code-line" dir="auto" data-line="36">Contains insights that could have been extracted in 6 weeks</li>
<li class="code-line" dir="auto" data-line="37">Teaches you more about academic performance than actual research</li>
</ul>
<h2 id="the-paper-reading-crisis-nobody-talks-about" class="code-line" dir="auto" data-line="39">The Paper Reading Crisis Nobody Talks About</h2>
<p class="code-line" dir="auto" data-line="41">Let's address the elephant in the room:&nbsp;<strong>most published papers aren't worth reading in full.</strong></p>
<p class="code-line" dir="auto" data-line="43">I said it.</p>
<p class="code-line" dir="auto" data-line="45">Here's the uncomfortable truth that every senior researcher knows but won't tell PhD students:</p>
<ul class="code-line" dir="auto" data-line="47">
<li class="code-line" dir="auto" data-line="47"><strong>~40% of papers</strong>&nbsp;- Incremental contributions that could be summarized in 2 sentences</li>
<li class="code-line" dir="auto" data-line="48"><strong>~30% of papers</strong>&nbsp;- Poorly written or poorly designed; you're reading them for completeness, not insight</li>
<li class="code-line" dir="auto" data-line="49"><strong>~20% of papers</strong>&nbsp;- Solid work, but not directly relevant to your specific research question</li>
<li class="code-line" dir="auto" data-line="50"><strong>~10% of papers</strong>&nbsp;- Actually deserve your full attention</li>
</ul>
<p class="code-line" dir="auto" data-line="52">But we make PhD students read all of them front-to-back anyway. Why? Because "that's how we did it" and "you need to put in the time."</p>
<p class="code-line" dir="auto" data-line="54">This is cargo cult academia.</p>
<h2 id="the-advisor-contradiction" class="code-line" dir="auto" data-line="56">The Advisor Contradiction</h2>
<p class="code-line" dir="auto" data-line="58">Your advisor tells you to "read deeply" and "engage with the literature." But observe what they actually do:</p>
<ul class="code-line" dir="auto" data-line="60">
<li class="code-line" dir="auto" data-line="60">Skim 90% of papers</li>
<li class="code-line" dir="auto" data-line="61">Read abstracts and conclusions first</li>
<li class="code-line" dir="auto" data-line="62">Jump straight to figures and tables</li>
<li class="code-line" dir="auto" data-line="63">Use Ctrl+F for specific terms</li>
<li class="code-line" dir="auto" data-line="64">Rely on review papers to understand new fields</li>
<li class="code-line" dir="auto" data-line="65">Sometimes cite papers they haven't fully read (yes, even tenured professors do this)</li>
</ul>
<p class="code-line" dir="auto" data-line="67">Then they turn around and tell you to "be thorough" and "don't cut corners."</p>
<p class="code-line" dir="auto" data-line="69">The hypocrisy is staggering.</p>
<p class="code-line" dir="auto" data-line="71">They survived by developing efficient reading strategies through trial and error. But instead of teaching you those strategies, they make you suffer through the same inefficient process they did&mdash;as if struggle itself has academic value.</p>
<h2 id="what-literature-reviews-should-actually-be" class="code-line" dir="auto" data-line="73">What Literature Reviews Should Actually Be</h2>
<p class="code-line" dir="auto" data-line="75">Here's my controversial proposal:&nbsp;<strong>A good literature review should take 4-6 weeks, not 6-12 months.</strong></p>
<p class="code-line" dir="auto" data-line="77">What should you actually be doing?</p>
<ol class="code-line" dir="auto" data-line="79">
<li class="code-line" dir="auto" data-line="79">
<p class="code-line" dir="auto" data-line="79"><strong>Read strategically, not comprehensively</strong></p>
<ul class="code-line" dir="auto" data-line="80">
<li class="code-line" dir="auto" data-line="80">Start with 3-5 seminal papers and 2-3 recent review articles</li>
<li class="code-line" dir="auto" data-line="81">Identify the 10-15 papers that actually matter for your research question</li>
<li class="code-line" dir="auto" data-line="82">Skim everything else for coverage</li>
</ul>
</li>
<li class="code-line" dir="auto" data-line="84">
<p class="code-line" dir="auto" data-line="84"><strong>Focus on synthesis, not summary</strong></p>
<ul class="code-line" dir="auto" data-line="85">
<li class="code-line" dir="auto" data-line="85">Nobody cares that "Smith et al. (2019) found X and Jones et al. (2020) found Y"</li>
<li class="code-line" dir="auto" data-line="86">We care about: What's the debate? What's missing? Where's the opportunity?</li>
<li class="code-line" dir="auto" data-line="87">One paragraph of real insight beats five pages of paper summaries</li>
</ul>
</li>
<li class="code-line" dir="auto" data-line="89">
<p class="code-line" dir="auto" data-line="89"><strong>Prioritize understanding over coverage</strong></p>
<ul class="code-line" dir="auto" data-line="90">
<li class="code-line" dir="auto" data-line="90">Deep comprehension of 20 papers &gt; surface knowledge of 200 papers</li>
<li class="code-line" dir="auto" data-line="91">Your research will be better if you truly understand the core concepts</li>
<li class="code-line" dir="auto" data-line="92">Citation count is a terrible proxy for literature mastery</li>
</ul>
</li>
<li class="code-line" dir="auto" data-line="94">
<p class="code-line" dir="auto" data-line="94"><strong>Be honest about what you've read</strong></p>
<ul class="code-line" dir="auto" data-line="95">
<li class="code-line" dir="auto" data-line="95">If you only read the abstract, cite it as background, not as evidence</li>
<li class="code-line" dir="auto" data-line="96">If you skimmed it, don't pretend you engaged deeply</li>
<li class="code-line" dir="auto" data-line="97">If it's a secondary citation, acknowledge that</li>
</ul>
</li>
</ol>
<h2 id="the-ai-tool-paradox" class="code-line" dir="auto" data-line="99">The AI Tool Paradox</h2>
<p class="code-line" dir="auto" data-line="101">Here's where it gets really interesting: AI summarization tools are now good enough to expose the theater.</p>
<p class="code-line" dir="auto" data-line="103">You can get a decent summary of 100 papers in a few hours. The academic system is freaking out about this because it reveals what we've known all along:&nbsp;<strong>most literature review "work" is just information processing, not deep thinking.</strong></p>
<p class="code-line" dir="auto" data-line="105">The knee-jerk reaction from academia: "AI tools are cheating! Students need to struggle through reading every paper!"</p>
<p class="code-line" dir="auto" data-line="107">But why? If the goal is to understand the field and identify your contribution, and AI can help you process information faster, isn't that... good?</p>
<p class="code-line" dir="auto" data-line="109">The real fear isn't that students will learn less. It's that we'll have to admit the current system is inefficient.</p>
<p class="code-line" dir="auto" data-line="111"><strong>Hot take within a hot take:</strong>&nbsp;If an AI can replicate your literature review process, your process probably wasn't adding much intellectual value anyway.</p>
<h2 id="what-should-change-but-probably-wont" class="code-line" dir="auto" data-line="113">What Should Change (But Probably Won't)</h2>
<p class="code-line" dir="auto" data-line="115"><strong>What advisors should do:</strong></p>
<ul class="code-line" dir="auto" data-line="116">
<li class="code-line" dir="auto" data-line="116">Teach efficient reading strategies explicitly</li>
<li class="code-line" dir="auto" data-line="117">Emphasize synthesis over coverage</li>
<li class="code-line" dir="auto" data-line="118">Value quality insights over citation count</li>
<li class="code-line" dir="auto" data-line="119">Be honest about their own reading practices</li>
</ul>
<p class="code-line" dir="auto" data-line="121"><strong>What PhD programs should do:</strong></p>
<ul class="code-line" dir="auto" data-line="122">
<li class="code-line" dir="auto" data-line="122">Set reasonable literature review timelines (6-8 weeks, not 6-12 months)</li>
<li class="code-line" dir="auto" data-line="123">Reward deep understanding of core papers over shallow coverage of hundreds</li>
<li class="code-line" dir="auto" data-line="124">Stop using paper count as a proxy for thoroughness</li>
<li class="code-line" dir="auto" data-line="125">Teach critical reading skills instead of assuming students will figure it out</li>
</ul>
<p class="code-line" dir="auto" data-line="127"><strong>What researchers should do:</strong></p>
<ul class="code-line" dir="auto" data-line="128">
<li class="code-line" dir="auto" data-line="128">Stop pretending you read every paper you cite</li>
<li class="code-line" dir="auto" data-line="129">Share your actual reading workflow with junior researchers</li>
<li class="code-line" dir="auto" data-line="130">Prioritize papers that are well-written and clearly argued</li>
<li class="code-line" dir="auto" data-line="131">Write papers that respect your readers' time</li>
</ul>
<h2 id="the-uncomfortable-truth" class="code-line" dir="auto" data-line="133">The Uncomfortable Truth</h2>
<p class="code-line" dir="auto" data-line="135">The literature review in its current form is a hazing ritual masquerading as pedagogy.</p>
<p class="code-line" dir="auto" data-line="137">It serves more to signal that you've "done the work" than to actually prepare you for research. We've confused suffering with scholarship, time spent with understanding gained, and citation count with intellectual depth.</p>
<p class="code-line" dir="auto" data-line="139">And the tragic part? By the time you finish your PhD and realize this, you're now the advisor perpetuating the same system because "that's how it's done" and "I had to do it, so should they."</p>
<h2 id="a-better-way-forward" class="code-line" dir="auto" data-line="141">A Better Way Forward</h2>
<p class="code-line" dir="auto" data-line="143">I'm not saying literature reviews are pointless. I'm saying we should be honest about their purpose:</p>
<p class="code-line" dir="auto" data-line="145"><strong>Purpose:</strong>&nbsp;Understand the field deeply enough to identify where you can make a contribution.</p>
<p class="code-line" dir="auto" data-line="147"><strong>Not the purpose:</strong>&nbsp;Read every tangentially related paper to prove you're thorough.</p>
<p class="code-line" dir="auto" data-line="149"><strong>Time it should take:</strong>&nbsp;4-8 weeks of focused work.</p>
<p class="code-line" dir="auto" data-line="151"><strong>Not the time it should take:</strong>&nbsp;6-12 months of performative scholarship.</p>
<p class="code-line" dir="auto" data-line="153"><strong>What you should produce:</strong>&nbsp;A synthesis that shows you understand the key debates and can articulate your unique contribution.</p>
<p class="code-line" dir="auto" data-line="155"><strong>Not what you should produce:</strong>&nbsp;A 50-page paper summary document that nobody will read.</p>
<p class="code-line" dir="auto" data-line="157">The tools exist now to process information faster. The question is: will academia adapt to use them for deeper thinking? Or will we double down on theater because "that's tradition"?</p>
<h2 id="the-real-question" class="code-line" dir="auto" data-line="159">The Real Question</h2>
<p class="code-line" dir="auto" data-line="161">When you're six months into your literature review, drowning in PDFs, ask yourself:</p>
<p class="code-line" dir="auto" data-line="163">"Am I learning and synthesizing, or am I just performing thoroughness?"</p>
<p class="code-line" dir="auto" data-line="165">If it's the latter, you're not alone. You're just playing the game everyone else is playing.</p>
<p class="code-line" dir="auto" data-line="167">But maybe it's time we changed the rules.</p>
<hr class="code-line" dir="auto" data-line="169">
<p class="code-line" dir="auto" data-line="171"><strong>Disclosure:</strong>&nbsp;I know this post will piss off some people. Senior academics will say I'm advocating for shortcuts. Advisors will worry their students will use this as an excuse to do less work.</p>
<p class="code-line" dir="auto" data-line="173">But talk to any honest PhD student or recent graduate. They'll admit I'm right.</p>
<p class="code-line" dir="auto" data-line="175">The emperor has no clothes. The literature review is broken. And pretending otherwise helps nobody.</p>
<p class="code-line" dir="auto" data-line="177">The question isn't whether this is controversial. The question is: when will we be honest enough to fix it?</p>
<hr class="code-line" dir="auto" data-line="179">
<p class="code-line" dir="auto" data-line="181"><em>What do you think? Am I wrong? Am I onto something? Have you experienced this in your own research? I want to hear both sides&mdash;tell me why I'm full of it, or tell me what I missed.</em></p>
<hr class="code-line" dir="auto" data-line="183">
<p class="code-line" dir="auto" data-line="185"><strong>Further Reading</strong>&nbsp;(because even controversial opinion pieces need citations):</p>
<ul class="code-line" dir="auto" data-line="186">
<li class="code-line" dir="auto" data-line="186">If you want to learn actual efficient reading strategies, not what advisors pretend they do</li>
<li class="code-line" dir="auto" data-line="187">How to actually synthesize literature instead of just summarizing it</li>
<li class="code-line" dir="auto" data-line="188">The difference between comprehensive coverage and strategic selection</li>
<li class="code-line" dir="auto" data-line="189">Why some 10-page literature reviews are better than most 50-page ones</li>
</ul>]]></content:encoded>
            <dc:creator><![CDATA[Chihan Tung]]></dc:creator>
            <pubDate>Sat, 13 Dec 2025 23:38:38 +0000</pubDate>
            <category><![CDATA[bulk research paper summarizer]]></category>
            <category><![CDATA[summarize multiple papers at once]]></category>
            <category><![CDATA[research paper summarizer free]]></category>
            <category><![CDATA[affordable literature review tool]]></category>
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        </item>
        <item>
            <title><![CDATA[AI Research Tools Are Making Us Smarter — But Also Dangerously Lazy]]></title>
            <link>https://scisummary.com/blog/89-ai-research-tools-are-making-us-smarter-but-also-dangerously-lazy</link>
            <guid isPermaLink="true">https://scisummary.com/blog/89-ai-research-tools-are-making-us-smarter-but-also-dangerously-lazy</guid>
            <description><![CDATA[AI research tools are breaking down academic walls, turning paper discovery and analysis into a one-click experience. But as automated summaries and instant “AI literature reviews” become the norm, here’s the uncomfortable truth: are we elevating our scholarship— or outsourcing it?]]></description>
            <content:encoded><![CDATA[<p dir="ltr"><strong><img src="https://scisummary.com/blog/images/bred9C7wggeX2Gow7pwLdNKgl1hFYYzd3SM1jUPf.png" width="842" height="572"></strong></p>
<p dir="ltr"><strong>Why &ldquo;AI Research Assistants&rdquo; Might Be the Best Thing to Happen to Academia&hellip; or the Worst</strong></p>
<p dir="ltr">Let&rsquo;s be honest: nobody has time to read 50-page PDFs, dig through outdated citation lists, or search Google Scholar for the 99th time hoping that this query will magically surface the perfect paper.</p>
<p dir="ltr">And just when academia feels like a treadmill we can&rsquo;t get off, a new generation of AI-powered research tools has exploded &mdash; from research AI assistants, AI article review generators, smart academic AI search, to full-blown AI-powered research tools that can find references, summarize papers, analyze methods, and even generate new research ideas.</p>
<p dir="ltr">That should be great news&hellip; right?<br>Well, yes &mdash; and also maybe alarmingly no.</p>
<p dir="ltr">Here&rsquo;s why this moment is both revolutionary and risky.</p>
<p><strong>&nbsp;</strong></p>
<p dir="ltr">1. The Golden Promise: Academia Without Gatekeeping</p>
<p dir="ltr">AI finally democratizes research.</p>
<p dir="ltr">Tools like ai powered research assistant, smart academic ai search, and free research paper generator are making it possible for anyone &mdash; not just students from top institutions &mdash; to access knowledge.</p>
<p dir="ltr">No more Googling &ldquo;how to download research papers for free,&rdquo; no more paywall rage, no more praying that your university login still works.</p>
<p dir="ltr">These tools can:</p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Pull new AI research papers instantly</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Generate research summaries (&ldquo;summarizing app&rdquo;, &ldquo;summarizing en espa&ntilde;ol&rdquo;)</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Extract methods &amp; findings</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Help you find references with AI</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Even analyze research data with &ldquo;ai analysis generator&rdquo; tools</p>
</li>
</ul>
<p dir="ltr">This is the most accessible academic world we&rsquo;ve ever lived in.</p>
<p dir="ltr">But accessibility comes with a subtle trap.</p>
<p><strong>&nbsp;</strong></p>
<p dir="ltr">2. The Hidden Cost: Are We Outsourcing Our Thinking?</p>
<p dir="ltr">Here&rsquo;s the controversial part:</p>
<p dir="ltr">The easier it becomes to &ldquo;read&rdquo; a paper, the less we might actually understand it.</p>
<p dir="ltr">When:</p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">an AI tool for research reads the article for you,</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">an AI article review generator writes the critique,</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">a research AI free tool summarizes the methodology,</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">and a google ai research tool tells you which paper matters&hellip;</p>
</li>
</ul>
<p dir="ltr">Where exactly is your thinking happening?</p>
<p dir="ltr">We&rsquo;re speeding up the workflow,<br>but we&rsquo;re also risking intellectual autopilot.</p>
<p dir="ltr">Academia becomes dangerously shallow when:</p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Students cite papers they&rsquo;ve never read,</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Writers trust AI interpretations without verifying,</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Researchers skip the &ldquo;struggle phase&rdquo; that actually creates insight.</p>
</li>
</ul>
<p dir="ltr">AI should accelerate thinking, not replace it &mdash; yet many are letting it do the latter.</p>
<p><strong>&nbsp;</strong></p>
<p dir="ltr">3. The Productivity Shock: Research at the Speed of Light</p>
<p dir="ltr">Of course, there&rsquo;s a reason everyone is obsessed.</p>
<p dir="ltr">These tools work.</p>
<p dir="ltr">A modern researcher with:</p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">read.ai login</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">ai research assistant free</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">paper finding engine</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">ai powered research tools</p>
</li>
</ul>
<p dir="ltr">can produce in one afternoon what used to take two weeks.</p>
<p dir="ltr">We&rsquo;re talking:</p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Instant literature reviews</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">AI-filtered relevance ranking</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Clean, structured summaries</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Citation-ready references</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Methodology extraction</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Code interpretation</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Topic mapping</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Even &ldquo;academic writing AI free online&rdquo; helpers</p>
</li>
</ul>
<p dir="ltr">This is the closest academia has ever been to &ldquo;plug-and-play&rdquo;.</p>
<p dir="ltr">But here&rsquo;s the question nobody wants to ask:</p>
<p dir="ltr">If everyone uses the same AI tools, will all research start to look the same?</p>
<p dir="ltr">Innovation requires friction.<br>AI removes friction.<br>That's both miraculous &mdash; and deeply risky.</p>
<p><strong>&nbsp;</strong></p>
<p dir="ltr">4. The Coming Divide: AI-Native vs AI-Dependent Scholars</p>
<p dir="ltr">The future academic world is splitting into two groups:</p>
<p dir="ltr">A. AI-Native Researchers (the winners)</p>
<p dir="ltr">They use AI tools strategically:</p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">AI speeds up grunt work</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Humans handle interpretation, synthesis, originality</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">They check summaries against the full paper</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">They use AI to brainstorm, but not to replace reasoning</p>
</li>
</ul>
<p dir="ltr">These researchers will be faster, smarter, and more creative than ever.</p>
<p dir="ltr">B. AI-Dependent Researchers (the ones in danger)</p>
<p dir="ltr">They rely on:</p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">AI summaries instead of reading</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">AI critiques instead of evaluating</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">AI synthesis instead of thinking</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">AI writing instead of explaining</p>
</li>
</ul>
<p dir="ltr">Their research becomes formulaic, shallow, and easily outperformed.</p>
<p dir="ltr">Both groups use AI, only one group still thinks clearly.</p>
<p dir="ltr">5. So&hellip; Should We Use AI Research Tools or Not?</p>
<p dir="ltr">Here&rsquo;s the balanced truth:</p>
<p dir="ltr">Use AI for speed</p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">literature scans</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">paper discovery</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">high-level summaries</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">reference extraction</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">workflow organization</p>
</li>
</ul>
<p dir="ltr">Use your brain for depth</p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">evaluating argument quality</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">spotting contradictions</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">contextualizing findings</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">questioning assumptions</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">developing original insights</p>
</li>
</ul>
<p dir="ltr">AI is an accelerator &mdash; not a replacement.</p>
<p><strong id="docs-internal-guid-e042df4b-7fff-db3e-f03b-6eb5df57b014">The scholars who thrive in the next decade will be the ones who learn how to think with AI, not instead of it.</strong></p>]]></content:encoded>
            <dc:creator><![CDATA[Chihan Tung]]></dc:creator>
            <pubDate>Wed, 10 Dec 2025 16:40:05 +0000</pubDate>
            <category><![CDATA[read.ai login]]></category>
            <category><![CDATA[research ai tools]]></category>
            <category><![CDATA[ai tool for research]]></category>
            <category><![CDATA[google ai research tool]]></category>
            <category><![CDATA[papers research]]></category>
            <category><![CDATA[research ai free]]></category>
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        </item>
        <item>
            <title><![CDATA[How “Paper-AI” Tools Are Redefining Research From ChatGPT Scholar to AI Paper Review: The Future of Academic Discovery]]></title>
            <link>https://scisummary.com/blog/88-how-paper-ai-tools-are-redefining-research-from-chatgpt-scholar-to-ai-paper-review-the-future-of-academic-discovery</link>
            <guid isPermaLink="true">https://scisummary.com/blog/88-how-paper-ai-tools-are-redefining-research-from-chatgpt-scholar-to-ai-paper-review-the-future-of-academic-discovery</guid>
            <description><![CDATA[From chat gpt scholar to paper-ai, a new generation of research tools is changing how knowledge is found and written. But as ai paper review platforms and literature review software promise instant answers, the challenge is clear: can academia use AI to think deeper—not just faster?]]></description>
            <content:encoded><![CDATA[<h3 dir="ltr"><img src="https://scisummary.com/blog/images/CP9VcFfA2QCmu1G2MvkiRwxVZujMb2wrlt1JgiPh.png" width="516" height="519"></h3>
<h3 dir="ltr">The New Age of AI-Driven Scholarship</h3>
<p dir="ltr">Every year, thousands of PhD students and independent researchers face the same problem: too many papers, too little time. The rise of tools like chat gpt scholar, paper-ai, and article finder ai marks a turning point in how academic knowledge is discovered, filtered, and written.</p>
<p dir="ltr">People are no longer satisfied typing &ldquo;how to download research papers for free&rdquo; or scrolling through outdated website rrl lists. They want ai to find research papers that can read, summarize, and even review them. The question is no longer if AI will change academic research&mdash;it&rsquo;s how fast and how deeply that transformation will go.</p>
<h3 dir="ltr">The Power of Automation: From Discovery to Review</h3>
<p dir="ltr">Until recently, researchers spent days crawling through digital libraries or wrestling with citation managers. Now, papers ai assistants can scan thousands of articles, find relevant abstracts, and even provide ai paper reviews in minutes.</p>
<p dir="ltr">The best ai tools for literature review don&rsquo;t just summarize&mdash;they synthesize. Some platforms can map thematic trends, spot gaps in methodology, and help you draft a stronger argument faster than ever. What once required entire research teams is now accessible to anyone with an internet connection.</p>
<h3 dir="ltr">The Good: Democratizing Access to Knowledge</h3>
<p dir="ltr">AI tools are tearing down traditional barriers.<br>For PhD students without institutional access, paper-ai and article finder ai tools become the best ai for a PhD research journey&mdash;bridging the gap between curiosity and discovery.</p>
<p dir="ltr">Instead of navigating endless paywalls, students can use ai to find research papers or download academic works for free, often receiving summarized insights in seconds.</p>
<p dir="ltr">It&rsquo;s the most radical leveling of the playing field academia has ever seen.</p>
<h3 dir="ltr">The Bad: The Shortcut Problem</h3>
<p dir="ltr">But let&rsquo;s not romanticize it. When chat gpt scholar or papers ai assistant can write a summary faster than you can read the title, the temptation to stop thinking critically grows.</p>
<p dir="ltr">A literature review written entirely by best ai tools for literature review may look polished&mdash;but it risks missing the deeper synthesis that only human understanding can produce. The same speed that empowers students can also erode rigor.</p>
<h3 dir="ltr">The Ethical Dilemma</h3>
<p dir="ltr">Should professors accept reviews generated by paper-ai? Should journals trust ai paper review platforms to vet submissions? These are no longer hypothetical questions&mdash;they&rsquo;re the next frontier of research ethics.</p>
<p dir="ltr">Just as plagiarism once forced academia to evolve, AI authorship will demand new definitions of originality, authorship, and intellectual credit.</p>
<h3 dir="ltr">A Call for Intelligent Partnership</h3>
<p dir="ltr">The future of research shouldn&rsquo;t be human versus AI&mdash;it should be human with AI.<br>The best scholars will use chat gpt scholar tools not to replace reading, but to refine it. They&rsquo;ll treat paper-ai as a partner, not a ghostwriter.</p>
<p dir="ltr">AI can illuminate patterns, accelerate discovery, and democratize access&mdash;but only if we, the scholars, remain the ones asking the hard questions.</p>]]></content:encoded>
            <dc:creator><![CDATA[Chihan Tung]]></dc:creator>
            <pubDate>Thu, 06 Nov 2025 20:31:18 +0000</pubDate>
            <category><![CDATA[best ai for a phd research]]></category>
            <category><![CDATA[chat gpt scholar]]></category>
            <category><![CDATA[ai to find research papers]]></category>
            <category><![CDATA[paper-ai]]></category>
            <category><![CDATA[article finder ai]]></category>
            <category><![CDATA[ai paper review]]></category>
            <category><![CDATA[best ai tools for literature review]]></category>
            <category><![CDATA[website rrl]]></category>
            <category><![CDATA[how to download research papers for free]]></category>
            <category><![CDATA[papers ai assistant]]></category>
            <category><![CDATA[which ai is best for academic research]]></category>
        </item>
        <item>
            <title><![CDATA[Are Academics Still Wasting Time on Google? Why AI Research Tools Are Leaving Old Methods Behind]]></title>
            <link>https://scisummary.com/blog/87-are-academics-still-wasting-time-on-google-why-ai-research-tools-are-leaving-old-methods-behind</link>
            <guid isPermaLink="true">https://scisummary.com/blog/87-are-academics-still-wasting-time-on-google-why-ai-research-tools-are-leaving-old-methods-behind</guid>
            <description><![CDATA[Still wasting hours on Google Scholar? The old way of research—endless tabs, paywalls, and unread PDFs—is over. AI research tools now find, summarize, and connect papers instantly, freeing you to focus on ideas, not digging. It’s not just faster—it’s a smarter way to think.]]></description>
            <content:encoded><![CDATA[<h3 dir="ltr"><img src="https://scisummary.com/blog/images/y5boS5P6pfkDwwKp3WiHgqt2DS7cKi0UrKWVPN5s.png" width="632" height="421"></h3>
<p dir="ltr">For decades, &ldquo;doing research&rdquo; meant hours on Google Scholar, chasing citations across paywalls, and drowning in PDFs you&rsquo;d never finish reading. But the reality is clear: the old way of finding papers is broken. AI tools for research are not just a convenience anymore&mdash;they&rsquo;re reshaping how knowledge is discovered, read, and connected. And clinging to traditional methods might actually be slowing you down.</p>
<p dir="ltr">&nbsp;</p>
<h4 dir="ltr"><strong>The Problem with the Old Search Habits</strong></h4>
<p dir="ltr">Let&rsquo;s be honest: typing random keywords into Google or Google Scholar is more about luck than strategy. You&rsquo;ll find a flood of results, but how often are they relevant? How often are they accessible? Even worse, many critical insights get buried because they don&rsquo;t match your exact phrasing. In an age where &ldquo;smart academic AI search&rdquo; exists, this inefficiency looks more like stubbornness than diligence.</p>
<p dir="ltr">&nbsp;</p>
<h4 dir="ltr"><strong>What AI Research Tools Actually Do</strong></h4>
<p dir="ltr">Modern AI-powered research websites go beyond keyword matching. They can:</p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Find references automatically, surfacing the most relevant papers even if you didn&rsquo;t know the right jargon.</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Show you similar research papers instantly, instead of leaving you to manually comb through citations.</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Summarize PDFs so you don&rsquo;t have to slog through 40 pages just to figure out if it&rsquo;s useful.</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Offer free research AI services that rival (and sometimes beat) subscription databases.<br><br></p>
</li>
</ul>
<p dir="ltr">Think of it as moving from a shovel to an excavator: the goal is still digging, but the efficiency gap is massive.</p>
<p dir="ltr">&nbsp;</p>
<h4 dir="ltr"><strong>Why This Matters for Students and Researchers</strong></h4>
<p dir="ltr">If you&rsquo;re still spending hours manually &ldquo;reading papers&rdquo; the old way, you&rsquo;re burning time that AI could save you. Free AI tools for research already let you find references, generate literature maps, and even track evolving debates in real time. For undergrads, this can mean finishing a term paper in half the time. For academics, it means focusing on arguments instead of clerical work.</p>
<p dir="ltr">And yes, some fear this will make researchers lazy. But the truth is, AI is doing what librarians and underpaid grad assistants used to do&mdash;it&rsquo;s cutting the noise so you can actually think.</p>
<p dir="ltr">&nbsp;</p>
<h4 dir="ltr"><strong>So What&rsquo;s Next?</strong></h4>
<p dir="ltr">The real question isn&rsquo;t whether AI can support research. It&rsquo;s whether we&rsquo;re ready to admit that our current rituals&mdash;Google Scholar tab-hoarding, endless citation trails, and hours wasted on irrelevant PDFs&mdash;are already obsolete. The future is about AI for research papers that&rsquo;s free, fast, and smarter than the old gatekeepers.</p>]]></content:encoded>
            <dc:creator><![CDATA[Chihan Tung]]></dc:creator>
            <pubDate>Wed, 29 Oct 2025 17:25:13 +0000</pubDate>
            <category><![CDATA[ai tool for research]]></category>
            <category><![CDATA[google ai research tool]]></category>
            <category><![CDATA[papers research]]></category>
            <category><![CDATA[research ai free]]></category>
            <category><![CDATA[paper finding]]></category>
            <category><![CDATA[smart academic ai search]]></category>
            <category><![CDATA[ai for research paper free]]></category>
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            <category><![CDATA[free ai tool for research]]></category>
            <category><![CDATA[how to find similar research papers]]></category>
        </item>
        <item>
            <title><![CDATA[Are We Outsourcing Our Thinking?]]></title>
            <link>https://scisummary.com/blog/86-are-we-outsourcing-our-thinking</link>
            <guid isPermaLink="true">https://scisummary.com/blog/86-are-we-outsourcing-our-thinking</guid>
            <description><![CDATA[In today’s fast-paced world, AI-powered summaries promise to save us time — from book and podcast summaries to medical records and legal depositions. But as we delegate more of our reading and thinking to machines, we have to ask: are these tools helping us understand more, or just making us comfortably ignorant?]]></description>
            <content:encoded><![CDATA[<h1 dir="ltr"><img src="https://scisummary.com/blog/images/s9Wa5f9UDsQrDrY53KL6UMviJeyOJH2STnB6hpx3.png" alt="" width="320" height="480"></h1>
<p dir="ltr">&nbsp;</p>
<p dir="ltr">In an age where attention spans are shrinking and content consumption is accelerating, AI-powered summaries have become the new gold rush. From AI book summary generators to PDF summary AI tools, from AI deposition summaries for lawyers to AI medical records summaries for doctors, everyone seems eager to delegate reading, listening, and analyzing to artificial intelligence.</p>
<p dir="ltr">On the surface, this sounds like a dream. Imagine:</p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">A lawyer who used to spend days combing through deposition transcripts now gets a deposition summary AI draft in minutes.</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">A medical professional who once flipped through dozens of patient files can now rely on an AI medical records summary to extract critical details.</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">A student facing hundreds of pages of material before an exam turns to an AI book summary or AI book summary generator to cut through the noise.</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Job seekers polish their resumes with AI professional summary generators or even generate tailored AI summaries for resumes that recruiters will read.</p>
</li>
</ul>
<p dir="ltr">Convenience? Absolutely. Efficiency? Without question. But here&rsquo;s the uncomfortable reality: are we also outsourcing our ability to think, synthesize, and interpret?</p>
<h2 dir="ltr">The Illusion of Knowledge</h2>
<p dir="ltr">An AI book summary may tell you what happens in a novel, but it rarely captures the author&rsquo;s voice, subtle irony, or cultural references that shape the true meaning of the text. A podcast summary AI free tool might give you the &ldquo;key points&rdquo; of a 90-minute conversation, yet strip away the nuance of tone, humor, or hesitation that made the original compelling.</p>
<p dir="ltr">In short, AI summaries often give us the what, but not the why. They feed us the conclusion, but deprive us of the reasoning process. And without that process, are we truly informed &mdash; or just comfortably ignorant?</p>
<h2 dir="ltr">The Problem with One-Size-Fits-All AI</h2>
<p dir="ltr">Here&rsquo;s where many existing tools fail: they treat every document the same way. Summarizing a legal deposition is radically different from condensing a self-help book, or turning a podcast into actionable insights.</p>
<p dir="ltr">Most so-called AI book summaries, executive summary generators, and PDF summary AI tools are just rebranded large language models (LLMs) doing shallow keyword extraction. They look neat, but they lack adaptability.</p>
<p dir="ltr">And when you&rsquo;re working with high-stakes content &mdash; say, a deposition, a medical record, or an executive report &mdash; &ldquo;neat&rdquo; isn&rsquo;t enough. You need accuracy, context, and structure.</p>
<h2 dir="ltr">What If the Problem Isn&rsquo;t AI, but the Wrong AI?</h2>
<p dir="ltr">The real issue isn&rsquo;t whether we should use AI summaries. It&rsquo;s whether we&rsquo;re using the right kind of AI.</p>
<p dir="ltr">At SciSummary, we built our AI summary platform to go beyond bullet points and superficial takeaways. Here&rsquo;s how we approach it differently:</p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Context Matters: Our AI distinguishes between genres. A podcast transcript summary shouldn&rsquo;t look like a legal deposition summary. An AI summary for resume shouldn&rsquo;t read like a medical record summary. SciSummary adapts tone and structure for each use case.</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Logical Chains Preserved: Instead of chopping content into fragments, our system keeps the logical flow intact. That means you not only know the conclusion, but also understand how the conclusion was reached.</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Accuracy and Traceability: Every summary can be traced back to the original source. No hallucinated points, no vague filler. Just verifiable condensation.</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Customizable Depth: Want a two-sentence takeaway? Easy. Want a detailed executive summary generator output for your quarterly report? Done.</p>
</li>
</ul>
<p dir="ltr">Yes, AI summaries can make us more productive. But if we blindly consume them, they can also make us intellectually passive. The question isn&rsquo;t &ldquo;Should we use AI summaries?&rdquo; - that ship has already sailed.</p>
<p dir="ltr">The real question is: &ldquo;Which AI summaries should we trust?&rdquo;</p>
<p dir="ltr">If you care about quality, depth, and accuracy &mdash; whether you&rsquo;re a lawyer, doctor, student, or executive &mdash; it&rsquo;s time to stop settling for shallow &ldquo;summaries&rdquo; and start demanding tools that think with you, not for you.</p>]]></content:encoded>
            <dc:creator><![CDATA[Chihan Tung]]></dc:creator>
            <pubDate>Mon, 29 Sep 2025 13:06:13 +0000</pubDate>
            <category><![CDATA[ai book summary]]></category>
            <category><![CDATA[pdf summary ai]]></category>
            <category><![CDATA[podcast summary ai free]]></category>
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            <title><![CDATA[Scholar AI and the End of Academic Gatekeeping?]]></title>
            <link>https://scisummary.com/blog/85-scholar-ai-and-the-end-of-academic-gatekeeping</link>
            <guid isPermaLink="true">https://scisummary.com/blog/85-scholar-ai-and-the-end-of-academic-gatekeeping</guid>
            <description><![CDATA[With Scholar AI, academic AI tools, and AI research assistants, anyone can access free academic articles, generate a paper summary, or even write a full AI paper.
Is this the democratization of knowledge—or the start of academic decay? Do we still need professors as gatekeepers when the best AI for research can do the job faster?]]></description>
            <content:encoded><![CDATA[<p data-start="223" data-end="523"><img src="https://scisummary.com/blog/images/hWqf1nWzA7NIS3z3nWhK13H1CGmdvWblJMVdhHtE.png" alt="" width="611" height="611"></p>
<p data-start="223" data-end="523">&nbsp;</p>
<p data-start="223" data-end="523">For centuries, academia has been a fortress. Knowledge was controlled by publishers, filtered by professors, and accessed mainly through expensive journals. But the rise of <strong data-start="396" data-end="410">Scholar AI</strong>, <strong data-start="412" data-end="433">academic AI tools</strong>, and <strong data-start="439" data-end="465">AI research assistants</strong> is starting to dismantle that gatekeeping in real time.</p>
<h3 data-start="525" data-end="567">From Ivory Towers to Open Algorithms</h3>
<p data-start="568" data-end="883">Where scholars once spent months gathering sources, today an <strong data-start="629" data-end="649">AI research tool</strong> can scan thousands of papers, summarize them instantly, and generate a near-complete <strong data-start="735" data-end="759">literature review AI</strong> draft. Add a <strong data-start="773" data-end="806">scientific citation generator</strong>, and suddenly the hardest parts of writing an <strong data-start="853" data-end="865">AI paper</strong> become trivial.</p>
<p data-start="885" data-end="1158">For students without access to elite libraries, the ability to process <strong data-start="956" data-end="982">free academic articles</strong> through <strong data-start="991" data-end="1006">academic AI</strong> is transformative. Tools branded as <strong data-start="1043" data-end="1051">學術AI</strong> (academic AI)<strong data-start="991" data-end="1006"> </strong>or <strong data-start="1055" data-end="1063">論文AI</strong> (AI for papers) are exploding in Asia, democratizing access to research far beyond traditional institutions.</p>
<h3 data-start="1160" data-end="1206">Insight #1: Productivity vs. Originality</h3>
<p data-start="1207" data-end="1537">AI doesn&rsquo;t just speed things up&mdash;it changes what counts as &ldquo;work.&rdquo; If a PhD student can finish a <strong data-start="1303" data-end="1320">paper summary</strong> in minutes instead of weeks, is that progress or intellectual laziness? Does productivity replace originality, or will humans be forced to climb higher on the value chain&mdash;toward interpretation, ethics, and insight?</p>
<h3 data-start="1539" data-end="1589">Insight #2: The Crisis of Academic Authority</h3>
<p data-start="1590" data-end="1988">Professors once justified their authority by being the best filters of knowledge. But if the <strong data-start="1683" data-end="1707">best AI for research</strong> can identify trends, map gaps, and even draft coherent arguments faster, does academic authority erode? The uncomfortable truth: many peer-reviewed articles are already formulaic. If an <strong data-start="1894" data-end="1919">AI research assistant</strong> can replicate them, maybe the system itself was fragile all along.</p>
<h3 data-start="1990" data-end="2042">Insight #3: Democratization or Homogenization?</h3>
<p data-start="2043" data-end="2402">AI promises to democratize scholarship&mdash;but at what cost? A flood of <strong data-start="2111" data-end="2134">AI-generated papers</strong> could homogenize research outputs, making everything sound the same. Worse, academic publishers and reviewers may not be ready to distinguish between genuine breakthroughs and AI-stitched rehashes. Are we building a more accessible academy, or drowning it in noise?</p>
<h3 data-start="2404" data-end="2434">The Provocative Question</h3>
<p data-start="2435" data-end="2702">Perhaps the real disruption isn&rsquo;t that AI helps write papers. It&rsquo;s that AI reveals how much of academic writing is <em data-start="2550" data-end="2570">already mechanical</em>. If the system can be automated, was it ever truly about critical thinking&mdash;or was it about producing text to satisfy a structure?</p>
<p data-start="2704" data-end="2901">The rise of <strong data-start="2716" data-end="2730">Scholar AI</strong> and <strong data-start="2735" data-end="2750">academic AI</strong> tools forces us to confront an uncomfortable truth: maybe academia doesn&rsquo;t need more gatekeepers&mdash;it needs a reinvention of what counts as knowledge.</p>]]></content:encoded>
            <dc:creator><![CDATA[Chihan Tung]]></dc:creator>
            <pubDate>Wed, 17 Sep 2025 22:09:17 +0000</pubDate>
            <category><![CDATA[scholar ai]]></category>
            <category><![CDATA[ai research assistant]]></category>
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            <title><![CDATA[Why AI Research Tools Might Be Smarter Than Your Professor]]></title>
            <link>https://scisummary.com/blog/84-why-ai-research-tools-might-be-smarter-than-your-professor</link>
            <guid isPermaLink="true">https://scisummary.com/blog/84-why-ai-research-tools-might-be-smarter-than-your-professor</guid>
            <description><![CDATA[Are AI research tools smarter than your professor? From AI paper generators to literature review AI, academic AI is reshaping how research gets done—faster, smarter, and with less busywork. But is it a shortcut… or the future of scholarship?]]></description>
            <content:encoded><![CDATA[<p data-start="172" data-end="635"><img src="https://scisummary.com/blog/images/qx1QPCjBeM5Hgt5YcAvURj5WGlkr40d83WK2Y23F.png" alt="" width="797" height="531"></p>
<p data-start="172" data-end="635">For decades, academic research has been defined by long nights in libraries, endless note-taking, and the slow grind of synthesizing sources. But today, <strong data-start="325" data-end="346">AI research tools</strong> are flipping that model on its head&mdash;and not everyone is happy about it. Critics argue that relying on <strong data-start="449" data-end="475">AI research assistants</strong> or an <strong data-start="482" data-end="504">AI paper generator</strong> undermines academic integrity. Supporters say it levels the playing field, cutting months of work down to hours. So who&rsquo;s right?</p>
<h2 data-start="637" data-end="668">The Rise of AI in Academia</h2>
<p data-start="669" data-end="818">The academic world is no stranger to technology, but <strong data-start="722" data-end="737">academic AI</strong> takes things further. Instead of simply storing references, today&rsquo;s tools can:</p>
<ul data-start="819" data-end="1140">
<li data-start="819" data-end="876">
<p data-start="821" data-end="876">Generate first drafts with an <strong data-start="851" data-end="873">AI paper generator</strong>.</p>
</li>
<li data-start="877" data-end="940">
<p data-start="879" data-end="940">Conduct automated summaries for a <strong data-start="913" data-end="937">literature review AI</strong>.</p>
</li>
<li data-start="941" data-end="1017">
<p data-start="943" data-end="1017">Act as a <strong data-start="952" data-end="969">lit review AI</strong> companion, surfacing insights you might miss.</p>
</li>
<li data-start="1018" data-end="1140">
<p data-start="1020" data-end="1140">Serve as a full <strong data-start="1036" data-end="1061">AI research assistant</strong>, managing citations, formatting, and even spotting gaps in your methodology.</p>
</li>
</ul>
<h2 data-start="1142" data-end="1196">Why Students (and Professionals) Are Embracing It</h2>
<p data-start="1197" data-end="1517">The best <strong data-start="1206" data-end="1225">AI for research</strong> isn&rsquo;t just about cutting corners&mdash;it&rsquo;s about amplifying human capability. Imagine handing repetitive tasks like citation formatting, paraphrasing, or keyword scanning to an assistant that never sleeps. That leaves more time for critical thinking, interpretation, and original argumentation.</p>
<h2 data-start="1519" data-end="1564">The Controversy: Shortcut or Superpower?</h2>
<p data-start="1565" data-end="1878">Here&rsquo;s the uncomfortable truth: many academics still see these tools as &ldquo;cheating.&rdquo; They worry that AI makes students lazy. But the same argument was once made about calculators, spell-checkers, and even the internet itself. In reality, <strong data-start="1802" data-end="1826">literature review AI</strong> isn&rsquo;t replacing scholarship&mdash;it&rsquo;s accelerating it.</p>
<h2 data-start="1880" data-end="1908">Choosing the Right Tool</h2>
<p data-start="1909" data-end="1994">Not all platforms are equal. The <strong data-start="1942" data-end="1966">best AI for research</strong> depends on what you need:</p>
<ul data-start="1995" data-end="2162">
<li data-start="1995" data-end="2038">
<p data-start="1997" data-end="2038">Drafting help &rarr; <strong data-start="2013" data-end="2035">AI paper generator</strong>.</p>
</li>
<li data-start="2039" data-end="2101">
<p data-start="2041" data-end="2101">Synthesizing large volumes of studies &rarr; <strong data-start="2081" data-end="2098">lit review AI</strong>.</p>
</li>
<li data-start="2102" data-end="2162">
<p data-start="2104" data-end="2162">End-to-end workflow support &rarr; <strong data-start="2134" data-end="2159">AI research assistant</strong>.</p>
</li>
</ul>
<p data-start="2164" data-end="2440">The future of academia isn&rsquo;t about banning these tools&mdash;it&rsquo;s about teaching researchers how to use them responsibly. Those who resist may risk falling behind, while those who embrace <strong data-start="2346" data-end="2367">AI research tools</strong> will move faster, publish more, and unlock insights their peers can&rsquo;t.</p>]]></content:encoded>
            <dc:creator><![CDATA[Chihan Tung]]></dc:creator>
            <pubDate>Wed, 10 Sep 2025 17:37:30 +0000</pubDate>
            <category><![CDATA[ai research tools]]></category>
            <category><![CDATA[ai paper generator]]></category>
            <category><![CDATA[lit review ai]]></category>
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            <category><![CDATA[best ai for research]]></category>
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            <title><![CDATA[Stop Wasting Time in the Library: The Truth About AI Research Tools, GPT Academic, and the ‘Write a Research Paper for Me’ Era]]></title>
            <link>https://scisummary.com/blog/83-stop-wasting-time-in-the-library-the-truth-about-ai-research-tools-gpt-academic-and-the-write-a-research-paper-for-me-era</link>
            <guid isPermaLink="true">https://scisummary.com/blog/83-stop-wasting-time-in-the-library-the-truth-about-ai-research-tools-gpt-academic-and-the-write-a-research-paper-for-me-era</guid>
            <description><![CDATA[AI is reshaping research by summarizing papers, generating reviews, and managing citations. Students and scholars use academic AI tools to work faster, but the real challenge is using them responsibly—balancing efficiency with integrity.]]></description>
            <content:encoded><![CDATA[<h2 data-start="281" data-end="328"><img src="http://scisummary.com/blog/images/NNuwaTlc3Rcznv4AwQjzr3yQNsFoIV4QPXf7f48w.png" alt="" width="842" height="561"></h2>
<h2 data-start="281" data-end="328">The Academic Shortcut Debate</h2>
<p data-start="329" data-end="796">For centuries, academic research meant long nights in libraries, stacks of books, and endless note-taking. Today, the rise of <strong data-start="455" data-end="476">AI research tools</strong> is rewriting that process. Whether you&rsquo;re a PhD candidate, a professor, or an undergraduate struggling through your first paper, AI is now at the center of academic productivity. But here&rsquo;s the controversial question: should students and researchers embrace these tools&mdash;or are we risking the very soul of scholarship?</p>
<h2 data-start="803" data-end="857">1. AI Research Tools: From Helper to Game-Changer</h2>
<p data-start="858" data-end="1082">Modern <strong data-start="865" data-end="893">AI for academic research</strong> goes beyond grammar checks and citations. Tools like SciSummary, Elicit, and Consensus allow researchers to instantly scan papers, extract insights, and even generate literature reviews.</p>
<ul data-start="1084" data-end="1369">
<li data-start="1084" data-end="1236">
<p data-start="1086" data-end="1236"><strong data-start="1086" data-end="1116">Best AI for a PhD research</strong> often comes down to tools that can manage <em data-start="1159" data-end="1166">scale</em>. PhD candidates juggle hundreds of papers, making AI indispensable.</p>
</li>
<li data-start="1237" data-end="1369">
<p data-start="1239" data-end="1369"><strong data-start="1239" data-end="1258">Paper review AI</strong> solutions can flag logical inconsistencies, gaps in citations, and even suggest better framing of arguments.</p>
</li>
</ul>
<p data-start="1371" data-end="1437">AI is no longer just a helper&mdash;it&rsquo;s rapidly becoming a co-author.</p>
<h2 data-start="1444" data-end="1491">2. The &ldquo;Write a Research Paper for Me&rdquo; Era</h2>
<p data-start="1492" data-end="1667">Let&rsquo;s face it: students are already typing &ldquo;<strong data-start="1536" data-end="1569">write a research paper for me</strong>&rdquo; into search bars. While professors might cringe, AI-powered platforms are meeting this demand.</p>
<ul data-start="1669" data-end="1861">
<li data-start="1669" data-end="1763">
<p data-start="1671" data-end="1763"><strong data-start="1671" data-end="1709">Free AI for research paper writing</strong> tools provide drafts, structure, and citation help.</p>
</li>
<li data-start="1764" data-end="1861">
<p data-start="1766" data-end="1861">Paid tools offer plagiarism detection, journal formatting, and even personalized suggestions.</p>
</li>
</ul>
<p data-start="1863" data-end="1954">The debate isn&rsquo;t whether students will use AI&mdash;it&rsquo;s how to guide ethical, transparent use.</p>
<h2 data-start="1961" data-end="2003">3. GPT Academic: A Double-Edged Sword</h2>
<p data-start="2004" data-end="2258">Large language models like GPT have fueled a wave of <strong data-start="2057" data-end="2073">GPT academic</strong> solutions designed specifically for scholarly writing. On one hand, they make complex topics more digestible. On the other, they raise concerns about originality, bias, and accuracy.</p>
<p data-start="2260" data-end="2277">Key advantages:</p>
<ul data-start="2278" data-end="2415">
<li data-start="2278" data-end="2355">
<p data-start="2280" data-end="2355">Faster drafts for grant proposals, dissertations, and literature reviews.</p>
</li>
<li data-start="2356" data-end="2415">
<p data-start="2358" data-end="2415">Summaries of dense technical material in plain English.</p>
</li>
</ul>
<p data-start="2417" data-end="2429">Key risks:</p>
<ul data-start="2430" data-end="2538">
<li data-start="2430" data-end="2477">
<p data-start="2432" data-end="2477">Over-reliance on machine-generated content.</p>
</li>
<li data-start="2478" data-end="2538">
<p data-start="2480" data-end="2538">Potential citation errors that slip past untrained eyes.</p>
</li>
</ul>
<h2 data-start="2545" data-end="2600">4. Best Websites for Research Papers in the AI Age</h2>
<p data-start="2601" data-end="2789">While AI tools are exploding, the foundation of research remains access to quality sources. Here are some of the <strong data-start="2714" data-end="2751">best websites for research papers</strong> that integrate beautifully with AI:</p>
<ul data-start="2791" data-end="3084">
<li data-start="2791" data-end="2850">
<p data-start="2793" data-end="2850"><strong data-start="2793" data-end="2811">Google Scholar</strong> &ndash; still the broadest starting point.</p>
</li>
<li data-start="2851" data-end="2910">
<p data-start="2853" data-end="2910"><strong data-start="2853" data-end="2869">ResearchGate</strong> &ndash; community plus direct author access.</p>
</li>
<li data-start="2911" data-end="2960">
<p data-start="2913" data-end="2960"><strong data-start="2913" data-end="2923">PubMed</strong> &ndash; gold standard for life sciences.</p>
</li>
<li data-start="2961" data-end="3028">
<p data-start="2963" data-end="3028"><strong data-start="2963" data-end="2972">arXiv</strong> &ndash; preprints in physics, computer science, and beyond.</p>
</li>
<li data-start="3029" data-end="3084">
<p data-start="3031" data-end="3084"><strong data-start="3031" data-end="3051">Semantic Scholar</strong> &ndash; AI-powered discovery engine.</p>
</li>
</ul>
<p data-start="3086" data-end="3180">Pairing these sites with AI research tools creates a turbocharged workflow for any academic.</p>
<h2 data-start="3187" data-end="3236">5. Should We Embrace or Fear AI in Academia?</h2>
<p data-start="3237" data-end="3503">The controversial truth: ignoring AI in academia doesn&rsquo;t stop its use&mdash;it just drives it underground. By openly embracing <strong data-start="3358" data-end="3386">AI for academic research</strong>, universities can set ethical standards, help students use these tools responsibly, and ensure academic integrity.</p>
<p data-start="3505" data-end="3585">Rather than banning AI, the smarter move is teaching students <em data-start="3567" data-end="3572">how</em> to use it:</p>
<ul data-start="3586" data-end="3771">
<li data-start="3586" data-end="3633">
<p data-start="3588" data-end="3633">As a <strong data-start="3593" data-end="3612">paper review AI</strong> to improve drafts.</p>
</li>
<li data-start="3634" data-end="3689">
<p data-start="3636" data-end="3689">As a <strong data-start="3641" data-end="3665">literature assistant</strong> for identifying gaps.</p>
</li>
<li data-start="3690" data-end="3771">
<p data-start="3692" data-end="3771">As a <strong data-start="3697" data-end="3719">collaboration tool</strong> for making research more inclusive and efficient.</p>
</li>
</ul>
<h2 data-start="3778" data-end="3836">The Future of Academic Research Is Hybrid</h2>
<p data-start="3837" data-end="4111">We&rsquo;re entering an era where saying &ldquo;I&rsquo;ll do my research the old-fashioned way&rdquo; is as outdated as refusing to use a calculator. The winners in academia won&rsquo;t be those who resist change, but those who balance AI&rsquo;s speed and scale with human creativity and critical thinking.</p>
<p data-start="4113" data-end="4438">The real challenge is not <em data-start="4139" data-end="4143">if</em> AI belongs in academia, but how to use it responsibly. Whether you&rsquo;re looking for the <strong data-start="4230" data-end="4260">best AI for a PhD research</strong>, experimenting with <strong data-start="4281" data-end="4297">GPT academic</strong>, or just searching for <strong data-start="4321" data-end="4359">free AI for research paper writing</strong>, one fact is clear: the future of research will never again be purely human.</p>]]></content:encoded>
            <dc:creator><![CDATA[Chihan Tung]]></dc:creator>
            <pubDate>Thu, 04 Sep 2025 18:29:09 +0000</pubDate>
            <category><![CDATA[ai research tools]]></category>
            <category><![CDATA[best ai for a phd research]]></category>
            <category><![CDATA[write a research paper for me]]></category>
            <category><![CDATA[ai for academic research]]></category>
            <category><![CDATA[free ai for research paper writing]]></category>
            <category><![CDATA[gpt academic]]></category>
            <category><![CDATA[paper review ai]]></category>
            <category><![CDATA[best websites for research papers]]></category>
        </item>
        <item>
            <title><![CDATA[How to Summarize A Research Article: A Step By Step Guide]]></title>
            <link>https://scisummary.com/blog/82-how-to-summarize-a-research-article-a-step-by-step-guide</link>
            <guid isPermaLink="true">https://scisummary.com/blog/82-how-to-summarize-a-research-article-a-step-by-step-guide</guid>
            <description><![CDATA[Learn simple steps to summarize research articles clearly and effectively. Discover how to capture key points, methods, and results—and see how AI tools like SciSummary can make the process faster and easier.]]></description>
            <content:encoded><![CDATA[<p dir="ltr">&nbsp;</p>
<p dir="ltr"><img 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d62n3aWA8RV60Nazx/3zRunwQYn0xLZNqr1ga+HCy1fHbqA6lFt/n0BqMM35mCHKa6cLuAutHXk4qtWrn0TYDvnqobBvmfy5rCJhWrVYXsO4uqBQz/zXPDZ9AjkXaeOm/PW+TZwd/2drx7XEVcttziCuA06e7XWgM/mIeb8EMG+b0r84sW5QfGx1bG/dD4c/fGxQbUe1vhw2D7xiU+sH5XUrGO9HoA8sKjJjks2exD/xV/8xfXDgfgxh5kP6lgLWX/VZIx1vOVyPizDfKN7WN611BAjtlp7ohf5xUG1vpjN8JUTF+h4Z7ADm7zmDXb7AGR2OewZVOsmxs8O7PSdi77BDtXqz3llPXWsQ/xGtXq3HrXr4FRjzB/2di/y4dDVrG7Hb8xRrYdtPeDWjL+3V6sGXx32MQddzo1qrVMf07323Kym/oHMpsZl8ruOxavWzC6f3Lgw5mCrgzPVW51q9SYOxv2oB+4yzTd+PYAe5XQOmu0xP/DBrl2tGnradrK4s16tL132Vx6QA4dcb/c07gdOHX7yBnc9tTQ3+QAAEABJREFUttehy8mvhv7F6ElvbFCt3vVEx6nDNuagg1z8G9O19lic3MCGB2Rx+GY6eYMNqlVfX9Uw2Dfo1e1crIMz5qhDxp3qOj/MW9eHtZrZ9QiOrz7Yt18M2563TAfx+EBmA3K11rD1MUd162eqa692rD2D52rgQh3x9TCzQx028hn18PmqVk912NTT33MY90M/gMNkpoN4e8VO5yOzVcTbevk2h7yc880x3vzq1t+YA9/+8EMdOcVX6/iTN8YcW9YbiK8e9bE5k76uXzhnWz3wcaAyPUK1+h1z6BXkqZa9Wj3qXY2NrZvryPtcrFzWAPxn8G2MJ6Na661j3rx6W9+hcuPR9Wlmq4dzRR+bw7/BBs/pddSsI4+cUK29GU+G2tWyqkffqNa6lvP+ja8Oe7Ws1eLx6Wujuh2XMUc1349XtWLqmMVWw/1w328crw1+eDF/MKwGjjrWpm8zHUeMWaXtqx6tH991iF/cuB+uS9vGjgfccsLOzw98NXua4GMDXBAPdXDYxGzQoVomMlDE6YfMBmR1PE9VQ8/W4rPNJoZerTXrhW3MYa7jOUKus0/8pKzjIj9/HT1V61iyjznEzWlx6+Cwya/fM9j4qnGW5ZfPXK1c+t7cSol13SZU695dh10NfPEgN50df6+Hjc/egJpqsJmBDGS5Nk8eYNtx1dqLavUmpg7bmAMP2Ke6jkG11l7H3ssvp5pA3j8QiqluNcZp4OFbk3XWsRfbZs3V2ks91LFn/HQg71h8OZUwg/NJ73WcW5srjh23Wv3hj/vBRwd1zFzs1eKf5Wrtn7ww5tAPDlTTMta+0fnkJO/1I+xa1drrs7+O/T7H7dg6+DveDNWquXuqow9565DHHHXI7IBfrb2f7vVih3qw1yFXa/38yLtHej1w+Ng2nurqnn38T1E9NT2r71yc1VpLRf2JcI4/B+iPD8h81TonrHvMwQ6bQ97Ytklbe6YjoH8U5BgDG8ZHjoM/Vp2zfA7cdrazTN+oRrVUnI1luH/btj3fm//c086z55820UXAc8HVbTE478KO/Vnmp7nlemr7q9L3ybrr/7S94X8Ydt6PmuXYnLO8be+acaGO41nHzHbGOb5aKv8STm/vsp3tZBBmBjKQfbjJ4MboQr8vxGyAB7jms40M7NU6T+th5qtMC3hAqdZFqB5fjMccddimuC4G5o16yLdtcrpZ7h7pfNW6MZ3PnWr1yQbVMNx83aB2DjZ++2FvyPLyAxk2r44821bd1jfm0B+fWLJZbnsuN5ndD3F6Ydt19SV2Y6a7raGOvapjxqlu667D7m+T+RNSuccc8qvtB1A/TtbB0wPUcQPHmfT1kls86Ilx5yFviGHf+l6bGJCfj33zto0unq8e9lScPdNDPdjpIN+eyUCvbsehjrg65jGHeruWGjDNa3/Fq1mtBxM90redjm/2EKnvmtzXb4a/OSi3/fVDmj0Tq9bLuxfr+NRDH9WQd9cWSweyPPKTQR4zvvpbxmfbqFYt/h1TRy1cPY05+GGK62H/9QevVz9irM25CDjV2h9ckMe8QYc6ePVQj33x5o+b9gjWj52TYx36UdNaoVp/k0HMLZYycdZx9SbeMQF+Npj0dQzZcGHbKuJaL/8Go3xAhmqtvaLeYtSolo8M1gFk5L0+MsgLFXWhHuTN108ddvIi3r9V6/wep1EP3Gr567CN+1GtXvUHzOfc5A09bj9bHbF1zHx7jfwb7FveOfDUq7gX6pA3d8/LOd+qdQ6LAzlgzIG7c091ram6zWxQD+cg/Qz7fNY/TFYPnnLO/Zz9W1ZDn7BtYqzHuci2UT06ZnhjjjrWNcV13slF5ieLpwMZ1AWfXbVw6yGPOP46bHXMcgC+ODyQE+qBRwf8ynRDtY6FHHJVN58YOX1Wq8XjrLeP1Tm+HrhP4+vwVVKtnNWal+H+rR5s+rg3r6kOXz3MHB/G4/8wWPsGXnU7xjuvtcCYA9d54biZp+nRq449emS8V6p76fgyRZFDTjI8rVm9tUd4G2I36uBWaw3sY46ds5raUXvbluGZt+2vVn25Nuqw4SzbvX7XZdDr8JPP91drdb4oZz+Bv1p/oMrnnGeTm+7+SvaHpHxyuG/z4alBBnIdtXcNNvFAruP40Ovg1jGLqdYacMccePo0T/W2FxV13ZNx9bXPCTKbfuvgIesR5KpjzeSnwAV2a1S/Wn9YIHe17pk+n2rKWT3btz7kwdXPuB9s8nqG2Dn5gU9OuclsgC9cTn7gpwM/VGufyPxizdW6X9ThF299/GMOOlRrXz1z8+08k7LWiANqmuWWB9+Mj1tHnmrVtU6wLrH2ZJxG9Sj/zi0fjDnq6L1aOeWpBxuenuUmy4FjVtfMjjPuh/4Bj4kPyM71irggL99eh7idz4xUD+cHf7WOR8W9oJZegHxGHbydzwwCq3WPI4sxq7HnLfMB+wYfyGVmN5/16tZrtc5zHFw4y/LTxfNBZbr1yA84G/SnqCNOcHU7D8Yc1aOe6tCna9WR6yzT1TJvu/mnBb4cQK6HuhXTra+l3L9VN7tY4KrDTmaDs6xn2PZqre/M8b1g+803vLkOvs01n4E3RuPt8diGB095bGds/7bRn5PZ+KpRB+jscJa3zvZfCy5/1Y3YlI3dSx0bWW3TX9lcrQ9rHb3UMY856kGe6p/rtdf+rvmjkr4rbts/Kv6j/PI85bDBU/tzOh7wmZ/CRbaOC4GLA+BUa9/JYw7z9k11vej7hkXG2aC7kSHW88eput0AqtsHWA7xQN6Q64w64tmq8RzPDZBfL/zVWlc1DH54ug/4gCNOLxv0av2zDP4Pw9O8cshr3zzM7Fx6gGrtA3k/HONsyOfhoFr/tKJaeygvzu5ly+xAr9bayRsequTcDyJ/+qd/Ov7v//v/Xv+0Qw98dcTVMbPxgbWAGmfs/H7k9BCKe44bc9gDfusRaz/kmq7bHrDTz7E717btWR6+DQ9kYvWyZ/nVlRdPLD87Dhuw0/UEYuh8ILd1sYEcZsjbRLUedNXyNzjq8FTrOKjBN+ao1prpME2LQ1YbyHXw9OtLE9uGHsh8Zjl2HJl/+6xB/86xtW+Xy7iMHn2GqtXDivvgg3WeXe5tY46da4qjMt1AWz1cryuOvB8gZpHBX0c9vTgP7Kkfy/1orib9aQ17poh8fFCtPskgHx55zCEXnR1K9emYr3qQpzrq0OuYt0081GHf9beNDpuvDvDrw3GgA56erK+OPaCLNfMDHUeOavVGlsMx85nFB9w9V2s/cMUDPn3Mgbd7Ik/Tyl1HDbr6OGQcIMtRB+8s8wGe2A3nlz738cWxF4Ajx3OwRnYcEEevo/auw/5hqNZeyAf2wVxHnnEacm6VfMa77HLxnblkNv3ymz8MuNWtT1xxet3HgK1anyU2NaqxB78YMxs/3oY9ZAP+DccBhx/4N3Dkq9b5QVZDX0DeMbiVaaFa63nqr4OjxlPfOI1qxY85qiWrD2MOsee+t/7UNqnvfFXrS751vAtjjjp6nuLaB/MZasO2kYFerd7ryGHd436QrWfXJj9FNS+X809tZkx1qy+2WucDebqXT66Kuu498lFw9ATkavU15qDPab3O8jLcv7HDvXqb6qi1fWY1gFytvnYA2/btmW3ML5jABvu83HF3l8t63nr14uX6ocw6wb0Zf8xRj2tN03rZA1znLLge0jnPcrVy44jh18fT/BXXo+OyDB/xZp1wT1vxdPmdt+xqQx3Hlq+OetaK776tbzH8bNXaZzJbtfZLTjyxZjrgbH3HsAF9o1p9itnYPrrr+96r6vZ5qoahT3tdRx75Yefgr+M5afcjXx3xYu0HsG/U4bcXfNVa//bL79jJqZ5eqnXO41TDwMOxP/t5qo5e2XBxdi4xZ5vcgMNXrT7qmNl3fjno+HJ71hHDBuTKtFCHrJ592usUX8fxlUdeNkHVrT6dT245zOdexFS3PZHffgNZzWrgiTPXwd+52NUwAw4fjDmqdf7g8FXrHNHPmGPb+aZ66108sFerx+rWC58+zfXg14Oc5jHHPj/Ug2la35sca8CVgw/4d035yXDm1LHHmy/mXdCH+D3LA/jV2hs6sJnPUKOOevV43nzzGdVS63H+c94tL+JP8Sbup6Avqpi9B+d94Kyj1y1X62+7b13sBtuY94mWsN+skXxYcWkwv3oM3zmub2iPgQePrT+9Vkfd5yL/IvI/l/ejbNXtc/RR3AtCHQHkDc3D1v+y5+qtEvW27S3SX7Kh/up7eO44PGd7bivOvGqdGJvHV49tfOzmyjTosJTTG1t1y0kHlDrsFXXlIFTrYj7uhwuwiwK4SJzj98UPlR3I244PbNXK66K9/WOOavVXLhQPP0ZM17LLWQ8c9o06YnA2+MhmqB7d0PSzYU3VMNjoZnq16lfUR/tTLZ86dciLNN/Ydg5rpU/z4pvp/Ga6vdgyvhs7G7jBewip1j+T5ndT9M+W5fBwJ0dlWqjWPo85cOa0eidvWKeaavhv4Miz6+Lz++FR7e1jF2+uY9893LBVq6YcdfjkcO6MOeroj22qt+OhB2CDLVcr35hDfvZqxalhH9jthRnGaeBvlbxRreOADzjbZ946H7DZI/XM/Oaz7hjtnvbMD3Q9fvD+B2PM74hi/UAnj73gw7uMhnpsZnWrtd7rmzdDzN3lMnNcF7beGOO1H/5ev152+vb5p2nqmdXQC7DNsFGtPeaDbVd797F7YdN/teLY9e6HQNwP3n9//bOvN7OPavVdrTXhjjnqiK3WeuTcfPIt/7CU6zpnp7hyOY+cj2qqZx1+tHJuyi++Wuupow4bn1hyHf69Vjbnbx32atVkH3PUkaeOeZrW2u3TzkHGB36oTAvbbtYLkJdzvlVrfeN+yCd3tWpZJxv3ObYOf8V12+fNMXNUKw/5XFfOivkWu/3VisGBOvR6mFfgfBNTb+/bdK1XPcTIxSgGyOB4gp7P4IPKtCDuDEbHd8fzsW1Uay3VNt3mavnU3HF1XstY/vFk4J7BXZkW6pDrmHGX4/SmZrWOvX2BeqhtPRvi8enmDTofjDmqZ/ut1udCDecWkOvg+0yd91D+MQcObh28aVr5z3Y20MMZbBvs5DryiK+YFnZtSh32avXs/B/vGNXi2Ifdc7V6rGM+91+HrR5mvYz7UYf9Xr3l0f+GOmeoXe2QFXNT7oV67K/HunyodRx/unpsZiBvqGnPXLugutWtBxm/jpw7R7X2zLrZ5ALyGWMOHPvPPtXbq44a1bKJ3z3jAh345MF8DneXy7oXPOebF+P5ut76rdY6q1W3WroaG+6V6l9fv1nXNbL6AvSzQWcH5wievZTH/dyPEjief9jJ9qJa9zn3IsegDp0sVn65qtX3mIOtjl75pmn51CZvG97OwQ5s/Htmq1b8mINv59GDvna/2y4n3qSv/TznYrP+za3WNckesFfrR8pqyLOvFWMOMTjscsI0r9eux89Ah3rYBzqffsXS5ayYVz1r0r/eCSEAABAASURBVMvee5wzxCGzmeuIZdfXGXKpxVbdzp1zTXlALr17vlCfzC4vnxizXGao1o/TO6Za56DexaqtBzHAJi9/JcUjqIWvVh3+6nYM+eWQd+erB79kepffrBYbyGkWV0ffm1Ot8wu/Gp7x9KFedTsf2NQXp8ZTbHsdveOOOaqVXw/V2iO5NvDqgbP16rb2MUc96NXaeznxrctcrfzVOq/5xxx8MMX1IlufmaFa5wf+OVfFfUO9rYvZhGrlqW5r5q/H9nqs23s80BPoD8hn4Gz+ntk2xs846uhNml13y+bK9Baq29qr5T/HVzc/5/aZz+vk22gKMKfbj5D4wLZn3yXocNhENc8fFvKY8vwuRR0P+sFdxttbNaqbvoVq2euY2ettuR5s8m9s/p7rgcf2F4U68tbD/NPknt8neyffYt7p/AtyVGujd7o69GqZ9PBhWKT/P72d+1CSbv7LxLkGGXa9s7xtP+1c3fZfvv3hfC4P/1O7C1H11Lxy8kE9+OlQh+1cr1px1cqnHi4sw3wj7wvhVBd/z9XScQCvDluFtm4YuyZOHfblvH+r44bjpocLetm4pz2a6siDc3ZUt5sDnxsOVOtmy3bOryd9m2HMUa0bnH7Khe64uPGLH3PUUV+ujWletXFAXjnEAb2OfGJwgAz6lKNaecYcbHxTXDZ5gA7igc1DggcYD5Ygjt1DlL+R9PM///Prh09xeOL88LP/z188NLBBHX2S5anWnlSrjzEHO781wjStB3o2dav14Ik3ptP69WVN1XrIYMNn05M4YBPHbp7hq+7W+YGPTe/mOvrefHuya+Cw0/VbR3/ysMvlywofTh252OU2zwv4+pJ1d7mMu8tl9VTHuSDHZTTqAdZS93nuf9Bjw1W3WuelevJXa1/0rQ884P/Exz++covngzpy71yONTu+GchyWMPr+ePpwuxlx8jHr/68k8/XdTQN1Vvr2zFygh9ExePLT740d0HsRB39yb1jHWfnAV1/e8/FjzlKtinMVx1yHTO+XLDqv3ix+pWLvjFD17moFp++6sjBd0Y1qrPpllMsh3i56zGPD/D0ZMYDujVVK/+WccjmauzcYtg2xv3YecTg1rGneHXkJoN9dZ7jCq9WfnEb1TDwzdVQ297ijPtRB4+Ku1Gt9VRca6+qlUNte777GHPIvTHV9dq5rO0M9eshL54AdqjDx8YHZKjW/YYN7MEGv/gzqrUOvg3+Oux1zNtm1qvc1drXahjbtmU6qC8GyPXA52e3Z2aoB79c9k1dMr4ZyEDmxwN6tXpjryNftY4PTrXWzU8317F31TD0ol/zGbtmtWqMOdg2qpW7WufFtqvh/KLPkLde1cq3/dUw1GYTr1cgPwU74FYrVx09yDHmqG7nB9sZe63Vrf8Z8uglt7p1cMhQD7qcgradDHT9qSNPxbz6YQOxddg5xVS3fqq1rjEH7s6zeXT26V68s50P+KAe561WzDiNeuAwN9/knNM6tuZq9Wdt5+NbcS9ftXLfXY77QrXsY45pGXddHp2b+tz74UdIsh8hJ33xKuJCdcvFIHbDXgA7kOUy04EMYqphfdZiZoM6atRx/tTBEwe48JQ77kcd8dRq1cAfc4jX0xRvdjbAAX4gV4s35sBRU791PMvgAJsZqhXD5hixiYM6fGx19FmtfcavhlGtHK7t6lZr38l6kwvftWzrYw55N6p13lSP8ouFMYd8O0e9XUPuSVt5yCC/2hXX6quOWvJBdauJK6YOPpkNtmyftl5H7LaN+8EPVP1XtxryVGvPcDzPec7B0495zFFHD1NcLz5rMuM8hec7kBMPqlXnLNex/mr95wjUH3NsjvxbNvuxm009ufda6ezV7Tl1r22mW3Xx61hHtWw4Yw6x8stTLd/OzQ512Denuh3DMQe7PDDV26ta+dSCal1PnT+AXwdHTXuAN+aQc063eLoY/jrqbxmP/ww2qIO7fbtGHXY5oFrn7JYr4QvVWu/2MVamZ7FrnZ31bv6Zd66x85g3p1q9bP3pfI4/+6q1lztXHXod+dg3xv14qo83D39RgQ/NDOtflDHc0JQO+JuPU/mJXiVmPFpjvds25qjDP8UVV4euL2DfqMN31qtHcdv355n3/tefL+eljsBzcYuAs+0vWn4uX3UzV2uTboa/QsFegBbMG/T/1rFPIOuwLjOcZfq7UA/HSQzg1mE/5992NqCbwU1jo46Lows2X4W6UK2bah029fDcODbo7ON+VLdziZ2fqw57RV0XZEK1arh442+M06gjRk35zpxqXfx279blhkPfPLIbtxr81a3HMYecbkBTXLnE44nbOfg2qiXyiTWDGA6ymc/N3Z88+hN4f0NRTrX49ONHQDYPd2LIIIf1Arvc+uIj19FDdetZLjnr8I37IRf4J9fyiQc2kNP+yM8ujB3oHp78UCmWTe/6tQ468InH1QeZHYePzFbHw7L98Lc/5VFfjFj9q1nHGvjoO1Zv1VozX3U7llsfc4ixJvmmevsxFEeubdv9nde0bXqGatXTn5xyjPtBlu9jL18NOZi37eX8gezuchlv5g9+zoO7y2X9gDlP/uHL1bwhDBw/5OHcXS6DzMbH5m8kjnmXtZ7dlzpgX+0fkNlAz3rQrx+fzfahGga/WU4+e/9zn/jEWqP61sPXaKw/gbyO1be4ZuDd5TLuLpfF1+c0zRav03a3bHeXyyhMnpli9i9Wj69evRp/42/8jeEHcV7nADgf9FzdYsXUofPpVYx9MIOceHw4QLcnQK4jB9n+AFm8+Sn4gb061nT/f5Ag/0Y1DDx8sG/8eoRqrUcvFfraKwIe/lPYf8fLzFdH3FkWf4ba8kEdfH3ZH7WhWr3sOP5qyKveOXbMUce9AW9jmleOiniT5XAe7TxysVkDWbz5XahuX5bE1ZF/FZlv1a3WVB+96vDJLdZcLU711vqqW65q7FHd7DtHPdjspX2uVs5qGNa2QYfqdt7oyT449+0PmU0NqINLHnPIVa0auNW6trCrfwZbPXDlB3E7X7XWNebAF2/esC7nqhgQB3XE1eP57Jsp1/kspzUBPzvbrlEtHp1vox5yi4M6uOJBTB028odB3sp0A3619lN/G2qdUd32adwPsUCtw1/Pz3h1+M551bOvOwcd2PbsmFUoz6Ja59OYY+/JFN/qt7qts449c3yhuvHrkOuY9VsPMn2j7u2jcZlYXwjdE6ZMv+sy1v979bQ95+OXyz1P72fYMxhz2IO9J3XUvLtc1nr4mpxqyLX3jSze+SuvePcCM529uv0/X29+ta43uCv31Mk+o3LXsXdyw5jDXI168FWrnzGH3E8h17ZNyuLSyY6J/uRlM+uZ7FqqFzpOtf5wkq+O+mTrNG+enGQQB2RQE+rIZd3iq/V8RGYDsrz4UK1rUDX4gV/PZr3i0dUy0/nk4ncPYmezLxXK2k86hd9MF1etPaM7Pp4bPEdv37gf4vZamerIza4fUP+8P2z81TrH1AD9scuHT1e7jpw4dOCTZ0PcGfzW7njufLg4Y47qtj57utclTh3zmANf/3L4Az7PS/Tq1jufftlBHfFjDroePA/Ky1eta7IYNs+ocqhlpu86bDPNjS+ezQw7hzWAfNturtb5a316YhMjZx37yl5HT9teh765akJ1W/eO27nryIe365jxxhzsc1r7vm3yk6t1PtYx422+HGRgBzLwbV2up7D/9gTUOYMN5Ni5npP51PjzonoU+q589ZgnqFr7Qn4O1c18Xts2Wg/5ac0VNb8f8Ll3XOcPkeQzb8nz3jLGYo+HQd94sB7Sww+ah368F/4h7/c6bHXM7NWoiAvVI51x9UWYqOb78are4h6en+29jrx1zD9ttouDcG5agvroZHVwHNhK2LoQnHPVYV/On+BN7Ia+QP4Pw0elrXf3oNZHxfvQbl51u0DUu/OOZ0a1ToB6PMtdPbpwjftRj7l7H+qxvd6ti5FOHfsJ9GqtxUXdGsdpVLd+XLjPOeTZkGuDbTwz5MfZfjNUq8aYo47+2fUCZHXFwqSt/eNzs+N3s3WRxAO9QrUeTHDwxeLx7RsCG784Pbqx0bdfjf/yX/7L+ht6btbicQFHLvX51HBTlJOND6+OhygXeuCXx6ymGKjjRiiPuvrAq9Z/L8T6zz41+P1I4uFHPTHyqqs/HD75qrUOsnr84uv4JxBkqNYDsBz2Q4/WJ7f+zTtWLTqeWDxx7OY6/vnQf/7P/3kdC/3ok99a5BO788kBYuW15g18stg6jq1YufHllV+uHYvLJ6c1+8FVDjofHr6+PQTh8m8bvY5aerV3/OJBDrra4uXRp1r8+rF/bDggB7/cYvDk1ptjqSc+uc0ezMx4QAY94toDNci7vnzi/a1CckVdD/M//tGPhvr6lufuclk+MlDkE7dzkvHBWvCsrY5zxzrUFsuvt/0wbl07Th79Wqce6Hx19Ce+Wp9xta9v3qy/MRjHhLwv7l6sz4N/Fs5+nQ8GP/9zP7di5La/fiAVX42XL16uHNeZa6ZY1zv9V+va45jUIYt3PlkDDliHHuVjJzsO1lutvbQONvtg3rwdoyc2Phx7J7dc9trMBzvGPOYw44Oa4thAnHh9k8Xbo+p2Hy67NNbnTwzOTLv2RCwddl594m1d73KzARkH6HLtuY5abNV6sNe3XGyAC2Q4y9U6PmMOvdlX9axvmla+6rYWNvF6AbJa9sBMl4MP8OuIl19ua+cjb3+19o8dTw7+avVXh19+kKOOtVfrXBxzVOscwxE/5sB1zpnl32vjV0c9/Ho7j3WJs7aZ6lZn89nkMW8uH71avYuFMQff7sFMF2/GAbKadawZT4+ACzPV7YVPMfPh08lAN4McwA87ho/MBvaFTT/AJw8fvTqubT/+8Tqv2X1WfNZADXxx1rL3v444OeTf57q9w8F3fMTyAxs+jlz07VeXD6p1nRLPjmMd+Pxi6+Cwyb1BF1OtYyYWtt885qjjHOGb6jpnrRXo6pjVwmGXu9axXHtlzdaChwObw7Zluchy4PBV67NoXXrCqbhWL9XqX/46uGLlqdZnQ2/jfrADtVrnN/054KgHZMdLHfn1wwbWt3uWh82sX9w3H7xedS739fir1fddl/XD5mXMXuYXTTGgpnqXyXtvnnP0Otan1pjDdc+55zxUR0/m6Vp7g7dzkbePn53ODnRQZ+/XXle1nut2XLXy86spRqx81k2v1udl2/jVocuvZyDjy711HHy2nQ9nwzEQV6GsXviqUa1jjlNHn2MOedjsmVj6NC8u2+7Nejw3WNvmmMXoj8xvlk+fuOZqOGagH+vgwz/f4/nUxpNTTZ9hfXgW0wudn67Otsmnln7Y5eETa+YXp55ZLTO7nvHkFI8P1fpvoesT9IMrN9mzlDxsdRxXzzB8+/yr0Nd+bq4a1RCvV1y1yYs83+S0T3qc6u16wY4nB9marQHXGuRiZwM1rYVfDF1/4tQ044nhwzOriydnHWvDkYPPTBdbre/njl3oAAAQAElEQVQtbGJ3f/pWG3DZHVccdeR3PO0DDp/++fHlw5NHLJDZ+OnVejYhs+kHyPqUn08utj2rLZda1fp81PG5sCd1rElfeCAG6qjJpoac9RCrTjXkHnPQN9jw92wt6k3aeuER+PWtPg57PfSJI+65+uwgBs9MJ8u769PPqFbPm4Ontlg5oBp70Ldv2/a8fXXw8eQCnGp9JoYxf2z0HUEMdWPrrvVsdeRihzfz+wf7GMfezzTjynadvHtUo84Yc1xvtjfzuwnINx3rRWYDewHVzccP/NZjpiNsbh18tp8E4s94V0x1672Oz6X6G3KcY+sxvx7rlzP5Z5WrnzXFX8f/JexAPT4uz50kytbB4wc2qMNeD3P16ESsB12MeCcl+cPgAwT4eNXtIlQPOX2wwEXJvCEOxv1QE+7VwUcHdcyw7dWq50Iq57abt04ec5jFygMuztO89gG3jgvR5pj5gX/3Xq2Hd342eXcuvGr1zU7HMVdSLZ9Y2A8mZHyQy40K6Ho1u6FAHXnkXAnn25Z3HvvhZjxda33V2ic80BNUay1qiq2DV60+1Rtz6MWNWS/VeiB0w9cX21PIBbtWHT2z4aoHuwd5Zplbj3XUx2eHzRGjtt7sn77wzrVw1QGxYqrbWtXmM4sni7dvZjF19Ixj/fWgs9XDPux+dqx4wNPbuR+63vfx4cPVI7u/+UFnr9aN9uWLF8eD0t3d+mKF8+rlq3WMxhzqQh09TtM67maQ6wy2Oh6Qydattt72XnjYlpNfrJmuzzr2cuts60Y/7+LXeVOWwyxG7Jv7/+4WTnUc5zn/+Ec/Xn+bk/3uchkGvr8lWQ051AA59ffq1av1wDrUmhDDrwcgs+FuvY59YYNq7adaILdjRa5Wf3XE1MNcfJfllxsf6sFes+/ZF7vzU94xh/31QG6vxU7T6mH3qwe9iavW8atjxsfbMxnEVOvzyCcn24ZcbM+hWp+HzakWja4POarVx3LMtzp0tWGa3nqJF2vdONU8VMefHsu7A/jsye6bD8Tj1ONaFfPqGQ/UUIssrlrHRl77zPYujDl27BRXnF7qod8dKz8ukLd9z+Lr6K+OmU9/rh0b4tmr9bm2B3Xwx/3Y+c312HdPWftJtsbdM31DDfH72lY9Oo5i9ufonEMcnPNsuY4c1dorvauBXw+2OmQ1xpNRR45txgG52OQ671k95uMAnnnHimcTC7svdqjn89Rjex26vLDPI/M5P5mtDn69Peuv3rZXXOt4vKs3+Z+DwOq2/zjjflQrZ3VvGevHKntR3WKqdf6wO/bWsfsY92Pn3TNzHXnrmLfvPJPldZ5DdeupDlmuDccKj26/oY4vRj4zdNj9Vai3nP6gTj33D+vArWN98rr+CnDd5VfPjwpi6NXalx0nxmdGbdxtty7Qx7bJcbbxjTnYqnVtl0dO3Om69U3GU4OfLF5PoAaw457BBmzn40dXR76Nal0v1eGrbtedMYf94atWb9O0+LhkPeirDr+6Z+CBeubtI8trZtu5rG33XK29r8YeuFCHzXFznRJXhw0Xx+xYmUEts17sezX8SEa3TjHWoi9x+HXk5Ktu/eCpaf36Ncvj3BELZP3h8skr55ijjrxyiAc5pmu9yGziGMSR5aLrXz598cGW+YCtWp9lsXSxcsgP7OLONhx2OXA2cPiqdY7Y97OvjjXJp5Yc5jFHHX1MccVat9izv7rtrxxgD9Stx74xB7scU1zXMfuhZznZxfJBtXKLGXPIjef4mP1IKVZfbHhbn/S1h2Z2uc1y1LGuaq1LLnb+cRpsJ3XlY9OjfHxi7RlYi5kdqvX5q27rUENMHbadR1528fUQN54Z9ba/HmxyncOqs3qT68EuBjjNQH6K6rYmvsq0IAaW8iFvTzl15GCHQzsSnOVlmc/gbDfevb5892/lOwdWo5pWmNN81XHsp/jk5Vn2zTrGwxeVJ96zqjZsWz3Ov+3mevDR/1uA3fuZ+jxvjkT1sAlPffx/jed3wF5t1MMePs/+6a31OKdastRhr2NmA/4z6vBX64NWDRe4MUc92Ka6Xju23u1bxPs3fGJlWmBzkXSxJJ/BxsdWRwwZVvD9m4uuPuvgMF/mDxVsgG/ePLrceHXEVLc113FRURs2T45qPXyxn3PwbVRCFtRyQzPj1/HQWQenWnUXeb5V8/14VcunFov+5TJDtS5w1erpzCGrqact0/XgwcjNjV5HLDv9OdRjTnU7L8YcepnT6mXnoUO1uLuPcT/qWBt7vS2j1WGvVm691WHjp0N1+3GFDjvvuZ9q9aLfDTycaj08VGsv7Tm7WT77RcZ3DOrg8dHN1fpCsXU2derITRY/5qiHdciLO83reJOBjk/Wi7la//0q9jHHzT7laviS5X6HO+bAO8u7Bzaohz7oG7e808+29Zly9VhHnPwV8w1swCB2r+8xa4y7y2XtVzWu808V1RjzAWDMIb5ateSoY2/1Xwd/2SfXi93sOPkbknddxmU0/J/3rLzTKSceVNMyZrnroPOBnPh6RnAsa9abfbEDO+6OEwPseyZXoyIuVEMc1INdTjjHjvtRrT0Sw48H5GrlG6eBt1FH33st+j2vRw6heyZv7Bx09YBc3dbEBhXXI1SLJ4/8sAl1+KplqhYXRz4zRx12PctTx3o2p3pr/XXEVMOQSzycc7DLY2+2vR5ixFarLxxcNlyoqOtaYV+3rVox1eqNXa0xRz34pvrohaPGBh2hWufnrjFOAwdOppvIvqGHavnYCNWtT+vbNlzyRh08utgNOlSmR6hua5dPTLXWQR+nUd36qG6eatkZqlu+ejgH7JXeq3Ee6m2dXN3ixxxsUA+fLX3Vh+cRAzPF6k0MbBsZ+LetWtx6mLcfB+rBV4eMU5keoXorn5pQLa6c9sZcx34tx3yrVvwU1wuHUJnW9XDblmG+1eGb4nrxQ7VykYGzDhuZDerBxn4G/+69OrtuMv+GzwFs3ed66/V2fB02/8xOQlp5p43Vv3NozOF+4b5Rx57tPdTjdC+uGd8PE+teM/8gTQ/6qdZ5Rgd91ZGreuv8r8M27ke1OOJ2vLxjjmrl3r6n/vGOUcdarQGsCaxhox5zqrXWOnoXt9OLtW5grwcuDpsZqtXzmEMcnP1ktjrqTNqqa4173ThqbR47P1RChudZP/T5AcmPiHRr46zW31S2X2LZxMqLQ/aHqHTHlO4HITw16cAPO4fY7VePzC8H0OVgE1+tewV7tdbJTzdXj/ZKfrHV+mFNDjr7Xst5X/jGHLs/PeDWUYufDuRJvb3kOdur1Yuau5a8ME6jWufruB911KKqYW1AF1vdri902DxztepWY49t158+6XLac2CXB+qIq1ae3f+Yo1p7Xsc8TasXueroiwzVWpecY45dU331pmnlwmWr4xjh2y8cMeqb66hZRx02kAfEAL4c1a1/NnXwYcxRD/nw2asVQ6/WucYOdfDHHPUg88m9Y6b70ataOXFwxxx1xFdTG2sPq7UfyzDfcGGK63WWGSrTDbt+PdjFbNyIHyFUq49qjHuuHHXY701jzO8a7GfcfPdC9/Oaro3Wt4nLGOT7fNXYY+fa+jFf53Qd1YdC7CSuvTRDPcTQoTL9haN61J9+zvhZC85d+1lT/NXG1+MNqp9O/6vtfqyD+64Dyj5+xlG9M8POXwenjnkH8D+9wGyfuVofDLxqraWOmf+jIM5F1EUGl/4c+KAyrZr6coEXzyiOrbrdIOhy1xE35qie7VP8dN985DOqdcGVD6phiKuWrx5sY45q5ZvieuES6rDLA9tmLfTNc+OxBjpsHg5sfsW1wC7OLAanjuPEBuzIZFzyhnqA40HFDNtP5gcye7XWKV8dtbbdDbeOL3P7T0TFOXYeEnZMJeQGdhCvFgfdevQMHgbP/jpy4Kux+XhQR2984jyYyoMnvzh2fjp7tdbGBtU6v/TBL37MIbYeuHR8wIVqMsfKV4dsHzZ3z2I2qsVXa2PMoU/7V8ea6NfXb6bn4VVz3+/uDsP8kWxcx8o15pBfvW0752bfYJ/09aqjlthq7YN9xbWX1oJvrdu2udteR44xRzXfx7jMuVrz/HDPG/lsdIzVa6OxxuxfriXfv9H9abQe5K8me2LN0lzXD3R4+pHbj5n6dG6brf8+3YdOdeSVy17Lp6Yg84a1OyfouPxABnFnVNyztWPNS5lv1W1/5VLTHvsSpXc5xmnITa1GPQBvAwfwzE/BXq1r2V7HuB/1+LjVQ43qnvX2pAarGchQrT7PvVVrzfYP9DDm2HHV6q0aBjuQN6qVt47ZvqmxefbyDDXodfDlwd3ggzr85DPwz9hxe8atzpTVHzvgcVaP1jbuh/72XuDXkcuarK1a+ertGf8+zW3a9bZBDrm2zg9ifa7UJ0MdNXDF+Pw4F810cXVw8AH3DJwzqrVuXBhz6Gmjmpbjs0yo1nrJoC7ISa/DL5fe69D5NocMdL2bq9VHHXyx9n3MwT+nR6/qkY6jD32b6Qiu0buGnPZU3mr9eID3HOQAOZ6DGHacLdOrtT/WX601bXnMgXvGNL117WEDPD1X1MVjAzn5rPcMPuRq1T7rY446ck1x5atWv/X2rAZeZVq8Jcy3ndd+1nFt0sfeD73xbZ55Y4bfXjg14+e9c8W/fj3kUJvPsRK3jyHdcwz/tuGLlZRd7T2zVbfe5drgwzOzmevgVtR1PaxDPnPEgVo1+5/3x92HXvTms1mt2nXMK+l8q9bxEbPzygdymqGOuGoYuBt0e4HPJhewg3g68AM7uxh7WUdeduCDOtaERxcrD5D3Gn2+yGLlc8zE0PH0x84GZDb/esSPi/JV65jLg6MeuxxmkIte3fYTD9i332zv5SKLxVF35ybvPnGf4+xY84Y6ddRnE2eWt+Jef9guN6Vax7haPePpRQzQxzODT//OH71unnrs5mo9W9Hxdxq+DfYtm+mbV0dP1erx3Bcevtx18Mb94ANqta4heMAGOxaPbJbfOqAe4tgrYSvX5i/DfHN86lgrrjr2ZbrW+uUG+gZ9o47rPF8dMp9c5modm+2vQ69jVl/NzdX/GewgHuqIq6hrTYR60DdfD3XYcbbdbB+guvWHs1GHHQe/Dr2OefPM9WDD3eB7Cj42885NP6OOfNXZ/Kwsz3bUA58dtu88+wOp7VvzvLbOjRyiAXfP/PfuaXZeDdR7PH6mx52kn+olBp4G1dFBNaqn7mWrt+1vEf+KDX9hP0BWa9F/xev5b7b8cyfZX8Ridt4975z1/PGqNmV+iK7rxiz2KZCes1XrPHh6ccMHMeYNPDK7Cw7Qq3Vj2jdAF11cqMYe2y5ODn43YDPbhov4lvG2LA95++li66jBhw98UK01lgvOcZGpB1u1etdbNQx5Nuh8oC5918RhM9cRy/8u1NGDG5Ubozhc/bKpITcbn9x8UMeNla8OGd+eA+5ZJ8tVrfXvODY+YBOnFjuZjQ/IfKCHDfoGG9ks3iyuMq3acsuHx1itWs+qkQAAEABJREFUPa8HjjXYg52jWrF17NmOHXOQAd8+bqgx3etzIE+1HvI8xMpfR87NOfeqR3mq1dvOXUcM35hDDKgP07Q+e+r5gU0eduCrh/79U+rLaIwnf3JXs88XL9Y/NfYDnx/eqvWF5rwmPrHgxgt+yPTfxzLL/RQ4cNdlGHqHalRMa67Wl+xq1X26Dn34p+Hmu8tDLutcmF8Kq/XDZLVyjvuhHo5jwGSvXn/wmjjuLpehFkVuvKu/jXJ3/DN0XMcCp0IbOMAnN2Md/bOzbT6ZDcjVqrf91cq3a2z7uB9iNvTHLBewm6vBB/W4R368OurQxxzV6kPMuSbuxjgNNtfKOvJYO7dYqNZ5WEd9vo06fHjALh+Q2YC8beQNNqCbgQz1UG/bq7U2OevwW7eezWOOanHq8I/TqB6dP9vlGIEcalVr351X9mZ8xNh7jSbHhlzbRt7288yOU497e2qvVk/nWjjWbgZ5zTDmqMc5p2m9qkezHAx7X+Vhk6daX7KqdT5vGy4ZD8TsHHxAx6mjj4ppgV0MkJdxvp3lqf5Erx1TreNbD7M+qpUHD5Zyets9VI/OHfbnIAeMOaoVc64z5uDf4CPbJ5ju1adZfvMZdfR7tm1Zng02svzVylkxL8gNOFAtznLOt2r1Pj5iiEWpFl89GHNs3xT/3C85NnaSOnrddbb9udka3/jRcGJerAY81dmawRuXmf/ucrmtZ7om5TouA2Osdz1Vox4DB+qw+0zi6qNanxfXDnb9u8fzjTnwXGvY9rmAM13rPrl5FdP6zNUh44sTD3SoVu9k9g06VLd11pGrHmx6qtb1Rd+ea1z3yHqTb3PqqKXPOtY65uAHfLFg/WzT/c7X2b/lPe8gOcns6pqhWutS5znOuB+en3Y/daxfvFzWVq19JrMJq2576r9jzaYOv2NglsOPn1vGgep2zohR255u0Nlx5XCMzBXTqitntY7JmIMfrHPnkYNtum/1qiXj8deh1+OZH6q1dnmqZ/fTebAhZsyhP7Bn+ifLMV2rPpmNrx7Xrsf65porKW57sG112OWEbddPtfZJj/bW/pjpMO6HONDTGTuHnPxAFsa3ZXodfZC3vVr11QQx9WAbc+BuTPX2YqsjZx3zdlZrL51jzjk94/Ob9blt9Hehuu2nGKhux/q5uDEHO+4U16tas7d6kOkb1ep563JsuVriU1u1YuqYkXDUBjKwb9TBtdd8H4Zqh701izsbt272/cZ89pPPNpmPHx+va4/5HkPEY/A/tvxk2jmuVB5r38Yzow7/M663TPJCtfLVMbPBWwF/wYbLz5pPk7DzVFtcB+Wm/LXw7A7UsV/2EM6kp/rZ95PKcsCZX0fNOi5O7/KL2b5qnaDbtu30yvToeFfrIlfd4sZp7HgXmQ22asW5gT53gTlzN7+OGvQxRx36FB/VrlbuapyHOGCrw1fHzK6m+Qzc51CtGnqHOvKMOXb8FNeL302cncENhb7rmXGq2zpw2QG/WvXq7WOJC3XEi4ExR3V7+Ng16+CpCZN2O6YVdelygNzLON+q1SPb9tWDTa/nOo6vG/YMXXHq1cGvh1k+wDOD/PKBOL5q7QO9HuLdwP3NMTdxsduvvodTtjEH3QML4LDv/PRJWWtnp0Mde1hHPT691fFwLpc4uYE8xritd8zBjrfz1UMu+7V98tL1NMPWQw8fnGPPPchdjev8cVIcXyV8kKGmf95F5V+O01sdXKZq7W89ttnfMYdjqRc59VnHfz9putZLjwT+XevucllfvF5/8MGa+fDk2ZiNCntUG2/DusA/pzbjV2uPq3WOr3rzzwnsB1Qrn57Vq4aBt/PSq5nu4eGiWnn5NtQUUy2THGx7Vm/XqINTPcoj/ikkq9Y/EZOrWj986xnkxNlx5Gqta/vGHORqSserunH45NJjHWtVa+c0V6vXahjbRgY5qpWzWtxxP+rISa3HPnnUEg9bZ7N/4DwSe0Y95NkxZqjDV60QuZxHe32MeMBnrm4904HvKdjhqV3vldTrXOHHA8Y6fJtXrXp1zDhQmVaOJcy3an0uds5pusVumc9emUFd4IezTK9uOfS0UYcdR4xc8p519moda3u6Y8n2GdjGHLhyVFN7eLE/aGN9PtVxrPH55Nuggzgg15GTXq1+1IUxBzvsfNP01r5Wax/4nkKcnvY9g1++81xHvJrPoQ6/e4x9kVM+IMtXSblQrXXUMctZvbNH8YBnr8zVMOTXvz0FOi5fteqIgTFHHXFTfPSq1vknVn7rgGodN7nlOKOOXGLUrQddcnYz1JEHj/0MfvpzM1vNvPOa7sdGPP25lgGZTV5cqNa6+aq1r36IxMFlt7aX8w+pxhzX+QdW9pCfT95qXY8dw0lZf7gnhr/uc857WsW9zjk+sEfmOnzV6qcOXQ9qjfux9R13b145t1ytHPJu4OvVDzEwnhlyM9dRmwzserBu2LKZb3OqVdfanQO41frxVU3Qjzj9AL2OeuziYJyGGnzALGbL9Driq/X8Y53+JqM+xhzyeR4xi6vWP8Fmc8zYQb9mkGOGrvXos1q5raGO81N+n+Mxx85bh08Ofeu1WucVvnj51FIfyLhymKtVSyybXMDHpjf2DfZxP8jsVHNFXP9nMXTxDGRc2DIfsO2eqlsvfHoH/3Rd77jWtVGttVbDqJYuFqp1rloDyFWhPoKerFkf4uRXC4luPoMP2LbfDGwgB7Cda6sFONtXDz3Ju1Gt9eibTZyZDnLom428QT+DHZ9NDrLaZD7280yuo3ZFXX2IqUNnFG/PyBt1+OXkN9dj25lbh49tc6tVb9vMG/XgO9u2LAds/V0zTh25yB/GO/vqiGGrTKvX6iPnRb5/2zXrOEe3fu++TZfx4McBzuYbjOk3z69PY0z56fxgG4+GPBuPHB+ilEofQpiualRT+m/ndfnLatUG/2Xl/pny/lccbM/gL7JF+TbOeat1sj71VTdaHXK1uHXMN8IUnl4Ydz7zdH/oC2dfKBHl2hfo7eMHF1sg84EYNrNYMz+Q2eromfwUOMC+b1jyijfXEVuhvYVq7Qvuxpm082xbPebz86lv3vreA2uTlw+eynTA98DjZrt51Xqo8uCFM+aQH6qpjduXC/5qrcVNVd3qxhEDeHsmAxK+OL5q5WHn11O1auFV60GnWl9i6uBXq197UYdtnEa1NDlhKfPNcaM/ra+WB6ft19ukr4eiLdu3avVbx6w+uzi9y71t1YpXa0Mufnz56dVai1i5xv2Qb/O2T2x1zxgrDocdxzo42YCdzrfnLdPVF2Om65O+OWbg27lwN4dNz0DG2/xq7RUd+OrYky2bz6iWqgbsOEYysKtvrtYe7PrsOHXY68g35qjWF0L/BzXVuLsctzP8MUcdfuuwd3X0Spd/8yZ1rYu9WnIdMxveRh32Omb2OmT9A9vOSQb6nslQRz87po48fNvm+ImrHu1LHbHWUY2now6b/uuQz5xqrdP+stehq8u2a/LJAeQzcGDbcKBaJrkI1arFBxXz+izRlzLf5IIp3l7bz75RrXx1zDfyFDZHbXI1rceLfkjjFm//1KiDJw7sAZDFwZijDh79jOl69KqDV63jVsesFlS3Hqqxx85Z3eLGHNuun6mu2HflqZa/Qr2hDl0cVKvGmGPn9TmBal2ft72OWDrU8YPD3r+ZYh3P3ad528wb1ertaX18qFZP/DDmYIcprhf5jGW8f9t2PZKZzRv0yrSw+3/qr259VKvncRr4VDOQ6+BV1Buqlatae6S3aqi9Y8f9qIfYatWtd8/i5TOfcZ9uTXXE289q2Ta3Dp1x28hQrfrsavg8AHn7+cgb9RDDV4fOTwdyHfY6ZrYNnA21trz959keWtcGHejmM/csywt41dk1bn/7ZX6j3Dlwz2u/jNbfmNTbmKMadRzfzZNbvHlSlp98trGzbcinlrm6nTf84nw2gV5HzTrm7Tdvvzww5jDv3GSoh57da0D/fDNknaN1cNgq5gW8avWo3piDTQ516iFuutb6zfLwQ/UofszBX63a8tHlr6O2ODbY8rgfddSk8pvFgn3znLzheYwdz57x653Ot2045zx0XFAfD3DE8pP56J5Dz//plG0XA2cuuY41WDt9Qy42PcrBrgezmnX84MpPxwF+EGsWo658wAZkfKDL4fuDfGzADnxyAFkse3U7nux1rIV/Y8xRrfOhWvcZPn3BdC+beHZ6PfDp7BvVuq7aZ9BntXLg4NcRf5nPiPJCHRx+qINTURfsWT3c6+Rj2zW2bo/YV9B842erIxaPzXlljXQ9sJ3BDjPF2h/7C9XSK64liz+jWvZFmG/yVlMaa3+q27FRQ791+KsV+zSfHLjjyWDjqyPu7OYDNjOQn0ItOQAHqkWrVq/V6ms8GbhMdfjrw2dcMUDeoG+wkSviT4x6zK+z3tz7Y/+fS6jeh+FdMezizFDnmix/MVDjjGodjzrmn7XK5WdN8NfxP+MOzD/F9d8hu76ZwnyRf2L8OUvXw8nj5HouTU3OdNScT5im26t6dJGQC8b9OMv3pndMzTx384HjxTy5L2OM5g9Wb+af5n0wxpShLqOJy+Vu8V68eDn/xPXl5N3/s8u7u1HiXq8fJdS+zJuNi6wLHLBtsMOY427GvnjxYuDz407z0vmArx724pGOPB9WezJf55+is4E/bd+g86kvDxyh17WGfZPSB+CZ9YZXrd7E8VVzL17MfbmbF7vr2hP8au7h+8tWqo41xFXD3x5QCzyUWacaYhHp1epJDLDtmdwkrrV88MEwW+Pd5TK2/cXc2y2b6XeXy+J6KNODNYC6G3TQzyyxXtVadx2zPkDMflAa90Osv/nov/NjfaX6WA8luCB3NcweFjy8sL+Zx9LaXr56Nchjcu7m+dHs+/U8pov7/vvjvQnlXty9GNBo7M/udX6eX3/welrmMXjv/fV/eNLSDv39aaujtv5BH9ajNpD1o4bj40/7rYWuh/ffe28e6w/Gmzev5xreLJBfv/5gfgbev9nHZYzLi8u4m7hcGrPsPFcu629wyKXurl9N393a57t57LYdZ9wP8sb+mwH2Tk96Fvf69evxox/+aOURRpeLfHe5jMusc72+Wf8vk68+9rFxN/dXY9e597iOnfPjg5mHrZruhN+gFt/d7PPVS9cD14/mut8s8MnlnPP5Vp8uAd977/14yHiZ7xt3zd6m7kvomMdw62Q2eMrdOt/19Zt5HK7j7nIZu6a6oCaM09h2pmpUxJUD1xoZyLhgDWY2ftgctg22DbYds21m+/xm7rGqMAuP6zzHyfbtMvshP4dzzmr1Xse8fXXoetyolH4EfIZq4Nk7IFeDf/dProO3/WMO/g2caRp08p7J1apxd7lbn5PX8/MC13k++gBfLo27u8s8fndzTeOdwD3nHXNUk9+Ujhc/XOd5fQbba/t+mTwnzsR1vBnr148p7/nFy7txNz+3XVa1eXmZ59fk0eFu9gl63pgtzB7GoIu63q+LzDxzLx4AABAASURBVLdn/rnUcZ3XjzdzD6YwXr64Gx97NT9LM+/c9QF3k/Ti7jI/szPynitmmpdfHF0OM13c9pOBDnfzbb6GnC9mPX3svmaFseVz32TgP+PN7Of17J0Ptk8OoD+1s/GBXvQG+t59vXr5YgD/Bh/gAr7ar9/Ma/D19e3YnI/je+//eLyZPsfwfCybx/Ny1/Lxb4g9Aw+cD3veMt019/U8j97Mz+x1nmPVuFzmsZq4m9fFM6ph4IqDOmzs4jfosD+DuK4VoF413Iven/dAPjnFioE68tYxs/Gf52qeU5cbGg//m5vpMM0tvr6F7RtzWN+c5n3w9fwsf7Ced3Z/fLsmDtD1igN7fez0vZbL7IXv4/PeNOa+/vhHPxrvz/vt3eUyz4uXs+d5H59rf/3+B/M5an5ur7LPlidXfprjIK+ce5/ofKvWjJ8RK9eLeawucz+ujuNEk3R3uaw1ybfjimdG3dd5PZ+75MLZoKvnnizuOu9ja54x53mWmNe5u3W+1JF32xzbj83nH9AbrzxmnFVj7serycGtVq/u2cBv/bsndcVBNSriqv3i7rKuBXeXRvPgzmmQ2a/z871t7GNey1xnPnj/vflM9d740Y9+ON6f8nXaX8xrycuXL8aLOY+Z543YxhwOzjyPJuf1vFbg//jHPxo//OGfrZ5v+zT358c//vGgv5nHAKob5/X8nNVKOKp1/ldrDZd5rK4zXgzgyvWLv/iL6zmLH2quZvJw68g1pk66u1zWufVingvXWf+92QvZf6bm1cuXc08uAxcuM9b56W/sNpq+u3kezfPl/ny8dBlXx32Cf27H0qu5P/boxajpmRhz6EfP789zEpyz1uGZ0zGu1mfM3sDm+IzN8CEe31xH3mrtnVwbmyPGflhDHXwyG45ezLBz8tXBZeNjg2r1p47cdfB++MMfruMpXx02sfp3fOSYzY9m0N3lMvfxMvdxavOYXO+Pgb3+xMc/Pu+Lr4bPm2sB30vHZB6rOo7pTDH0stehTjXsEVmtp75tN78L4vS/gVetPtW7zO439qPDvLG4Tdyw/XfN9U3+dT6nWks1qmFUS66HWS04+8lscLnnnm3sdNjy07niHtYG289YPe5jTH3COQzXeU7D/osHNf0fAjlBjQ16zeM2L91ywrw8ME/IN3ds7tVQd7x7VMtZjTrAUA8y/c+L6tlQ63jW8d+YcZ4/zy/QOqpHm8oG9WCvQ2bfqMb6YMwP9Ph/wXAynLGXXMfe1DzRXdDuwV/TN1ofQBfAu8u8MCzb9E5ec5oHZ/Bd54UQyNvOR3ZRUnvSR/UW2AFnwwdenDlOH+h5QRpzPl/AfMAdR3G4Ysi1omY713WD4dt2fKhWL+xQrXPCxZh/482sebnczYv0izFGM9/recN4f9RlfPzjnxjNeW7HrDUG3osXLxdX3PvzR5z5XWzoG+6aezgaLq5gLZe5r9Uwb1TrJuzHk2pU483cYzcvvd7Nm4rZDcrNlr5/yGLf3OWb+cf9kB8XB8i7Bh9btR5c7KV6HhRw+KVxU6sG/8fnTY9dHvAgAC9evFg9V3Mv7oYHlT/70z8d788Hwgvb7OnuclkPMz/3iU8MDzB3l8ttfjMfpGyoPNYC/ls3Hhz1AmMONat5PN6bx+WDeTw+Pn7hF35h7Z3+5LEGeXaMXOLo1mKPZqr1EKZ3eyAG52/MhzN5qrWOMYcHA6iGHPZAfnEwKetYqoO3dftUzWVdF8R8Yq5dfnHVimPXF4h574P3x+t557k2RneXcZkPr2Y/NOrdnjgP5BFrDSDeXHN/5oOi/bcfHhg/mA9xYO9nM2OmHj6/cHe5jP1Qj3/hnZ+B6/z8OV/NvtSMafNwufUf/dkPx3/5T/95mPFezc+B4zpXO168ejFefuzluNw1j83dPE4fmz/sfXx0adQYlzlf5xrfn2v94PX78177ZqZ/Pd7z5Xh+gO5e3o1XH381iWO8P/3vffDe+GB+qQb2j33iY+MyfwThm5Grlhi6LwAvX74YP//zPzeP4WWoc5n1Xk3b3ZzVH7Pi3d1l4E3T+PF8+H9v/vh3uVzGn/3Zn84vET8a79uz+WXKj7r2mu+lH0JevBhN3nVeBKCa67ksjDnuZsL5mno3TMpQE/Tx/vyC8sMf/dl4M7+Q6OMyA8weKi+Xyzq335/15Z+B67Pn/Lqb1wG9VDP3Zewhhq+a+/1i9f7jeQ6wv5wPpU2iePrOWa0cl/vza8we4MVcH4w5fC52vZ2/msewubd3C/LhyI8jhjzuBz/dzGTWhxqXy2XuwZu1Xpxln2vE26ijHr/c7GSowycnqD/WefXeOpeu81wC59ib+x9duswM84Sls78/zy0/2LC/mOedGvrwWbd3clarz/35U5sd73p/HpjZ3/vxe+t6fzcTwiw1xvzsmOlwGbNv30Hv7fzrczU/D5dZ68XdZX4mX46X89jcXZpLej3mm8OzbNM0f2T4YLyefHYcMT5/L+d5bm9rxt33Nlc8LvO8Yt/n1bl/a9b7DBmv533nOj8fMNscl7vLuJt90N+b5y3b63nefjC/OLPxvZg12Z3P9vQ69/0yP/tdxlza65nzgzWzv3z1YvC9mccD9/X8XJPN1vP+rHGdx1AvY/ZBh9ezHv1i8dPOT34xe7ubPdI3B08OMw4/3pbZ9YrDBjv+zayjz/1N6c19n7vXy/26zBt381pEbq7XOWSWQ6w8W7dGdroYIOOwO5Z604uegAzXuSd6Buuk84MYdjZ53uBOvJ7HacPxgub+Xef+seORzzbH8m7u6bbhOLbOA6CLeQr5nDvOv7u7O6fcqMblclnXCTbydZ6TzjUYc1SLN8Xxej4H8Fe3uGqch3OV/vLly+Ez6p4nr3zvz2sm+4sXL1ZNdtxq5WMf9wNfPSo7kJv9wTyU87DMD+n8PGz9xVwLvHrxYryca8QBtrtZA++D+Zm8zr2HfUzu7i6zfoNOntRZauaex+Eyj8eGmKv6B2GQL5fL0Jv5zfwDRPf/MYe1exa5m33c1jJjr7PfVy9ejI+9fDma1xcxd836o+E+fpkz1LGvakC19kz8m3nejNnb3d1l7vGr8fLli9nLm+EeOebaXs/PCOBdpz5Dx+XSML988XI95+mvmvfWH6/r++VyGcbd5TJ5jddzLY5XNZ8PPr6ex17P4w/XuQ78u7k2czOQzTrNU531LuPuMnPNbbTOu9H42KuPzR7fGz+c9/M/mz8EvjePhfvby4+9GndzDW/mmuhAf/Hq5VjPVnMNnrkud5eZ5Tpz/Hj2/aNxnfa7aTNbO9DHzMN2mWumm9ng5Yu7FcfGZ4+guQhwfphfzdr2FU+c2bnMbrZWcIwdf+f9de4L7PVfLpd5Tr1Z+8uPL5Z/7yM+H5tc9lw+YAeyOPHiyL5f3N3drdxs1aDLN05j69W4u1zWs7/Pw2xsnm/vj4+/ejV+4ed+bni2+cX5rP5mHuO5FeM6z1Pym/mcqSfPK+rv80ZefXlm1k812KxZP+7F+Dgv57k+5pBnzGPzZp6/13nsXsxj8fLlizFDZ+yb2dLrJd/dXQaww2UeR/PreV7PNNPnGF7ns+CfzfPgx+tcU+c6918v6qpFr8bruSagW4c9xdm57uY+bp/17TXhyXO5XAa7vzQgRi0x/EBmkwPP7PvRn87vWGQ2fvtZrf71yTbmOPdCVnOa555c54/eP1zHWA2+Ma8ZPgUvLnfD876Z7jrywfx+S77OY4Z31+XGwdO/7xl6th+wco4x970b9My+Z7wxx519cl5MbB/eBtukrTxmulh+e2i9riu7Pz2CPvVnBjbreDWvVR9/9bFBdm18PZ/35dDHzq/GltV5M4/1dfY3N29c5l43nXvGvc79W/M8V56b7Y08M2yto1oz7pvX12lu4jLTO9/HUOr13O83M+8YfBvjnUMu+wJvJDgxZ7mpXWf+68ztM/FmydWwh2LPGE8G3xPTqBbOdrzncOY8J9fbufDqsNfjme+Meuyvx/qZS37a44Xxw1Atdx3zUuabRHP669fcgep2QlTTcrx+kj26u1zWiVjdchzRP9l7dSOqdwaHk3yjeqvGtKAt7NilzLdqvn/4qx44dcg7z9PZh3N/SLfsJn13mTeg+YF/PR+SXFAa82Iw9fXfdbu3zfvc4AN+MS9fvro9LFa3Rqu1py5ueqjDpzawjTnMG1Md1Yq7mxfml/MmK75aNzw3Edxq8ar5p7az73nhG7PXM3z5BTY3ERdb8mU07ro8wmXmqWmfNR0n+6IWuOnrQz9qexj2J3ouqrh8L+7j6HX0Nuao5vtYNzt8eeXAsy6xbqRysr+aDy7suGzqS6AHx8hN3M3+P/2n/7R+cKmGOPmsYWMax3VehF/Pm4ub48dm3rvLvMDf2/iAXw191JFLPWvVB1kvcKsz87A7htZD5jfr33rE428/GehmXLM467G2ah1TOfSDq0az3ot5Hty9eDEud3dCB98H88HJF8NqjHn8q2EfaupjrAcS+hTXXqmnLzbxK/fkqocDlWn1sYT5Jg6muOzigQ3k+dF8+CfLP0ljzDTV6tP++pL6ZvY45qhGNSVtHzfEorsRX+camp+nuwXmN/PBEjzEv55rnlEz9jqX7Cb6ZuYac63z2M6HT37cjes83nKww3VyXtxd5hefl+Pj8wsK+c3Mf5292Wd7bD9grWVWslddmnUOTNPtJY6CI48aQFb3xelhmH6RZ97trvPHmjfzRw7zdfbEd3e5jLvLZbycxxnuLpfhwcefdF8mYaMxBswNGNe5PpwX87x4Nc8R2LzLjK/Gda7NWrY+5mB7PR+qwDnID847IONvXq2KK9cMH9UNOGwfBjXAPp15YvXPdhmND8O+lo15nSNv0PXr82qWE6phqEn/MIit1jXWtcY5K84eOBfMdeylPPJWg11N+0+uw0beqIZcsGPHHNWKx5viqKPfasmHvWFUy6YWVOtYOH7vzx/v7KH8Z65a/PZ952KDM5dvzBtbJXzl5Ydq9UgW9xz4xkcMPYhVS//odHO1ajhv7y6X8dzMtrqb5/JscJA3+IBuBjL4fOADffvoG9WoA+PJqMO+16j/ah1Pe2sNbGah5jpiqmNdc03VsG6oI17Oavi8kfUKuy/yRmOMd2HM4fwF+c1wlqtRj6FXUHuDPtPdXls3w81xL5ScY93f5bg3zyXMK9u8NtkjqJZLjo1q7Ylet23PY44tm+3xNK289F2rWnvMNuYwb+AA3SyHvVZvUtdn3XnJ98aXvXtc5/VlY34sfDTmdXjea6a90Tw/XaVadjyxYw757Xm1+rRuuadrvfRxBmO1+sfjq0Y1DLoZfJFW9Tp73KC/evFy+DK9r4VmfOe5uVr55KeDPjeqabrOHhqz67nOD8br+QMe0F/O+9e6T86Z/OLl3bjcTe7F8t+sP2SwTs8w/hDG85S+5bfXrp2eh9juLpd5T3+xjvmYQ9zu627ev8RU0zNuny/PbjA3dADvc/B8pB44vjudVDgvAAAQAElEQVSXumo4zq7r+iTX8bnTnxg8e/Zi9nF3sbjr3Iv5w9Xshv3Vy5fzuM8dmef0m3nf1Mvd5bJ+dBUP1jDp61UNPegF1Hx//lCuB/OqN+PFvXz14vb5YQc9w5ijWvtBB/5pXja5rOm8l9WoA3j4eGY9qvnixYvVH9t1rskaHbv333tv0JuBQAbyGfhbHz4X89Htje9I8/xc5+C0vT9/uPKXEtS2F2qre64/y6yXPgh4dazXmtirQa7mc9urBbmqdS45hnrHFT/mwIezbZoH3byx9b2vdHiqW0O19tWxxHFe+8FW/V23Wj3pb9wPshg58fDtgxzLNmMuo3Gde2cvyUC2lz77W2a/67K+u5HZ5bB+6wX6fek1qQOUauihjrXUY308GXXw9AvWgqKGNTmffT7lvLtc1mfkMmPuLg8yvRnks+W51kyHu8tlXRPG/dDnGczVqIg3qAfbUHP/5rOB2GrxyVCHD5cO+qfDdZ6rFXGhWvH1MC/HO96s7x2um9m+nfvdDjYYozEeYdyGftd96Gb5cKEa1Y10Xd8vWrZqjHG4rnO/7ANUN391EP5f9H75qLVWa4PwKtPtYmIjl+Gv39YO1LE/FHsD5A+DDwFUa5+rG/0njReAe8a2yb1R3WpUKDd9KfNNjjmtVx2cpcy3avGneHvVYatuNoI8UL0V44MH/C6u+PsCXq0byZiDzU0TXEiqIc4F2Az1dv4ZumrWwacDvpxkoD+FnjZw7J0YN0Lcinnl3z3hQB0+hJ1DrDi2asWRN9xI5Mavbp8t+cBDDp9aUK1QOcVWj25s436IwblXV162jW2vVrxajsWugSd+62T7rldrGnOImdPtVa317dg97zgzspxQD3w51ZATxKolhsxWCb+thbJ9esehy8NHF7/1aq1Vbb5q9csPbG5qHujEybW5436wQbVyjTnUhmpqY9mr9XArvo7jKg6hMq1zeQn3b+pXq6d70y0Xn1xQRz4cOT8MK+7+YWM9hMwHYDnYoZJm7SmBD8iOSbUeQu0PO5DVJAN975ds9o+tWp/lOvoVo6YYM50MHo7Y7i7zAWqiWvtQjadDXD3Y6erp10yvbrVX3vkFp44YHBhzmEEMVCvO8YTq1kc9rEMMqDnuBxnu1XX8t7xnNchmkMPMVkctMhtfRV3Hh61a/TBunXxGdVNxKNU6l6zJftuTauWqx/OYow7bFG+1yVCZbufvzqdfkJsNqVo1yGfUg12P4syAV92Og1zVMPiBDGcfvVrrHHPIOadHrzryMFarN/lwYdvNdCBXq59dT8w+1pfR8GXF32AA8l2XMeYDtvky/eT9RceXG7bLzAmNsb5AzI0e1/mldMwH1KbNZ+KsswE/6GHS1osM1aiWzdutx/mZclzqwVeHXI9ncWfU4Zcf+KpbnTrkOmYcsHfmM5/OfrbVEce2UYftzOXb8eaK6RGqsddZx+e1uvUqH4w5HMs5rZd8ZyzjT/AmxrEIdx63p7LjewYe4MH5+J555DMPF9jPEO98uuuyvhyTnWcbzjM2YDOz4Tu/tA3WsUF/Dvzse65u+1pxPQKe88/smNjvOo4JG1SDbwNngw1now7umGPbprjixWy+mvsY4+GcUa2+xfBX67MtfpxGddPqQb4Zp1AP66lW3nqY5Qf7vnDyVeuYOR44Z9R9jjFWTsdLf9XYA9/1fNlH6xpSDWu3BzDmqNb6rHfMwQ5TXPadQx6oRh1QA2/PFfWG6sbdsdtZrR/5d119yQNkz3dmfLFArtYx9dw/7ocYoNZDzZ3bejyD7Hx4IAeO2Dfz2oqHgwtkvDpykqFaPegJ5LBP8pnr2OdzPB7gmscc/DDF2z7pBar1IxBZX2LkN1er/jgN9o1t3r3UkYtfLntrxpPfXJnmZWT+yDv3Ql9QPeqNTUy1+Hryo59a7PJuzuv546fz2vlpXs9+0zbmvc95zQZn+abP7PoFe7Zx1tVjZ1NTbTLbDF97hAPsdRyXreMDrnWI23nY6Lhs9Hocz7ft8kMd+8IHYmHzqtseb5s69RDHLhfUg10+vmqtbZ+j2z7uR7X81e3YVcPA3aBXNy777vXc05iDD6a4cpp3f2d7tfxs/GaoVh0ybN+4H+qyA9OeyZVp5SVUN5n+FNVT07O6HurgqneGgGrVqajruD3lLMeHvFUrB4rYPW+Z/hR8UEdsPcxPuf9P1i8/yeLq2BzcynQ7UEv567d1AlZr/mm2w0kIYvZMhjryVdRHwIVq1SRvID6V2Z5DHfFPffuDK89T39b56u149s1x03Khkw/q4Ncx7xuli5OYOuy4T8EvN665GmQ3GDM/8G0buVoXxjpyV8PAqdb+0QEf+EDvcrsRsFe3c7+Om/5eYyXFLZ+4vYY64thALmR5oVoPg+ygrlg+OrmO/GMONv1NcfVjBnb5+cxuuvoTzyefPffDJvDh+TGTT11/UohP//mf//nB558fsPmbkGLUklvOjeq2z7hyjftR3Xz1eB3ixxxiQNwGnV+P5klb+8terT2r1o9k1gW4Yw6cOa26W+YD9mr9SLTzLvv8E+Vq5R1zVLdzDE8eqGMN9XAOTPrtJZdePLjh7+NBBn77L6Baa3oq0+21vRCzZzLQ/VObncuXUTF0vYq93OduOthgiqteHWtj29An0OtYGz6oB2R+sj7IQL503FL0UK0vIPqo1jFyTvHJge8c8kVY/JvXr9fx4K8G/3U+yI45+Oe0XtXqn3/3UIcNT7w1vP7gg/XZqMOHvxLMNw/Bc1pf2tjr2Av9ySGvzwEZcKEyLbA7xuqR9ywfIG0bP71a65IfxG+orW8x437UUe9pfB12tGrtR0V9BDV2L9tRvZO/Oe+aq5tLT/o1M+qbrN6uW91q1duyeHH19rliX+qIkbNSZh1TcaAekOUhb7DtPnb89uHy08kb9I1tM2+bBqp1DOV0fp59Yw72anHGaVTLVvfrmOe23GOOavnGHPLN6dGrWvt4NtbbtrNfnmqZyECpVq6KuvaT7wx90RdhvpE3prpedXxm2BmqR3nZ+OqwV0yrHqF6i/8uuzzAv6HHeshRbdeaq1ULb2M55ptcjn+1etjHrFrHoQ57HfN4MurePo+hXDv/ntk2dmgdMdUyVat2Pcz6WM75Jn5OH/pyvRUD1Y1b3e5h437U4Zd3YfZ+77r1sfU94225eotXvbVf437U4/2Xq1p97c9lPeR8uoYxRzXfxzqO4jcYq9UPeaMOWx2160HfHDm2bK7WGnZP435U696PX62+9TjmcK12/66mdvRHqG49VStvNfaQC7Zurlbuc33npuufOtf5Y5GYy2jUAX3gu7eSa9pHGrndZ8XzjTnEP/3bPHWszzm7/JNXrZ7lBnYYc9TMP+f9Yve3sPR4zsFfrTzu76DPMYd1nSEH7Hj9qgtkz558dDnY6DvHTHk7N9jl2sBxDxcnXmwda9bzPn7V6pV/nAYd6lg3WZ5zvmW73M3niMvc+xns+XEeB5/L7mf77m/rvp4/zAGZ727GmWfUelWrjzFHtX6cnOLtVZN9AkdlGtXtHBpz2Is5rdfeDzPD9t3NP5Sls2/Qq5WPjAv2cgOXz1zdeqaP06DXkasez2jTsupUK0c1jOpmd+7Y42px5HRe+5dg/qVWtY6/Hscc/LvPalrG+jywUeQy4+Pag2rlqAc+f7VqVqufMYeYOS29Wn456+DUMY85nuNO86rFB+dYPqgjB5/zVC/s9DMq5gW5ngOn+A0cNjNbtdbCdka11lYNAx/IdewXvQ7/ttfbeh02fKhWzTryiGU/z2SoTAubU4etjnk53/F2jqkHPvte/ztCf2KzXLADyHLD9fpmHe/t+6j56g8xP4p08le3vay35RP1v0pxfj99u+l6sO2u68FWbfNfz+/YgWqdGO9w38xO0g0nH9ycP6EgZuNpyM5tPnPq6K8+fH6a7116tVxqEMxQrX2omG9ytWQPAW4O1brgjTnEQbV+/HLDwdk2DwBuTB4urAtm2Ip3gcZjA3aobjdonHE/yOBGZN4469ViywtLuX8719i+avVSD/OYAxfwqtWPdahlTWa+zXHzsUY9Wb99ADKbH7fGHHX0N8W1p9Wan+oV07ogqiPPntWS27zr18MNolprUre65R9zbP4U10vObbMuffqnzmbx6qoDeHU8bFk/f7X2xtrFV48eIvAAd8whn97N1epzzCE/nj2WR194gEuftPUjmX/qM+YXMv3gA18de+DHMbqagCeHGXYuHKhjj/iqtZ5q0MXh660a58EO1drjzWE7Q4w+PvbqY+ufLL3/3nurxquXr7hWnbvLZR1rvb///vvrn4Nbu33Rh3zI8gCZXX91HBP2OnrZsji8PYu7u1yOv80x5zr47DvX3WU+oE/D/jI1xZG3CXnIZpAbrvN40OciJuvhVY1qHWf+OmT9wZjjOr+0PV3nNB9x44i/u8ye50O48xLE6tcegXgxT1FHPP5HoVrh1ajHWLGjcZnwg+j1/p8Cjblu+l3TM7/QzPdBfxb3Occzw96owWU/rW2DDnx4Zzy10evonbxRjet9r3o+42mv1nDGzT+/nc0s49IYL+7m8SB4aPPP8yfevJ4/Is95c+6mf77mjs2NmTy96H3P5A02qJmcMFGHXI1qWj78VQdHTvsF5Gp93uj21Lmyzxn6mKNm1/OBcvMv83zbmO4hFra/Wj3VEceHVw92OtRhI4McZqhMC657BD0BWQ/1wKlWXb7ncM69/dUS+TaWYb5VK181tZ/sVT0bo1f59W6u1r5Xa//qIa4aBh7Yv2qcZddTwHPMqlvdelvG+zDoD+Q8gw3UBjn2XA2+jTrqjjlwQO/wlMMHfLD9M3Stk4+87Vtn22Czn1BH7Wq5q0f7oQZUt56rYbCbPwz7/LPXoHa1aoijb8inJ8D1ebKnz/HY+Kp1HoiRx7rVrNZ+1FGLvRK27LjvwiKd3qpbvyfzEuuoI9dltPaocYxqnatqjzms7zqv8Qv314VpXq99PVzK/Vu11iZuNj1f13UfuHePat3T/Uhnr1YPXeZ19G7VtQ9qs7+Zf7h35BmDbUMc2D/A2RA37ke16lX3lrH6wR1P7gHWchkNeP/H7w1+MvDddRkfm88pn/jYx1ef6uzaY4461q2vqQ697rWot7kV96huHOcE/phDXjmcS2R2frk22KCOXDNsrQsfdj05di71+apxd3HPsrK5THs8cZ3PHjPJgLvL4ZP97nJwLzOOXq3nWjXGHHKqA2zVTPH4byviTOrNrhfAZ4czx3r3+krVsfbL+vczj9idoxo7ZszBpx/nmO9qdH7xZs/J8qsJ1frhtI61VatePZ7F1MGR8wy9gHx4ZH41YffDNlu85SeDODPoke7YAVnOaoivh77wAYcPNnfbzIBXreOwdbYtV+ucrMf5+eUF6xpzVPP98asOm/71YAYypljrIUMdfPIZdfRoz9Ss1n7pQ4469Ho8n3Pg0s3PoY5YHKhDx61DrrgWqtveA4u+iAAAEABJREFUjDnw5rT2cs9sQH8O1VrHc76zbeewb/bP+UPG2T7yu4DzYbCnz/v98PhmnWPbv2vU7P1Cu641b795We/vDVtn+38q1jZ82OJsAuBUpnXg65CX4f/Fb3Xsgz3aqNYe7RP92J7n33eM+SmjupnqQX6Oi1itD7a6dVx4nn5Axv14mqNaPdcx39MeTfVu3yPiVKr5Pt76gO261apHr9666e2+rWXMgTen24uOUy1btXK4yNRhG3PQ57ReZBALcrsIywNssMjzrY48eMAH1epdjBuzi7s8wFbdjgP+xrgf1erVxXDMIWZOK6dZLT6zWHnNbvavXr1auemAD9WyizlDbzs/u7zygFxy2xOyGd+NDdffdvQfX+bzNyHV86eO8lXr4akaBh/wyQlkYK8e9Vet9eLxA+6uTx5zVPN93M4jSrViq3WBlwNfz9ZljfJZBx95x+FYjx9EgZ1t/g6y1rP58pHtyXpgnLXWPAP4NuTGg2qtsY5ZL/YLR025rM85Uw37O+4Hzsa96TbtWucZF4HtOr8A+BN3/1FqNdWZG7bWc3e5rL3CFQPkOvbQ2jcqrsWv1jkq/7gfYoFqtmZ+8XeXuxXHXq1Ydut//cEHw3gxf+y7m2CvZovXwXedD+zVenDlr+aPqm/Wlyt7LvYp6uh198AvL9xdjjXXwdHTmHvky8/0rGO08+5zpFo9qy/HmEPuOa2XHECpVo4zd8xxjnOc996wQx39TOpau3zOC8fMOQt4UK39xIVtI4szV6bh3XrMT7H2fO7H2U+Gwl4p3vmmVrXWWwefbcxR85jN4znFUa39q3ns5vH8/7H3JmpuI0mWrv1ARChru+//ljPTXV1ZKWUE7/nNaSBIUVLW1l9P93jy0Mxt9wWAB0JSzvidQ+eh0oC2C1vK1Dl2xzYyYwug4836aF9pQNfi3ItLXkJGlLh1IHeL5rfNWt6T6z3z/VHKhfKF7IY4m38Aq0bgyKOu0i6ng+HwgJoDl9RjDsXmkD9DuVB2Sbw49md4c4ExK3V/dA3KRBtev4Cen/pB0w9WvLMpLNnopQMg87cwdekLSwbY/QraChXAXQzlYnTSLEo+lwz00i9Wshr90kJauV7FTnqXav1x/VZiK6sqCH9FPWlAS4G2dc84TqDl1vQ9AO3XxqcveC4/mTQLNJ0c3ckXcBd39O7zgbKYfvcDtz3+kRf1l+v+Kx9oJ8Qs+QyViYtcu4/Lu4IDwMEPYy3DA4mxoOyS/Su0kQ7UCfte38759JWdASse3OjYSvUFZO8AlOt4jlVpygbp9v4Cum7lysT4De8YxMil9ie/vFAO9C8tPT8YEzDMylEUBC2pxad/tqs044S0Xmps74dSoJ+FPhv0E7Biqr/4EvM698YZGAfopc/3EXv0yjpWcfxnXwC630E/oICea1g80PNaaW+vrz0XzpNxImrd+Dom+dGpBzqeskGlaef49PH54TnpvH/UiZj2vc9/UkbbJKwtMYlCXPL8OUPZvm21bwvaCop4ZLoyl8YV1jDo2G2xvpQr006JtSsbqBPqlUlh5QCONfU5r781Ss9zZ9+4yuSNI4wl5IU6oQzo+aw0WHnMYZyIMj2X0k4/MbxzoI00Rj0b8vu2HfP5KT9vOM/KtRGOyNr906/WCWs/GNt4k9u++b8HoGBB37GFJXM+PQNYs/qJbV6vD6DkBaw6tJu+1L61uKeMAyu2MgEc82dfe6DnrE5Nnf7SEZ/78gP15gZk63LxvlvHWI0hKm1o2OMzMqkxnQd54Bjv1Al03OlLB3VtcLOZuownriZPyehh+du3njG2P7nk1dkHslXWmM99bfQFJF03LF6B+jOUPQPQvs90z2RAr7G1DOBWY/2dzVoz0CL+N1zSFxHm3qJe3Okv0eWj/yOAgoWY/Lf+bD8anZOjzVDA7v+YCerB/oYv52eg+Wxy+e9h7KSPdsYDeq6f6dQP1APHRQaUDWh/WFSZPkO9YdgXyoS8ciGv7BnOuuGBwxTom/jE0UZoAHRd3gwdO6D4ANB6HzjaAIfOeD5M/I0c0HaH8soAPRceYMzpDbyuTd4Yxlb3CHUDba3PGnTXFujY9aSpF6qMIQXa3jhwX6+2PmDNIy+0szapcvXKPfD6jy+rU258oa6uDVZ8WFS9UA3c1VFpxho4RnmpuYW+whwiLncfbYCWAb0WQOcxlnVav4dJ16zSjK9OKowRce8V7YU+Qt68sGLLTz2AbkdOoHnjGVfob16hn3k9uEh13oryfxJkLmOLsTUOMQJ6PLD2szGB/ke5J06laS+MIeTBCNVjUxazAhr2AUV5Pq1DojUqVwgr38iAw08bYd2O0zFpZ+3EWVmCtr28dQ7s72z9JxZjGrNLAyhrFpXmOI0JdBzzCfXGiEleFL53HGXa6qPcvti3zW4lQc8B0AcoddrDig0nWovfItNOAGXr7+vLCWNaj1An9AEK6LFA+DzsxwYiD2DNrfPlHM7+NJdz6X1DXkBiBJV2F+c6Nscsou688sK+Y9RnoEwAkgwhxYUDut7JV2njA3RcoO2VR92yGe/0AdkDd7apd/bA5PGlDtCxYFGdYfH6A0dtdWrGENoI94TxNbEPq177AlZMeTE2w0sHQP/AZkygxdoLO0BqmviX5iOqbLSG/Lbp5/zeoPxsYzwg/luj0pSFdF9e2B8Ax3ztL1sNtp0SZMsP7Pv27FIfee3zUfJi9Pv1Ba77RJgLbvFh8XVt6oVdWDr7A1gyWHOjHDiuuUpT9pgr4qcfbYVKWLHlR+b6A4qOvTk6hXCvA0qfSmu7HNCbpg/0vIa9iwW0D1C2sd/Yyh+EZywj1+YM4Ijrdam9+nMdZ195oc2PYCxtpWeMzBzAEUYbdQqAGj0sG6BrdV8IbUU9NFh2H3mJOHBfbTsl3G/Kue7F6UvHbu+9d6nLdQ2kdWr2gZbIn6EQ1h6TVyc9A+h7vrIZp3YzB0ApP8OaBsrr1OwLWDUBXTtwxDnH1/bIFRtYdkDPMdDXBaw4+laafrBs0u0P0PTxS9uRAStubjcdK/NqfvXaeW8Ujm8rqnyOqTxBufdkRcbQbwDopcolLODu5d/YaeBf8/XacL8bx5yde1vXjDrtNrYav2cUaD3caF2bcTtm9pG+ipUJeaFcyCuHjCFwXnzuKgd6HbQDygYcMv0chz7amBPWmmUD1LlpI/QBOob2+lWacYQ2ZhLa2o+651RbUFPdP+buOk6g5doZS/9Kg5s83ZR26fzyxtdO2BfyxhbGsg8ca6qPOlhx9QF6PbQX+kiFfKU53jm/GEOMTmrfusWWeOYQsOZUvXZA1288YQ6gbOr1n300MuVA+8HNVnmlSc8wprnF8FKhzFrkgZIX1uL4gJ5j9WNrbKDXR16o0yfpy5ql+kg9/0lhxZJXJ/QdKIcVV946xMSWAl2jOfTTTsgLeeNqK7U/cvlHqNNOap1eL+YEen6No25QabBqhEUf7YGes5j2HKkX9gcTb+RA7zmgbOqlQI/XGoX2Qt7a5LUb2BfTlwJdB9yocnMI+W8B+JbqkBtjYG5hXwOg58K+GBlw1KTsu8i9Pge7ikcBmadB7uTpVxpESxgNA3Nd8ovCS54PA7VAx4BFnUfl/52x/ZbBOUlnO6C7sGh3/t9Xb+aZBiCb8cfT6yYD7jZe/Z0NbnEMAXQNk6NOzTUVXpBCXoyJvJj+t6g24lv6kY8N0DXBot6ogL6RaQP0zdUHhjpv5t58pWf9jElaaY7hjIg6jzH0UycVxlKvzgfZ5DIWoKoxtkDHqjRl2gmgxtdYQK9jzHo85gTaV70Aep9Yg+My/8grTR+h3geOLx2B/rfxtFcn9PGvUMgPrE0kzPGxTgG0TL2xjSXMr8xcxjGuMo3902vml/75z3/usfmn9rRR79ilA6DXTr0x5kUO0A9+85nDfFL7v/vpd/X2+lb7tue3rluDWv9dckD/8vlLSfugzFa5f+elV36Yj67SrGHPwRDWvBo34lLm/EjNN2OWCv9k5//5P/+nnBvrUKat8fQH6nc//dR1E8G+3XJ7uN+3vZyLt/yGeL/mNxbQPsaLWzl/0nnBZXzrUua8SoU1nqFMKJMCPSZzmaeuzTzWYFxz/PyXv5Q+/VvrLT9sXB9ymgMFQd3mSlvnTMgbW8g7L1Kg56nSgLs6XBtIzMBa9Kk0Y+zb1uP3T+EZX51zF+tyHYX7xDGZR3/1ce+/Rua4jCOgvdpPW+Npa+yzXp3+g52sm53MQyYm+ytxEks74Rqa39xeA1JAj76GjS1a8OQL1lwayzhCe6ljM95AG0MANTau2eQdfaXJO0ZpugWrJvmRbVeZP7B+C75cF/6pmbEpr52gZYkBdHz4mppPWK+QP/JnfeWnTvWOG1Yc9yQsXt0ZsOT6CuM+6pU5h8ZRZ/+cb/H+6UZPgWqzPbLOyu0BvVf1hZVPnTDnh39d7mSvXKiTVtqsjTKg1814g3rS9HXN3e/awdojxhDqdVMn4KYfnfozlA+UwxqP/PdgHepdFwHUuYaJOXR005fqP4BbXnVT/+iVnQG0SpkMcOw1ZYIonsHr9fLx0des1/m+5Vp2vSLT3twX97GyKxLqiA9rrMqEY3NNhHmdD+VA+8gLuPUBRU8BfNNPB+DYL0CGcymbuQeOQQCHrXUJ9/3YDYWVExZVXtcGHDGAXmegbNoNgL4uXl52L5iaNvqhymH5yzt/Qh7oXLD0QM8FLPmMyetHH1j6ujb1PqPcn+onp/Rq0sS+ADqffkDPpXIB9HhgySce0HNw7gN1bs7xxAQ6h3MvlFvfOYcy+47rW78AV++9ttIu2avdT2xziYkdddcnVea9Tgr0ec9ng7pHeN+3Dq+JTEQNRq7OOPu2l3/DQP89ZxTjw21O9HN879d/m/DitRT4XBbU8//ULXy9nx2rMCesXObwmnMdgF4ra6w0n+FAy6xRubBWz07jqz/QL+ecQ3M4P/o4D2Lftr5XOA/7tpX7yzEOLq5FYH/fon997RHWqZnbmFKhCuh9MX1zC8cjrTR1+g3sA/3zQdT9tzncL+4bx6QfkFLyC4DMuWvgWdf58Kzr/Nr3b7WIfdvrDGXOw8SyFudIGFuoA7r2PeuvvRSueXPPrLR923qu9m3rveRzMYX1XP7155/LP+k4/X3b1tksc+f5zBzmrocGlLms4x8BcPyi37kTxqs0efOH7Y91PPaVWYf7Cda4NYbs7eBsb1yhveunnf7K5GH5yCtT5xwI4+un3JhCfmyHN652Ql75AFb86Us9nxrbOMZ0fc/QZmA9ww/VR95csMY/MmOqewZjCW1g1QXYPWBMfYGCFftZX9m3YAxY/kDHBjped558wff1ZxfzOg7nzHEL+8rPds944Jn4kGXEfY1sMWs+GvktfmLftkNvXxtReflYufa8H8W1yH9e70JeeA+QKvseIFbfQUr6L/3ZflQdrAFq56K5eEJeKP8eYPkD3zP7TTqggN9k+1uNHMMZj36w8oFIUM8AABAASURBVGmjzgtmbh6Q7ZSNpBzoG676SnOO3PRh+wN07eqBlvmlnbGFfQG0Ldzi62deQJM7qBPGMKc3Znmg44wxMGzLgePhZGxj1LXJnx9YV3H7qbNvjrmg7Ssf2FcPtI+8YwU6p7wvgYA+hBlH1LWpdyx2vcF7I5baV24867OvrXlhxQI6h/E8pKivNH1E2BodkHvBOkgpVy+AfvApcz7NaQ7nyXja+GAANDliqNNeqq01Sj18GKON86VvyLFnfBmlzdjrL2+djlt74/qPLytT79jkrUsYXxug59w+4Fx0fdpW2sRzDObUd+JF3bb6Wrdy6zA/3OZKub7aD4yvHOg1dUzCPMaYeMZWtm97/fnf/z0vFN9r37Y+/JBgvvj76dOnkv/9735X/jUQD5jexIVyb94elKzB+j2smsMaZl4SqsfSuXIA88UfUPpYpz76+qdK5ZU5f8rMN3UCBRiuD5TWlsD17//2b+WLWXOqlIo9uWD9+0yTW5m8OWDF0tb/uY/r8cc//rFf1jnP5nUM1mstQl/l+phL2Lf20fvXodon8bXTR6rty7bXVtTl/aPe569Ev7zUT2+f8gL4tQ+VM7dSY7kO+7b14dT5cM49jH7kxY0j8IesPWN1TEL+WINffinX/pzr9eW1bF8+f15rHt/Pv3zuH7b07wdtDIxt39qdj+atOZepYwV6Tztvlaa96xG25do0Ml79XzNOa4OMP/dr5wVoW1/OOS+fXt96LhzT57/+Uv7fHF/3l6r8cCB2tnIOlW2J+2tejP/lz//ReuVCn0vmV1uhn/ZCvbHVj51950tYX6VZW0jZf8vLbVg1OxfqgN6Djg/ouXMf6DMy52tsjTPxgVJnLKFN+8TZtRXO48yn/bf8oLHplzX/COSdT/eDdkDXahxjWgssWaWZY5BuAQ3thTJrlLc2oUwYT53+yqWw/GHNw9wbpu5922rfXKEq67dmMXxl/UnwfYtd9h/Yq56XiMs6nC+pOaXW4D5SDiTE5Zh39QJoX3kBK641VxrwlV4d0PMxOaTKK03e+RTWElHbSu07P1LgiF1p428d+npP834ir864Qr19oP2Bsp1ljvlsa86Jo635tZcHSlsBdK3qRKXBksGNaiumlomnzHuZFNacJ0TXqa382AKd11qBXstzTnmhn+soKs05USaAjg2UTXshD/RY5AfqzK+vgJXX+VGnzHq0sQ/0davMMamH5aN+4g5Vpq92I5MHev+pB7pm4xkX6LFbw/iOT6XJayvV33WMuP80nVeM8J4k9Z7ls0F6vnddcn+r3BO12dn6eSIvlOuv3L73ubeX1/4T8sqNI+TV/frlV9OX9bpHpXCba8egzHqtW2NlUqDnARZV7piA0r7SlLmHYD2Lfe5PPCAW1S9XvDfYEwla9ut0n9i0TX/k9r3/eR/8OP0btZf8YPlx/ROpl/qoLQFfX1+KPNh+/fVLff78S+PLl88J/1Hq9s2ZWvcfa7skD1DOu3N3yXw7V+ocDySolcdOmWN9zT1akeu5b1virues9m+vb5Vkyfu571l1beaR9RnvecbxaCc6g/HzzHXMW3Iq+5xnurDv2H0J9uXLlzKPsaxl4HoJz+3WN3Jtx8c9a96dzMElEU77qsL7HHb857n4kvOCMveR8DzsuGc85nnLc9OciViuv3mUA3f3CecP6H+P0hyeBXyub1kxIa/MWuy7b63VdZGqc4zGNodnSKlxrUm5vLU4D+qsU+hn33l1zrfU8fb6Wvu2lWcmoUydc6TO/uesgb9k/uWvf+319PxnfOOJSvO+JsL2+JVbi/mEcuub68Ea7bs2kL1nHXk22je29Q5vHGML4+prPONO33Of9s6H66ONftpIjadMG33lzS9VNnpzyCsztv8MlDGNoZ/xhHaORd61195Y+ug/sdU7HsgVmf0N9D1Zf6He/aL/3R59eWk79eY25uQ3r2d4YR5znqH99IGyLnNJRz7UmMYe2Hf+pNYF9HUM9B9+UGZOY8Eai7YjM7fjFfITF3rXadrjUgeUdGqRrzR9nA9jCvmI+yNvbG0UOPf2rccxKoP7uTa+ciFvjPFXNgC6HrjVqp3QR8jXk6Z8ABQsaDryoRMHbjbKBrDk8DU13kfu90XVtm/lg9Sx38/TJZew+KjHBlQeDbofiHFksb/+osR+rFrv9X8GRON9M4Ev2c+DqV0KFPAV4tKf8Rnawr/hC1b8H7k8xofll1n7kev/HD3wX26wLpxFSZ9B3ffgJtQP6E245QEH66agbvrAEUZ7oV56KK4MUPrNDVkebv6w9MrnRuTNSXtjepGq86EMdF1A2dSfYf7py2szmD7QMUYuBSQtB5qaE+jah58Y0keYFyhvlNaujzIfTsJx1KkBHVtbod/5ZgSrDlhUvTGlA/vWYWx97VcaLB9YVDnQL0nNJbz5G0d/AZT1ioToOVBuXKm2ytUbz768OiD3vkv7AJp1LOsavfZA2yhT53rP3CgznnJh3zzWOnBfKNfOeML6jKNMXoy/hcDKCZQv7oB+2eVhANacTBzjOy/mBXot1Q3MYX71+7aVh71928rm4fsjL138rXTj+lDQXr1wD5vDePYFrMOAeY0PfJXXw4OHR+fBun0Z7ziBPjQqdw4qDWh/a4Tb2O37QlB0namPqt6D1mOMdOuSw/xjHcqdU3N8ycs0fxgU79c/DTFUmWP3Qelv5fZtLyEPa5z7vq+c29bz5xxamw9Lc4iOUVXUrclb477t8Xs5YgAFtKFzc8m4zK8AqD35gN6Pry+vxyHKdTFXIz/cOp8zL47/GWDlqWsDjtywcqiCJTeHcHyuu1TA0msrtBFASc2tXFvrl7dO5Y7POqUx7gOI1P6+bflBNrF1yCFj5No7PoguUA2sOcz8mEcYX1iDqGuD5Wcc9WL0QMcZf+VnaDuoNFixtBdApA7j0nFgzYHjtWap/sb8+HjPOn4b7/kBX5tLfrhPmMS9NJRZ+yVzMrHkRQzuPkDX4bxPfdq959qGVSvcKNz4OjV9pmscYQ2+ILjkRUHlOvOH1K3oly474VKusm/h7Kv/wHjqEqFj+cP2wLjKt2ud9Z3W19dpP8Aa24wF1trYF4aCZSOvTAB93TlmATebOjVtxYi0dd4FLB/XS4yd9NwfX2WukZDXTgAFC8YX+qgT8kDXW9d2liuC5S8vAMldXLjNDVDmEbBsvRYrzbXt9ShqqDIx6/ktfvSPVPvfgrPf2X4n943U4x7SZvryI7NWYjNjgvSCSnO+nfew/QFKOwHLDp7Tuja4zZ+i8xrA8jWee2P2qXYDoHNWmr7WJOSBQwfUY4Ml0350sGT2zSuAghvUGX+gzW/FvmXOCUIdkyABgdqu2LelB4q6tdZHB0tq3c6/McTUABTQjn5f8mx03XfzRq7Pe14c6q+Rfvu2175t2a75wTb3y5Zd7wnej4X2jhmos77SgJbNGsFaV3Ppk8BlLWdYl+havM9W9Rzs29a1bIkRUZlXdBwFgfnFfq1RXsAt7+T2jKUdEM/qeI5n4Fl0eH3MdYa1n3N3kHwZ09iO2dz6GGdiKFP36fWtXwR6fvOsop8vyd7yEtS42v/6669tk7A9j/qqM97IjKUvrHFoowxoX2Mby7jGV99zm/W3NuMZS6gbzMtA5ebTznEZBzjOTkC/HDOHgKXTTx9xzgOsdcx6upZWPXBOP7LmX/KL5j/8/vflLwm1cT9o85oXer749vxrzEqzXsdrbULe+ZAH+k+QOseOx3FoPzpt5bVPqP4AZV9UmmMSYQtoyCszlvOhrX3jA/2zlTbWKJwD+9prKxXyQn4A93t1/CeGcc68fVh1waLKHNv4zhjd0+4HqXm1s24hD0ju1tMYLcwXcIw/3Tt++kDvVVi28Jwa13FIhXylwbIf2cijyvZY96GzTPkz6D/QfqBsxvvM77fKYNU59saXByRPoY1QCWT+5C6h8mfUVbZoXRuMTRX1/QZfWxy5v+/6f4V2+7+iyv+EIuHrhT6nhaV38cVZJw9LLy+0EfL/CIwhjDFU/rfi7AMULOivDpA9oMyOVMgLWHbKhDdab35Ax9RG+cA+IDkAq6+NQlg3aXkBdCxY1Bzazs1GOnZS+7BsYVHlcOMf+7B0gKrO10y+gO7DohH1zVJqLULevINz31q1EYCqPjxo2518aeONU5nwgepLIHl1QN/4JwbQNamrNFh99SKirlH99H2ACqBjqau00ZtfmQ80oA9trqX9qWMefPqok+ozvva1OUMZkEzVD3/jifEHeiwamMca1RlTXn/76pTBsgd6HKPXRh6WvNL0sT5YPvITI+pjjpTDstFHm5bFyJgibNurH35s7MPy1xZQ1PbaDPQ1tlS0Ub6UibA9JsfiQUKZvtLRKVdmH+7zKNu3recTls5v7c03iEWNXB9rNqe8ubSXF+qArmv40cO9vK4NWGPPQVgR0Gu/b8kc3ji+rJTu29Y694x9EecSHk6b5gckc4pK85Dty0drBkdSBYu6Zxyn45COTzKvPPkBBmh7uFHzaiNgyevaYPWBlhhXBlZ/cliPexuWXJszgCOvcv1E5848AH3d+bIW0KTt1RtbCkuuEm789IFyDMa1TilEdo1facoG6R45jC+UCaB1sOijzL6YWEOJ0B+ArUMqKi/ixCUv5Xay5sFZrs4+Wdh9i36j9m+gfPEYu6hLaKefuEQ3467vNKA282Q/OLcQ7+wzfeuhXSIXZ7F9baVidJtxHGsEykXYkg7sfwvA3Zxb4yPg3gZW35iX5LYG+TNg2QDleAew5HVt1nhly/HJAz1XQNm8ts52QNesTGgjYMkBu20D3MUFjrnRCJatcYQyActualJ2xtnW+YL7OMDdGKpWGz9Y9rDyKBfL6vYNHPUrBY5x2dcHmQDonI/11LVpe2V7Dob/FtVefEs/8mc2wFGn66ft1KX9AMg1dbMFyjZ6feWVAcf4jFWnpo0YkfxgZFJY8eUHxpr9KT9yoPMBPZZKM2ZIf2DJge4/+4KlA/o6mPjGEZUGdHwgvdtHvYAlh0VvFtV+lQY3nZzPO5CLMh+vUaDHYw3Tr2vre6d6kfuUYnO7/9s+sp3cJwOg88Ki2mrjHEqzufrFgxQIuf4SqMLnGe2aaqe9vuYwl7AP1Oh9To8e6DlUpr7Stsi8j+f2nGd4BJcbvDf5S8f5Bab9VJz91qO92utQBdS3mvWeawO6Pp+9/hLXWmD5ayesWVSafRG2/cYe6LyjA1pf1wb0y7lr944A3Qd6ThyRL/VFeU8uSpmwL5ynna3eXl4b6nw+Oj5rnTrkhX2g1/Lct/4B3OsrDShg1ZV94xkJlsw4wjUUlTZ5JmZEvWekymD52tdWyAtj+TLRvaSt1LiuDWS/5VmqfGzHV1lDm5wRRq6dsC+Mb/1S5cYX+iobnbbqlQ2UCe3POmVwG5M6oZ9r8ai3L9RpA5T5Baw48LVMH+21E3CzhRuv3aDS4KYDIqkyjjYzt/L+bKCCXtO4AAAQAElEQVTc8RlfQ+VS+7DmXxuhTqgHeo+cecDuAWMYewRA+8CiI5ca1xxCXsCykxfanaFM+7PsGQ8c8209AlZsoP6WZs5He7jFeNTDTaefeiE/gGUDN+rc2QUyZxVIH7Hk1TfP+maDm9/ZyDrEWTY8PPcZ/T+TWoN4jKlMPMof+9uj4H9aH9ZiPY4bbnKg1bCoEysUAr3B5P8VADrs5OtOvoC/Oa8xBkBf2PYrTSqA9NbHvhxw5FLmjUMKqO4HlrKBulbky98s2fclmw8MoPN6Q/e3OOoqDWi5F683mbnZwi2HtrDs6tSAoz7FxgBkuzYZWP3hgTufkZtbGEM6Y5Jqo9za1Mkrsy7Ho428kBdAj+tsr3xQabBqgRs1tnmiPj7GtQNIun7zOq/GA1omr4E5PQwYy75UGWC361JmXHNpKy+Ut1G+5AUsv4g6D9APR/vqjS2MJYxnX502Z5jD2oW8mLq11w84aoTFw6pBe339rai8vxWevebDWZ1xjKm+rg3omJWmTetyUGq7HNAvQTZNngs5HOfjDxPWsm9b+xnzjMmVcD0n6uSNrc4+kJCXnivzCNdMPdB+HqadL2VeK8YYGGMAtHj6TSPbAli6NshXjy3UDyydMqGsfb8xLqDrcuyA5j0Gfa1/qOP8yG+7h2ppLcYGyvkDaXDNBXRsY+gnJmalAX2A9uWc/s6L+6nStAsp8mVe+8ZJt4D+02JA8tL9ujZY/akLVh+4WtRhDxy89pVmDhG2dbBszD9QLx5tAEUNbcemx5c52dm67q2oM/yhpfIDjVSMnX8Szr8yJmDFNubElhf2rf97cF5dY6EdrL06/kBB6kqdcKN1bdG2fuzNKS80mZjGP0O5a5uQ7Q+J9ARtd80NGLJGJlUASz48cMRU9ghYev2t8wxtn/Ud1xnaeXY0xpZ4AoW5l+RCKe8jQtlAm8GjbPpSbfZtq94fia2sEtd4g5ZVFfmv0qbmsHcf4OjDjR8h3NbbGEDBgjbKzuOWV6ZOAMd6AGUDOoZzc7629RNj434A7B7QR8CSayPOMmM0cq9umrk5AlyZb8mv6q4PKMfzPcCqQ79zTKDHrUwL4boJeddrYF886yv/Hoz3I+h/trFvLqly6fT3LfeaQHldm2O4sse8KDtDPdB6eTH6mb/pD9UG7n0AxQf01V6BVCizD8tWmRgZkOGs56my78F94/4R8rB8J96jL6ycQI/VWrQdKj9QJuwbR16kuJwf8jntS+d7oC1+neD9vbvxATo30KLzF3Do4IEvyntq3zeyxvu29QusSoOM22fJlQ/pvQ8rhnNzBqBJhrLmecYISz62QHLesG9b99vKsVTalSo7w/vn1Gq8WB75nEehDOhrDShYcD19dhlDO3GucfRA2YCOYR5YMtdjfJQPjDXwnKaNOmMKyFxmTN7bhHX4p/mknt/8a7NSfSoN6Nyw/IxdaUCPJ2yP2zzAna1xgP7TeOa2HmWV5plRn7DHB24xgf7r+MCh1978Uuv78vlL+aJ47ZuXPHNesn5bXbJXlFN0X738QL0vl8uWuajA+XQ9xb5t8az+Jw7WL5HzIjx17NtN7h++cM6sA0iItdesT1jjCn8poOfl0V4bob2Qh1QZyCurNFiysJ1HnXAOlXnmdm6dY2VS19ba1GsrYMWBRbVRfrYZ3tz6A4ruoE7oe4ZGcLN/jK/eOfBMbGxhX8gDx1w5Bu3PgKUf2Tn38KMDhm0KdOzuXL9gyYCWGKOZJ19A+wNPtM9FQPs8jg147vBEak3iUTUyeB4Lnsvv4lzSC7wevBeBPpeuOU+ApqCsDh648vUPtan/e0Fg5dL2DFjy7/n+vTrz/Fbf7bca/k+yA74aLtxkf8sEfxXo7xAAvWHHFVbfi3Jk36LbtrXKmr3hCQVA39DPcvlKgxUfSO/2Ua//UPmbNpdbHkLnPix/7cXohrf+4WHZjg3QY4bnVF9YDy1YNuMrBST9sIHFW+9jPvsDHYCel4k/N/F5ENj35i/VDzjqrDRlwlz6GGegz2BkHlwe/xqv/oOE7DHYlxeApOXAXb0TF+i6zFdp1mMMWHJ5H7hRtZ30DPUDoF8ITWxjAmXzMOQ4jW9fyBtbnZDXxnhA12sMH5raGte+vLbTrzRl+gp10rPMfsyO+uTNYwzXSVugcyozj3nlgRy49mP8+olKU69tI4cm+7DGHHV/gMNXgTbaG1/IW4MUlq1yAfQPAPL66Q90ndqPTHqGOqFMep4Tax+5eX0hW2nKRNj+gcQ5A/o3/EDvI32dK6F+oI84y7VVZsx923oOUBCoE9r3QzkydfYnptS6hWMQxhrY37et9m2vfd97TsAo13tM7jNA6/wNvHPY2PajlskhNbewrou/cQ/sC6B96trgvm9coNdK/6lR87M/cMyjduqk2gE9hkqzHgH0/Gtzhn7qB0C86qgROPhKs5592/JDAo0U4SQd8IeCfbvpqbTM39iZO5Knn0cdtHfnh8XvWR9YvPbCYF1XdI7HPtDrpb06uPfR7xm+ZQv0nAJHPfCcrzRjW4s03fa1FvjaZ3LCvU4/AUuunf3vAWg1LNqdfMGtb03W5vXgussri1nXCctWmTrlwKGDpa9rA3pO7Gqv30DZ9wDLF2gzxwiLnxhSoPPXtSkbTE5VI/sWdX9uRT2DL2WeyUcG9P3M2JUGFKzr0BpExE8/sGyfKk/CGb85jCfkgd7P01f2DPWDBqsOuNEfuNyprU8Ad/KpxT2uYvraKpOOTOo4tAN6XdXDmst60vQRY6eJvJAXQK8HLKpsoK8wr3jc99oBx30XOOoyh776wNexKw2W3NjaRnR8YOmA3AYvB8YAnuuN8wzjNzr75MsXOCEdXyq0USe17/6X2u9nU+7N6h2jz56pX712XhONU43aOBfa6NfrG732l+tLemDNH3kWFP5zZaUOwgd1bcaYeMa0BrjNkzqhHSxfoL2BghsUdi15/gB2Sz/RnXzBkoe9+wAdy3OMNRgH6P1gXb4w8g8wOH89H5fqe8h+HZ/3CH9BJ628TBNj5zz7pxUvyq9Zgb6enT/r814sgHpsQNcG6/4D9LPcOrW1PudIXsCyV2ZMIQ/0C0Jzjp3j9dxmLKBrAspmXQOga9AXFg9o1tDOHL5MU2BNQPtM/rfXt7pkf1T2nCCGYovd4CO/XB6dsn3b+swsr/zdf7InNsY0hzmFvLJKs0bXT8hHFNdL37sdpwAzV9enjbbKnQ95Y/qzhGtubG3e3t563oGO55j1ccz6Af030JQbQ59Ksy/Cdj51Qj3Qc25fVBrQdkB666O/NYkluX0DZaxKU2+9Qj6i/sCKZRxx1rVBvkZuHcZzPo3j2Bx7TEo/oGsGuq8f0DXs+9600oAeR9j+aCfsAJJjHruTL/WDdPszfal1AR0XFtVInVTAksPXVP334PiMdabyzoP0e77q9JWeoUycZbBqUwZIei6auX7Bkl+75QvH5q/XTxxyX82L9qLp3G+k3ocaVLSXQFr/cHMcAij4Gj9KAPc+xvpbcI4/fmfZj/jtRwb/k/SwFuNxzHCTO8nqh8o/g3rxTPe3yICn5kBvuKfKkxCWnbUMRu3NQ/5RDstHHSDJtXVpCre+NwGg6wD6Rge3fqV5UAjp3+B54zSXN1Jz+48KS2H5aOdNRf1AGdCxta00Y4S0TApIukZ1cOsDXZ8G6owPtC+sG7bjUC60EfLCB9o5L1C2sVHnA0LIqxNA5zWG8Qf6wdJpN3LthH2pdurPAI66K007WLGAHr+yqJr3gW3fWGJiA5r0w1nGurVzzmHptNVHaDMU6HEBfYBQJ+Am19ZYrr2xB9qpM5eQB/oQ4fypH7k80A9UZWLstXVdpL68Nb5jNSdw7DXl42c8/e0LeQ9fxti3rfpApVEA9APdHJnIfC5HHe2XB85Q/SvN+TK/NN32d7+ba6Dcmgb29Qf6H5d2DB6e/NOc2qjX15gT2765pcq1GwC6NNTPD0BAr5kKfYX8+EkBRQeA9uk4OaRKxw/ofehvup2jt9fbv8NYadoNtPlefMevXsT1Ntd5Sej4lJlbyONXsG9br7PyyRVx12ws4wqgZUDXrO6MSht/abrHxz5w9IcBjjod/zmPNvoJa7MPdO66NnWysGJbjzGkykc/Mlh2ozOucyP2LXs30BbosWonAEnXakz9xPD6u6+EvHLRTvkCet8rExH1R17YAXps1v4M5hPaP0I50DXDc1pp+mk7sC+iqn3L+KlcvwvkVHjGRpX9y8d7DcK0/ezNc91AAceY4MaPHSyboq7z81GXy0eVuSOLOv40Rib9GhWbrYADdW1wk8Fz3nqAq8ciQMdavWQ83atGNhRoFjjquJzsgXJfCaDjAm1rbvGRe4M+lSa1L+Qjan/tALsHtHHPZcru4sLNTj/txMQDjvyun3JRaUDHCtsf5cYAuu+XMulA/fcAN9/xkQKdC7D7TcBND7TPGMPqw6Ij/1so6KuH57OvseUCiEn2afb/wx7dt01HN0nD5yGRiC1OYt+8vigizyZvuzPdt6Uf23277+s30ObM219hLwm5YB+0MtVNNnLXCm56WLz6RwAZ90efU3qvxUB/4Z6WRnT3AQr+NkwsuPkZlHwBHS9sj1EqHLtw/9sf+MOqvDpA9vCbvQtLrnKuDXUH74u1bAVlM0agz1k+r5QBtW97nZv2wjjCOdN+zy+SYOUcvTp5Y00M+/LKBNBjH17dYGzNIy9VBxzXt3nNM9Curk1en4kNtB9QNvXCGGMzFGjbfdu6vkxwzd7vea+03Acr8BecytS/+29r5mWb8n3bynNPLHt/eXYzn/PlyyFzWbd9MXVoL9QrB+z2PtW/O/mSd3yeB4H+NxB9TuvnuTImLQN6LMqBHo++g0qzDhG29UPNL2BdJ8bXTl+g41qD/bo24NhHjkmYW2iirT5CXj2QKbv0PJ1z6KOdOYW8MI46fWde5a1ValzjqNNW6CfUAYp6TpXZAY6xayOU+6cwpc6zOf2Zxb9VZT3mUifUCVhjGX9YcdVpJ2DJALsNoOfTMbh+7hEpLBu4UVi8OaxBH+M7FmV1bfatUxncfOwP9NdXl5HJPwL4an60Hztg2MNuBEDLYNGR6w83mf3RwU0+smfU2uFmC7QZ0Dm78zd8nWvQzb6QB3qN6tTgPg+sPlzpyXbYqIZ9SoElzz16MX/fN1zjfMcdbjaOU4w53HQj+3vpOe7fEmP7W4z/O9vC9xcDODb8ebLhJp/5OetH9vdSY50xcZQN/z3qTWps4b5W5XCT2Z9Y8vralxdAeUMT3hjq1GDFAU7S56yx1MCyhUWVqTtDGdA3Brjd/LWptKFh+yEnPcM6YcXXVgAdb3Sw9HVt2ghv7kCvO9BaZc6L+hbkC+h5mXiVBrQMVs3P/IzhA9CHng9U+3VqwJHb2ANYMbW3Fl3kzSGd9bFvbPX6qtMeVtyR+yBUZw3jq50+2qizbzzpWaY9oKhrtT8PTIXTVyZvLOMI7+MctwAAEABJREFUYymTKjcf0C9G7XsoUD9yoHPYF6Mzz8QA7PZeMAfQaw30AchDi+PUvtLMc0ZE/RmZdmL6Ug2ArkXd92A+69BHnG2n7ziMq53jUm6N8torty+1r63Uvr7aAbod4/Y3/B6YFWovgN6TbV9VHqr1F8oG9l0vD0n6CaDnURu45ao04NBV2thPnPEB2m7k5qhr00c4rjOAPkiq27et/f2tvGOHpZM/zw/Qh2T3j7nFzrb+mnNimF+ZuKb/JjG2uYFebw2tTwqUOvkBUMY1h1A/OMsrzZonljoBK4++Mz+wZHE5PrBkxlYIt74yoNe6njT1ZzEsX/iajh3cdNYpgL6mno3BHGLs5IW2A2Or/x700Q5Wfm0BRZXJvyJdD3NXXPID+IDi+M8f9pUPdR91DN3zw2bI3Wdy3wmvnRnDlALJE6iGxQN2v4lRO6ZZb9dcXifzu//MZR/ovQUrrnJYvLairg2WHChYuKoOMvbAV3Hr1IDWW6eoNH0FrNiwaFRHPqD9YF0nsPrGEJXmGELaR2pMZdLpS8XI5AfGAbqrXgAdb3Sw+m10/dJOFpYOsHsHbcQIgY4LjKj7R+fEAHc64NDCjR/h5DnT4cfmGb3kpeLlyd4FOv/ogHZ3boWdbSMv4jnstBV1bUCv33ke69pg+dnV5xnUmUuMHjhiGrdf8GzrxxBYMZUDZZOXjr/UPtB1y38PQKv1E3Zg7UevLaDjwKLqtRvAkgOqDgDtZ32DUcLSGQMWPzopLBlgtwF0PAjNfUzfS17uQ/onaKzOF5XCexlwzKm6mW9Y8pHB6o/e+4w6UWmwcjkeoGPCmqtKUy6A1slXmv4TM93jAzdfoJ9H5tQPlg4oG6y+vAB6PnxGCtdKuf7eI4VxzD2A5TN9KaDbAaDj6muMna3PF8Z3DBqec9h/BqDFfus3AMrYAuhclTa1TOzRj596eeuY8dpXHvf+6COA7quDxSuAG29f/Zz/gR6nsolhHvmxlQ7Mrb7nKC+glSvTX14/oMcnP1AH9Bw41rOPvo5PVJo+8mOjXthXLvwTj/Y9i/qHDaRA/4zg2LQHOp+8PkIfYQ2VNrKwXTMg23FkgBwF1ktSbc9Qb61CfgDcxTK/OaVCXh8BN1tgQnTdwBFHWwG0jfUbR8irk7c+DcwjlEmBvs6AXm+gx6VubOTr1IDOb2xxUjULHBRuvEJjiseY6gQse/VibOXV/wiOWVgXrFhAz5uy+hvas5wjA3oOYFHDjk4elhwWVSbg1ge6LrjROlpu6n3Drl6PQ/wDxhoGZ1O45T3L5WHpALv/UjyrzYTfkqs7Yz35z5L/x/+XmoFZyEdqkcqk34M2AugLzIsWWC45uAItX4L1rf35RmF/aaovMG8IQPt5SBK5qryyDigT/h/Q1H35/Ll8IbLFr//kQg5XvnxTZ3ygUwCdwzrNU2lA5wob80vfWPWx/4izXB7oeJAYVUVVwzr2LS8lrrAvRp9EPRZ/SFU2Osc0MuszR10baKlbbjaRAeVLEB+a8yAf6viAflgYx5eAQh7WQ8OHDFCwoI+A1bdG88O1X9XxzCfM5QswoF/I6BuTjmce/y05ZdopN5a8OiJwnRy3eRyz6+f41QntW5e1tFb3TNyO+MbxEKNOuQB6Pczz9vZama0cAr409n1L/R4I3xOj6qefPsWW5rW75Ietj4/3en//9cAvv/w1qo96fdkbFZv3XxPvi/vtS31KDqF+w3Qfbb+ns+dg9Z7faFu3uOR6GNhv3UkW7/4AqWlBG30291HiOS55/R27FMi49kal6dPy8F9S5+vrS3369JaY1fPw889/qc+ff4n9Vi975sRar7A/2JLz1y8Za34zb0zrqDQg8xa/1AOUclFpjvkl8rCdizDqBummDtrf+EDt25Y6Un/ovm2lT4JmDbIW5v71vS7Xlz79A1Es/DeDzGVcx3pGPWlAAZ3X+pzH19fX7te1TT2O1bl9zz7Qxjw+299dy0DdOZ+8dQymLzU0fmWdK5Af2HfP29+3rX9YV3bJfh+ZvNeG8i3179vWc+UP1p/esqbldnPPXdpfuePT3jrfv/za82gtZ8St52Nqnr5z4HgHv2a8Y3OmYy8VQMcDek5hUefPuTaesQVQNuMBhx/QvtoMvmT/vWcdPnJdZqQlLrkG7f+a63DfM2+bMSr37feG+lobJf2P7+Limlzz7tm3YsscJ1F9RCfFL/knUCc2Y1zh3F+yhguXurx/VII1lR+cZfJidNL37HvXcmoCM1XCX2rW0tLOgGUzsvesn5hxKtdXmXMr5EcPy1+bj/gC5d4/wyt0+vKDkQ01F/kCjjU2zwDocdiP2WEjb37rci2+B231F/LaOl8D46gDVPfc2e9OvrSHpUu39fqYW/T8kxH6yM09qALHF8n6hUPx1fyoF+bBoIF8SMeXN4d0ABRQ53rUwZIDNQ1oW7hRdbD6Z94YQpl0MH0p3Pwe+2MvPeumTscxcqlzJuS1aVBFrkdRuXalQn7fyH2rGsoe8ZHrfnCJr5j+UGUiV0aJDCfzSOMlz+19z2pRNXKpGFt5/Y0nFa3b4mPd8bV/hj72jb9lDNNXpr/3Jq8t5UByU7aL95Aw0kdEfHyWLveNQ7KYJb/UUJ+DQMcHllG+gYw/A6g6dNvmvXLJ3Meu075t/fzdtA+MIJIgHzf9pfbM4WvOOdJkjutHgtbyi/8l9zrvFXGoM28+qkoYf9+S63qP9Zkg+hmV+4zjAWq/6qXO7aXXPFkzb+61S6ioNKBGBvR4O2f4ssXW/r5t2V80KjIxdfqnDL3GRdsmv9Qczo/xhX1RaeCIqmDl105oN6hzc35yjrlknCT/Hr+3l5zJcv7wLHnJGCMqx7vvW+JmF0X2nufee/b/tpF5WXJlX3Km00d795lnOTFydR/xU3ZJvm3bEvslMfYMfc1lpSn/5ZdfwlXOh5/KZ7X1f8kzV7pnLvRPNbFZe+GRN/+W+qzlkprN61jk//rXn7M+7+2rbN+31LH3+ByH9Xku1dcY+ig3RiPxvvz6OefIX/sM8575u2Q8AujxWCcs3v0k9tS9bduxH+yL0QE9D/q+5QzluIHU+tG5jK/9p0+fOoZ+2kgrTX1I67STtzahDsgYUdzzai3mAvpv1fg3kPRTJs4+sPx0hsX3t+POPro84Kx7zx7r83rW73PW1bU1twC6XqBrg0UrzfX2OrQmx2hNjmX8YtLzJR0bddY90EfY105s1xzSfdtq37a+Bu0TAyEvgLu6YPWt4zEuEO/sxMyJjDkfofy3QD/jP0K56BjPt34KaG1/Hbbdu33pOj2gxzh9z5ewZMCImwLFRsUhH66wSzn3QN21a/eujkebO4fVubNfos4le67d/n9F/KimDegBAXe2DvwZ7ozSAb7yHz83zfDSmP/NH1jxdTSekIeb3P4/Cut7BvN5kQl58wB9wdsfnH21+RbOdvLfshs5rHG6qQWsvr5i33LTKGoLPFTX9QA+VLlQJ5QPLrE1BpAHz0tfOI5TmTf+P/3pTz3OOjXHOzbZPO0DHBZAAS23Xu2l3jilsHSV5g0Zlj1w+IxdpRFo5437kpt754ytcvGSQ8L++lKXdD7qUt6Ard+8PpSG11deqHMMA2VJ03Vbpw82xy8PdF0+ACrN2rSfPEnZc6QM1jyefc0Rt44tNY6QN77jedtTf36Y/fzzX2vLXcX+67aXqPxw/Osvn+vLX3+pj7ysuMROqPvTH/5Yn15f69e83H17eamPPOBe83B/zwNOeJh6e3mpl+yRytyp95DlAatlKf49h6h/+7f/k8NN7F48AGUWczj64x//UF9OB6k//OH39f/9aeUzjjCG/xC1Y9+TVzi2n3/+uQ8Kzr94z8HEl83Ou/Pn2AXQdttG1m3LPH5kniqHgNfm//3f/61+zsu4Sp2vWWPt3lOviGvWhfpIX/0lh6Ff88JD/tOnt+znvV/iecj6y1/+o37Ji0p9jLPvK5e2YO69DyKfrgca6wRSx1vqypyUllV75nLb9/Klz2fnOHP6mvl3vaXbtmWaP/owFpfUt2V93voH4I+s21aU/y7Ry7aX6MN1YjrPU/tH5v4l6+DL1z3zkjISKpsic+AY1Qt5IrOyLXavry+p97XX0b42xtRf7HuyU/WeObL/Fnug1hz/XK5bEhXEKIxzoMyDv7zYti3rcsm+WC893zL2VcKlLpmLyoFji7+w7zX7y1//2uN/e3ntMe9sTb0XqY955uw9MT83fdm3NYadcp17nClJ6niUvWR+xCX5REaW9X4pX/i9pqYtdb5nz31xjUIrDUj8j8R8b6qf+LjqvRb13bO++gtlAlLANYZybdI94gC9T5QDmYZL65y/SlMuwmacXxpA/fT2qV+yv2Y8W1Ls+Xp7dRyvFbb3trSyt4V6+x/Z87/m2vwSbBF8RC8qMUhfat8fjuRfElOqbPT2lV/i+4jKohp33zOzifmefOaSqhtkCLVlndiqRC90FjajT4TcR+oGdfvLVq9vLw1547iv3N1FEgUfWVOhjG0reaFe2Xv2mdefPJD1TI74bLEVlQbEnF6TS3SVBpT6M2Cr7YlcG6Bs8gJWHyj7e/aJL5Orbuv9nr3keCrt5SXrmPuJMmsACij1ysRHnr+z5+KSseSFfmLIG9/7yvmHoeXjPZKjBqqatyagzPWROYq45e5B+wMg94m3xr5ttW+bS1OXPGcq9WT5+sXdzpJ7n1KmTsirU+69zP7I49G+yj5yv/uS55ZxlWurn311+iiHVbNjs3brBnqu5JUJ+YFjdX72bV/rF8V2xR7f4Svz4POO7AHlQp19IW8toh7G7vjEVqklm80x2XcM2jqOTHaBe/C9r+mUUNYmnZqlg1kD9doJdSMHyn0jYM2L66eNtoCud4Ct+8ZwDoX2A5XyQO3Zs8Y2lna/ZH3ec21Hlbx7bRslP6hcxV733nc/8ly65F6h7NBTVVvV/rrXy9tLXTJJH7nm2Smhbss1Ly/sq3+/vNevH7/Wl/cv9cuXX+oSn5fE2GMr/x7dR2xIbDenVN2WuOqF/Evum11XaitrO+ESmcgs1p5xvexbiT288D7706fXUn8xX2qp5NyT8zV1vCTXmbe/ZXyk1htSSfK4Ru+5brdtqz1zXNcm/xF53BxGzT6bffSea+SSvQm0n/72Kw2ot5fXlhvbHOqEfenb62u9vLzE+pJ7x691yfj3favX15fI99pmrG+vibP1echzUGXGhc+QPXm2qtSXTe71kvG854xwCY17iT1fxnYfvGe/6GvfF1SfPVcl3qfk+OnTW9t/xMbY4i21xL2UfckvVY1N7F9f9tKejN8aXjNvby+pe0s1qaNt4vuWuOYzb8dJXY7B/qfke/30Wm8/vZX7r+LqHhz6OS/H3GP7617aqfvI+tnXRv1H1vyn332qP/7pD/X6lj0cvfvvl89/rf/4y58zMflQPX8vL3vPa6asxMvrS/u4n93H7ukte2dy/fzLz2Ue5U9WMWoAABAASURBVOZWzk7veXO/vL2WY3vJuPeM3zX+kjNLhFm7Let5Sb6XPpv9nDP155zzPzI3l8wZ0DrnwLlwTi5Z/81JyvxG7fzWa2pcOfbmXYdMU/3hd7+r3+UX/Pu+Jc7e0E6/F8f59lJ75s0xWLvjcpzOp3O4Rff66a1re88er7Q9Y3jNnhTbtpW1Cli1vmScyi+pX7l4e3uryr33kueP18lWdF/e60Tdl9yn/vLn/6if/+Mv5S9s1Y3dltiXzEkmq3wei/f8HCT2bauz7nc//ZR7wF6/Zo6/ZC5Tclmz9TgGYU321QG9DspcF+Ea2Xcc+7YX0Oh+xl9p6vfwf/jDHzq+OmOKqNveOfqUsf+SF5HKtVdnf35W0sZYzpExzK3NzKOyna2cJ6lz+OvnLz1HzptzpEz6u08/1e9/+l22Iwecy0vuQVL9PsJvGY+1QK7ArBMs6jw6P8KarLnStLUeYT0R1eiBUiaAsgE9fsDuwRtPAC1TaX/y2QeOeHVthIpKrQP7IqrKpdAE6LjAEWPbMzPpe770TCnes5dyJ6wYtx0bNQ2obdsOQHRrMxa5riu2XhvvuQ4/TJy+7yUalXkMiq1uoNj39GlMXqmwrm3fi+QUxc1OfaWRHBB5eD/OmfN/hnKgpnZILZkv51b7M+o3tvE5m49MOnJ5Mf2hysTm12CUUiDjRfab0O+byijg+/4x+b/iA1+PA76W/asGA89zOf8fuXFLzQ30JoMb9QYxcAPCLZZ+btQzhaVX7g23Tk27R6jeihqs65EcaKplO1uJs16bRvwuPnxyMZhvYp/5+kH7nB/CvTHr6/gEkAPZew5cn/tm6I1JuTdqYW5vzN54pcp8GWCdPux+yYtA5W8vr+VNuVKjPkO1F47pIw/fc73y1uPcCfvnC93hWKsy7Ywvr9waB0DBGocPIn8QBfqBb0wx8fWR9yEg1V69csDQJa9eKLAGoOdJmfbKuqbchKVvOUxssXGMn/Og/CUvQX2wK/Ph6QPdh6P7a2Kax/zKgB6DvDLzAJp23vccJvd969pg3RStw/kQ1vDp06facxPWCchB6aWMBYmTfaPeWjx4WFektW9bv4z6w+9/Xy/xHeybK1ZFVWkrHKM5ffA7d1tsrNP8f8nLz5fXl2JLbXmg/JqDtTUb4PXttcytr/OWkAVImhrHumHJtNHWuNI2zNclD6tLxhH2/hOZcr23xBjYF/aBfpGwbWRffMl+/yU/CH/Odv8oZS85SH5kjt+tO3AUlXFUckq18X+C5N5yHa3ZnO/Z0x52XXPHsG9bzC+NfdvKOXNO33NgIVXrI8KWVMiLS64dxzswtvOszetLrq/stQyj9n3LvFX2xa89hl/9ISg/DPSNJBcf1h1kqAmbWq78e8b1nnoviWPMKBOHjH9ruJZ79sCWuoFDp+z15aVtkrnTeH1fvJ8GXpciqVv3LTr2Uu2F9xUPdNKJPf72B2W7rrO1P8MyuWRe3hv2j7GkQyZk2xMxVP6MQoMqZdoI+Uvmzn3sfq5rM7csUIBsr6XMlrlzvqSuo9elNBsi1+NeyrVzHYS89l6n2j1ico2f9mLk8uLcP/Ow6tMGSL1bWBqw+KGZ3owjlWbLyFdlJ135I2YU7p8xHH5F1OM5Ks3xxr1I3kEVWauPXJPvVeEfwWFLOTfWAZTzIYCUcmldpSlzPoGCpYu4P50/e5/0tuiEvGP4yHXhdSr2LddD9Mrf8wOaP4S5ju+5hqcG60iY/gx/1ik745munU9fQNc8ImDYpkDrge7P1+R57Cs374Fcq5fcY7KlS1DrvzOvxP4ZyhrJC+ECcxl/YA55qfM8UAbkGbIVLF+gHtvlko32KLz2jSHsur7ep6T2lQO5tl7sfhdg3gWwni32933lVWQ/WQ9F7LZtzz13rx810J42Awr4ivcHJWH0QQxL/Jo9qE5+2/fa9r3IXlTmvFaa4w15+jnrgIThzk69AGpLXAH09aPcHN9DTBOzGr2BskkueT4OfA595BlqX9tt47BVdsnFLypNKsIe+acPKG659ShfkhZ/9QVL6zPEs6Yv8Cv73OeIvDJr+5Lz7xnKhLLPeeHXtaf+zEjtqf1l33Im2uo1ZwMRUakTzWc8vhS8ZA6cD8sQreuS1gqrv8TWvxbrOeMS+/c8i82n/evrS85Hb2WMR2irnfbvec6Lj/hWYliHuOSepkxYs7Xqp81LahcfeXnoWIWxPjLOizFSp+u0Z6zmVq5enTJ9pSmu94z3Qc87rgvQsj371GtS2Xv2sPv4S+6bn315FSr/JbUDpa2oNO3Ftm3Xs9nW17H6S+ar0uSNvWVSzSvMoY+6mPRH3liezdY8v3QufTXw3yq09ixgbftWUmHcSq7WhZpX3ljbtpXUnFLIbMdm+ErTPqS0BfIc+zXPs/fObU3W+iXzcMlc+4dUrE1bY5jnDFj+vlTzjK0vUIAp6j1zCXRsYwhzSIGeO8crRj46uNVubnHJWGDFltd2fCsNqNf8XOOZ96f8bGGtZz/tBdA1yg+Mo691OA7Px16LlevS894lz6K3nGk/vWbfR/bXv/zcLwOV72zlNSvditLHvJ5BjTc5pNZtXc4XUEAph9t4tRH6wrKRt8ZKM7bQRmq9wj7Q8609UC/7Xl2HeyNj8J7zkXOBNXq/AbqGujZYfWsynvGFvCaw9LDq/ZH87HPmAbvfxcS2FscjhavfaS+cg+hzwPt9UHG5hIozf9gl1jN+xV33xIr/6v/W7yTVVBKw+RVBiDX8JsT8ex8w2LI4178k//rvc85n/NMXkEDB1ziXa7Bn/Uf52ebv5ScmrJqMMzL5fyWADg/czYlCQPKfAuDIb0LHP7AvgPICFLDs69q0vbIHAZp/vHkoVOZDRv4M4wy0OevkYcWU1w7ouu0LQHLU2Z3vfM1NxTENzjJrEOYyDHCXT9kZwJHbOMK4lWYMMfHkhTZCXh2sHPLnmzqsG65yob16YR9ys3956YPJPMiS9vhYh1Cgrz7iLb8p84E5NagXxpXq4wNL/VD97Uu1E7Dqlndtpep9kSY1ljLjqbdGuB8TcDy8jA9Lb15hvUDZ5JUZ25hwk6szlzHE6IG79VGurfVob18ApdzYotKkyrSTn7hDYeVXF/PeJx7EjOccOM/qrBnIAfpT28Dy0+cRk+tRDvQ8GRuWv7UZf1Bp6q1PeHho5ECgfIuftegX0/4APT8efDzowIptzLbLg9JDQ12bcZQLRbDmzT4sX7hR7YX1CKDnwPjWApT7Qt30tQcMfwBYdeawp77Shs6cGce4yh231L5xpz5g/QIjh6N92zqmuQcetO8zV9cLFMHO1v5wb2UuYwAJcem9ZF3mtYb6jc0YwngCuMsPdKSJqY1QqOxHMDasGvXRV5mQB4586gUsmbzjEfKApGFe5bBk9oVKWDJ5YR7zwapDP6EOOPJrN4Alf4xpXwB9fUDsqoqqxpa+mP73aH2jgV5LaS65RzoyuLcdO/Vw09l/BudhfBw73ObIfQwUfA1txaO/MrjFMKeygbkGsOy0EbDyyAvtYMn0h2V/3ufn/LBsYVFj/AjmeMT4AMPeUbjJgZ6fO4NTx303cAwClg/Q1+3kh5sc6CjAEX/sVMCSw6LKBto5L2LyqbOvTtgHJB0f6PvI6FqRL+DQw+IjblupgJvctRHKJzes2MoeAcsXvk31mbqGGtt5tf89wC2ucWD15YW+hHmG83WcAefns0uNnTpriGt/jCPsAAULygSgqgFrPkZuHMdyhjK4+bTjky+gc6kCJCn18hU110Al0PevujZ1V/bwt++ekQJHnrGFe9nItR/o71gc28h8VtpXpwwobQZATTvbAF0D0GrzAXcyWlP9S7dH/egqTZ2wFvNGdIzb/kC5ALpGWFH0Fdbnfpfah2VXaco894Vt30teSmrjCxOg9FM3MKfzIqzL8wXc59MWlkzec5QviLxXG9sYykXHuZ7Fbh5qrsg2Aar3cqg2H3lZaZ3y1plJ6Rc8+7aVvDrlovs5rznOSrNeYR3C/OqsScg7ZjB69YtB6wbW/CSWfkCvqbaVBvRcqfOMG1H5css+0PdQY8Pyk6+8QLPGyautcyrkHaf1ayuUCWMDXY++5gOOWrVxXMaRev6uNG1DEvLStdsfW3kBdFxYdVaaNuYfRNT+UmVSQJJfbH9p2DGedGzsD5QLYysDui77QF/3QI0v0HVpK2Dl0979K1U+Y640ZcIYrpPUvnOinfZAj0VeORDP6rxjD/TaGmPsNDIW0HVVmvZCebodF1Y8oO2AHuczO+DwgcVX2tgaV0TUH6CpMmEHlkxe2cC+ADrH8I5H/nswhnpYvvoAinosMrD68kKfgX1hXyoeefuP45y+9v8MwH2N/4yYE8P6nwH+vpzGmtj/KM1d8RZiAksHN20dm6NO7ZndSf0Ps8b/VpDv6b7l8/fI4euFgq9lf0/sv8UHeLoGxgAkDedFeJH4gBLyQjnQcYC+mXrRKq80oG9GlaYMbrZwz8ekL3Lt5IX8QDqyocpgxTEvfJ/XT+gn5Af2fWB7c5Y/j8+buA+/yaHOm7QU6JcovtTTX18fFOrGDygfjvormxzaml/qvKoX6gFVDWX6CfkW5gvouQ9bmbz+Dd/Z17jWYa3y+kqBXqtzPLjF0k4/oB9QQMJfei2NNeMDymZMIe8c6GsMce7rq0476xRAP8j9Dax648B9XGXqxheW3jjmMI5jUT/QB+ia1U0dj3HgZuMauQ6VZlygH8jKRMT9gVt+oNdg3/b6/Mvn8k8Rywt/iXXJ4Wtjq7fXt3r3N4GXKnWvL685TL6UNvr512Ks+VuoxFFnAUBNfWXLYTELJNcAWu9httII9NVnAEqr63XOnBfHL7/noOx8Wbd+ytQ7j1/55yCvXmgj5JNyzUti6We8kauTd64cv7APtM85B9xkXmPWBpTUuNrC1WbottW+bWsOrhTIYC+ZpixA5stx1UMzpvEE0LWMifZnKLcvtXYxfakAugbjivpBM+8AuPPVH6hzA9oGWOOqHzfgGJc1C73M6zrA0lu/UDfQVjyusb4ve/ZyDB99IuqPcu3syEth5YJVv3HVAX0vm/VVpg4o58E4oq4NaDlQNu2lA1hyWHTkdzTXl319B/YHymD5w6KjkwI9r9YFKGoAxxrVv6ABnRe4i269IwDaxrU7y9VPHzjqnDHAvUx/oQ+smJWmvde39BFwbwerD/dUP1iyhLz7wE1u7sHZSNn04WY/skcKtAjouQG67xfQMnlhbAHYfQr4WqfP2dj9PHAfw/JxTt3fj/b6Oi8CONYH6PrgRuvajGEsIX8V9/0BmG73j04YbUXYpx914plSuQC+qgtuskdffc44P+PGFpa/ffcYUM6XZxAh71y+5Rer2tzFUxAA+b7/AF3rSPU78/YHI3cdvoezvbx+gKTh2utvx7qFvDLHIA/c1QVf97UX2g+AYb9JgV53awM6jzVM35dE1mGdzrX0DOCr2Pp7NhI6TwiOAAAQAElEQVRAxzwbce34i0zzDBQf55OrnzHct63Lc9vcQK+3Z5ORO/YBrAzWob1y7QTQ9UBorTjnHMRIv0vOMJfc/4GChaiOD9C8sZ0foOfRWo1nDA3UA+V/2ilTJ+StzznWzrFLtRtYwxk+j8/9L5+/lDLje3YS8sq8FrwGjCnMBfTcWSesZ6rzr+3UbV9b//aKvPH63Jf5MDdEElj/UWfOT0D/4QdzOT5Ak87XcR76HTN+E0M/YV9qjP/4j//on5P0Vw4rpoG1mT0pr0xoKxWOUyrkHadxtRkqL7SRCnkxvFQoM5eQVwarJuPPHMq7P51H6x57c55hDKD3jr7CmPq4dsbRV95Y9h0D0H+AwVjaAwUY7gDQMvX6aavSeMYHSrl65UJ+YF8f8wnlygTQ5ytjwcpT16adfhN7+lKgn1lnP6DOTTv9pbB08tqcqTzQY1Q3Pme5vFAvPUPZjwC0yTM/WDoN4MbbH3t54KjxWV/ZMxjjmfwsgxUbvk/PPvKw7OX/GZhahxpT/kfQbjC20/8tdHy+RXNPXQOFRR8Nv5UE/jb7b8X5f/LvzwDw1AC4u2jGaNbPi12c5cMPhfWAm5uNvuqApzchWDlhUf3GZ2ilyQvzi+Gj6pqBjg/Uj5r+3igH9sX04T4G0LGtDeh8dWrWIowhjGNfE6B9gbIph8Xbhxs/ffPs21Z5QjW02LetXv2Tjq+veYn12nwutLw4ej/+/ZEvnz/3g9sHTaWZ6wzgeID4oPSvMADlAx3WA7Fz52WR4/AB6MNRqj3Qv3XUXruJLa9M+MCEFUt9pVmPNmHb3/kxvnqhXJkPPH+Lqk57Ywl5oOcduHspoa8xYMnNZc3CmMaSaiPsG0+7c73GUa4MbrmUAaob9mUmltS+UAf0fPrb3J//8pe8jPwlLxj38q9mGOWvP/9clxx0K4cw18+D6L5t/RtvZeqMY7wzOk8Og9bffJTaOY5GYkTUB7/3X9dfb3Hc1jHUORG+wHNN9YOslX9FIj7OvXtCG3NYm3/FA+i4yswB9J62/rJlLMCxPsYV1rfUl/afWhwjsPYi66/vtKyq5+qcJ6L+jMyOvGMS8uZynwB9uALKuTSfeutQL/UHIP3UOZfC/hnAMZb2OfWBzmFcWHbaTF3Gsx646dSfAUtnjDNgyc+1GE9oZ45HAI+io3bgKW88naxJ6np7fUs7j+uZ97OV/XbJ3hDO21aJF/nQs15e+b5thiyIbdCd0xfQPWtwnOazjlkflcrEmZ++Mu2Bkta1qRfGvYoOAnQ9h+DKaC/g+/qreZNHe1i+cKNt+A98uX8cG5BtfGkYDuhrBqhvNaDnBZav8yGmbuM670KZqDSg5wj4oX+lnf2MKYCjPljx6tT0ESfRUxaWL9xTcwidjDPjkh8og+WnnQAkB9znZ+hzhjmAno9xOscf2bfo2I4eViyg59Zc2lSauQSQXpU60Z18jR3QvkDbjFz6CPdPpRlHAO1badrCyiUfUX9gyewoF/JnKBsoB3qOgN6j7innFW5y+JrXd+I8o+p/BOCbJrB0xh4jWLLp/4g6b47HM4mQV/YjP/XmHdgfAD1f9oFeE9dewJpDc8Cyg+e00uD7upj0mliHPCBpeMYxj2vVgnzJO0Z17ZN7f32NbNBL/0nGraiBz4Yz6tTglvfgErdznOz2bat9W7C20QMFC8rU6SYvFcNLhWPwGoA1p8q087wCJM/ez3DH63NHfLy/t8wzj+Oi0vIc9FzSupyP+p+Y+PKlMrGlft+0rOrzVvTKPC85l/Hus4x9oKzbOmDx9o2rzHjayz8CKMciKs3Y+moHFNygTJ3jgVOenDeVq0+IPj/bd/zuPWOPzr+1s29rHdA4GJ22AigiBwo49nE9afoOVMOqyzjCGqzFmq3DPtBjdh21Ue81KK0058CY2quX10/IKwNiWT3v+gl1CuWFfaEM6LEAdg8eaN6YAshy5RoItW8N1i6vo/HkAbttO7mAnivrBHqMlWZfhD0+xtFPudQ+0D7n+OrE6NW5hs4drFrVi4l15uvUgGOsQGu0HShwvPblgR4P0H51bdZgPdpJgbarNGVAuDp8tBmo1x849HVt2qgHWmJ/oABoH21GLj33tfsRgDbRzzkT8gph6eQF3PqweKDrgN9GJw4se/v/bAD/tJDO6TkY/H2xH+OcY/4j/HZ2niTSwVkvD9wtmLL/LMDK/Z+Vb/I4F8MPfSYb3b+KmlMAfZOYi7/SlD8i4r4JeiMSZ3t12kthzStgtwH0Onfn4QuWDhZVDUgOGPsMuOnhxo+NN41nvDUL4BizfccD9ENLv0pTLmDJffh5Q1KvfB4+5vKHeP8EnzSu/ZtB9dr7ANXHB4O2yoR2xgG6Fu09KGmrnZCvU9PvUQ70uvhiSd2g0oCed/N0/BwwjOELJ8cTk68+5tT+TDUyrlSd8yWvTDtYeWD9acbRSc0HS+4c6Auo6oe08azN+rVVAUsvL8xhLlhy7ZxXx6Dcvv8DG2Pt2zpEOZciScrDpLC/b0u/b1vLPVx6kDSHdcBab2MK41uDsYHSTpk4y+V9Uez4BND76TGGdsZQLjWuY/floDzQOdRpu9Xqj71yZ8GxCCAWWlZB+EB5pRH4gcVZs3F63vKCCei9Y73mHnrJDwraiUoD2s6+sSE15XBrLfrMvFWasjMymK5r/IDyt+H67FvWIIf9SrNvffqm2x95MXL3res+UA5rbNY2dff4Up9BgP7BSdv+ISM5HeszaGO+weGfGNoDitZ4EgfIWBYqzTE4H0DbAJFWpuDSe6E7v+HrnH/MgSMGrLjqntkqfwag1/GxTsdm3caqaxse6LEo1kZob1+bRyiH5aPOOT3L5JULWHawqLGBci1dQ6Gd+ax5fI2p3L6QVwbYvQNw1A+0Tvtm8gU3GSw+4v4Ah28Lrl/AlbsnxrUO6WjkH2Wje6SOE+5jA7VtWz8jKg2W3rjp9t6SCrjpzClGbmx9xFkONx9thTZnKBOzPvLAUdPYwi3WyMz1jB/ZUO2Anm+gfksD2n5sJ9b0pbBsALsHYPWBjgE3OkaP8eyP7pE+08GK6dzDega6px3r2MOyAY6Q8DWvvX4D+2coB3osBgJ6fSZ3pZ15fSM6Po/9Q/HAjB1waJRN/hECRy3KAMmdrAXXL2MAX+mVC828L8i7D70fCMekzHmFm78yfQbP+mcZ0PdGY8OKA4sqE47xe6gnDVYMoH8Jqz/Qv6y0flj39anfEHDzART1vAB9vU/dQMs1UAbI3tm04PoFy39qAPqZMr7Lu9pfG+VnXMM0AY795dyI+kYD+jlpLF9YVs4XUlgZgR6HMUSlmd/1lrrGnh31/xbi0h+gqV/6Cn08fxibyn+xMabQjnzJ79tW+7ZrkUmI8LLgucI/ZegZU55YeIaRDvb88t41NBfQc6htx41Oqk4kaiJUgd7VTTmkH2hrPPeHFGgbYPmEaiNUwJIbw/Fah2ckeaDXqdLsO6dhy7j62/fnFgGrbvXOl9Q/Zek4PDtlUGUMojCXOaTGMk7z29ZrrZ2ymPZHnbAjVacN0GOS9xzsmIHOo0x74/tyzXFNXzvlQI9P3j0CpMxLx3R8sOKrh8VXGiweFtU24iMWrDjKYNlYjzVItT/HlFfu2IR+AuiY1uuYK01eGCPdPu84l8bQxj8MYB/o+wSsZ4d64Jgb8+k/sC/MPwB6rc03sqFA1waUzXpcA+fRvrVoKy+dsQM9v4CqjmF8/WHJWnH90vexrquqCXAXr4X5AvK9PsYADjtY/NJWy+vagCtXPVf6ikP4DQZuftpPzZrDTQd0PqDHXmmwZGEPHdzLzrozD8sOpPmJj+eoouqbqLsGFHAn+2d1gI4Ni/7WuM6peLRXJh7lf2v/h/8GpEkGExzWIIC+cTzqx+6fQY1tHEDSgMWProX/oq/JIT3DdPal/xkw18B8QN+kYM1FXZs2QHljEXVq6k7dZr1hedHagRVLO2XSgfpnAI6NbT649YGjDnWDSvtR3Jj0xxv4+EntC3kBtJ3xzjW3MF/KQvoDHLVqLx5jKBM6wLI3htBWqBfy2skLeUDSN1Fv/j6U9AV6vaxd+MAQ+qmvNOMJWDEi6np9UOjjWhlz5PoqA/qBaDxjaSvVzvz6+7JMuf76qNfffMq0sa/Og42x9FcuL9Vfe6DHosx+pRlPhO01h3VvUGbMgTm0kSrzkGScwTmHdkJb45yhr331UiEv5N/zW3LHZTxYtRhHPaz51c6+uX2Ia6uNsYH+7TPQa6Bc6CMFepwzfmWVtrP13NzJ88JO/eEbu0TtuOZ2Dsy9b1vpN1DmGFxD/2Ho3Gw7trUK1+Xt5bXy6Ov1Nz7QNsaotEte6gG1BY5LQLIH8voI66s07fSdmuQ90GozOm3tw5rXuPVYrFd7WPGVa6tcyJtTOdz7wvKB0EtlqJcihvoNjD3YyVy1RYxOH3OIyg9MAihYuVqetdAcKGNd8lJX+aCuzb5jvHa/SazNOANY+WBRYxjLALDqOMuUfw/AoQZ6bScnrHiVBje7qUVqbgH0eJXBslVuLZU2cmUDoL6lj0vPq1TAigmLKhMTS2rfPAJYaxyqfADcxR35t+jEAnp8cKOwclTa5A/bH/uDFuQL7nOrj/i7n0cbWDHgRs8BtD/jrJMHJAdca7jJgJ4fWGObWHCTw03n/Ggz63gEDnOWaTOAFUvfmH33A9zpjaFAKowBNxvgqB/Q9CmAtnP8A2MJWDqgfc1zBtC+2o5cQ1hy+ZHDksGi6gbAsL1XnS/9FAJ9LQLHvqu00UtFRMcH6LrgRo2pgbUK+fGDZafsW4BlA9+n+p/jmst5HdnoH/vKBaz48gP4WjY6qbEA2btxK1AngNYpO0OdgKWXH708LDnQ8+9YznB8QP2WBvd2xn+E6+SzS6oOuKtb2eR65O3rJ8429oERHRTo2OPnWBzbGHhmUKa/FBjVQYGel9HDsjFmnVuek/1i8VL9Sz/PEqLSgD43VBosf23TPT5A1wq0zJqEHWue/PYF0PbKxUfOaZUa+nkenTYC6Pqp6nPYvu1lXKGfcCxSoG3lxZ6Xh86RVBsBdBzPTeoqzfUc+3T7ZbPnJf8kpL6TCzhq3reteeJgXG2AI//IKs3Yk0u7iPqjjczowGjV44NVp/m18/wH9L2m0pQZN2z/DSr7jkOqj+c2cynTRrl9fbbE8Wyv3NzKzdy6jMuxK1MP6xniXCifeEDXqY3nT6DvjerNZSxjWwvQ8wKsOTvRSht7c8rr5/r8Ft+4d179gM5TafZF2P4AXa/1tSBf8gLoGBG1P6w67RtDAHbv7KzTcaoAemz2B7DiOq4Zi7GEPgP7roe1yANdh3H0mzyw4sHSq9Om0vSV1xaWXcRdk/mBI2alKZtc+tiPuO1h+atXZlz19sXIzC/0VyZGD3Q+WFT/SjOWPkI+ol4XWPMHiyr/ewDL39jAEWLqUgDc1QZrvJWm3RkRHWuu3P5zmOsfwYoKxlj8S0BfwgAAEABJREFUP/N7agd67Of5GV39je3v9XuW5ukLSA2B3pSPyQDVrYPFtyBfZ9t0/9t8no3rmexfOWDzickB9BpMX6oeltyN5sXuA0x4o1KvnYBl1y83PAQovEI7bxxC/gxN7EsFrDjwnFrHGYBufXEbB+hxaANf89YgrP9M5cU8sIyljWOVN543SKkJlWkvr0w/f0MnlPkgcC6A4zdYxnIO1Qv9gL5xTizlA1j1w7LRH+gL3ziw5ObxN2ai0oC2Mb6YWh0P0P+WiPUqN6Y2xrNvHfaVeyAYOnKpvv57MVKg5x5WTuNoo2+lyVufczc685gDlq91aeOcOX/7tpe/bRbyr3kpJvyNszKRmclhdiv/3bm317dS//ry0nPpASdFJcalqDRfEl2xb1vL1XuA8oCln+jDUV4gGd9cr9e8e+rxpZm//ZZXp40gGYS849pzWHUsf/7zn/sf5nacjgk4Dnip6O6jn3PgXGsPtN7Duf0BkDEvnWO8pFb/73KXHLgrbd8yttD+ON4wxg45Pm9vbz1nxgQKaN3kB3oOXTegD9munUb+SVGpc6a/sd9/fS/zC/WOX/2+bUetZjCeoFb8919/NVQBZRx1UqD3rnHOgHgG7itffgv1+ghYerj3dw4rzbUGjrGZb+DYB44LiIfb5NK1qXNtBNx0H7nPGeOSdaisgbm0ES3PGpxr66C/4Qs45kX/iTXUEICk69NGwJK14htfjsX9KaxTP02l9oHOrQwWD/SaAP1D1dQB9A8yroPzJoxTabB8w3aNUqB57cZHe2uSukbWIA8ce097ZdoBhmooN477Ux5uOu3b6PT1THZSNwv0+OGenuMb5xHtfP0CjvmCG1+/oTm3QlNYNcgLc0rPGJn0DG3g3l/ZeRyw9MrUmdcYQNfv3Ar1sNZOG+FaSGHFqDQg3+sD3M2jcc7rBPd6oHPWtVmHsCsdwHM/WHLt9DkDOHeb127gOAbKNJAKeQF0fcpEPTRlArgbN3Bn6f3LeYAl10doBHQO51vAvY01wr2NdgPn2HUxHtB16KNMWqemjTiJ7lhY/rDoKIFm9R0oMLfjkj/LH/tA1wVfU20FLJ38YGKax/Had1xCHuh7EVDfa3DT6yfO9t5/jOl8qRPyytSZ+0cAeowT1xgD61duLP80v2ce4xvTvTF22nyL116o107IK5MX9qWPMK81mEuddq6bsv6lpMIr1Am7sMZknUKZOnPO3BhbeW7yRTO3L1gSoM8F3utFpfnc9PnpGcJzgTGBAqKthFvPYeXmtlbpGcpePf/5LI6Xun3bc9bZOw7Q1Fr3bevrzPOcNQOrnzOJemEuxyfq2oC2M7bYc9abudPOtXRelVXaxAEyiOpnZ8THR59Gfqmr7YxdGdDjtj5hPZPTAPbPULZve+3bVnvqEtoL65FqD/T53zrNo5/nU89T2inTTqqPSCHrF9LO7aUqoznm9SNnIPtvr68t12/fUkMgf8nYKg0o43benJXkrVG0Xc5K6oCkW+sN9BnAGpwD/4aZ9gnXsXrOkl/qecb5V2d/4jsm/ZWDlVbBopNXqr2QB57aVJrnZ+MBvReAruXsp15YK9DjsSbHoKzSrFfop8y4jl87a/bnK9clpr1vtFMOKDoAHLVav3mFtsbVULlxza8Olg/QY1BW1+Y9SXtYdctfVT0OY4rxUW9sbYD+t/yVAYoa1q6941MnWpEvoGswptBW1LUBPT79gbu51l6o08e4sOxh0WuY30yMozHQdRkbVqzR1UODpQda88zuUXbuy4t2/r/kC+h1Af6hiv/WcQNHXviazzPlJjxXZiIBHGI3jJtXeHEI4C7BYfxPYoCOZC1nKISlk/+tOMeQd8MK4BjHOZY6ATc9cLfZ6xsN6IfL+FeaOQfpdk71XpiwLljnGdbN/NFWH2WzBvLKgK4J6BvP6CsNyPfzj3nNf9YCHUu5ALpOb5L2rc/4dW3TVya8UUth+VmjffeL1P7VtR+UxhTKrOd3v/td+YC1Pw8pcwN9QzOfOn28ARtPvVBufv2k2igT6gVgt8coYzzg+GvY9oW2xjG+Dxhrm/odC9APG+28WSvTHij75tZHmTHkx189rAeAfvbV+9DW3pj6w8qhn3rtjGV91m5dPgyBfmGmjfGcP3nj/K//9b/qf//v/91zrZ/QV2pcoPwfqoy9Pr6QUyeMp6316Gd9M7e+vPr8yy/971vu21Yeynyx5UFGuf3f/fRTZVOWs+7BR51yYxtPAAUL1uGYHINjdT/YN68vbYG+rqxBeW5iHV9qPUM/5eWdNZjbvB545T2ESbWtNGOYw7mFVYNzoNz9BXQ+58GcU5/z4UvQL798rq1IyEu/xHSutPn//vSn3mPOhy88jamu0jys7Nve/yYo6RsrpO3N+9PbpzL257/+0mPTd89BVX/r0Mfx2HeO9NdG3rX03xjVPkX1IcO580WseZ1/a/pkjsTUFygIUoQxGjl4plvOp33Hbj7zzFxZqzrjC9fUvjG10V4/IS+0Afoah+S8opJPvesjNbe5jOUPPWJn63lRJhxjI3J1roO0ZRmb/kCPwXqcV2vW1zonj32hzPqkQK97XZt6fZ1DoK997dzL1rxvW7mntuj2bet///VT9qBr4HxLXbMzHvMDNQ3WnjKv45GOzrwClj3QtQK93u4Br5WpFej1de9MTvl92+qSH1Tcw79+/tK88yyUC3nhy3Ppp9e3ent5zXDW/+TKuqwPqGlAKXcugc4tL6ZuqbVoN/7W5DU3+0Ub11DIaw8rtn1YseX11c99KK+tsYGy2Rfa2geOOVOmzvqk9uGmrzSg7SemNvKirk3ZGbByX9U9D/LmsEZt9Xf8Qp0yKdD29oGez0qb8WkPRFJl3cKO8YCWwXoWvWUfAmVebYS8ts6tscyjTGpt7h95bZ9BnXbmlf+Wzci10dY1kpprdECP1b5ybeFWr3UK9QLo+YBFrd9xCO2A3p8Tq9KAwwdWPlh253qAsukr5CcmcNTp2NVpM/UCPcf2rQmWPdD16CPMp81jXH1mDOqNbQ5YcZQJ4BhLpSkTYf009B0ZLH/g0FkD0HGsQ1SafgKWrTEGQI9fW+scedwOuTrHIYyjzehh+ds/y/UBFDfsG3/8x7aV+Zo+LB9YNKqeZ/XCvjHOcw50rerci1JzTb3a6mMNQM+Pep8fUuWVZnx9ph9RxwXaB9a1NzZSoGxAv6xJsevZ9PJSPhfm+THPEPXzfFGnjc/vj7zIAY69BnROcwhrAvpM6P1ixmP96r0feOYxj7Zi37aO0Txb7YFnEJ+pjhXo55sxtHEkr3kOaFd5dmv36fWtfvfpp3rdX2qr3IO+/Fo+N+SFzw9tL3nmvPvL0LzIsjbn3P3Y56Q8tyvNtXHOzf2R8Vp357vq7esLqcv5y0s1awMybZdSZ51Snynez6TOh/mUx7CcT+A4/5uvUteMYcs4Us7xMeZr8r3lnrpv0cbX2o2rkc9cYRxrlAp5MbbW0OPd9mO+nJ9E7LmTd+7++pefy2fz28tr28kL18Z81iPkgXLO3CvGN6/jdNzmVWffWuX361xqZwzr/sPvf98vPe3rB4mZ9Zx6nBvtja+/c24sqbH1Uae/1LzKtXXOhGd7f3ZRr5067Ty3COX6KBPy5gT6Gax9pUH2WPaG9kDrKk1bAaRXKfnSMJf5rVdeavypGSjljsW5kFdvfnMK+2Nfafbdq2OjL9DPX2uw77UmzAerJmPHvYCGtsYwnlSdMu2EvHlcO3lrMbZjV27fObVuWNeAdsaZeMYx/thbk37KhPbaAH39GH/8AdmW628dCoCuX948A/vGNqa2c/1ZrzrzmFPoowzo+a80/cxvDCCS6jVUDhw5VSgzhrAv4GYzenMJ7ZTBsoHn1DjWaR3CWuwLQPV3YY4xALpmfQfqhx878whgRL+ZAp0DblRnx+u4hTmVwVpj+XMNZ726M+AWFzjWY3zOtvLKB/YfsT0K/rv3gf/UITr5jwmB3iSPcvuwdLCoMgFIDhj3WwD6InZTfeuCGd/6QYOV92xvXFhy3YHOZ65H6FfXBnw1bu1VazcXiTe3uUmpF5MT0Pwujr4KgX4AeZMXXsTjV2nG11ZqfPMYW0TdN1blA/V/ykskb+ijlxpTahxzyBtXuX2g67PvBa8e6DlSBkvvwc0HsbXC0subzziVZo6QO1/75hPywFf6uraxkQrgsHXcxlduXea2HjE1qKs0qbZAH07U669cXujvw93ajTdxgERYn5mPtjnJjWN89cI1cP6VDdXHmOZZ0arer78F184YjzCOOqD3hjGAXmvz1Knpq0wfc4o//vGPfTB1PPoKXYxZOXTLj866Zk4+56Ws/4fAPjhve+8H42srNYdUf3MKY0r9P2x7wDG/srHTtpHD8eWa2zyjdy7M95aDuOvgrFtvIwdIqQdn6Z6Dp/wvecGpn7b7tvUcAWV8azGeth5UjGk91mb91iJVBvS+0hYoZdZf1wb0D1wzR8b2QGJeD7ZC0y12QMeCFafSgENW1zbjHqrY+R1Yi/Vd8lv9tsmcmde6pGOvndAP6LUCei70E45HH+NJK619Yjd+EV0/1ePXR4F2M25j6a9OXr10+vJCuTC2/lJYtcmPzLXUTn9rk8Kaa9fLWAPtYMUAque6QrPuxhHWKTUHLB1Q0yaWeS6ZT+3UjVx+oMw64eavn+N3Dax337barOGKna38wWpQyeEPYVJ1Qr5RabkW8l1AWQvQPNyo8mcAyhrr1ICjpw64i6tMOA6pqDSg7cwDK4Y6UWlDga5POwGrBuMJoONUmn3nanzty+vnvEpj1h+gqXphB1Zs+0KZVMgL4wtj2weO+syh7HuAZQ/P6fjC0tuHxQN2vwtYNtYsgK5vnJRZ+9Azr8y97Dhg+SkbaGscWDpY86VMnOfX/gBoFhbtzne+zGcuKdD1A4eH8mfQAJYdLPotmfK/B+ad2sYf6D0It5yVdrbVx2eDc+T129djrtVLXiyJ6Xtf/yauMY0r0u2P/ADo+TIP0HUND9S5werDjQKHT6UZ1/3uvUcAHR9u1PgC7vdD3O8+xroTPOk4T9oNxgRWPuWweHX2hbw1eD+WKrNeYUzgGNe+5R5qP6DSck+85JmXm1vt23Zgi36gnbxz4Vq5hl4n+yaX51de6niPNreANRfae174iN4cjeRL1qS79C/l9NPOmvU1LtDzPHaOQTg+r1Gg7Ovn316xtkc/dBb9p/oobYwvTfLqWjJuqbbCM86+rTnwpZzQft+2UnfOB3pk7ImhXDgG6/iUX9Zaa6VZJ9D+6own9m2rylz4y0Z/ATxzZB7PZOrM8CkvLoV911OY6xHKjT/zo16Z1Brk//SHdT6173nKs5k1++z/4x/+0Ouxb3v97qff9f9c0TqtyzqsybXUHuh9Yk0d3/XNWMy956wIetRqzn/6QMe3DmENroe5/XlgoL851HfszK/2vpRaAStpL73+2p2hL9xyq9N39hjc69RPTMuVaqcAABAASURBVFg64Nh7U4N1CPtCH7jZ2RfqgD67Wovx9VPnWKWw/NRZm5BX7/zJO1bXRt3ZB5YvcFzP+g0mp3UIWHZAz1ldmznUD6avWpl5lRlPKLMmZUApMyesuOrVSeva7MsqG8Ctfvia1x6WXH4AS/Ysp3mAng/5M+raRnbt/kMEVi1wTx+D/r05x885k5cK+cnxyJ/7Y/OvoM6/caceoOe90pSF/Es/uWP+S+P/lwwOt43mQotzocC5+w/xxh4YCFZs4LgpKhewZLDoWSb/PZxzaAf0RpobixsNbnHrNzagLSc+0HGNV2nKQ3osQOsmJyzfemhwk3uDVu1N3Vhueh8u3jBh3QyVC3UD7eVhxVJvHOvatq3rsC/UaTs+I5u+emVCf+v3sCG08UYt5NVbs9SY/pXiysHbH5J3tv7h2QO3MvvKt6IG/mAtr94Y5jK/4zU+ULDG7TwoUw+JkXEBdW7aWIcyWLqz/eSAFRPo+NoLx2IN8sY5w5qAMoYxraXS9BFhyz+xqVzbmSOphyF9tFOvLdAHFnkPJ+aFWz1w47UBOrexHSfQD8q6NuuSheUHtL1xxeitQ1Ta0LD98a8xuUauh+vmmrlG/rZZ+Ftw9dpp49pd8kOW/RmXeQTQMXMyKHUe7jxMOwfqVQ7/kQOe1q8vr12zOm3M7wFaf9Cier0cTyN7wD/JuG+3Pa789eUlaXMyrOrDkn1Ya37J/uxx50ApFTFre/kzlFP5L777trVNy9IHahPROxdRlg2QFCx6jueYYMk1si+0cX6kyoVWQMcBel6ce3PpIypNHxG2/8Se+ukrE4CkLjnsymy1+s6r0B7oHMYVsGxGB6tf16Z8rg/tvT+oAjoO3Oy1NY/2QO9buOnr2oCCBX0ErD6s9TPGM2hbWVPHL9y/jtP9K3a2Ui7UnbFVcgSWAZTjcR9JgbIZHyi4h/KBPkBZ38gA3VPa+hOSQMdoYb60Cyn8WltWroDG1AC0fGKbSyhUtm9rfx7xYq+vADoWoHkDaFl38gV0jeN/9ou6P+pEd05fcB9L3zPGVF8Byx5udOy1dTxjp3xkyu3DqnX6yuSFtrDiGmMAy2f6Um0HcK9XDisO0HuiftBg2Y8ZrD7c02/pR36msHytF241jg3c9CP7FoVlCyvO2AE9PnNUmvMJhKveEzKwfMZG2QC420sjf0b1HwCd13yVpjykc8oPRiYFJJ0PbnwLf/AFHH7wNT/ukxeWzci93oT1DoVlA/TzACjbxDhT5d9Ern3vz9o/2iibvT06WHmmr83wP6JAzzvQ81HXBjQ3sWD1W5gv5SJs+8HSKxPKvwdtBmMHK8b0R+9455kxOuAu78j1IR3v8cCdjTphPNdMuH5w28/qzOVzIGHWJ+cEGX1FNmU+l47deS65NnL2uQQ+S4ypHXDMrX1jC/n6RoNbzcaZGjXX75JaSEcd0DWkW+RLbJF5DpKCktSWZ6G+Mem6pcaVAn0usg8UrH6PRYOMLU7Hc8y8ntVUORbPKn0WURA4d55z+4VmnkPG9cWbPlODvHbGEsqFtkLenAnXH1h1dSdfsGr0nGGsiPojL4B1ns5c7Wz16fWtf1k+sT030x5ff/WYcgbVRl4L65H3rO3YHLN1w9dRXP9KXv30GRgD6PlVZy3GkNdGvZAXjm1stJN/hL5An6G00V+c7ZTDyis/OsdiHu3F8LBsgdJeAGUbO9dOe3XOt9S+cm3MoT1wjPes1167kUm1H9hXP31YcYAWqYPFn22Nq4F6ebhd19amrdBGvXb2pdbsWNTN3Mj//+y9iWIcR5JlaycCIKVSzfT8/292V0kiCeS7xzwtMjIJkCxVqZd548qbti/usTkCJKWfgFsu/bUJ4JijsjYh/y0AbQY6HhZtZb6mZthcCpeGPCw/awzUDy9VfhPfUAJ3VriXz0age1ZnvTPUAZJvAugcsOjZ2XzK0sFbsro/C66/uef8APp6qAx7CvlTP9ufmv1/cHL4+oR5azoeJFi+cE+1Dc6xwCGOfU4ADbDs2oA+gdWfAUsPi2rTf6D8Pej7PZ+zffw9aYU2+5YK7Wd4M1T/HvSFdcPTx5xAmVOoE/qJ4aUDoFntQkFq7Xm4KptPyAPHw0y/0QF98XmTnl58kdYP4zysYW0ItFeG+fZtWy+brnbjzKctLn1DVQerT1h07FJ7OGPitZljoF6MbF57O8/zbIfV74f8xlVfbXCrb34fRtqs72/ohPn0tY425yv01yYVxmh3EwH0XM2nr3rr6iOU1csbO34vX17Kl3RuOIV/JWVtLLf8cLNVv+DN5lAf4b8D5J8QlE5OKaz69g30NaPemlJr+sCd/tXZg3pjKgNWHCxqrOshjAP6/JgY7XUd5nBul7zwMveH5+f8hny9XLSObsa5Vsry+isDnde5Tk6gz1F9zC2oqks2fZfUMF6Ya9/WbXxLjD6vORcnzjWTH50xonXJY31rml+dxyNlsu57aXMu6r0OXr58if6p/+q0tkt6kepTGfoJcwHdv7nHrl679YHOr67yg0Oj1gD6+AFLcfrWX6gyr7mEOjF808xPn61ueVrOesHSwTpv7EuYw9zGK8sbc56HOgErdnjpGeYyhzCfsnbzCfnJCxTcoF3oI4w9Q53wOjC3vLk8H4zTd85ZWHn1eQv6muMMdQLWHOXPscpAn7ewfIyvh6HfwL7scfD89Nz3+kuO04DEDzwn9m3LSZ+NaXxGr6+8+SZ3wvoD9Dq2kC/tIW9+tAmNgKRjgaYqXEOPn34Cls05uNb6CG1nqBOw/OUFLBlQzBRzcwsHdM3JEVXLztE61tM2ayxvX/oJWPHy2qSA5ADQOeFGzQ83WWdrDJT/EUztxxi41YAbP37GiZEfqTYBK1a7sv0LWHpYVJ3QZ+Yib5x611NoUzfQ56xT1jZU/h+BtWBdH8bB6k/enIDsm4Bl0+/R4S3do8+PyLBqvOV7rgHLD7g7h3qtcv/22bNvW+3bAkn4PcQl13Z/3+UEI5fe/PYhliYhqacsRjcUVizQOb1G9AP6XuUxF15TPru0TY2hdR3armwTWDlb+Ce+zCtMAevcsE8xeqn9jA44XqB5ThmrTerLoDO2Sp+5rajb2WrkyvNa+CJt4DqYz3rm8xerE+f6uG+whj6um1TIu1+RhzWH8dM2eucwsMbZRz//pKD3c3nrSfXpmLzozA1S8YA5hIotdd3fGE8UykJ+0PE5X0aW6q9+37IyyZFQT6reh6oHeq392zZAv+Q79oBZW3u0B/eTq8+XMm7ftj7/7WHftvqQPaB6902uIykkrC9AqQoo1+sMoPUek8oA8l3t5zoJ/d2X+YwCej/14em549Rp8xf99tD9f/5S7q2NNZn76H3bi/x3ybkhXahoqod9O0fnqwLiESirtwcBaG6o9+cS/3CCfSjrI2D5ye/73vOBpTMY+EpX16G/8Jx1Dj23q81+zriqm0wtuNXRV+PYzCuvzn5dd3sHClB9B+DQm0voYI5zrjlH1Nv32PS3jrCWkFcv5IU5BdzXG515B+qMFbD8px4seXylQFlD/8HI5gL6WOhrHgErDyw6ce/RygDyXb1ewEHrYcC9bXKe3eDe52x7iwe+UgPdw9kwtYa+ZXNtxNc+xP1tbJvn+AJsxR0oILG3j7mnBtzbbl7/Os56ZoNVS1mcdfJ/FrY/K/F/17xAH3RY9F/ZJ3ydcw7m1AGGbap9Tjh5lVJ1Qvk9ALVt21fzMX4wNzZzja6uA+57uaq/IrD8jNcI78tTR2rtiZk4WLHKYnyAnst5PpWhfIY3ceEDSJj/EQnLMzc/tLrxOOUdPXDUMhboNayM6dsHh/8WibWnnrz++kjhFpfQzgHIdn2gdRPnXNuYL3lzCODop67DGOcnVWVNob8yrNyAYtcBmuoj9Ne450EvVYabjzofsurlBdCbL18eCnX2YA6pvtM7LF991Al5/QTQL2fVuYbmkLemMBcqcpyyYCUvzvxs5vxN875tpc2/4uKmTh4oIOzXf/2n88cGWKX9mjl92ZO9CtXOwc2TGzY3cNOnfq6H89BXeHz0d62NtVf1q9f9OKZAP+j1tRPt+ptbnX36A8ElL1nktQ2U28eXinlZOz6ti2xf8q6HtYH+NwA9f32ZC6xNcdZu7ECvBdA9wpL1L0eOh3MSQK9t180PBPaji7lcC30G6gejszd1+gOynU954s05/o8U6F7V6ydMAnTvlQHLJ2x/9E2RfC79byapNE591831sG+b6iO3feoDHHnVGQNLZyys9dB3UBn6ibAdP76Aqr4OzAeUx6wylEO++TGPMOYMdcJgoOchbw/TlzwsGyyqj9AmAMXj/LQn47VpkA6ArqMMiwd0O6BtBFg2dWL0UqDXqTK0DSLefWaO2u1L6AD0OqofVMaZj/gPfYCe3wTBOtbfkoE225drJ+RVAp0PblS9mD7H12MLq97onDug+1cAOvdXhqo7FSw/uKeTG1ZN+4HlMwmAYb9LjT/juwFXB7ivAfzQvK7h/1Iy/ZtUXvrPAtZ8gLtU5hdAzxfepnMu3AVfhW/Zri7fJbDqPjram/A54nNKeG4L6wrtUmOBvh49jz23BFDfG0DPXz/4mgc0NazXTL7gpo949wGOnMYIHQBJ2+xPtCJfZx+4+cX0T32sMXhM5Nq5Xurl7UHZ5yLcrkv1A6D7B/r+OXGVAfc2oO/rjz7TjzRhRb5ESAEN+9jZOj4P0tbpL/SzH6myvOeF1Dj7l2r/FrbUsjfh/sJ4/WH1IH/JizHrN3/dl7R/eHVn3l4GgOaEXrp3BfPrLw/LPrxx+7YV/V/1vM9zcq/nnPZt638bU9kXYHN96GvuqSEvzKtNyJtDXsjrbw8DY0YH9L/haQ39x6ZdXp19mFd59q2+RFZnf8eeNbmsAZQ2a3uc/Kd13I9SVUBfw+bUJsx7yb60MoC2Gw/02moHOufoYdm8Z7iH1mfqVYayc1An7zz0laoXo5cmpD/qhQLQ/Wo3TnrG6JyLayCd/ow3jzWlQh0gOQD0vLRPPqDXANYcK2PqAusl8PUPfKiPuXO4ls5XefQjm1+ol+oj5K0LdE37Vzd+QK+B+jOArml+/SsDyHf1PtR4oH/OU6mPuoGy+YzXDitWXmiXwr1e3XsAuldYdPzMJZSBr+ZZ1wErDrhqfpwAXfsxAuhz2PrfgnHapWL4pheqf266xPIdUOu/m3/k9JDI7kMKt56U/2x4zIE+X4DjvlcZngMhf+pn+1Oz/zdODuvgexKJf7ZV4EgBN/5QhoG39TEdJ6C8sCcx/JkCxwlT7wxjPbnOUDd4J+wrtf5AAW0zn7oW8uVJCnQ/lTE24IgZXcxffXwIqPRmd84F3K2JOQb6C6AvGHljB0D3MzmlPgC0Tw5Y/T3OB+iboDH6A+XwQeBGQMhr9wFvPv2UYfkCXR84clln5loZxgHHHGHFxtQ6oHOYuzKMF2F7XWH5Pz5cgbabX/+pObJ9uhZA53cuQD+Gnp6aAAAQAElEQVQ45yFdGeqNNU5E1XOZfqT6q9fPWm/xxlpPf6Br6usLPtfSHEIfe9NP1HXYB9z60w/WullX38E1pOcPtGh9GXMbK2DFm9tetANH3OQzxnhleVhx6owR5pBqN/fT01P/llmf6U8f6wjnLDWnVPQDKUnkjQN6nWDNe20Q019V661lfMTat60IA5R6e9Am77mhrd4YsCz2aF2SxTh/KLAHe55ezfnTx586v/4eO+3WcNMrbwllIW9O4/WXV28eKaBLn+fNnL6sfRILbr5jAw69PcOS5cW+ZU2iy/eRylj7SNGOVZYfB6DnZ3/mgJVTv0Fdh7K5nNtV1US9gBULHDmBcmiXCtdNmEv9GerO0GaMkB/b9KtenWtuTqA3mEDPV7sAJAf2bat923LOUkQrPAfEvi19r1N+4NM2UKePNe0HKCAZsh+LrwzQ52tl6DOwP2HsrHVcOh44qDoxPvoLdbCuRVj+6swvPQOW3RxnwNIDh7vxQgXQfcz6Ggurpj0I56DvwFgx8nv07CMPtCssqk4FrHrWsZ46+5ACfXzlhTFCHm55gJ4HoKkBN968gzbmC+gY5x7xn/rYk/hekrd8zjpYPakT5oO1Psozh6HqBNDnoOsGlEMf11TA0umrDei5w8oNqG5dM3/gC+geYOWylgA6L1CPA2iben2lZ7ylO9t/lAfedX2rBtB9waITDDQLvGlv43e+rCfObh43ASuvNqDX863zE6gZwNGLOo+78L4tPP7n3LD81QnAsAP2Jg7FDzBA96Ar3PizbC3hfKQDWNe4snXt177l9XXfJG+uAawasKgx+gig183nsLHCP+GmzRrPT099T5FX51rtbOUgX+oG2oyNunxBNdBvSx2pOvcu+7b1M0adKJ8Pgbn2bSt19ukvUc1rTudnn/rM/gj01LqgDShYWNr7b32cj/nkxch6Wk8d0HO330teevonM+dP8OnvXt/1cv19xqZi+fIOKO3CPGJ4fZ1DZYweiLQ+1tJ337bj+Ttrt29bafeYjE5ZuH6u/eX6YrBz5JeqsO5Z1gLKOdtrZdiHeZT9d78vmaPzsRv9Xf/LNZ+ysI4xQJEcwDFXawrzuYZAwbJby72n0FYZ+sLqr2tdj791RFyO+LOv8bByW8v9putqDvehwFc9GS+A/tOr428d4PhZxz7NaS7rjN1Y167XJ/7qtQtY9WDNBVZv+lSGsSJs/2xqHqFsHXsxjz7mlwKaG8DdfPQ1Nyw9rLqVoX4A9PoBR7x1J74yxnd0QLSVw3zpXtWrAI5cEyPVPnj0g1sM3HjjhP7fA9ziYM3TWHGOheV31v0ID7zrZo0zHh2BY02Aq/lM5b9GTvOsr2t8Q9X4VY7VXjOAYZvCvdzKP+kLVq1ZA8t4bkr/TGx/ZvL/ktzfKAprkWHRs6sLf5aBAs6q7/LAuzHAV/HWBDoGaDvQsoJ2Mbx0AOTkXb+hHB9YsUB9bxgjfsQP6Fr6zw1IvjLOVJsy0P7w7T70FZ7owngB9BrIax8oC2/kQ2H5Gi8qQ/+QIwfQ/VTG2eYDKKr+qDen1Bu3Dwc3Hcrqp6Yy0Pmspw2WrE0/KVAOc+mnXgBHrDZYfsacYV5RGaMHOta4ytAO9/FA+1gT6AdLXYd5gF4X+au6NyquBSx/+xQ+LIHjIa7/ufbI1nIz9ssvv3Qufdx8SMdn8rmu1lI+9wDoegCW7BxVSoW88eY2Xh3Qc1Y3sCeg5wqL1hvDPsyhyRjjzW//Qlm9PrNZ0VfM+sDKP/1IhTHG6utG0s2jGyhrug7m9um0b1v3b4xQbw/G+Y+V79u+NqipY749m00BJPxyrLmxxhhrflh29e9Bfzf42mnh/gs41tDaQDvo7zxayBdw56evmD5dC2Pi2nMFZI8Y4OA1+NfAhLxxQt6cgghumEcfseNnw7yztTx24JDtZfznGLpm9qreGKDXtTKUB0B1/VCgHLDo+Ehh6YD2NzfcjgfQP/DoOwCOHkfnGtuvcl2HvDpt8kDXAMqhTmpNeaE8ALrOFqoO6Hj9Z26VYRwsX7hR9QP/5G5cOx8gewDovLD0sOjEVgZwxMKNj6k/ztOexMTJA/3b/OGB9tdHBujayoO6jpGlcItTvrocPSkDLcsL/YT8AOh6009dh36PgJUP6JizvTKAfFdf2+bT/t46aNdZHwF0r7DONW2P0G8A3JlhxWm/M7wjAEc9XQDJnU6F+YT8GbD81Y0d7nVA59NH6CcAxW9CvwHc/NW5pp7zsPRAH49HHSx7nYbx4qR6k7WGBqDnYIwAulZlKL+FmPoDHBRufCu/8/VW3rPO8LMMdJ+Apr4Huh4Dzzfg8FEP65xxrt6TpObsBN/5AtpD/zNUAr1GcO9T1wFLfxUPAnR/KuxXAIq9H5r+rNfKfA0PdCwQbd3x+ojKANoW9oc+cPOHxQO9tzKB6yjM7xpKp29AlwPaxKF4gxn7Wzm0DYD7eeQn5rFJjc+TdK3by0tTy9mrIALQOeB2HrjGMR0fcx3ClSHU/CElL/WZ1HmTS3nigIIF9QP3OT674Vb7HONaWkPY01nWz1rm0ibk7SGVigjG6WecewV5kZtz//vTsJ7j+sW94CYbo87+rKMs9FU2j7X0GaiTB/rcdw8Ka27GiboO8/qi1BjXwZ9XpEAfJ+djPanQz74NV9bmnKTqhD7KQtkaU9P9lnHqBbhC1XMGknq9yDKHMfYiheVXGcDdPQVuNn1dl6kJy6YszGtfsPTyxgjjGte9sTrhnt05Cv2BXld9gWOdzD0Ajh6d7+jPtDKAzgWLareGkAd6beTNI+o65O3JHsVV3QTovKM3XlSGOntXnhxSoS4ud5/RawOOvEAfL/PB6lPe3KIyjA05PuYQKoBeo/oDwxwDa8LqZXSTEt7Wj590fH+UAneucC+fjbDqqwP6WMKi6n6kvj4DYwaw8jj/R91ZHv7PolPfY22fsPqynjrpn4ntz0z+3yG3i/qn9vEDf+zWH/AfcclvoOwLbgccUHVgeh86Blh+QN9AtQvtwN2FAjdZ+yOI4lvIXaq0+6CUXvJbMqE+oSVvbU9WIa9egBFy70N/LwJYc/HmPd7avBlqHwAFXF0utRXlv2vSCG8P/nZQ2Nv5t6p1HUDfPH2oCWtUhrV9YAkfDsKHupuAM/TX19/Aff7yJZHrY2319i2U7VurvDaga6s3j/XlYc1JXgBljkFlAP0AgeVrvpmj85RPUO3bdsDjtm9b1oisTh1UX9dIfyrDjWeObcvJ74uvv/zlL/HPS+6X1/LfmrMXe5Na+8uXz/X77781Kid4wurTp99b1vYptsvrS0zGf6qX+D8/7fXh2T8lWJ3799/j/+lT/R58+vy5XM8v2eiKl/QD9DnuMfGvc3hM7MG1A/qvG6uzp8oA8p2SmY89ugnSV7uykAf6N8whJRKRqb+m1ku9vHzJDwafG/u+Zc3t4aXl18xHnTBGarwxnz9/Wj71WuzU0/N+5H7OnJ8yd/0ul9f8FvYpWP8Gnh0Lj4eQTzMln2VNmUt6emm8Zk0umZv0xXXK+QcdkbX/1HABtPuy0waAkIUt5wIsnvDH+ZcgY0TY2rOR85yXXlLzc46NNnVeE7DW/sPzc/sCafnSAMq8nkP67pvn0Et9zjF2TqSA52XcalG6v6gPKi+cq5AHupYxlWE/5rO/FO51irrmxSWsnoAVZx/XtQNq2/ccry8JvRx2a7mu0lmrylAO6Y9610XA6h1WrbOfzuaSGgPLB+h6rmVlADV2WPnqOoC2WUsfMTxQX14+5xR5rf1pq+cPT/WUc27LueciXHIenqFuwFZVVOb+mq/XHIeqfaMREtOl9epGTvetq5y/l1wHlbXs+eZZtiVC9No/yOq0iT2FRf9PcrL+1G2YS4xG/jXnHlC7vqFAAeXwut9yTIXyGUD7GW8eIS/khbwxcQ3JfLOSl8wtk2xZ/WvmKR7120aJ0eurLOTNoc1YIa9uoI/QX50+Qnnftxqd9wz9lLVJX3J/Euecw+sr9Bud/EDdwHp7zhvzCuO0qRfWmLj3qDFn6HeWzSfUizOv/D2M/+RUFhM3fQ/Vb3ipzyHnYYzQPtAuRjan8kC9ukeYR53XlvRbcB3H/5xP3jrahDmk4szrpzz0zAM5T/65z+V6DUsnE9DXDjCqXOqXhtfM4CXPn/16XRqvLLQbCLd45Uc8Ws0hzn7KA/OKkfUzh/eXt7AVJbQNHX5n6+f/5HqPghXqzQGkgqZ17/DYPOKS+8lAW0LK476wlc/VS47Btm0myv7jtXWuo4qZr+v89PR03AfVGwvp4QHGCfMaJ875vW8a6/5gT05tk0+bvPHqIXf99Pf65aV7I4anHHOf+/38iq3Xctv7ryZX7v2X7BdzstRmbO7fl0BZGL9vW5ljT56pBWvP8Py89hP2bo+VAdS+bVm3rYBGXUf7b3vl1p390usB5Xi2LC9enEP3luAcstfw6/5K761cD9fdef/08WP/Cce//PxzEffff/utXrLX8hfJP//0U8/NveuLOTM/52GsfQMFK6f6PfM0p3bXFyh12tS9Jq94yR7rS/ZIUuVLri+yvvJnnXKl5ratOkA5zGd+cypbw/WxJ/VS92P+25baXF9jgN6Lejzt07Xa2DLHBbN7DM37Yq/py2NpPv8dUHMBaWmdu9bS19yes0Dcs+BpSl97GoyfvuaLS3/k1QFlDmFvQt54eeMHxoiRpfrpr682c6r32PlPbAF9rLro9Us/oaj/8M7gNYsj/Ju3WaBKcJkbKIdzF8bBOgesJ4A+7vor+/MMrDhrDCoDSOqFiL22UmOFvDkGE3um+gh1UtfetRCwjgmsGkDPQ5/JP3PYYoPYA6oybWrftr6Gzf09VIY+IV99gENnvfEDuh/lR1SGupAf+3jgTqCoHMaFZAAKvkZMdx9YPjelSZWkbyMhyV132DbzVM/PJoD6rxoea9fStRdAeQ7AOj/qTx7be/ltSrxnHz2Qxb1h9H+EwsrzR2LPMbDyAH2QYcl1Hc5r4AEYwPIDrp51NzfgXi46/6a+MvKwyJ022jouUqIeu3Swb1vt2xb3tbGLW/PSMzwplO3RE0Nq797kvImCFapgUW11GhMPrF5T0zzehNxETD5vZOOrTh9hPm1SZeOArucmQmxU5kJuSFvltK1LfmhT99PHDwev/JofnIT8077Vc17I7BG+5MXN57y4Cts5jBf6+APEJZu41+R8SXxK14cPz5kL/bLFej6cP2WD4AuOSx7MdR1AAeVavWSjYO/CB683/0952GurHLenbBL2zf6rzEFy7NtWf//b31rety2GS17Efc6mJpuxPIQ/5eVZxfE1dzP2rZ7S13PmvD8/lfKWmEtyS32Z54PfmtavDB+AM79L5rjvWx62eznPz1mTp6xPirasjtQS8q9ZD9evMpzTbB5eM3/n9JL+pHvmJQ+UvOeMshsRoU55fNV5XpjHf6T6NXncdKmrzEVfY4Q+1n1+fsqmHlV/FAAAEABJREFU+VP3+dNPH/v4eFzmODmXj1kX5Zccw33b6uPzc3l+uF6b88zBd81cO6FO2ReR3tq3fc8Llg+1Pz0ViVfnC8ov2bRVNr3+36p/+vCxthwQ/w2cSzaX6l5z3IU+2nzxoV5KVf3b//m3vKZ5rb/9+rf6nJc5SVBfXr/Uy+Wlnp736nXO/JyXmDn8nperHpun9O78P+X8fckxUTbG45kru16S65IKX5x3fH/56y+VFuvX337NcubMyfG62P/Tc/380895Ofsh59iXcu09Zy+xA33sgPSTF0ZV5TH3fHp+fs66vzTUKV9ynMSW80lK1ktcEie2fS9lj5/21xzjlyDmXFebpK+Z33N+a3MzuiemfdPPlnzWkb5mzjl0mVJmmTlernLlfP7s9ZXzWB+o5Ca54xcfdZU+o+i5mU9YZ+bxMT8EWBNI7NYw5jU9+IOkx9DzT38gpktdcty1GydWj6+9PpXRcur2i+5spj/mvLT/L+lTVPpWlr7khXmylvKer3x6ntoO5Np/cd6J89gLzwt1Yt+31P6S9fyc6pfMdatLfL0mfss5MHOOsT9Az3PLGgOlHUi8Ob708Qf6+D8/P9VTjv8lPXxOr5+/fA53KdKoeE0daZou+Zesu77K0kvOS4+DsFchX8myJYe9f8p5PTr7JofQa8BrwfoRC2hUxiVrO4jY92jlmY86QNL3Ue87CnvOLyE/x8+Y58xP3TmH9pecr9ovORcyuXmv2lS5z4Nc+1tRA88ZbULe+5rzrAzzhxTQULYGoLqsKVrIl7z2sDmelzsAZW/OZ6g83Oeyhjj7VIa51YfNufPS/egzenNp+5x7H9B2dfoYZ1/6qtPvDFj+QPf4kvV7zfF+ybnyxfODqrn3qqucB/6wJbwfj82Yzznv9RHK+kiVtQn9hbHCfONjPWVhrFTID3wWyJtTmEOd1DzWMI/QLuSFNp/J4z+5pcYL/c1jDalxQr1+b8H5mNNr7zXnYZ+DOe+pijuNfduajm1zvYN982ysPvdfcv/RTlXt21aej2Lfls/YcnKVvtai6vB92lMjvlsQdZ+jXk/C4w+U58BAvwHQ5w3cfCB3u8zD80d4LlXGI4UVay77uuSea8c+V4X3Za+vynNtZyuhfaBemNc+pSlz9CMv1A+Ansvc6437kvM/p27NsJ+ZK1D6jG14fYT61/S9b+kqvrDmBIta1xig9J+8UuXK0Mf9W+Xa2TdKkIZExPL4qNP+6rWSe7S8UP6SZ4730S3Or7n2RMrVU/YJ+25fldpUJafQdkmtl+SSPj/7QnIrb3ov2WeIS+7p207t+cWC0PaavYw2qbL6p+c9+6mnfq74LLxUleez2LYt0vq4BpecE0BtRTlecs67j+39r7b0t2cOd9hz3INNfWjCczxe6pL+mw/9dJ2/z5OnzNk5up5Cvz1x6tliiX9Slfki1UvWwGeT+/Pffv21PA+3JH7Kc2SuoRQrXyBqs9cPz88t66fOGl4rrsnT897rQWq9XtfrkmPye/Z51rLHn3/+qaz9H//x7/1L9p+z131KvS3r4nn/88efsq/90Ou0bVt9zP5F+pp77PPzc/2cl5nK1vySNXTNneN2PV4ff/pQP/38sfYcO3v4kv2ox+35w1N9+Phc9qleu7hk7S9ZF4+FP0t88vzaKO9Pl9h+z/6tMp6yZ37+8KHYshdJL1GVuo/X/vbMYfxdp0t8Nij1PmPsX15/45SFc1c21jlVxnPmqU5/YQ/2Zx59jNNf2b/ivu9betnr+Tn7eir7hd97bV3nx2tjfLVdMu9ty5WWee7pvzKsFVJ//etfy72xNaYeUEDOwdc+5/V7Tq+eEz9lHaSeL54XLzk29uqazpyBnOWXuHjU0kHq6hNN5zWfcZfo7cc12LYt83rudZSvDKDkrW2PxgCHn/3at7krw/r6j14adee0jnmsBWt+sKh9mHt8zWFO18jjYR59vPZf03MmUUK9qAxjgHDVzyvjjQF6Hf0ZOgvS/MTYkzDWQP0FrDzyQhssnb7GAH1snP/0rk3ob9xAWcDKoV5ZDA/UdkV7Oc8r1APV/0kfUNcxfSk6R3HOf8n99rLOjG9+p9Bhf825K7y2z2tqXgFYrmYNWnjnCyhY0MV4exzAzaZ94JoK/YDjfAJySDMj16mqz0vPr1kHINrbx3pCDXDXy3s69YNtmH+W2oT4Z/P8T4vnOw27Jme85372kdcP6JsVrJPCk0Voh5sN7rvQLioDbjZ1whxieDeLZ1yyMRu4mRQ7W28kx6+yuXyN32tu1pdcUJXLa9vIiewpdekXUr/++veckHVAu7AlYcy+b203h9AutL9mAyD0e84D6imbFOXfsynQ96ePH/piSYZyA/Dx+UNvAOT39GuP9i72LV5JCqTeWk8vcPv3JuBNzzUB8kB86gvvQx7a+/XhdskFKZTngtySUxnom8XLy0uZQz/hDzHmFdZSZ4zxzz78kl8ZVj/GCv3g1qe+vsD0YaTNfPoZq5xFqAFVtW9bNr97XmY9t56q1u3b1noq6mwyfNh+TA9uJIz/nBdGbkDMH5deA6DXCyjrDZy38/B4OLeBfVFrSF3fS2oJ+YG1Xffu39xZZ9Lfa9ZZpGjXY99qu4ItGfPJ7bHku4f9qbbEmcfa0lV9fSurH0yf1m5kI2u8a+x8hMdd6lbjNee26+FDW2oeSBNJLx/S9fUX276X8zCn/QGZCmWeL6nliyKpsBf9tvi4/kLe4+EmWti/mDr6GyesPzbtsGrBovq6VkUVGw3lF6+rzKscWW+g7FVUhjmBvg5yWUdTZS7t2lwHIa89rvWILVEpWXu+zohYGJT6r+njEupx+D2bZddYXsj3Bid5gIIg/MV+PTDh/cz9aCtK1HW4Nq4RJC7Yco4MnMfANTenuIYW3GJGJ4Wllx8Aw35FYdlgUWsMgF7TkethjN4+PTfnnNTNuYnlk9cmWRP1Am619IGbvPzX4gE9z4kBZA9dC/maNYNljypLdilzC3NqGWzxE8pxLKmQH2gXkDMhvXucPObCnI+whrA2dLYCGj6Dxja9SgHd3wWkdu5L1rrkHMwdMe29xv/SVJ2IW+rUu9j3nHUp5bnsD87iJde5+bYtBs/1K8yl7gx1+grrDZTPUH+WJ069sL70EeeYt3jz2I/zkCoLeXUTY17nNXW0+zwe+1Bjh5cad4Z2Y4W8Nv3kxcjqxMjaxKPOPN+CMQNjhTmFc1H+R2HswNzWl54xObXJj7/8+MlrV9ZuP0JenTbX2OMglI3Rx/PMe7D8Oodv1/W2eU6SczbneK6vyxWVceYjHh9Y/kDfl8wh9K/rgOVzFXOdpGY+I79FjT/3pw+sPFvonuflwHoD/c4wz+DQX2ujwjl6PWc/OnuMS2Rt78GwvjSbycqa4wH2LqwN9JrqDkjK3u0ZOGz6GiPkYdmAjpkvxUvfe5YG7u2X9DI55PWaWsovmWslBChAc9+X1T/GAe0Di+psDulA+Qz1QJ8PztP9jXvr3k/jOVa1b9pJ7srwgKz752ue7YNL5rjFb99XTFY65866137OS0jP5RfvmfFLuYpr7XkJJ774Ei42c5nH2Mnlc3HbthJA6t9/gHIPod39s/6f89L617ywvGRtfTm5pVjcjn6UxSW92Nceu8iVlJcwX+qSeSk/7VtdkqPPtZxnPrvMLeT9G0NSoI+J+pccr23bas85D/TPDK6pOlj9A21Xb7+VYZ1BxONzSY/+TCD0B7qnS/oS4wgrd0nOiIM9Cv3ty5rS18zJnwXsTQAdngIlLrHrY6w0qQqQxHzpuTlf+zKfBv3USQfmFkDHD28/5nbdhLyx6s0l4DZf6/iCV/u//7sviH/vl5DWHugjLxXy5hX2Y051/kzkfst1nZpAHxft274X1+No7Nln+gfKYe/a5WHp5Afmg6UH+mcuezOPPbkvNh7o89z5Ce0eK2llqNNfyAPtX9ehn7WE/FV9+Bgj1EvNI5S9R1JUrt47QHRZB/MBfZ7PeqhzDSGRQZ2G+QfWkB8z0Cws2kK+gAK6X+fgGjl/Y0WdBnBI2gaHMoy6nKjhvv2Z/tr/6io/ANJXXfE1zcVS7yOmf8FneplUYE+M+E/R8/xh5YRF/6nE1+DtSv8wgVszby3EH078PyRw5vwedRrahsoLZSEvHnkgJ/XC2aavUAfLDouqO0M/WDagTeqEJ5Y3tlbmyxsGLJ+IuTYvfUMZ3/E/U23jKy+A7lu9vuqEMtxs6oQ3E0BzA+ibTGWMXWqvQOdWFsbG7e4DywfoPLDkug7naRzQc5zflnlDg6XzoeEmZf2Gbu9I61sT6LzmEZOrMrQPIvZHH1g9wI2OHyydzrNecNOphyVPjLozgLPYPNBrZc5W5Gt6CdsbBB8WwrzOwxu6PsrO15dAsPIYo14KSwf0WsBaN2PGpzKsbT64+Ud999FnYqTK5pHqqE4KSPqYjc1jZn59jHEu2pSl6oDuUT8BK09dhw94fRWNE7DmY76J0UcoW3fWSh/rGC/0mU2pmzR9XVvjtAv53sjnN9OwapnDWOtrF8bpr16qDPR1aV191Q+U9T1Dm3qpkB8oC6DXCG5rY317rwz9Q3oDpn56nX6Au/h+KaguqOsA+nw0HsLnZxX9rAHcjmt+saHeMOtIgbv8zm96khcjAzUDVl646bQBRz7jRJ0G0L3CPR0XuNfDqmMeoR8sn7OsXlnI91qEcb6iMvdHXPJLHm3HD31ZN3UCY0/YrBlZmgXNvudS8mcYo00K9DwT8u6ne7z6Ae3neg9UzHyAY10rQz2smIgpm+ZlrjC319HjeaQstJtDXEOaAF1Hu31oh5tOPdBzA+pbw1gBtP/Z96yHZYd7qj8gOWCcmN4Ow5UBuhZw1XiobmsD9PxcA/OIug7giHWeV3XrhpfC8pP/HoCud85XGcpAuNWf8xEqtHntnntTL4DuB9Z1YYzQF242c6gzRl4q9JUCks6lXbTi+qUMtB3eplfXr8499bD6k38L09vYlAf2KP/Yw/gOHfv4GwOrV33gxmsTj3qgjw9QDn3MN1BWDxx+sHwrQ/sgYn9GPtM2XL+AXter+EPEXI+O6h6hD6z8cE+1nQE3+1v6WV9t1nlcE/XfAnC3ZkA5gJ6/+cw70PajMEZfoGvYa2Woh5VfXkTdH6CpukdoADpXZfh8BFr2WjQ/rPjKgBsfsf30kR8APU94m9qDvsARPznGNrROYytKjA0i52UFrGuOqvK5pP0Mogf8w37h1n2nmXzNsQCOXrxH2g9QVfcDKNdFrfulWS91QO+BjdVuD1JlIT/+1lA2hz0YL4zRBuk30Gfg3Ha2rmHM6OVFbkg9f1jrYS1hTn0BSdkLLF4FUIBsUqxnhjFArxnQMT5XfYGm7RHWF+qBcshLreecpOqArqesXQBdA9Yajt/4TG71rpPQBpRDvRQofcXo9LO+dtdDmxi7+uGB/lOm/rzmi2agX+DpY6xU3zPUidFZy5rqBNDzlY93MCwAABAASURBVLeukNcnlrahIjBHSH+AY39cGcYN9BvY10B7XHsN5txShrUu6mDNyZd5rqN51At5oHsyTlnIw9I/yrD0+mjreUU3Mtzs9qePNgHLBosaq482eaDPyYkZHSx//R5h/PjD8gMe3VoGjrm2Il/Gh/QH7u3mFRph2QDFxthaeOdLH6EZ6PqP84Klh6+pcX8mpre3agBvqf8hnesrJgi+zglf68b/e3T7nsMfsX9rUf5Ivv/JMZ6sAtZBmrWRise5qRPqYcUAfeLDPT37PPLKwtoCVqw68w+Afph4Ix4ANcObpSegMEY90DHmNaYy9BP6qHvrARi3/phL6CuAI19lqAvpOfsQNa8PGG+63oSFdmVrwXoQ+iDypZl6cwB9c7eWUGecMfYOlDHCGKA3LOYfGDMw1jxC3hxD9Tcv3NZO+wDo+QCG9I3aPEDrz37yQPvA6tGXoa6BwfMwMl5ZwMoDK841mzlpF87DmDP002ZN+5cq6ysV8oNzrLy9eKyNHV+p0G4+Aag6ABzzhtWzRn0FLJ05Bpe8oHn58lLC38o9+ZvI+Bmnjz0CfS4B5QC6Dixq7gHQf+TfOH1dC9fMXOLly5fO5dyMAXRbumymre+5o+/k0KPl62+I5Q0Cug9z+e/muGb+CceN9Zv0c+3JNXHSM7QDa8OTeHOIVCjXxXUS8urkX/MiS3nf9hLqKwPId8LyW3MZoPuEUBWBvTkP12DPmjfdtv7TtPZSp+HLMnVcdbOe6lQB1fHXPMObVyjD8vGaqusAuq+reBD7MrcYHihzidGNfWSpgJUXqMdhzFkHfNUD3HT6C2Ng6V07dUDPuzKURdiKl6QBNPULFu/5NTDX2CD2/PzhegmIrPEKoOs5x8oAChYi9sdj1Uy+4GaDde3ZIxDrj32AuxrGT29AJ1EnWsiXx+jsI/+ogxUb9/7ATYYbb94z2vn6pf7Kdo/DS60pHuuq0/4teEzMbaznqzDOdddmrPaB+sHopPoJoM9d84izra4D6DnAPbXuI64h7xJ7tMbA3tRJ1cF9DROpF/JieHkBb8do0xeWXfkMuJ136mHJcO9vjrNd+T04FzF241wjj5dQHsB9HfWA5E2Y8y2D+oG19FF2TeUF0MdQXpsUvtbZu3H6wLLDouZWP7HKsGzqtAn5R8DyM7fQ74zxVzc8rJiRz7az7lEPjLmp9oG1z1CvLBXOSRgIKw/Q9zb1ZwC9psBxDdUPDlixugOd3/PD/JVhL/bl8ZCPqmvJnwEcscZrqwzzCCDS+ihrF2pg2WBR9UDX0W59qXFC3ue6fvKwrpf3ZH0G+gjzCGBMTYGuq8/A+oPRuR7qlA0E7uYPlAPofPLj6/pYewDX/rN36rzZ6+njfVAKuFHpfbE5BHCXV52wjjBW6j7EnNZy7yVVN73DLY/+Qp+hsHqD9TOCtsknf4a9Wtc6Prthxag3xrrm1X7uVZ2ysC99zQurN7in+uujvzxQW918jNV2IPvnOV/UWcP9u70CZS6hTZ1/RVifOg1Yc9EuNAF9zCvD2JD+WB9WP/LO/wx11hPWMVadefUziWskr14K6zjoL2DJkwPoXoBymFO/gbJQNgZufvqLsXucgCPfxfPy85f+mVLeHOf+4JbLHMKeZz5ws8PKq8/AfEIZlt15w+LhFq/f9A8ULFSG8dpFxL5e5M/QR5v9AbJHDnXC2vqJdnjjy5xjN0bAOpf8wx3nEKBrmBcWb6zQD5YOUOy+H32ds/DYCFi+QOcGjlh7ayFfwGEHovnxD9DngL04P6mAde7Z/3uoP3k81gX+8DzfatU1tIY2+Do3oKkxfgpA9yH/LWzfMv5RG/BHQ/+vi5sTFugDAvcnrROGm03ZAymGl3rCm0vIqxsfQLEBN14FcNSFr/lHH+UzrHeGtc/y2ffMw63WW32OzhMc6A2juZW9wVSGdUL6o79oIV/yAohUfbMydmAOoU875EtehO01kRfGAMdNBm45tVeGvcHST14fLG4wYu7+p1/zTZy+YnRA19HXnPrB0imrF5VhXEh/jPeGO7rxVdamE9DzklenTT9AVa9RM/lSbx0foPL6+sBwPvak3r/SENe7jzZzC2M0Aj2nytAuwt591J1hvLJ1rK8zrM2Nun1bL+b0GV99hLMR9q8szOHxMFaqDehN1cSbS98B0L8xHX9zjG3ftp7TSzbBxsHK5fp8+fy58zr/fVt+1vOF4pmaT3/9jh76ReD6KyoeT30EcBw769mHFJZefnLoPz3rt29b7dvWLwT3bWvqy1H7kebA1+vLS1F12PZtq+2Ue3qMS89bXzer1rK2dqF93zZJb8TM3UK+fKGlr7qm0UkHEauyCRbqlI+cpJ90OHME+pcBQEGgc2ANINz6uN6wZHMOtAIr9krHNtTazk/A8jVu7FLlbwF41wzUeT7WEbBitBkMdJ9nHih9K8M+PVf0B2rmbH/6AOVQFvJA5zRGnX7GSYEcoktjfIcCsgeMPYQrA3RuWPSqPghw8NYTQMdoMKewN+H8HqFewIqDRc/x5nBOsOaj/0CbAAxpvCW3IV9w84t4fIz5FoCeF9DHy7kKoBzAYVcemNNevQYFGvwlQOAPN4PRS8X4yv8rkJOg3oK5R2/Nfdv63iE/trmnjE79mR9537Z1r6mM0/zMr88/A3N8C/9M7h+J9Tg+IrPsj3qgj38r3vjyHFANHOcPUA5twjzKZ3iOCaDzA4dZ/wFw2OFrfoL0Hx4Y9rsU6PyPjrD03+vR+Q3sQUwuoNnRnemZb6d8Ad0L0GvpvaG+M6xtrjMmxN7NIdTpO9AfVj1tylL4Wqf+LZxjxg4M29QehIL+AuhngH295Jekr9mjiIt7i+vztU60n5n5ZdXoRr7EB1Y981bGmcpP7Zm392n1ce01lj4CVk71xgNlvHED9e5hgOOY6S/08Zo2Ziu6jnMFyuH33GeUH2H8wP2XtXzRJjWnz1JjzCmvrzahXh+g9x/y6oACupfxcy20n2EuURlAH6fKUCesKSZHTJ1X3QDI9Nfz2dzGCX2lA2XzCFj9qfNc8A9i+Le4xuZ6aQMkDVi8PkKlcxLyHp+pJT33AqtH99v2DSuXcUDP23hzicoAWm8toOddGUC+fQx5klbrYeWf3ECvPSz99OLPLB5b/yabef1DGs69MpTPMNdg9PYmnJ8Aus6+bUev+mrTz7r+Il8dUP6nTb1UDA8cOSCeVxjr2rh2lQF0TVhzqwztvgD2/PQcdk7yQJ+XzgNu/kDnMHdl2If9KsPysy912oD2lz+jMmD1aqwx2qPuj/zo5KcPdaKd8iVvv/pE7A/c8hon2nD9gmW/ik0mXipUSoU1gJ4HUA71ZwAF78OYfwbnWm/x38sN7/cGfC+87xPvOcH349+LfdSf5/ZoO8vjd9Z9i9++ZfwRmwX1A44DrSzGJv9/P96eIdyvy3lNgA4C+iLygoelqwx9BxHvPme9/NkI3B2LR7u+gKRPYO0DL2qhrIM3CfuSVye0eyOTCm366Av0ZkO7N0512vQBuq/h1Z/jgaMffbR745X6JyHN5U3N3NqVJ17eG7rQX7s2eW3C3o0V2pS90Qvtwjhr2Lt+sHqePIAuDXX6CvMJDeYd6COAY+7azG2cvDGw7LCousnnA9aXgfZpjGtinLJ5BuqMA47zyTmd68OyGSusISpDP/0FrGMRdfet7Qz1wl4mXnl60Nc8UqD7gTU3WLK2yjD+PAeuute8NNu3rbj+p78v1IB4rI9xxltXnHllWL5A92AOARTQGwSgHEDrLvlNp7H7tqtecbH1Js4foIOcqH2eA+2zvqv2bWt/YOlDgdZdsuE3r7BPjyUsm8di3/euDyu2MoAavTGV4Tmuf9jyZeicq9rNLYA3cwGGNYDuqzKMMT5stUf2gupcq64fg8dDqHf+/htJUfenj1LydWxrqoDu3Rywzidjz7CmMtD+QDmA7g0iZ731q6wfnPRVnd/+rCGiSmuX0t9zQ1m9ABTv6rTi9AXL56Q6WPsUh+LEwIqDRU+mZo0TQM+rrkPdADh6g8V7nJ0f0BHA4WNcK69fQHNv6WHZ2uH0BUsPHHnHbJ4zRj8UbjHj92hT/6gDRtXHSQHo+vLGDJTPAM5i87B0xnjcpW04fZ11sPw1j14qjBfycPPT9y3MsdHf803Iq/c69bwTQB93oOcJi44NKIex5vDe4HUNtL+2RwC9fsY84tH3PXnqjx04+qwM84a07uyrXgCaG3DjW3H9AjoeOK7Nx9jKGB2sPCNLRVz6Aze7PX0LHgcBHOvo8XWNxTlvJz99aRMn1R0Laz76iDtjBFj2sMf85Qew7G/FqhOw+gY6zN6FNhXAMS/lM4CzePBAx8CNuoZwk+HGT6A1xcjAsH1cz7YxAEctdYDkAFA+O87Y2Uqou+Slmqjc+x/R63B9Vtd1TA9Dr+p3iX5nmFOMDla/sOhjIs+t89qN3RwCVpz5tAG9HvLqYMmAqgPA4QeUNSrDmJC2qROwfOXtR8jD0uv/FrbYzTewX/mh8uYRQKcA7mpbyz3ZvuVoxaaT8QPt6swlYMXDouN3tllP7NvWv+jt426SK7QNjBOaAMkB9daXej+VKrufBvpvP6k7AsKMDHy15taE2zULq57foq4DlmSuD88fWus+2fuNzwRfLJnL+7s6/XSClds1GZ19K2tXJy/kgZI3hxiduXM0DOk5tJy13LdtyYQGQP8NIHMAvZcC+lq2rv1VBqz56Gedofq4nua3tnopUOqEPuqFtjvk2jV+zp8Urkt0Z7zmZwChrrIPtBMhXxmup4A1l6j6DxVY25eTysK60jPU6WcPA+32KqwJXS3lLg39Pzw/14en5/7/DvgLAOf45cv1T0amR/Oax5yul+v4lo9+Ql/pGeqE9dSbR8gL+zOnVFlfoK9NQLF54wXcdMBxfMw5Ocwjr06+TgPofKq0CflZe+Psx1j1QNeojPENe3zglg9ovX5nqBxZHugenI9rKwBNbwJof42TR6osAMl3YYzzE85PKtR/N/hPdoD35/Cv7s98Z/wrprb9s0mmIfN4YsBakLNe2/+tAPokh7epJ+rANZl1gOWvDPTF6gU1a6ivqOuYHEOv6r4pDj8UVm6gH1DmMU6qDyDpvpt54wvonoz7FioDaN/KsIYA+oHmfOphaBew+jD/XNjA0Zc+wnURsGzywrhJDcsGdF1/cBdA9zZ9mK8ylIW/MROzQYipf8PkC7///b//d/dizNSCVUedPZtDm/HegI23N/VnHlDs46W/sfrD0o9O2o75sgbQ/ZtzMLn1lYdbDnWVoV5/ZfNE1R+g88Gi9mAv+ujvmkmNc05SbZUBdKy5BazzC5YeVh+VAXzla8zAGvLn/JXhQ3/6se74AeWGGbhbQ6CPUWWYy1hhLCybdQZAPOuI0c81MBboGvLzp/+sv2/ZsAVAnxv+I9XqYfViz53DzZIbqGxCOkd4/RpstSpX2YvrLOy1MtQJuOZMjqj7o17+Z4CgAAAQAElEQVTYK6wegPL4qGunfMlPXamyAPqaMIf67jW9gbVe0w+NiFWX19wzXvJL3tdSvkR+ftoz771ibNtGJd+WmC26uv3bQwbUGkDiT7hU+9V1AB2/kzxFOYDk3RtAar328bhkLS7+IBrqHARQ6l0/KaxY19T1hpWzTkM/ReMFfO2jHShYMGagTYw8VJ0AJB0ro91e5O1TqFOe+sqP0D4ASl/zSPX1GFaGunNOoH0rQ73H2RhYazWxUqDXuX5wwJrb2X3yqJMX8gKWv70KdcJ+BHCsk7LHTcjDsjk/cwpjB7Ds+moT2oCeP1A/MoyDe191xgLdH3yb6j8w7hFnm/zYYeU9y84H6DnUw4B7f83nfMoDYNjvUmuenZQFrBznGmce6D6BY53qYegvVJtTqjzngzpAdV/rzeRLfUhf30ONEcqDR3n0b1FYdc42eznLQM/lrDvzsOzAMfe6DuDKVecAmk4NoGMq46yD5Rd1z/ctG6D5zq4C3te7hsJ8A2PEWQa6T/UD7cP/o/Qx9izDqmVfDXLvv+pg2YCvSgLdY8dcn8M64dcVxOfKHuv0I+fH5JTCymjPwnzmGN77kTj76vM9GD8Aei7GmPutXLB8tHkf1xeWbvKokz/3A5Qx6mDd85UFUDOA9hs90D0BNQNonTXUAXcx5chLYVh+ilt4qTBObEVV/OSBI0dlqNPmn8iM2B+g4AZf8LhOZ592zFfHh/qBFeOcBKC66+nnOprHtZmXJr4Y8pkDa620GwR0D8bBsslrk5pLum85f4N927NP2Wrfto4bP32IEG33YV/qznV8RiuP3tzKQO35hbR8ZQCdWz8BtL0y9DnHOafGtsd6/yHiGRH7epECnRMoc7o+1qrrkBdXsQksX/1FK69f+u6ZA1gxp0H2nNOnvsJzxnUBuo+xm0K9OfSTqhPDm/VDXgRq92c4Yz22vuC1rrK2M4wV6rR7bHa28t/Ylh+9NvktfVWGMSF9DOxLXh/1Aij11pWC3dXdANoH6Bfr7t8rwzoi7J3dF6h9HJ+e+riYV58BrDUzdjC92IexysIYoPuXVyfk4aafPFJtwroCULzD+GkXY5S3/sjWOsM4Zf2Ao6/xl2qHr22A5o7RR5hPyAO9juauDHVC+0A5pu9+gK6jozHCHFIByw5vU+P+JwPo9p3rGa3MFyx72L5+pQO42Ub3SLdHxT8q29Q5Brg7YGfb/x95T9aBayVcB7itE9AXDNx0dR2wbjLGecMT8gK4et0I3OseaxsnJgLo4wWLqofFewHrK9QLoHv15iK80Y2ftewP6N9C+X+eM1ZoO0OdgDU/bSObD+iHoDVg3bDNrezLQev6gJTC8tVunspQ/+HDh85h3qiOD9A3dB9W+kj1188NgXnNpQwrt3pzw1obberspzL0F0Be1qwHBtC/ZTWfvhNvLeNEQvtjPuOFfq3Ml2uhbA597NU/DQqUDyhl8wB9A9BX6Av0bzjPOdUP9DOXNfQxnw9FeVjzkBfGpJ0+V6QCOM6Fcx91GsYKaw2VF+a0tn9V+EN+qyhV9qG/b1s9Pz33xq4cefm0yKWPqevpmti/x9A1cF07PrHy9mQNYT3rD4wXWbTOp89zHvTmyRHueZpr37a4XMqXjKQBf1urj7bWZQ2irkp/5pAHOl5e3SUbcOsLZaDPP/PMBnv0lSEvwibtpdcYUGxYW+bz50/9j3A7f2E+5w3L1xxCf/VS5//5+lfIYflJ9n2rffMcWi8gM6Ha9sivL7VF/5yXkCEVTe37Vs/PT/XTxw9lLJDjNLmIjnJAvK/rYh+j27bUysbUftW5LvYlBTpe3j/dqd0fPh7jAU39EtbjqP2cV16YR5vogNMXfN2fZqB7MF55YA4x8iOFFXfW75kn0OeYvQjtQNZ1a705B5UhH9If10UGkBz+QN9ntJ9zws3PdXEOcNONP9D1KwPo+Yb96gNf2+xvAMs+geqBFmHNW50Aug7QtYE+vysDli3s3ce4wRiAI965a4elc73FzBtuNeqNod8AVg+wqHpYPLxNvZbsAch1sTeAPk6uv+st9LFPUacxelXW85oQz94PA1h1tb8FY2D5AMe6wOLrB8e5D0PsU93wygN1wDFXoM7j7Dc5tANfHW9YsRMDS9ZfwJLH/qhT/hYmTjp+QJ+Hrt3o/hEKKx7oMLhRoHPDojN/awHtf+5l9Or0FfJAH0v5M+o6gHftQPdg7nPs8HUdI79F7UMAV+88Ea738lHAzTa6t6j5z3rg6A/oZwdVJXKC1CUvKgZb7Pu21b5t1c/e3E+l+7YV0HCeA6Ac1hTy34LXmph7hnmAzgv0iwLzAL3e2gWsc9k1EvoIWH6TDyiHNiEPN53zUzc4+wC9f1M3NeEWq15Y33uM95sz773JOAEccwKOuUyf+rwF81kDbvGVoU5bZW/jLweb5vwgNuDIr98AqKmnznhrAne9VYb2AZH7Y63UUG+scx4bcJcDljx/DdmfRdwjuSa+rDLevaP9xLP8hbOQ39gqv4Ft3fAXawf6COV92/uXqqQ5YUylP3Pbm8fDPTWQvdJP/bw+17cf5z8Aeg7K3v99kQaU8p7zXsgDvY7uV/X5kOeE5xGVtlPf9RH2McdFWag7w3PfnOq0A51bXWWoC+kPcPRinLj0tXrptbpkfdYaVMsvX17q+ek51+1Tkf+06TPr13L6pTJCXbtL8il7jQvntW9b3yPkhX7C3lxf19m16X6SxzUGyr+WDWZL/ocP0MfOeP3N4Rq4Xro6f/PJ49cVsCSPrz8r6Wdtob8UbvcGj4/wXBMec/1MZz39zSHkPe5C+9FTBKDXXj/jzeXPwa6BeQbKQB9D/exTWz0MdQLovNaGNTdz1HUABfe4mpq4Bvpba+YGN/92un7pJ6w76ON5tUu0C3nhfGHlU9Y2sc5N+Qx9hHHOaWzGyA+VF/p+C+aBW319YcmA4v/VAPr4/+gkf2RNz7ly/FcBWHSMsGQTDsZ2pkCL+nhwhTzQJ3Z9ZwA9QVgXrbGGSIX8j0BfMb6eOOcTcPT/KDWneIxTJ4DDpPwIjUCvhT0JWHN1rSrDG403Qi9mdUCvSUxHHPAmX9dhXWPN5YWp2vlbz5uDvDohr15/5YlVhlVbnbn0kxfGmQvojZE3bmOsp11foex8fPjrA/TD11gxN1g3Aueb1vQiFUDP2XxAv2wByv8hi2vljX3ym9P+7MO+tVvf/pSl+gj5yTkx6rR5U7dH8/77v/97zxMobfoapw2o8dXfefhQAPqliPO3rj7C2MqwP+PNY//6WBtWDfOML1CukTGP9dVZ1zxAr5Nx5vTBq7+x5hYpfZxT1jTOHOqNs66QV6ddP3tXNod2IW+s89XPubre6oHetFvb46RdX6n59PEcMefnT5/q5fqPOiuf/fQ1pv2TE6jmsxlxMylm/vq6psI8Mwdla42snzmVjQXqw/OH+uUvfwl97he6v//2+7GWry8vPRdfhFlbzDw/5OW283cj5EbJ9ba2+aXP+1N9yObLf4+HKKznsZHq49y1PeXF3tO+ZYNV2bR9qUte+JGdmYhQ+0a9fPncUPf68qV++/Xv9fnT7/Xh+TnHtHpdnJvr59yEvPO3HtA+1tV27sMN375t2STuPW/9tTu/rVac8zf/Fj/jX7NJVBbGa/ccUA90HmPF5eU1DV7KYU/6iMpG0XWRB8q81gZiupR59d/Z2qa9Mqz58sV1ek131Wuwb1vW7qU+/f57/f7bb02Nr9R4ysZdqmy9fbOrynpT+7bVzElqL6Kuw1rWtS+P70Bf4OpVBTTqNIAydvLJC1jzUy/MVRnOVYTtnqTK5xjl0Rtrfx4nfdSr0wc47rdwq6ePc9Hfc8FrdOobq05MDv2c88QApui5Agdt5fVr8pnDXMpAW881tClv2vKDy2t+WPFc8WXzoKL3OvJPJ6jTrp/3jIH57VPIT11zywttb82h9Tk/7MHz4zXXu+fKQFm9sjM4Q52256enEvu2lTrPTSHvuSf2bauJtZZQ1gcouB0jj+kZzmkAyxfo9fRLG9A5lJ3vwDWAZQP6vDr7w6pbGepF2P4Aff4C5Zic8rDi7BPo2rDo2KXCNZYaL/U4CKDsb/TWBrIkl4a+sGTg6L0yzjHyP4KppW9S9AdoOjrpI2D56KjNPM7be6uAe/v46CeMkxojVZ65yqszRl696yUF7tZVves216P+XkNzffQZlutlrg+p8NoZ6CO8liq+QtvOVuqFvJDXTyjrN7XUXXJf//Lp89GjPQugnJPzdX1mbvY7UCfGT16bstS5CnlzSrU5X6kyUNqAPl/GNrmk4ysvYMWYG+g+jfuUfYjQX5trbG5t8q67MlAOcwl5oK8T44DeLzpvY2H5A8c6WUNUhjHmcT1nvaWVY+P6evx++fkv/Vc99fE4CHl9tmtee7NH8yVtr8fozG896cDe5vhI1U+cFJCUfuaBJbfy9AW0z8TbF1BcfdS7fsJ5ec/+/Punsnd7Nbe9Af0yyPnqox2iC9yLmMc9BlCeh0BXMB6rZb2MNW7WzXo/f/yp/tcvf+2/zu+5au7uMdsRqesnvI+/5t4vJZlH531837batwX12rPApa9rZ/+uk1BH+vGe7/EQPp/t033J77/+1v1/eHou52SM+2vXwjwi5fu81m5+WOepenO575Vq+4//+I+yR+uod52Jo/X0MXefi9c9NtD7Av2sqZ97AOsCZT8Clp8+wvwTk/Tdu/W9Ztz37dtW/q2ggevkWkhdC1ZQr+NPHz/WX37+ufdt6i8eu+wnreOxdk8NdA1r2iNQQNmnddU7N2324LG95H60FX0f8zi71r/9/ddeb88NdfpU6km9l/3bv/1bWU+4XuaV/+nDx7If6/kzpHOkqrRb0x48PvpKgT5mrl2vd86lug7lgb2aSxnWGhtjTtfYXNrUAUdO+xDaPF72JK//9A0UrJzmskd/frVn4FhP5boOWMd86sOSrWVuYS7tsPK7LqMzjTysOHuyrvHOQZxjAUMOmN+X0R6TwVb0MZTubOX9wuPl9aqPdGz7tvVxAgoSF9l6wtz2IoWbzf61i3oY+grVsHKOfNbBsgGqvwnrCKB7hHv6zeAYp18gUvVxtKcBYN4Do3+kHXz6OttP6oMFDl4GOGoAqg4AX9nM73lwOL3DbO/o/9PVNnwuCmtSZ91bPNBqWLSFfJlPhP1TP9+qAfc9fasRoA/iez7AVyZrCw2e5ANYNxxPAG8CQl5foPTzxPbmUacBtxrjM3HGCt2BzqFPZUjN5c1NyMPKZZ249MPNG4K9KOvjA2fyqxOw4uStN3apsUJ+bPqdARy9WVvoO3GVAXQ/PgzU+yDxAR5TqTO//Xlzl8JtPYHOD0s3N13zGFcZrod1jVVvfaBvluqEPpWhnwjbm1frmxOoqa+vOWb95NUZJ7WudYwzXijPsbDeQH+gJsa6wHFjUxb6Cf2sZ755+PkgnVpTA27Hzb7s3ePr2hprHmVhPuEmE4BYaAAAEABJREFUQl83KfuWh0mwmScbRDcm+uzbdqy3fakzV+f0pUVeMgF97cCah3b9Bu2bTQ4sP/Xmsvbf/va3vND7rV6SK9ajFnEwz0tedunnPJyrx8ANgGus3TUCvROQD6QHNznpa+pI9ZUCtW+ZE1s5nO9rXjr67yleLnmpllTbRuaj9dJUed+3bB73bIKemvriUl1lbFvyBZfU9LhYa8+LlVnruNx99FOxpRfXRjivM9ywmUsffYVx5tZfyHucXRfPL0C30mYu4+3jDIhP+jRWH1/eAOt8zFq73jkZyzm5UYf4d9bKWlDTD9CydQdTB0iKSzmsY9/ysGLk1YuxqXsErPuE8znDOGXp1LRfWHXVa3d+sGoCR3qgewd6nvu2Xc+JyNGl+aIysk5nKu/8hbx+bq4r59uWCCEv3Ki5yXbzpqxNyGuT755TBii4Iar+uDbOQzgnZVh+xoqxdcD1C1jzyjkIyx/epnnXXg5A0oAbb02V1nKtz8danTZ97G+gDij9tQ3qOpSvbF2ydiPDqguL6gM3XlmMv7w9KE9tZesCpU6fb8LTND14TOpK5fv4VGpHp16oH5zto3uk+hgntEnFI6/fW9Dve/D8E+YVk8cXBeJ78eP/R+n38u9sZe6h8hNjv2/x4yM9+yibx3lJ+09HffPgVgEH6jo8XwaeK54zAij1njfCa0u9Yd5LvJ8K9eqsL68vUPqaT8jDymdOUacBq6+T6k3WuDN0Ao5a1h7Yi77W9jr1uVA/OODtfia3ecXIQx/TA60Cet1byBeQ7/UxjxzQPkDPB9Z6mVsf4ZzOcmU4v0HEPmb6Crjl1DYAmgWOmpB6ub6NEzoMlQfK2kK9GH3XZ6sUV9WAlbtteaZIJ0YHWHZYdOxnn7Pft+zagOxFnkreHL1W2UfJb1eb56396yOAtHw55qVOeM4OzrL8gcQ2X/Q1vUkzz3McrLlVhn24V50egO7VHEDWLp88Y433fJUaM/6VYe/qwvYHOHK4b9UG9LPGvJlcfhn6auKCNdfxAVqnX7jmXTPtdRrq7MFrXV/tzsNf6At5dfb7JS8X3av5Es6XtMYdNPspZX1dK6DX3bzqreP+zRqWB9L+pfdv2oxz/voKZf3UDf/zTz/13NXpI+T1AzqXvDUEoNhzV/YeITWfcVIhby77kAc6Buh4fWR8mene3LVQHl9lj6l+8sI6QOfRzz28Ma6HvFR/iE+ey/qYQ3R89PYjtBkrHRirzjoDbeoH2gew1lvb+J1t5lAG+pyzD2Evxrg+Ql5foI/v6PSTn9zy9l7XMXGK42Me46TaXRMxseOnbeJGp2wc0P2eeciaBqODJU+tygDyXX18zG9eoGWgHOqH+vJyZHV/FJMD6FrmGZ38fyVcA3sR9gGrR1hU3f9kbOfmZ5Jn3Z/NW1M81oEfW2C4+QGdxnyDVvwnfFlvygB9IgOjepcC7TsOsGRY9K28+qr35JSH5evFLQDVfTOS0VcAX9V61CsLoB8ssGKAmqF9oG74odOXMqw4efVSYRysG+bo1QlYMfLjO/yjfJ6vNqEvrBzesPVRbx2gb47K3lRHp+yD3ZttZUzMUP30ianXUN6buTdQoZ829UJ/7ZNTWWgT2qxlnDCH8foIefVA11OGxQOKB/Q3p/5Sa5rfuQMdD4vqA3SsvjLSM9QBvU7mMWb6qwzzqrPu8FH35kUKa2Pq5sa86h4BdF/26jpYx3z6mdu8vpxSHnQuN+z5bWdJs3nU1970l+prHvMJe1A/fvJj73wJAPpcdzNkHjfPxrqRg9Wn8QPj/KFb1HWoazZ9ZSHKGuqMaf31C2k2N/poB8JeGprsT0yceYQ2AfS6waKv+W2rP0TvbP2bfvlKD8q+wOseI28Vf+uG165fNGUdCHeCvl0rX66HePTTxxxxOT6QPKmhTX8BtB0ooPZtWzXj5/zrOghVFmF7LsbLAx1LBGDxVxpVf4CV90QnV2UAhx2oGfoMgM49NljHxvUX4yfVRwrI3sW14uELaB/gsMhtkYGvbObWcag8fO3nearNtYLVrzFAz9e+KwNWbNg+14DyByjlAdz7mOcM/ZTforBitVtTCuj6TQA990cnWHrnZz7tznEAyw5oKn2EdVUAR97RSYV2qXiMMT+sWKDXECiH/kJewNKbwz7HNjlG1vdN5BrIwThMQPcMN2puYa7BEXBlHvWw4jVrGyo/GN0jHbtUGyBpAN1fC/kC8v3f4PONFjwWArjrfUKcpxh5KCz/t2z6mHPftpoX6OreAqw8sOj4mFeM/B6FFWc9WDzc6OQA+lzVT9R1vHfuwMpxdfsmsYZ5hLzOQPmcAsqhfqAMtL2+M+wVVo5xPecZO9DHT3kAt/vdxEph+cKyA702sGTzV4Z5QtomDze7PsBxX3HubwEwRftNDNC9tuGNL1h24Csr0LGw6Lmm+c8BQJ9/PofP2Ip+QbcTLveYR5t64ZzrOs65gYIF9YOr62GD5QM3qk+qLp8I7rGNt5bnizTqumQPJ5rPPk6fM+q6T9F+BmchvDKw6oVGlVvqpVw3a3tfloflc9RPTfXCGPVielAHdC51IwOl33kuyu6R1AE5Jln0fLbwU3/qVIb5LvmFuHsz+ajucprHnOIubxzP/u5XIfWi90NR1gRWD1X9J/z0M5f13G/bk7Iv7swft/5YV7SQL236WVNoUwcU0C+f1ekT97u10l+c9da1vvDYaJ9Y10foP1A2Rj91gOSoo/4MjeYT9mWv5gD6XqQe6N6NswftdR3qrDd6z2NjBLC8ct6kgVICv5d6vuFrnXm1AwX0sZ6c1remdPzqOoDm1AM9B4+lc9N/fm6qjMlnLhFV+w/Vbow2eWHeoerH1/xwq63fewC+mhNgqr4GJ64V1y9YdkW4XWP62s9Auzwsf1hUP21nwLKpGzvcdOrfwvhqA3ou8uJsU34LsGLgbfpWzD+iswfxGAOrnrYzYOlh0ce4/27yZkMzAfkz1J/lP4O3hjjnBs7iH+LN6QX3h4L/wSBrTQis3mHR0f8IhfdjgL44YNGpCUsG3izhTXguYlg+3my8yUph6WBR10yYH+ib2DlevXZhvPmB/k2XDxahvjK8kYX0BzhyGWt9IW9OURmw+gjbH+Duhg33svWtAyvOPOa0B6Ht7KMd6F7UC2/k/qk2+1H2pRXQfyLRHBMDq4b5B66NNaSVoW9IHyt5/YbKC2VhvZGN9+FibfM92oGjZ33HLq0MY9xQmEOdeYF+CDiHgTagcxmjXt/KALpvIM/YtYnTrp99mVvqn6yzln1oN968SdEfeXXanKNxwnX2/HCNhbK+g1TPBmrr4+3LEeuOTepG2gIQz+BcH+g4dcaZ35rKxlaGegErXn6gX1wKv4LZyDlf52Lf5lH++aefy9xx64/z1Ofipjka/Qb2MbmzqOUPrNbQboy2gb3IJ0V/5AUYkdBsfowb6ORvwM0D9DGdeupce30rA+5zAL1eU3Pq7Kz137dFYcUBBdR5wDpPrCG0AWUuYW57mPUxuvWs3PL26boA/dLRP1201cqrzbzC2DoNdYqeQ9YYX3UDoNfEOnDLAJQ6YR5RGbB8zjJw+AIFS3ZuwrmJc32g62qv65icV/Eg6om0JUbIC3nRa3Oyq9M+2DdXKw45N9RpF/KPseqE+kbCHvsGer5AzxVucl2HMcJ5u4bOUwq346ZdwC0PfM1fU75LXB9hLutJhTrxGAirhvqxA4pvQh+hETjmrCxg6eTF+MoD/dyzH2VtQlkq1L8HrgbpGXP8hmrzeEmFvBhe+haMF2OTF2f5kh+EzTVUXigLfc8xymJ03qeFsjBWvOYXI0LfPxPW/BbsZeqfeXXGSc9Qd4Y2496Cx1df4Dhv4J6/HuKDwL398ZwG+vrzevK68lyqDGWfOUI+qn626yMAVWlzPbftzVhY+jaevrQ/4mR+lzVGI9BztpcztOljbe/Lyt8CcJiBzqnCHFIBSw83qv5bgOWrD9x45ckN636l7oyxO695nsrDyqPd+QngHNr9n4/HnTEC0D7wPrXWwFoiof15j2/j9UufAdzXubp0D4/n7tjOFG7x6gFJn2cynr/Wsl/PTSF/yQtGj7/eQNcDDDliYcmtfOfL3I9IghKjN9SaUqBryWtXL+CmH5t2j6GQV6+v8BiK0Q8FdDugLywd0LUhNB6X7AdnjfUTQCy2f8kULn0NT24NQOfQd+oDvd907ynmnNRfH1gx8vu2Zw+9ZGufc5vT/dV+/ZsJ2jx+wjVo+9P6E61nXj+hTlhXGejnn/HK2uzN/Pqolxcju18T46+P6+S+WPSfasu6ZQb5BWl6YSt5bfppF/IkqfH2HrasD+ua9txzz67dWtqH6ifUmcPn16yr/sbpq67Si/mFOuMEJDJ7Lud2yEmoT0jpby5tZx9loIDutzKMEWGPc8J4ZaFNyBsvgK6h7i3AqgF0HVj+5p1cww+t6xi7dexdyAtdtA/UjR3Q3HNw7mL83qPWHugDHHtnc6ur0wB67U6qN9nHuDedohw/INL6wOLHtrT/7/vPWIHtrUVWJ/6Mgn9WTlgnjfntfaD8zwDoE37yDYWlNzcsHlBsfxlYsvwfhfXeioWVe9u2Nut3hkovYAF0T4DqvkF40esPHDblgXZvIEDH+DU2eQF0rDUGsHSwqDcnfQUgaQB9Y3zMWQ8D6BrAYQHudOawX+k4yQ+mN2XnJPVB+fgSzQeOL9eATuNmSn+gf9tnjLk0mgM4XlJOfVi+xgpzSo0Fes7ywrUxj7HWqQzzj94HNaxeYjo+sHTG6q8B6NwjV4a8CHtsFKwF9E3eHqyrrjKAXtewxzkCS2ctfYU8LL0PeuOBzjn11Psgdy7WkWoDagZQrrfHwXXSByjiYM6pZb3KRiDqArqOOYVrZC19jQF6Hcyl3R7Gbh6g48dunPbO8/lzH0/rG2tf07OxlXHdDnUNfUDvGNKfGz79B9YwTmRBy02UPkDH69e2qqMnZfuZuVhD6AvEs3oNlIW2ynAeEwOk3KWcU0zHB1b8obCh4HJ5zfnhv6v4Uq+vL+nztam8fzX85eVL26WXq90YYX3nuZOVyW/9L9mUvealhnjJSwhlkYa6rC+R4dpH1qyV+VIfcnyAnqd5jO0ch3UxZ5280HKmrhGs9TDXQD9AkvRpPBzQNY0XQBkvYNngRtWbT19RGXBvVy9i6jryZxgvzjp9hfmlj4BVQ73rD2t+5gC658pw/c0Byx+I9vbRf3DTVq+BceJshxUPi9a/YMAt17mWqYG+LmDNz3VyTlJ96zTsdaBaH68jWPmBnhfcU33fAiy/RxvQKljUOtbtayA/2Gmc3tQp/xHAym9uoHufPOYX1h7dtyjcx8O9/K3YP9vmPP4ZfK8/10hY4+wLHCLc+EN5ZYBee+CqWcR8Yknvf+szGC/gzZxjP1N7/xY8P/S3xuO1Abc6sPjx1V8ovwVY/uYH2kX/R2gA+p6jr6gMe7afsN/85KlRleeA92hVkgMAABAASURBVH95IS/kfZE10E+MfMlz5jE50Gv7qB/Z/oeHdV8567QBx3y8hs9wfmcZVj14m9Z3xmNt3dUNrAeoPjA26aEMozxw/YXxA+BYm/HTBjd90tw9p4BeC7j5TKy0Mgi2kz1if/oYblvtW45k7K3MF9A5XUfrfwv1zgB6LvYAizcPUOYVykPrOvSXfbS5VtqAjgfqPGDJ+ojx37etsmD1mr3OnO+wzit1+7aXf5PH5/Se54OwtgB6DtYxp/E+s8TkV6dNH1j+ytqF+pGlLed68trQ7r896R5Ymz243/afZvGvbf/9P/7We0TraYeVv3Nc93HqzWMf+kkfoV3oCyuH8xSjk7f+QFnYJynoS0DPIWXXzTXdt638dyVdP23ET8jv25YXrVvNz1bmguu6575gj/Z71tvLoDL2bev1t3dravO4CKBt8t5z9Bm7ORPePytIhTYpIGmoMx7oXEDr/dIm7N98+g20C1j++jkfYR9j03/fd8VSr9/oYK2FMUK70KcDrl9nHdxi9AOOvuFt/prmXWIe8egAK9+j/lE2Vpz1QN8/nOvYYOVTFpUB5Pt/9gfoY/A4C+coHvX/0+TtseH/7EnB1wv8j/QwvkMf5/Nny8C7Jf7Rnt7zV3+GBYE+MdUrSwfKgCT38UvfnLzRqIClB/oiruswVhaWXdkblzBWqAM6zpum8CavT2UoCyAvLF76f8YysrHmiFv37YPIhyHQsnqhnxSWfmSp8UJeH+nUHz1w9OcNypcw2mDdXPUf2d58OCvbjw8Dc6pzTuoqAzhywurL3AKWDSiH8VIhr4+AZVevfIZ+9mWvUvvRD+gXn/qq02Zf8kBvlOxRu3rjpUD3WxnanSfc6kfdH/ha14bTly8GgT6HrO/anOvYu+5A17QXWHm1uab6i+nFf29FKNvvy5eXEs6rNyDZQDSfTVC9M4A+b3xJaB6gz3XzWcs+/TcrgV4n+7If56CPVLvzO8ef6wK9yQD63+P039wyt3HGu67q0kn3Yo3WZWMjL6yVxirv+YpaA+ierGtPg8qQtwfj5N+DPsL5Tx17Mw4oWNAGJPP6AG1TMjcgewBo+8TpoxHo49vzYyvt276V9exDvOWr/75t5fAHEn2E/sa6Gd7ZskSXzqVOO9BrFEM+l0Y9DP1cQ2tsqQEcHtpGkBfmFtZWFuMD9LyV1Qt5QNL11T0C6DjgKz/rtDJfExf27qP+ThFhdEDnjqrrSwdAzZyBmgHcxcBNPvvIWweQbSg3c/o6r5dqawrXXDjHsw/QfekjzPktVAbceojYH1g6cwxg6dohX0DPFYhUzY9vZVg3pPXSRwBtA9o0/i3kC9Y9ZfTA4Q+Lt57r8HgeAr0O9Z0BK8+j29RUD/c+gOoG3PhWnL7MATc70P2PC9A9wo3C8nFeoq4DuHJ1l8NjL6wlgLa7JqL+i4c9nWE7gKT7hK/5Nl6/XAOgfeUHsHRXtx8mQPsCndM1Oue0V68p4bp6XmlXryxMoE6bfgN9BNDHdXLDqgWUAxaV11/6HoDuExbVzxgxdaXKsHzsbaD/j+AcP/7AsHc9AC33M/XKw1V3RCzGPuTML4XlByiuPOG0C6B1QLR1vKBx3WeeZ7+qOvxhxWivDFhy2OOj7Yz2cJ9zgnugwZYc+5bnbai8/iIPhOwpLl37SH5l7vInDjriar0R/YA3c+gF79u0i345lP7M9fLFX1S+9F4R6Of3znr2268+lQG3vKOTDuIS9/XM9/i9BSAvoOg9w6yV9eUTXFRG1lQq1GmT3xLrCy+vH2F+0JKYfKYPKdz0QAHxWB/PBzlpnx95CSlv3EDvy+mF4OiHeo3ag9Q+1JtjoA7Wc8ga7ju1Ab2+sGyVAZT+5bj4VeW/s25+Y9wfGq/Ffbk/f8kbA2straGv0F/buTf7Gx04OzNUlvd+/6aPe2v3yu7F9bIPddbWbi718tYQytYW2o3RDquWvH6NnHfKHs80UJf83KCXx/bnn36qv/7yS3l+qqucC/rJe54Ia/knQn0Z69+AU2e985666+x7H3cwes3V3oR9DpSBPgbdV/pTd8b4DrWeNcYfVo3KALpu2P6c8wBdx9jKGBvQ+sqwRkimvk4Ga7n2xsg7z7NdXpxznc8H9dqBrmHP1hifs90aAtYc4G26b1vt24LHJ832y/x+IXw9nlTVQB/5pslZGaAmzB/4wIqd3k0xPCybuv+HP2cFrk+HlXwWfkn/Od9AAV8VsxfxleFBoY84q+HrfGf7v5IHun/gSPvYz2F4g9FXjEn+jEf9yEDfBLwBiMoAjl7OOYaPy90HaHnsQOecG0dlaAv56gN0LWs/+iirFwYqC/nByN7EYOUa3fjA7eGqTruQF8MPBbp/c9Z1+MC1j7OPJmX1Yvz1FdrFPID19SarTR5Wv7Co8UBvvMynr9BfyAttxptbjAwrjzrtwpw+JM469eKsg/tYoF9aAr151vcMoEXzWN8aHm+V6oQ8UKPXT709qZMfnTKQ58blmH9lqPdhN37GDNTFpT9uTlxn16kfOtkoaLDWGXDft+sprOEcYNmNFdbQbg7tYuprl7emfWoT8vqPzb7kzVXZRO7b1ue8OnOr37foklAd0PaIvR5S8kVR+xa/2PUzTgqxBJWhHFL2IOwD6Beg1tKmTsjrbx55ASsXoFhAw1xA6/wyXsA6ZvJn6O9aDMbmRu7D83OfW9rUU5T/rlAjmwV7mhrmEcZJdzZNB/QVkCwP0EmbkBdw7ze67uNqUzcxsPzVweL1FYDqBtzzQB+7ySMVOksfARSg+Q7jB7QdFh0nWDJQ9iSA+taYnPoAnddzQD0sWZuy1HWHNZ/xs44AdOnz7SwbO2iH0xesGKBrw6K6TAzQ84FVt74zgHc94JYD6JqPvRL9JHjswflrG738Geph5R29OnlAUrNuCkD3ACg27EfmHDc6Y7V9C8CRExY//pNzZFh2oNd46sDS13UYJxSl4ls8oPnNPmDZdADaR14Akv/WcI0G8HW/QM8JuJuHaza4M1yFyXkV3yXAN/O/G3g1wIq3HiwebtQedQWOcwKoGWMfGeh+zCfUv+WjXpxtsGIBTXfQ73y+A91P/cAwVpxdgY6HRe1VAN0/LD0suU7DXAOgLWcZbjrvEbDuM/roDDe7c/oWHmP09XktHZs5z1AvKnsK4JjP+MDSjSwFJIcv0HweVq33C5C03rUS1hm08fQFa94n1cECncfYQ3llYNmAq+ZrYpyA+GSeroe9Ap3XCHW+NBLyj+j4vDvxF5f6v4nrflFfYQ7pYGLgVldd27NnmZ5cK/XGC6CfjZUBKxa+pjH3eWo8rPU0t7L7JHM5v0vWwFrajAE6bmT9PRcHyvB2vboOoHOMr3RQGUD5P9f0RZN697v+4t/z0960Sd1DW9detekrkqLz66M8vervi0Rj9AF6rcbHPANjhHnVyQt5UdehTtacwlzK+hhr7/oA3VNltO3zl/KfIXr58lJrjSsvprf+69tP+1OR//wr22Lf9hL6tcxWk9MXkXteNEZx7LnHpl5Uhr1Y1/5cVyDa9z/mOGM8YcVpM5+QfwRQ1hJwO78qA1YOWHRiJ1dcavqW9zgKeX2BtsPKWxnWEWGzFLn4wugb8tVH/cCaYmSdJ4+8eukAyHFadYGCBXMMKgOWHhaNqj+dz2tfRAPke33attjvfsN93DkWbrb3Eun/LbwX96P6yf3oDxxrBjd+/Ic+xv13k7dpyIaH/6+gwF1Z+xF3yjcEfcQbph9TeY39UVwrwOodFlVtT0L+R6CveM9X20AfoPZt698AesFWBtA3q8rQV703AeA4WWPqG4t2oXyG/gJo9fCwZGOEuYUPIm9q+nVAvmC9BNPmDVt/oLwZ6mecL3f87ZgyrNx1GkAReQsdKItDbtvWczaPAD2q52gdaydNAQ17EOrszYeID1T97Anoh7Y6X44BZR55YYy+xkuNEer1U2cfwofa6EmAOHqPnCbrkk2QOl/uiH3LfFJTnb/Je8lvlcdH2Rc62tRZ15d2/kkA/yTevu35jd9zg6I+/f6pH84+oH3g6je4ZENkrDnNR/q5pBdRuamre9q3+u23X+vzp9+zoK/Ju9eH56faN+ry+lLGb+l1Yu1VXWVs29abgJdsDD48f6iPHz6WvPA3r8K1cv0/fPiQvM/9css4MGNKpo89m4KdrSA1Ixvjmg4+f/5Un9Kff1X4cnlNjr1++ulj/fLLXxraXl6+lDaRNPXx44f2+fjxY/mbz96UZZ0rY4sDrPqvWQ/7eclvtj99+tTngb0ap/7z58+JWJ/LtTdjXEPXQdj/k3MIgM5hvoUvte9bJzAeSP9P5bm3X/1Hv7meT0+9Tp4D+7b1A3w2Zvobd74Wjd235ZcFKGfl/IS8ui1aN/jCc0M9ULDQzc3X9T5pXuFcrWk/zhH9sg4vWUv/Bz4CqM6tLYDIgfMR07+8uaZ/c7u+sPyBRNfRF9C8fmdUBlDmc00qA8g677225lcP1G1ckqsaOeuyLK8N+eV2KXlxyTn2HrTrP9g2a6zY0Q3VV+hzhnb1wjpnWd0ZQHkepbmeL5C+1y8CgJ7zJcfjjMoAMtcF18L6UcVySfxrztGXppfMdd+35NmSX/9KXLXtNdf/S64r7cZHWwPjxi7/LUzMe9Qa5jKHPQ70H538+MgL+xL6CHXSe1yKrTInynE5rZUyrPWUHwDtD7QKyHq9Hj+0tDJf5vLcDvvND9zyjKOxZ/4sqweOHgBVb8I4oVF6xuiGnm3Da/se9tynBNA9TexL7pnie/Gw4uDPodvmubt1b7BqTE/2Kg9I3oRzEN5j9BdnR6CS/YdRee6e4S9vLi+v/T/lUG+uPSelcP/g/91WH23qhPdTdZ/z7Fvzo6/Rfd+azrnuM1H+jLSbtajGtjnvS53tj/wl9wAxeuOHl1pz8uh3vg4fffV/C8aN/jHGfGfoK5buNb2vDziXxZ+/Yekv12tbG5D5BxG2betj55oOPAaut8flw9NzCY+F2HNstI+vfmJ0xgzUn/3k1Q3sae/rJz1s9LHbQkVaLOmsi1SdVMgL+TPUGTdY67Tu5+OnzwJRXXI/v6EygNTOjELtcVAZwFq7K/Ue57UB9PPV+QCdU9sRm/Pe+W+xiTjU5bq/Amrftq7p8QCah5VncrxFn7Mf/fCcYxS4BxHuRwbWglvPlWG/9iZesj81LxBLlTZl+3CvJ9+G6xdw9KZPxHLO7iu2fT/WRp3x+sjv27b84mNv3XP2vb/9+lv2r5/6OW4tWH1UBnA8V8YGa03s0/7Vv+ZZLC7Xa/VMf/3178n9Jcdm7z2v66XdfbF7+16vrJ09pmRdcp3I27tzso77wkuO39wHgV6DylC3peXnp70+fnguaTqsly+f++eGX/7yc32IPiH1kv2CuKTPLUH77gvA16/0T8mlzRjvccJ72WvmWWlGvTle8oxpObm25BKVXr6kzt8z7//423/Ua2p9Ti9S7Xty64Mx4V8+52cyAAAQAElEQVRif0p/v/yvv5b7+s/Zu/p/Gndtj/lX1bZt+a5yPYQ2/3SpegG0/ZL1E/rYn3wb8gUU0LmM2fc9c3/pn6NeMxdxyTUxNAejtvjvW86dK5SpjNTJd1y8f1fnrQzrinNdZaHOnvxZxp+9pfaQsJ6X9ulrdNqFeujKXVPfyjmhft+27lOr/cehpKLs84qzLG8O+7E36ykPBXqdgGNulaHPGTkdon37A7xteNBSlHkumY+Q56qT/6+E/ZxhL/Ym/Jn/YSr/6eI/W3BdVdcsc2AVIVMM5P9MTE3puQ6s+uqFNlg6T3rhhaH+EUCfvPrUt0au3c6dC4T4nTEXzui88MXIY/fiEeYRSfPNjz5nmG/Lyb6z1Wxw5H1YC/+KovqBNv0v2bT6Yskb4eM8lQdAQR4JmaM3VWu7btrtux6GdqEa6AcgUNaZOGMFG/U5N3tv4tlC14WqLTd1b+jsW33JA8Oa3th94eTNxpc9QD+Mz/WtuW1b661zyY34c17wAKX+OQ9J82hz0+Afm3/N5uElDwz9zF0Z5lQO23/9QH958wOl3RuvPupcQ/PsbOVau66//f3XcuP/8flDudbqtVduUB4T9R+enkv5+fmpH7A/56XX//rll/rl559zHBOV9U65tr1mjS550PlirOqSl15/r8/54WHft7IfAWSD8FP99a9/bbplLdRfOg+3dYms7sOHD/V//u3fyv5dg9c8wDwnpZ99WRbZjY5wk7Elv2uq/UzTQF4Q5eilx9c8qC+hW3oUr+HdQDzlmLqJ2DZyLlV6yfyo9PmxPJ6V4bERzzlO07vr7HH57VdfYn4q+/gQ+2t6M85zY0tf+2a+JEyePQ9l5yZ1/h6HqHtz8EvW1/zmNDahZS17e35+6t5ec86Jl/Qu9n1L+CVL89p9K2sXHott95z40rF/+fmnnDM/tb+5f8lLTOmeHH/JRupjXlx63C45lvLq5YW5xL6Rnuh6+iqr7w1Ueoq5N2lP+1bybgK3MPZvT5/zMjXRWautpDHVni9xydw+//57idec9+RciOmo9ymxv//+WzY1X8qaHZNe5YX5XROpNedY5HCnl612ctRfLvX7r7/Xb3//rT799innRrqI7vOnLzlnv+R+8JJT5pL8FPG3hmtkfnM+5VwRro26F8+peq0kqrg3ld+y7k/Pe+4re88vVeL+ms3YlzJmo+pjNoauizC362zvcSxl4mOc63DJOSXdqkoov+T+IVUv1EuFvDDeWpV1sq70ad96/eVfc8xcd/3OeuUPz0/d+54EQnvYtPfac/iUY2Gsen2l5rOO8TMvzw3hnJ6yfklQzlXZ+cqrGyh7HI3Zt83lrNfcCy95JtT1HiVVF2sf152tqfevs99Ljs9r1k6kaFFVWxZ23+IfyKsX+lxyXyY++7blPH5KS5fDX199hP5PuZbV6a8s3bcta7tn3baO8weDS87jygBqix30rB7n504rTl9AvaYfVRNnLnVCXhtQQO3pZ/JVxuvlpV4SL+JQWDuQf01P6kcn9az/krXyhxSpPpf4wcqflPUSu1A/PcGyA8f8YOn0q+sAmgOyXJee2+TQoO8Z6mae6oG0TtcwzvkKoM4DaB/Xwrgz6jqAzqXtqvqKaJv6GoHOCzf6aIeVFyiHfT4Clk3792AP4tFPnfBYTA+w8qpXp+35+bnPC7jZtAM9f+2ukz3C0k0tz23zCGNGL69OyIuxwX0Oc3uMBDBuffyNUz+1xwh0zz7bX/NMsM4ZlQG0T12HucTZz/mb2xpCHlYPQB/LR7056jR8DptHlfECVg59BdBrqY/QR8jbj1Q/of5D9jauizKsWEC3Y12A9JfrJPe8S/B6vf/J1/Ue6L1OfivK/fNOuFzE+ghtr3mOVu4BW1XujzR8Pgy0iZHPfps9BJXhPOzX9bL3OW/Ux1zOCyhAsWV93SN4DFWL3FAzx9f4XOJb8aPpJc8nbdtGjuvW+pafttqDLc9T0pzwgSAV8trOPrmz5JH/2nVe8nyr5E7a3M/3etqTTyE69Xv4QdjKiqfs641SNX3HUPo+5xnm8+5jnt/KwljhOqbNGuxp0uN0yX1037Zy7fbcp5Vfci89r5/6LT5Aat7g+ol9T++BfSiLL5mfNCHJvSeucjhfatvo/WvXY3OZ0hM5/lvD88NfoFpfQGzpaw8qw97ca7Ft9Zq1+pT9vM9ja7m+r3m2fP7yKbaXG9KLx1u/S2J2e8iecks+93TC9fnw9FRPyev+xfPzOTU/Pj+XfpVzVduHp6f8vLJXWq/X1Pry8rkGL69fygltyX9JHXsaQExB5QxwDpfkc4/tdVwZwPEM27bMLccAyM8xH7J+T1m/nAE5Vq5JCnefX/LzxudgalVyPz8/xX8vdXv62PctsVVb+Kenvelr7l1JXfq6nzbONVUv78tT+YnRR7xkHT9lr2vOnMUd33zyWc/Yyeta+/OBkDfWHNb8LfuzV+cSfMpe8bfsrS9Zgw/5WY70+1tqfEnO3/vYfknPW8O18gXe7/GXdy2AttV1bNuW+T+V9kvyV8ZL1lIoG/Pp90+9rs85tnuOcVyyXpesE51rdPoa9zk9mk+5MrbUVNYWset5PgOKnUcb0Ly+AjjqvuT+53Pkp48fc+1u+Xnyc6nbt60+pC/MlP4vOU9e07/Uuk/p1769doGyV+G8KwPomsoCluzcY+6P/BnAMe+JMWdl6Ae0HdY5WBnqL7n/C3vZ2XJO7rlWKM/PrRbVPrI65dfMJ9bKoutVW/Lu21b7pke1Tvu3YMy3YO5v4Vu5H23WGZ05nXsutXIABdSsW10HLD28T6+ud6Rz32nuBVj51OorzrzyW9DnjO0s/Hfk4TbRx/6coDpA8ofwxyN/rJw9ngH0iQKL7tteey7m84kz/t5ohJVg+csLoE+2ygDyffsYryR9K1699jOAu77G9lZf2oCuP3ZzWuv/Y+9dtCM3jrTb2ABJSbZn3v81Z8aWrGaTdWJHVgAJsIpkt1q2/7VOqr6K+yUTKCALJFtCPnLAuFB4oRZA3iweK845P+VGU/90rTUAQtkLg7qHZY1LXlwiN5SvucEUXmS8YK7LEqTTmmvnRdc+rCvk01QXf6k688rr74VTH/XrslRt9eqAAKpHZXMLY9onpuEF3ov685fnfEAzoGxuYV3jhBdvLxxe2AWZx7mo+5I3s3/8/e/x9//7v/jt11/rRqB+XZa6MOqr3HjNi6c1zWnun/IGYr9fciMg5H2YaX2g1t2HwMJ1Fz/l+ntTNrf9/CUfngp5L3bmto4bsefMK7w5qRfavHHpq482ddrUuW7rstRaArWusFN77DWyT+F6zjjrgLp5+tNHcckNlv76AbmiEfLqLnnjVAFUD9aLHNpFsmH//nsxD+uSx+9LPlD9Z6rdBESeP/6G4+BfcyPykhufTJXziKzxUnRZyNwUT94NLtmP9DE3WT/lBtw4oW72jfSNHJ5XvSEzt/H6W8tjo5+6LJh7ykusWc9ehfn0TUMs+QXk4XENIZ9ueaq8xmv2HNmTcU+PD7mpeAh7027uyM+WuOTn7CKfPa35mbIvzyn5xrKMYylNtyDfah1d54SyWHIiYl2WuKReH+ktvOZ5bD5raM+U4XkDbL8Z8JI+cw59hP7rssZ67dc4+c4nb9x9vMSykBjz0n+ObTlOQx/II5pzswf78zPv505ed3t5ys+XOdrHPowVpXv+Gvrro05ezDIQ8A4CywVwgErYe1S2ppAXlzwvPA3TLWPjgDo3NCZmu3rjxGt+JpTPaH/1zUuVhbEN9SxZ+wY8r/0y11BuLHm+i5Znar6WZ77zSNUD4boLOK6fOnG5HmNpXAfsvq2HoTNmxjXkLvF4e16YR8CeZ83z+m7gJwzmE7oCkgO0AXncqXUAooc2+2r5e6lzcD3gbW7z9/zlrSm+pVb7NzW2eSkc62oXQM2766oTMPTywhziNp/3hjQsxiRlwi3dbG8+L5D5kbgUWvdZmuXG3iA/O32+36Ke7+qlDWXR8j3qw4zXfMDRdrKWWPLzt+aDr4Y684n2NU75PRhvLuONs574TKzzz6WX1LEENqoS9uvfJT/H6gTsfi+5r7zkfW/JBlIb8kJ+XdY8LhmRhycvg29496Je9y/55dzj/ZCf13VZggzxvuaeaF2WWJfb8HMh/MG9P8RvvGYxdXlwxw/x8zrbNvUN7c7rI3iOz9A/W4xchljXJZbsT6gT2oUx6oH03dE6qQAMi44xTgUQzW9+eRxcLyPWJdcqffSNPAb6ajMPEN5D11xTY/VRL+RFumTNXK28j10Sr7lO4iX3PI1lIeeX1ZbIH4O+bnjJc/pr7iuAmps1GpHjkn16blgfqPu0x1qkOddtrX2odV4zF5l/WYk1PxPWDI9h9iQv1nUJabaTptd4yR/8fckHXJfsWf1T7hUfc38mf8m4yps2dc7pOR+CSbVnOzXv1zzvskzmNXc2EFFzWXPNBDHGRjMQKB8g48g973PmutRDG/d77lmWZYmXXBu/s0WOl3xI5bzVC23Wtobn/JK5SL9MlKcksS5LtOxnQP9L9npxTTOvsvHKUnMLZfN73KWRQ2odIT+DhcjSLkH9INGP6bKusT48hAYfLj48PsayrpuPPzx8sZeIMJcPGv08bZ+v8hw27Y10D3sF4tGcOUfnAWgqm3bnUIrrG5CtULXW7KNhXtfOX3Z5zgeRl9x/+4suPz0+5YPlh4j8PHzN75RLECtLQfsM18l1ta69CPnIAYQ1rCeF0QcQDn1dcxifUWVjgQDyUF7qHDBemEPAsOn7msdSaq/C66G0oXzJeYlZp17YhzmzYAiPn8dMeIxmqBP6CP0FEPNw/YW6pvINdQII/5PXNlP5z8LY9wBZ5R28F6vN9YGRQ1lsveV5rDxD2yz/K3jY+4PBw6BzfWAWi19876aBAFTVCVjMv/kNqJ6ArRP7bcCu3xx+INN1mgJbP8AfrgTHHDBkoOrMdbuYOvk+OeUbbZspEF5EBBAOoC5QcR1A1YNBr+rSyZtPeMGRqoPdV522hnbxlF/CpdqtL/Tx4qdOOA8vplJl7UBd6PvCqN4YbfqZx7zNS/UBwlyiZalx+hsn9Fc2v3Z5oZ86MethzFW7fQjtyvoKdUKdNvOpB2qt5bVZX+jj+tgrENraJ3IAddwih7YkdTyA+nzq66YBqJuFdmUfzJnTmN9++217kKNsjD0+50/TfGACY17204CRX38YdnsV1nDt9JUC+aDua21k9NfeNfRvH/UzYOSFt7T9jHV9pObuvju/cwBq3bpW+yoDtS7Gds6ZksJLfgHJxczXpeZgnBsM108+DeGDcGtaz/ww8gJ1PNStS11Kg8zpy/Wxd2ubBwigzgMYfOTQbm6pfuYSxtsDEJGbEe3JVQ5tQj/1xgF1rqh3wwIEEYd6+jXMKcwBBBxReXLDdLZnypsv4KZeJRxtsMse09kHqM+9dbX12ugjYMQ6j0iFdnkYetdDnVS9GxqVqQAAEABJREFUeYDDOgA1X236vAd9gDwNLgUYsZHDGkm2FwwbDGqs0M9zx76AOk7Adm7qI/QT8q6/PIxckQM+5tOt5gbIVs89v1Jc39Rd2SLAIU7lPR9t9ib0EeoEINlyAQde3xnlnG8w/JLdXrCveyth9wNavVF4q9uMJwY+9p17lQcO8wG2rEDZPH6NzfgDGBj5b6UCbqnf6OCtH1B9w6AGOVch/x6Au2Z4azvn9BwS6pvK3016MgBb722CXQe0evsstAIIa4pbNdUJ/ZvOvDrY82ubAfdt7WeOGa0Hal6z7Rbf/vcojDxwpPoDkk8Djv7208FwtKmHtzr1M4Dt2mw+r5Fe9z0mkQOodYDbNF02u7yA4Sv/GfRnFahzxNr2AnwmvHz0n2EOoRE49AioPuiM1V8qyuH6Bmy+2hqam5cqN5TFLRlGPucNtMt30c5hLfsX8sKEysDhGKuLHMYm2V7qPf5Sbdv+Jz3qgUXug8wrgMq5BPV8O3KoP2Nd0iN9jW8bULFA7Y37fAPq3mxd4T7QPgSMc6NzRA4g3yOAyuc9W8DwdR6RA3hjjxzmSrLZrGOMAKoX95D6uX+Q6gMjf+RYknd/qj7FymXf9q/cD6jyxM7X2MOUPh8Gmk9fY+X9q7Jef33Um8d+hLLQxzXTB8YaGK9PQ1noI4wTMPxbZ355cwqg5m1fzj2mcc5tftjXQlfXX1hLu3m6xhyvrz4CRg79garfOYBa08jRdvMZ5xrAiO3c6VbnA4x5GjPbtCurF+YC6j7k/NVZ2+9x/rKIsjFA5ZVXZw799YVhU9/QD4ZevgFs8zGH84gcxiWpuc89tR6oOP2B6KHdPFIBlB9wON8iB7DNIcV6mU8AJftmnsYsdx11QOWCnapvdDwc7erbx7rKQp1UzHX0eQ/6vwfz/hEA23oC4bCePQqg1kGd0C5g6OX/VYBRE3batYFmD3SZmz5YUnjPluZ/yQveNm5fjVtNtE16y/6v1AF1gsCg9jTDi4gnklBvb33Ce3FRB6gu6CfUi1Je387yVV31O6cU2HRzDAx9x2m7B3sQ7XumxqmTOg8vasrzfOXtR8CoDYOqM65rAIZvFzWg5tD2MuYbjAcY3njMAaR2vOyloQb2iyQMP+3mlAp7VBbGCHlt8kD1AUeqTdiD/uZRFsqieanr4w1HeOM1rmtob7gm+kqBunF5I+z8bVP23zIxj77qhbK5YPTbOvtxk+NDSfMp66e/Pr2e6kTr7VFfoH4i7I1Tmzrz6Cv0E+qlDW0NoNla0+5bqmGONbc/oZ37sq4A6qKtzTquhf7GRw4YdZRnm3WcK1DnmfZ0r1zy5uj85pWXmk1+XcZv/KkTQNR/Sc0j1EtnqBOkEgigappzCaLGdcMIBFAq34yTNtxoy7eH55Jz0s/+Pb4eZ+ejrmpk385dHkak6yLaT19h7qbyQPUDg2ozRsh3TmkD2OYH1ANsewNqAwQjlz3B4IGKgV2OHMZZS1hPNJ/mQ2+wx8Lg9X8PnUPafoBiPUAEqmfPNdda6jztoddZXhgP1Dz0gcGrF5EDxrmnrE+qtpc6sSmSAWqOyRYFZDceOPBlzDcYevOJVB1e6rrnNsCIgUFbf6ZAqWDMRQF2Xcs9Pxg29TPsAaj+1QOSDdo3IRk42lNVsTD60F8Apbe+cxTqZ6gTMHzNdYb+rQOarWvHbNsMNxjPcfsAqifjhLX9/MnfCCtV24CSP3qDz/l1Hvg2f/sRHS91HkK9AGqeztm5A7q9gb7ijeGkMA9QOeFItbW7uRrqYPjam1AnAMkbAIcabxy+U2FP3xlaYbD3VYrTG+x22HnXBo6fC3s5Qz8BbJn1cc3OaAf9hce3dfeoubQBtb7KM7S9Bxhx+sBb/lYuGH5A/bDaXo2fYZzzm3W3eO+txuvv51UYp875q1dutDxTedH5gWLVmd88UnNqUC/MqSxgxMjPMKYBwweoexBQ+0fzCHNGDqDs1lX3HuI6gDp+V7GugeYEWlUUeOMHQweUT9dTMIeyfAN2P6DyAdVzz9XeXTNjievIB5hA3a+1CR/giZgGsOVal6X4zieNHB5n7+/mUCesDVQ/6VIv+xf2IVTqp3/Hqut8UmVt7qX1A1RVXqDW1lzmabow9p46GtM25Z6fFNjywMilz4ZcI3kYfuZyTyOtXw68RMVb1/kD23qWT0T1lyTsYdYBpYscxrsuW+5Jp95Y91Mw+khz5dUmL8whYPgYM+u1KQttDUBV5Ssm34DqrX2a9vGAsVbmhOEbN4ZxMHw71pgZzkGbVP+GPuqFqT0HpECtubyY/fQRrrMAdKnPtXms0dDQtaRA+ZlPm5CfYQ6hTjtQ6wSEME/kaB97ENqsq12+qbzIkJuvrtNGfYVyU3mh3GhZao6GckOdvLTjzlT7jLP9LM++/w7efrqu82qom23Kfwa6XtO5hvUbs16+9YvCfzps9s/q0dyiF7CpOvFR3fa/R80hznnu+bf+7N9y2/1wy7f+TK0p2k/fhr7Nf4aaxwuIFxahbA5zC3Moq28oa/M38LQb70VKmMMbT/tqV6+/On2NV6dNnVCvrJ+0ZXnRevmGefQT6swp5M0ptN2DfubtPPbe6DkY2zqpOY0T+kjNoU1YX+jnQzQfouijrF2qbIy8tZWlDWVhvD7WsQ/lf/zjH/WTXWWhXV9rmtMc6qwlr06bfUj1bbu65qXaG8aZ3zzeBO1BqqxemF8YKz3DXNaQms/a8lJj3OSoN8681nBjJuZa2o0R8tZuf6l60Xpzm9ffFlVnjPnkremDOnXGNJTPeH15KVVv7hTM65yevzzX5mxdxmXWPNqk+tmDfwLun+Ebb231+hj/+tU/Ec4NMGwbEGNndEzpXl5rQ0EmAWqjENcBVI4lCBHXYRxcbdmn+dR1D/Li6l4EqNz66nfLDsMnPhhuMo33mJtPuP7O32OtLIAtk/7WFW2TNjzewuOpz3voGCDgLazVheXFLJ/jZ1v76mM/MDZ8ztWegDo/lIU++soLZXOIOA11otVAszWPTTgx5p/R5jmX/Bnt1xR4tw5Qrp1HAYYOqFj7UN8+t6g+AtB1Q/uqACqf/AxgFouHoYMrTa3cPfhnUvXZTP+Z5rcXv2lVXTBacfyGSffmMcz0f+oLRu25SNdvOtuab9tM2wZsn+/4QcM6pmoqD2x1YPDxncO8MzqNuubPFMjDmN+o0zD7wds1BbZjDWTEeAGb3hwCdh0MXv0MGHpgJLrxDvdtN9yrj7PemuqaygtlIf9ZwLEf44GtrnLnApp9l/oZ8VqoE1DnA4zYOV98MGDE6AY7r/wegLpndh9ea7zuSt+LaxtQ84e31BzOoWFM82cKI97aQJ2X9mQMINlgbES8qWs94KA/60xifEMZRox8A446GDLQLkXNIwPUsbNe5FDvcXU+8s5Fql0dUOuervUqPbkzSb0VjDXGfYDUWKD+FDW94jz8wWshfSrXuta9dfO7/gA38gEbWCGv16+v4f7PvaR7MH2t5f6jQRBe94G4NexL2G9D2R6EvDCv0EfZXEAA27FWD4RxkaN9gZqLen3Uw9ApCyJiiZFLuWGM8D7mukuVG34/c67K/vKD6/H08BjW8LuE1DjXx5zK7svcWzkfoHpTJ8wD1Bz0UTZmPo7mMVadPFA/CNA/cqi3J+OMt740TQFU7tbpEzmUgerbePVA/VWTtdJlq9G59NHWPagHdK1jon3OpUFfIa+/VADVF+zx+rkm9qavgGGPHEC4/tZx7u6F9bGm/8akv0CSbttLW6NzWkOH1kuV1ZtXvgHU+sFOrTX7yavrdVE2V8NczUvto3VS6zsXqbIAJAVj7qEcrm/GN6whD1T/unQOeQFIbgKoOOBghyED27GDXQfULxm4FvcQH4zu8x79ILzOQ2P1awps/ca/edhTw1bOvLozYKyx+sW3BlAHquX/FyiMnoH/F9p90+OtD5Yf+gawnYQeXKCOEQx9J9QmWobhp85c/QGSV9do/5abth5GHvucAUM/+8PQwZH2BcSc+gOy9eFWtre+6GmAMTf11uye5b24GaNu9lUH1A3Ih0fCeH0aMOrq2zp5cwl5oNZXu7LQJuQBTe9CPx2k9gsjxv5dC21CGajja377dR3kgbrIxHXAyGFO/Rp//etf68aqbKx2a3jjs7ayNtfDm3r7ADVPddr1sx9jjRPy9mILMPxhUP2Na5uyNbxxznoY/nCkxglrwrA1r14o2689AKqqZ6BoKXJjSTLCh4FCXuTC1r/x+PT4GG6g1mWJ2kymvzaJehjHwDk0nL9r6099rW8vrod2Y9dlCWu0bC4gANm45EbXdViX9Gtd9lrG65u9yJq/8qQAVI6V7NXY1FkbSC5Cv/ZXo024+daWDvkaX6qBehBtH0B4TtRmO9ejYlKnzTXLoFqbJXXrsmy8sqhaaZNfl2EH6jPc/VSD1zfz93rZ1z3YE1BzNsZwj7l9AYrZ2v5gp2t1PmNgP34GAJVPXgCS0gEbVdl57lHr6QdINgCVR4U+9uz57+dJ2b48h6Sug5C3jnPTR8DeO4yc6vUDTP8p6N+OMw9UnzBo+8CQYafazrGtU99QJ2CPBVRVrWKub8Zc2QMB3vjqoP8MdQJu+wOaDwC23J0Lhg4G7QCPiYChh0HVCRhy++806rz0+hD5WRd+BqXikj8MkKq7B3P1uXDu09qeM/o04H4v7XOLmls9jHhAsQA7334agG0Nle8BuGeqeOfgXISO1vD8Fs4dKD9Ac/HFfPKt80lnmH+WTQdUfkCxABx0xpQh34B8j7LHacCwndTfLAKVHwbtBECz71Ig8g5T8DyTlzY8B2d4Xgp13qOAQ304yh4j0esCWc/r/xXz8YX9Wub6i/jEuJUb+ETk7tI51Mw8sM1Pm9DesMeGOqAeqDgvER+MXht9vd4LeXNpg70+vOXn9LDbW+/9xHuLPZpTaAOiP1Owx6mDIUcO/Wekqq5b5hP2Ose0rzahTcDICVRddUL/yAHDrg4Gn+rD2usLwwbjXNFHtG0lz+C0ZZNhfW2wxwCqCsbcQhmnN6D6MKf+kddrj41rW265Lyt9Un1IJVAxQF7o85UPK42xJ6D23O6l1AmPkZDP8Ip1bSHjVSSsYbw+TdUBdc557gig/irEB4D6wrBHDuM6BkZu5TRVTe9H9iHU6d+45Bzkm5rbeh4z9cYIeY+DezNl8xcyHnLu60M8JIzTbh5jzlCvzwwYPUPmeXjY9qf6+ADOfqzlXsrvEuZUFvJC3rmNTBFL5iIVwuMn5NdliVd/QSCPq7J+67KUv7x57NGcGV6v1qmXh3GeytsjEPorA7Xm6gWw5Sgm34Bs51IxHSdNUxjjfKWw+5lbO4zzoNe4e2qbcbNNvQCqL6Bq6Ccih7XFXEOb52pDuaFOHsjoOMzFfrQJ2O2dW71BytZsKKsX8jPUAVv/ysJcAoZNnXHS99A+sMed/WHYgLPp3y7bf+PcDIxzpvXAYd2Ma9u/ggcP2oMAABAASURBVM715MVcF0Z/s277E2xg08Pgzwk2h38hYw9iLgnUQs+6W/w57pbPRzoYtWBQc874KH7+0BkHI48fJgFDnvPA0AGlNk4oGONFQcirF9oaQK0PUBegyGEf7QfDnuqyA7IHAAebscI8Iq4DqFraGprszR69Savvi5U3GW3qGvoDh3pxHV6gjXWzYJw3RfN2LFCeQN3E9bE/7cbKC2Vt6swBbDcF83shbz8YOZWtBdSFF6i5Rg5txgEpHS/MKoCaj35AxemvbE5hT65H96OsPXIAW3zkgJEj2e0FhOurwvUxv/PzJ5lSc2k3v7I15RvqYOR1bRowdICpa+72BtRDLOP17TWD4eemYd40GWycVAC1DuqE/dmDfTUAXcsPKGotocE5GveamyE3Us5bvXZzygOS+umnvkCtJVAPzMwBOZfcANlvx6kX9uJDS/9tncjROudtTf3tW9obGfl0rTr+OQxQGx3rawNqLuuyxBLJ5zPCS26EtQtr6Oc8VpY6l304GjmAUC/iOsxhn8DIJ01A5k7EdZjX/H4hNQaoXEA4xrtcbMdZyVoCCBhQL+yzsaRNP6FNtE2qDEg2wC57DgHVk/7Va8o9t8gBw197ivWynj5ChXE9V/2EOv2Ayg9sc4Gh029G5JhleXNYR5rmyiGvTrtQPwNGrVknDxx6MdZcovuXF9pgzwO3+XhnmKMxu6lTto4AFGtuQFH1DY3GCPkGDF9lQFLQTwCVCwbVqF7Iw9ADiptvCe+8AeV7dgEOqq6jEqgYQPFTMH4GsOVIzg/NzTyQ1sRN46Rk4m+x1r6lV/eeTftn8N7xhY+6O1awH3HUDumWHsZ9dXjs78C2xrv2NgdvfWHXzXVh6DuTNucPtKqoeqB6kBdlmN7UCWDSHlm4b2tPoOrAkX5kB8Jrb3wwgPKAncLgKz7vQ+XwJ7zBqPNeaq+hHgPX0uu1vkCtibz696DPH4X1BbDtCa35LXnbH0bv8JZ2PqBYYLsXGN+At/o4DWBbo5PpoHdNzasPjBgYdNbJfw963TrWWjDye2yVteknlBvK2pTnPt2naCON7rPMAxzmVT5BeoyXOUTknkrIC61AwMC6ZGTy+V77Hfd/7iHrQVU6W9d6/qag1BzCB3t+XmDkAdI7trzAxuvfAOoYm6thjbgO5w3UA03tQPWlWT/3R+ZSnvcHQO1l1WsHas9IRPS/5Wh8ittLv0yer0tccv9sbX/j0TU2t7+NJ6xpL7/89HPFKgvzuS6RD/SEvDm0ufeXVkC+mU9dsjV/a5gT7DBqvtbWbg4hbw0BZIlLqG+YU9Q80lnqMZG2D1DrYC3zSGHkMlboHznWZal/P1Q/kapaU3PJG+ueX16dPuqA6ss8ykKbfubXV169VD91UqEOqD79rmasaye0u1bWFZFDnTDHGTDWM922nuSBWnfjYhrKAqj69mj9yCFVtq40Vds5DXsdoPT6O1+pPQP14Nzjbg1zAKYpqAMqVpt1gLKd3/RV1/NVBipWvVAnmpee0Xag1gMIh3ohP0OdNaXqndt7AKonuE3N8WfCPgWM+l1LnWj5z6KuDYzawN0ycNu23I34wPCfYIbbk7K3f8XiW+cj2EejfYHtpPVkF7PNg+oH1A91680hr029dqFOm5CfAdRFBogeQH0QzQNsfQDRA9j06sxtj14gveDIC23mkQp1+soDW21v8t7YgHpg5kM35+DDscgBlK/zgb22uYU1rR05vGjpl2zdoGaqXhgjtY727gs4PEBTry+MmvLGCXlhj11TfQMwda2TjPNuALXG+rq5geHrHIR6YX2pdQQMP/XOWcibN3IAVU9f41zD//3f/60HbfLqredaexPIkFoj81i3oY/HxJ8wukbGwrip6jvXlO84eWvob2719qbca6Td3qT6zPn0bZhL6CNmvTHmbjuMecOg5raevetLJliXJdZlqS9lbozUuan88vvv8fL1ayjnYtRPRNW7cTHeteh8mSbMZy8vX1/CP2VXZx/lkw8s5c21LkuYDwhAtwJBHXt7cB3MZ0zkWBf7WwLSK5GqeHx4DP3MD0TkBlr/l+zZNdAHqJyQ9hhD/5U917pk7itg+DkPc8N+bM1pT9qW1HvsVvP4RTRrW9+HlSKzVz/qxOXlNRr+ebio+HUN+wFySS61htYRrb9FfVDrOVi9ZO/OW96cHl+g1mrMOIoHqpbzEvpK4zTMY74zznr7EuYQM69sWqBqwugHhqzd/JFD3l6EOdQ7/6by1tamjzDGYyFVr2/L6uRhrwlv+Sxday6dYS1lqTjzLVsX9rzqgZqvNgHDHjnM1UixjslM5WfAiAVK3bFS5wsccgDlB5Revxkw9ED1GN8wgIO3ee1ByM9QJ2ZdBwPV25JUex6AEKSDOrEuS6zLEureg8d5XmPzCWt7/DPluy8w+7su7xq7djtZe0brv5c6D9E5zQNEz1v92R45gACSe/9l/+/B/KKzwJ5TvbGw69pPCkOv3y3oI2D4yTfgra5tMwVqnjDobPsM77lGOt7DuozzcF2O1PuTc6/4a23g0AtQn7Hyy/i4DtfCc9Pj1lAnYOTw+IpryF3idRDGfcN4Adz1v2Uw5qxvHbDNqX20NZybfdqHvPNxT+D89OmYe9QYbcYZ43VeXr05zdHQTyg31Q9QzEvIpaAA1Nrbm9BPwO4b19H5rmLlOOuAymeOOV8/iNJfwPDTR6h7D+aDcfyct76RQ73x6oCqDbtf5NAHdp2+qS5fr5xAPD3u+yNtnV8eGL55bnYuGOsT16G/AMrXnszpsZHXm0gb+fm4goiwl9eXl6JAXa/cqz3mHjByeKzdY5unYb7uw3h90jXUaXNP0zBGvb3pA2MdjFGn3YdT5tEuFdqMU+e5BnarFFUHqP3Xa+7VgOrb2sKcRXO/Jl2XJfJkydlHrMsSfU2IHNYyv//XZXlhXaHezwgQ5okc9gXUg0X31foZo58USK+o3oxXsB/XAzjozanePEDAEeZuAOEcPFbSdVlyT+1vaK7bdwGvcdrcUwvPeXXWaZgvpqFsf93DPD+gzgvn1fEwdB4/9UCtjXlm6G/enp/fwzyPjNPPY67Neu6NrS+MMRZyvuGUx7VCX23Gpnp7AbVu5rUf8wkdgOrNWHUeD4+TVDlyGGdfyo1U18ta9iLMDeO4A/UA0lzqtcPoA6jz01j7tbaAYY9pWE9Rah/mklcH7/vr0wCarbVQgF2nbF4x88qfhXHvAajacJu+F6sNRpz8GfZ41gFn1Z8qA3VcgW2e8Q0jP4eUu5OZoRLIz+040bWp+1YA1di3xMGIgVHfWBg6eXsR8oDkDTzRRRv0b7ROqg+w9dg+nvSi5abGzJjjgdlUa+fFww+aH7r27VxSoGoD24GMHNb2w5fs4WWMUAnUhcTc/WGPHMZ6MfFC0Dm0W99YdUI/5QypHqQNoHKf/SIHjAuOdc2RqpqruZRnGA/oEl5Q/Xct7EtfocE89qevFz2pegFUH/YeObQJY4FwbV1j452zNvl0rXrGAeGFXT8fztmDdqBy+5BRmzmNl4ruU90M62gH6n+8Iq/duuaC/UJsDmEf/sTPOsrOE6iHXMYbKxXy5tHXGGX1rqt1jJc351/+8pdtbvq7lnEdxgnn/re//S301Q7U8dZmPnMBtRbmVGcN56m/OvvVT5u8tcynTthf5AAO53Hk6LnoZ7zHzFhzWMNaQt5a6vXJ0NrQmFubscL6nkvG2F/nNVao1994oDYLyvoB1Z+8N397M+fzly+1AftrrufTw+MWYy+u0z9/+62OlZs0a5rPOHuL63DTZ16usnbX3nh1BGUxRpjHXoFa+8gHgB2vvW3hSNvKEm4IRdvzg1cbrchhPQGEv725ZD2pca5LutTLWOOsVfbckGoX9iqF0av59FenDYYeqJ4v2dclN7s+jLR/a7l+wj6V224/Ptj0J/T6L5nD9e81jhz2ZD3repzlgarlekUO19610dbnQaoDRm/qO48xnktS+9cm9HdOsMeoBw55jLOe54o9Abl0l3rob21zwtBZU3RuY4HqXb/Iod081kqxbOqEPvYK1IZcHzj2o596qTAHEM5FAOFoH3UC2OZlnD04LyGvzrizb9vMB1S/+jS0NyJH65MNcwrtXafzaJeXChj9ATUX10LENIBJijoOwDYv81lPqiNQ9wfz2Jd6oU/b1QsYeeAt1S6MMVbIA9WrNgF7bHzD6J7MK2+o+fr8gZFX29kHqB5g+ABxHnDUmUcfaR8XZaDWElA8rC+w2WDndYQh27NQJ8wPVH/qYfjB+LxoF5FDekaqKxaQPQAoW6+HsXEd8kKba9i1NauXCvUtw7GGsZ63+p0BVG3jYZ8LDD1Q577x5plrALWOkUO99hnqzkjXioEtdss/++onYPjZXx9fa2gTxtibUL4FGDlgUH1g8OZ1XUXr1fk5A1TV9ctrNAwZqDl0bfsxRh918h3fsvmBWmttylKgzk371zdySAWMOjB80lQvbcXkG1A5rWl910i7ub0XeQ2OHOqTVN/6aheA6uoB2HLpA8Pm/AQMOXJYAyh/GFQf9XEd8q0DyjdyqBPApuv5G3NGXIf92pfi2cd8tabknTl/AOm9ueH9+euX5+0HjpH3+Yb388L1t+jMPdexr4Y2AeN4WFOoq74ul1iXJXywZy/q7DNy2IvHx4dG5jNOm0hzvV59SCiyl1Jc34wVPz/9VP9upDH2qNl7ufs9jwwQ1hSRQz/h3sR+7CvVdT4b9+X3L7UmK0t4ntiXsLfIYZ5GiqHefYx7BeM9p9RZQ7s1lPWRAnW+aVf2fDS/cfa/7SfTT9uSNE/EsKb59NXnv3K/7zF0Db788/f6U2fzCXOTzvoCFWsf4ikf+EpBj6he3CNGDnsQyVaMuYD6pRL3cerNKbVXe9LHeuo71nVT5/cwdfL6CWOVpebUF0Yv9qWszfPCNVPW31razWFOqXDNtetnPv3U24/Uf2bJ/eg/f/2t9sz/9df8nvTzL7EE9ZukruEl97euozqpcE2eHp9qH2g981nH/NaSKqu3X2E9fYV9/f3vf6/zw7V6enoKac8LCHtzjsZpc36dV52whvkEEEDlVG8MUHmbj+vQboy0+7W2OmW/d0qtIfQThkuFevNKjZXao3H62bv51OuvTiir1+58zGGckAfylL7UPLQL2HXGmweQbL7WAOrchOGvzmNgPeOUYcQpmztyyCeptbKP1sPIo13oAyO+cwG17toa2gTQqupT3Qxgi229ATD0s079DGAT20+qEtjyKn8r4BgP1Lq6LjDWxFquiZBvxDeM5Rt8/+2u8wRhLJC6c2PAWXVXnhdPJ6AOnAst1L2HOd5eYMQDdcBme+TQJ0nVgP1Aqv8I5uoPkx8oP/TmMk46AyjROcDgVcDO35LNJbRJ53ig5gSjb/tpwPiy583PC5CxXmC8oCgL+chhjPOYoS5NtS5SYQ5j7EG7N3EfIBqnTpsXctdCu/4N7V5IhLmQSMRyAAAQAElEQVTsxXh99VHXMFYAh/qdX3/zSY3X11h15pU6P3XK+qjzpuKDNnswRr296wejln6AqoI1hP7CGGGcMnA4Bp4D2ptGDnsRQD008zf5vNnbm3nMf4a51WV45bdnc6gDSud62G/ksKb5Wgf7HNK8vbRb0/66hrKxwjozYOSxrkk6pmXrm9PehHb91AtgO4bKbesaxqpXdkNiL5U7N+A+TPMhojJQNyP5dVlqs+nmzFh1jceHx/Dfw8mqUSM31G1Trv5S55/wKAvtUm1uIN3QRG7wgfqJvzd/4WdJH3uUCmMb5oCsfIL6hr7NA+M45nxcBzdR5rwF44TrpK/zFvLqhDwxhraGGmPNKwXqmCgLGLI25ybUGwfDZq7Kn7L6hvqGOnlAtmoARVtv7hnWmVGB05s9zdAEIyeM697lkidLGqyR5N2XtcwH1NobAyNP2yLHrLffVJW/VMDeA+y8ORrW0VcAktr0FHN9A2p9YFDrNoCrV1TcnG8znBig8qnW316kykDNofNLPabShv7CmBnqRHwwzAOjBxjUPMa6jqJ5qWi7vJ9LP3/voT6beciXoL6Y6KsufsCwF9PA6B1QLLSthDtv+ojZDHuOWX+LBwI4mMzXOBj+BOF8/OYS9jDLfxZvHTHnB2pdYNDZpu+M2dY8UCwMWsLpDe7bTq4lwvAHqjfXrgwfvAFvPGDo5nk0r/PMK3+E2V++/WGvow6o3gHFjYchGyv8bAp5Ie9nWR6oe7P3f9cA2PJEDiDfP/eC4dv5rSFvNFB55a2rXigLQHITMGzdXzsZL6zjHko9sF0nYcS1T3wwYPc3xj6BLZ/yjLgOdbLueeSF8Q2g1tj+BVBrAYOq8y8YjGtEDmCrrY/zbOgXOaTWcU+Y4vZi43bGay0Q7pMaxlfOr1+3ntYlr87pB5QursM6whih2r4aXv/VC21F81qvPm+C9eBRqr/nW+97yjcfesKoB6hK18sB3u+M87uAOezFeXvsnQOw9Wvthn5C2ZruBaXG+h3IeLKiOdZljXVZqm6qqmf9gPoFCeM8VtrMZ15519OHbz5kE5kgX5cwr3YYnH27V5Qar03eeZnLHhptX/OH2taVChi59BfmaJhLX/NJgfpNOr8fOM/O3bw1zOmayneemcKoZ26hTd+GsqgH0emrj2vm90nr2aM8UOdz5FA392AFIOxl7l0/60SO5s2vn5AHAqjYyKGf0KZPqmoNzGM/roWQh/Fd2+8vxugr5IUxUnt1Pc0H+55Tm3kEDL3xgKTqGqtgPwKoftWZ31jzALU++ggYfjD0rov1BYxaxprf9W4oqzdn5AAqb0zDuqJVsNdqnRSoWPuJHEC+v33B0JuzoRcMvbx6oObe+dT/aMCoAYP+6Pw/Oh/wQ1IufzSLB+gz+FF1Og9QJ8VcWxsgKRsMvhR33jzhhXnaBaj4z5xwxomObQojh7mFPqLtt6j2Rtv94NqHgJFTm34zlT8DqA8i7HGRA4YMpDRenU9J3p7FXBfY1kUfLxheBO1RXy8iwhzqvPjJA/WbbOpgXISM1yaMFeqsJ9QrS41TZ73Kn0plGDcqY1NVL2OEgj5SoY9QJ/QR2swrgFov/SKHdeWdhze7jgPqxtFy5DCXvUn1F6mufFLzC+0NZXNoF4CkNgHWFfqW8voG1DFQ1GYO/cRc37zanIO8/kIekK2NStth6Mw5Q7swziBt1pIK2OO0i9nuOuhnLzDOg/YBqgdloOYFKNa6WReGXMp8A8pmP9rNHTmALR4oH+32Ejn0TxLK9iI1llSuLNH2tqW6dK/503V5f/PRfMbo41r7sNK4JeuZJw+croc+LrlJrc1sWcYblHfob064fibS1/zC/qwTPpi86Hrc2I5M411/oeSG3Rjj1QGHftBJZF7tM1Q3Wg+jN+drP62Xdo2OgeHbNv31AaoHeW2uGRDKDfWdR6oMI06+AdRxAcIBVG55YW4BKL4BUPHv+XQtaeQAKiZyqBPGe+xStb2AQy8a9BXyxgggD/1+PGGP6/XQ3/zGCmWg+oDhD8c8+om4DqC4WVeKfAMqV5yGvjPaDG9z6dfz0U+5AVR+oNYEBo3rgKN8Vb9LzH12cL1aDyMnDKovDB52as9iXdZAp3fQuXUBApAtaNulUr15AyoGBjXmFjoQjn6tv0c719kOIw9wNm0ycOitDZ1T2ro/i3ocYO+j61i7oQ6QFGDwbX+PVsA7b8beMwMfro/x4lYOYFPDzm/K72Bg5Ol1+ygFDP9bfrBfP2a782nM+lv8R34w6rcfUGtqLnXSRsvSxpoPMmD06Wfde4o24Ob1BYhvGb2O5jS3kAcqf9sjh/oGUPb4xAC2OQMVAZTOfCpgyNZTVu98pUKdmHll91cdoyxg5JLX/wz1MHy0weBhrHPbOzcMu3oB1Nyta48Nc0UOGP5A+cGQ9TenDyXkIweQ7/trluDaT+5VgC3Xuiy1djB0K0NeUo7TsDf76n0RENZuWE9EDv2SbC/ltm0044Gtvj4ztuBkgPqe0HOWAtHDHoDKNfNtN688ICm0TurchHtT95juNc2jzgc78n5+pLU2uY7GAbUG9hM51CWJS9ojf1hufFM/D9oge0i7ctlTad4k6XqpvZx5hDqh3Rr2ABmv8gSg5t9q42cYK8wF1/Mhnc3rd8/2TdX2gj2ncRpmP0BVQb3no1DRc4NRy9rWkmp3/kK/hnrtcy11MHI0r10/IQ/U+QHU9yDzAXVsIod7bmvDyGOvIk213tqB+m5t/+YUxlhDX2Wg1hgwdEPbpSqNkfqgs3MrC6ByyDc6rql6GH6A4jYv59Z+9iSs13ptooKmNxh5JlVc8hyd5eaNb6gDtrWMHG2TAtt8lLuPdCs97Guuzn4FDL06QFIwRzHXN6DyzHoYuqvLgQDVa9eI/6ABbN3M89mUf4BZ/kDsHwoF6gB9JomTFvo2BeqAxTsDeMd6NMHwhUG1di35ewBuzsNY4YndUBadC2j2LgUqP9ym5mt0Eth9W9c+0lnXvFSbaF56/kDMsvPyIiKAuij2xRmo3xrzRqjfOZd5jBPa2ke+AdRPY/T1AaDwQusFVp0xxgMdslFtXkTtR19jjDWHMdp11uacW1bXMlDnmLHGxHXAqGf+1jtPayl7YzSvP0FTb25lbUIeqOMqf01b5CyrNMbe7UNZ2KOQVy/krWUfwtr+5NRY8wKH+ajTz5jOFdehrN5Y66vW1zmrN1abvNCuDpCtc8EcCsbJm0cfeaB+OiuvD7BtZPQX5nVeHQe7jzZRm69M0P7J1hytA9Qaw4izljHCeTx/eY51WesGbh1jtZlL32woX+NPhNbrF6Gx0bvkT+SXikuHfOUTwoiqZV19hb3Vpi6ibJEDGP0lDUfeTEkqrO0x6w2AfZjHnAKoPLBT+zROmmnqpSxmnQbyTd3l5bWOj/lT9SYnMHpcxk/VzaWvayatHNm3+sihLN9QTnW95IGqIa8P7LLzKsfpTZ9Gq5XlYcQCipW3mOkNhk0VHHnr3VtT/QVQeQHFjYchqwTCPM4p7oy2AZVjdgNKhEH1FSqB8lcW6u4Bhu89e+vnPDBigDoPXNuGfjNg+HaeM9VXHQw/QHHDvbyt93gIoOYMg6oTW6Ir0/WuYt0f+pxUB2znrscnrgNGXhjU3PWlLO28g/xwh3Z9paJ5bRn6w15g9u9Ld14XIIBDMn3EQXlDAN7E3nD7IapzP0DlBd70AG915fwH3qwv5hTwfh3Y7R0LzCmqdzjqdIC3OvXvwRoz2he+PVfHSo0GqlflGTD0c91bfMdoa36mQIltB+rzCeTH53JA5Gi/ZOtVn9O8DwFbn33t8HNfTtOb8TMm000WuKlXCaNHeQHDFwa1jvqm8gKGXX62ATV3r0vuNwTsvpGj/YHyjeto/VXcSK+POZuH0bfrtDkmA2xrCEe+44H03F/AFtPapkCx9nYL1neO9qUjUHO6V6tzjKxxHPnwKxJLUDkeHx7q+0VcRz1gTP4ca04ggLRGnW/AJpcy3/RLcnzltm5d1tzrEc7lNX8Y7Tkn75zc/xqnLORNAFSP+ugv3DvpEznUr7mflMLoBdhi1M8wvr9LGOee3nVVDyPu4g+vc31cF33sBdgeACmHI+cE1N7FHF0HRh/ub3ORRlzON64Dhn1lCWNUW99ayg0Ya+V8RdeFEQ+DGi+Mk5rLva/UGPO6vtrlu1d9XcfGJec8eo5oPiukkJ45V3UN/fxNUKEP6QK+R83JOtZLdZ0f1u+e1AlgWzvt9ivaz96Byte5Iod6kWzl1iZaBmSjfRSco1QAW1371M+aUvOoAyq3a9Wyx8A8+gH1naXtxkUObUkqPzCOfZ5P2p1bx+ujrmGNtpnjFoxpwOgPduoanvtpf/PJA7UuykKdgD2PsrCfuWcYPtrEHK/8EdrfOQMHd9j7Ohg+EIA6Trp1fvkz3rOdff8VcvfT1Jow5gK3qT7vYXnP+GfZgD8r9TfnBbaTAdjiXWSxKe4wQMXDoMbMmMPUz7I8jLiZh6GD/WLgB8t4oe9nob/o+I5TJ1r+XuqfA5jbh27+2agP+MzlRcALpLZ7dYDtohc59BPGGpequvHDfuH0QqBeP+HFCyg/ZS+KQp+++CoLGOuqn+hYfQHJ4UKnj0rzOBepMox66trH/PYm9LF/5wHUHL3Q6hPXoZ86RXPoD9S5pA2om5g1gcoBo2776hc5pM5Fqs0Ya5tXyKsT2jOk8hnjwy7noY96GD3AoMbf0lvL+ZhP6KNsTm0w4tsGu9x9wDiuxnWM/vZiT/ZmXhix8sKe2s8NoptP/5RERG5IlqD+3R/1Tw+PG+/mSVn4JyXEGNYWQ4oAatMJ2V9uFOHqmRsaINZlCTd6Pz09bedL5DDHNpeU/Q3JJHUctcHIsyRVlroWzqfkzKu/MI+fKaD6AVRvMEbA0DvXlSXMA2wx+giuka5N+0hLnQ8Ty36l8o11WWq+63KbAlXLPB4TKRD23+c3ED1g59XZWwPYcmkDtvVtn1tU3xn6tCw/Q71yU/nGPZ36GUCJMGgJd95cBxjzcH2ErkCtUR8D9fYB1DGMHK1TL2Y5zbU2xjfUvQdztB2otVbXONuAVh2o/q2wJ/nuATjk1SaMaSh/FsBdV7hv6yD7uwWvMerb77up14TvhF+IvqPuDw1xDc7HBahj6DH9ocVuJOva0jbDqA+06i4Fqle4Te8GftLw0fqc+57TAiXCbVrGD946v/QWPIe89t9DXe+DkHpvFPICRl+RAwjYkap63ao568rp9AaUBgZVgJ1XFjCui3M+4NBHrz8MveckvI2bc8y8dd6DvtqBuh739TpyaLtVP0117W2bstAfkC3AzpfixhsMH3OJzuE8uxeg1sRwQLLB/cM5TqN5BFCx5oO3/DlWP+PUm1vefI1ZltdfwMgNg+qvvam53NNJ+9rbdn3O4KqAwelrT8JzWDMQnvfyhdz7Fc19jP4C0ucKbfoL+bbLk2+FyTdVdZylQHef3gAAEABJREFU2vRPhWKS8fDcuQug1lmfGc7Xfaxw/gbrL3Uuov3VCRi5YJznrZMK2O2eI8a7ptlUrMtae1NrwPj+qB2ofcWS1Pmrs3ZcB1D9Q9Igyi95f4jeuYB6gOX+2etH7bcjsuwlgFhzr6xv5DC3sC8pUPb2gTE3yHoTIgeQ7+PV8fbbMJ9r6Zpm8eq1+s0QI+WFNnHJh2lSdc5HyF/yfDGnecwHRsf27zraq99vtduHvs5PfX/Pkc+y9dBOH3l9YOSCQY2174Z+QCgDtTaRwxzq9IdhV1avztzWdm/td217s3fhuSb0NUYoC2OBcQ4sSzjUCf2UzS1g9OzcgDq22oX+UkByAHDw1Wifwp7Nrc569iisoV7AHt919JeHYQNUFdQbJ8wDR5tOQPUEKBZfzPQG3NRPLt/N2mMHw6gDlArI03JcR/S7hXL8N77B6PVWC3Dfdsv/lm6cibcsP0jXi/pH0gHbCQJUKvN6Ipdw502fO6ZNDVRuYNMZJz7KbwBQ8fIzjBcw7DBo+2gTMPQwTsa2w9C3LIWhA7YLiTkacR2w+2lzHlKg4oBwqJM2gG0uQKk7toR8m2U/+KnaXubzYueFRV67FwYpjHw6axPmUm7AWAP1Qr2x7dvUGtrNrY96Ia+/eilQ81HWvy/S3Z8XReP0NVYfZXkYvShbz1j15jLOGKEe2P4hZnN70zLGC6/+MHKp6xuGtcxnfnkhD6guANtv+Gg3d/sANTcd1UmtZU/yMDYLygJGD53HXsxnj87HWMDQuilq08d+5YGYfa1prs4N1E3UPOoayuY3Vl1MwxzWENbQpL++DfVCX+1AzRt2qv4e7FF0vD3Yj7BW15593KBoW5el0lrf4yxeX15K55s5zdcAVNdNxYeP5gaqXw36kwxQmyagbMZbTxo57EXon2Llk5+hHgi/gDZv/Axz2nsmyNcllmA7Rs5fpCFf4yYYOayRpHRNgbpumBuyZuzDGq0HAihf9UJb55SHcR5GDmVtPVegYmHPE9cBFKd/Q4U8sMUpN2DXA9UbHHXWnmFsnIY6oRpGHnnjpA3Yba1zjkCJ5mgAb3qOHED1mWwdA+ObN9aaUqEedn/lM4Cz6iADVc86QPUk34g7w/oNXYCKBWIeQOWHQc0LgwfqWjPPqXOqE3MubcpN5T2HPc8AxVoz44TnPnCoD5QfDFrCO28w/OaazQPBO7Efmc6xnfejuFt2OGYzl4Cjfo6FYdNPzLZ/FW9dYb2m8gKo4yl/C2f/Wz4f6YAADm7mFa2UFy3PFKh4oNT6NVTA0MvPACpu1t3igU09523lbm3Nt1HgZh8w9PA+7WpAsUDlg0FVwuABxe2YwpBLmW8wZGDL4T3Uz7FzB+oaM19D4gcN2GsCW1brtgBsfambbTOvDZCUfzH5pk9fl5yXSPX20t4CcIhtfVMYdv9dc/clHSsV+p3XCUaMtg35sC4PSFyuD2kiZdJYv+339WvuLy4b1PvgRqqfdbz2znWazxTbSz8FaUNZQGWTfQNrmR+GT6+d54P/ZqHofFIT+HANCGOBWsNbPUWOSz6AApLbX0DFAKW0VvkF9fDN+w1Q9y2Pn7I9zjXsRdiv+1jtwHbuzr7mF/o3jGtemzX8rUfzKLsn10dZqFOuvBHZafaaDwPNETmAgB36vnx9icLLS81FX6B6NKf/rrl1O3fFTL76axPalK1vrFTIty2uA0YfV7GIvtZyrQSM9e3zunPoZ04hD+RpeNnmVsmmN3sCSiMvFIARo5DwXBeeM+viLjmCiFiXpf5N9qdH/533tXSX/Jzo++X338PveXMvQAAZ6UfmEq4NcND1XLoXfQyY56OPOqC+V7o2QOXznOsYa+unLDqn8fKA5oJyQ7v+5pIvh3zTnqT6tR95a8jDyKWPMVIBlD9Q546+M/RtzP7tYx/am+oTOWDkbTlVWx1AcTv25rJPIQ9svuWYbzB0ydbrnNc4odF+tMMe0zrtDX2aP1PYY7UBkupLBo7ynKt5GD76/6ege/tR/Sx/NBFQiwq3aefvxoFWVdwmfMAAw//qZz4BQw+URZ2MVMi/h8/4fBR/KwdQ/XpSC2BLo39D5S1enTag8sBbqr395M8AtpuLNmC7SAAxD9hlYPPrD551GuqA8APvxTFyeDHzxijVnqrqW/t5/jBqmc8Lj77m8uYz+8PwM5+AIRsjgLoIGQ9UPXnzSgFJwXhjuhd9hDodgFor/fSxH/Xy6oS8euO0yQPVgzrt6s2p7HyME66LOqD6lFevv1SoE/JC3hr6GG9eoNbdWvpI1WsHapOkDnY/19RehLbIYW7j/S079V1HfZrr+KvTR6hrtI/UfDDWQL+GNmDLo1/kkNqPufXp3qXK6rXbk9R86jO0csFYP0BV3ZSB+nNu/WH0YgyMm7Z8OeebfNcCtmOuXpgVCNLX2knKx82QccpAHXPX3Pmo01eYQ1nA8JMv5OZeH3OD7xFAIU7DzXX9XygzxpxCF6DWoR6S5gYpG6n/K+NslxeRw01Vkljidh1tM4ASYVDnbM+lzDfztk4+VfUCqi8YcdqE6yMV8h5feaEMBBAOYONblupnnNQ4+5ECmium7Sra1jrjgPKDneo7A9jmYIwwl7Bm5FAHJBd1Xmgr4cbbe7Z2dy3lzSvkjRNA9aMeRk31kQOo+SifkeZ6wfCBQUt5eoNhg0FP5qoBnNWbDJSPirkPoHqHYYdBIwcMHkjp4xfsftaYI85ro72h37eeA8bMgGNtc7cddlvrzlT/GUCtFxxpx7UvDHvr71G47dd55rhbOhjxwObaftJN+ScxQK1Hp7dmoz9zytph922d+j8C4G64NYDqD9j81DdaCZ+3d8xnaJ/fwJs+PhMP3HWDcX86z8WA1gFbXXjL6wtIyq+YfANKNk+KxcNeb9bB8G2dtAE0W3TOp0JZyAugarluQt1nYI4ZHTPnONtnW/vfoh2nTb5p87D3DGjO2/ql7i9AzQeOtJzyDajrbPfi/aQ/N7DHRA7rzYh8AGecOmOkwJYPiB7A1kfrsskgBeNmpOrwsobXYfdnUuXG7Ng5Zp28vkD1BVaMGvoXc30DAtj2Ou59zj7KcPWJKH8gHEAYI+I6ujZQvlf1GwKUDig/oPo13nn3fhbGZyByAPke5R/TsEePhzC+1wyGf7vqB9QeWD/r1PHPB4VE1smHZe0LFGuMjJLzVG6oF6BVLsIe2i7vnlfa9fRquzwQQH1HsR8gHO3TVB1Q+c3X+pnqYx0hL5bc85pXtB6omtob5jGv6+76qVcW2pSFD6x92Loua1zy8+AP9B8ffOD4UPLPP/2cDyGf8rxYQlv79C8YvORDenPaiwDC/OqkMHoD6nwAwqHdY6WPspAXQM1Hfs0HycLc+hjjMZAKfwtSG4zvfvrqB2y/MKLdXI22w+hVWdiT0F/ZOvKAYs3LHCXkGxzjU1UvGP4Kfm8S9mpu44FaC3tVPiOuA475gVoXzR1zzgvDBwbVT38BVF0gHNqA0tmLc1UnIgew1bN3oQ1Ia54Op+9mpcw3GPZk62WMDAw9DNo6GLJ+4qxX/k9A9/Yje8lP1Y9M9+fmArYTwsUQwJui6t8o7yj0FbMZRk4YdLad+T4pzSGA6hGoExt2GYh56C/USRvKQtn8DT9sZ7SfdAYcawE3+7JGkJFXsBBCndTa5ZMu0paBvCgTPnS0p8jhxd6f1HlzUPfrr78GZL6EselSsh/0hnrS8PjwEP5Jq/Bi0NBuTaAerqlvnVSYSz1QNzRrG6OtkSXqpugF2z7Ve2H8mjdrbaJjzCfU6dd6ZXnjhLz9XvJG77/R0hdse1myl7xie5WqnpSt+8vPv4R4zJucN7TGJW9+Z3iTe3p8Cm+O7ee/X9Ly16/Psa5LlnnNGi+5tpFrtMayuKKXbPcSv//+z3h+/lI+6vXfkGtuz67Bc95IX3IeLEs8Pj3FL3/5S/ztv/4rlE2sTR+hv9m1icjhWrzkT1W/Pn8NIZ/q7Tc4n5+fs4/n7PM1e14zJbVxenx8qJ6x5Zzk5TLm8pw9f8ne1c9waiLK7zVeXp03dbN9fHysvPZyyZvDknOxB6nn5Jo3c/Vtj6wHxJKI9BfaL7kOrr3zcHPimgvjrSHkI0f5Z6w5hbL5tFtzTOuSpS41d2tk2PV1qTWoY5Drr9LcT7n+wnjzqQdqbs7F3EK7P40d/b6EVET20yh/loo1lz36+bDmcx4T7TOAmGVjYNfFNGB83vSZ1Fn6Use982vTx7yAYvkor+uS9diQC5W211yrl1ybr9l3vIE+pllMlTvI4lNYEtpE617z/BAvL18rn7wY8jh3lsUedqx5njQih703gOyH1GaVXGe5bKH+FOwWjfxctz6PQjTUVc4810xmPSDnfj1PUgnkuoy+wEpxGEB4PJ2PuORnIrtKn0v2mCTPb+V0S+FSmH1SESyRviP3JecjRk6PwWt8NFy79uk4cwChTV7ENJQb9bki5xhsa7Mkv6ZOuE63oI/6y0v2mGscE7QZ6z+z0PaZyvuA/2W69sc7A47roytcdQrfCY8IXPNc19516XQwbC3fokAAB9Oc42C4IQAVDxys5hAH5Z8gwO261vZ8+qikfu/ho3jtQK2BfKNzwrABbSradgUYNhhUm/ofASD8HMHIHafhOXRSvRHhbSwMXfWanx0/S/NnqHk/SzNmnsj/rnlg8HCklT87AvJ9vGadcxNAAOWgveF1UQB1bVTveSHySlkxacq4S/LxBl7/PoNLXju9hgr5jjG3UKdNyKuDvd+4M6rP/Gy32bkK5/SY+y/1rr3XK+H6Krv+XqfkhXox88o/PT7F08NjPK4Pdf00zmvbHKvOOCHfuGRf9rEszuOS6/ta67euS+3JHh7W0rkWTnWGOvGS91XXpHHJdWy0Tj9rCHMoD59LfDQu2aNYlqX2je55xHq9RwPZ80Dlci4JGDpjhTYpDD001bIDWp808zw+PcbiOhC5f3BP8pJrcqnPpH285j3EvaK4+DkKYl3WcN8o3EOqjxzWd98lXjIuVZVnyZoNUikvzULhOXLJPcLzly9hLeWff/op86+1x8rQeMk1t0fxnMdDZBsZfok+/5pm+gBizfWzfyDlKHhcxGvumS6Z85J0Wcge1jof5NM9eyZ/4P8Yf/nLL5UHCMcl599w6+ExE8DWy2vORegvLsq5Fl9zL+ochbp1WbLuQ6zLEg5jxOV6PsgLGLX1EdqlQt79tD3I6y/kRfv0D/NdX2u3/JJ7cnVN2+b6/zW/Hwl/C9LjaS7rSM0t5BvaGuq02wvsa6MOyPUdc1bu33COHMZ7zKQw5u1xhMEDeRxHPmOBmO3qIofx5nFtLnmcgdTGdq6UkG+eo/bYuOTap7pqmNcc6rRLb8FaAkYNfczrmnnMtS1pa+jVyJMmGvfs5jGfPQjzz7BfAVTf8g39SKF6yPMMlCx5ybKX8od9Pc2f7t/0ssZ7AcBWp/3gra5t/2kU9l7hLf9Rv+NM/ybPQNsAABAASURBVMjrar+1mK0D6oPjwQTCoQ04LLC6hge0eakxM2DEqtMu5GHXz/Jc29yemDB8YafGnGHuGdqVzdkAVNfJqU3A0JXh9KZd2IeQ71y62qO6/jCrUwYOawlsawjjA2GsOY0FwgGDqhdA5dHHuub2Aysih/rXvMnkRy4vPi95Q3vOm+z+pf8lb2aPefP9a95oHtYlLukrXbLMa9p8+PbTY96gg3DTE3kDciP0iz81yk3RypL5XgqveaPJkrFcP+jK9uENVb0X2v/7v/+Lf/zjH8M/v1hqL/908Cbw+z//Ga95s3rKml48zeHNQNs/f/st+3utG/O6LNlRxLosJWsnom5oxouHvAFHXlBZIvKrdvz8l5/j4ekhfvnrL/H8kg/KUvvy+jUeHx/i559/ip9+eopczuzta+FSF+6IL79/iceHx9S9hMN+12UJ/z3Ml+z1999/j8XANP7+z9/DPq1vbW+29vGU8xHyf/nll/jvfPCn/HvOV9i/NtfbXMapW5exvpF3+1HCC+drLAsF9eu6bLzH2oeWwv71e8jaQM6NeEx+WZZ6qPz3v/89BBBrrhXkMc5jCOTm4ylzLnm+fM0HnL/nVC7hsfB46Wuf67IEEaVPEkD5RZ4jK0v4cGBNnWv0kOfY09Nj5nuOX//x93j+8nusC+EaRM6t1z9yzZ2D/o+PD6Htlzw31zxuX75+id9+/62OHWtWXqJ4j+kld97OWRizZG7pJY//X37Jn3A+PdWcfsqN3ePDQ5a5xLIs8be//jX5cU7ZS9kyxrlGUufwmp+Dh3UJPyPmesy5XLJPn0itWUfenqX6LZMOiKeHx1oLc60s4fr4b+u4LpessSzLtnbK1tbmQ2DX++HhoY7bYx47yHnnqhgjkq1//1LaccbKqwPC3pLEui6putQx+D0f/D7nA2BtDzmfyGPwkvN0/dQpN17zHL/kZzWXOJbAaRfknY+/xRl5zJW9Roj2fc2cF8+pzB+5Zi/5QF36mDWfHh/C9VKnn3rSbyFCyF8yxj78nH55/j2e8xy45OfWZbQJ9dIlz4f1YQn518tLZnkNfQoQPVwX1/RLbvafc0Msf8ljAOT6rAHU5/zFOad+XZbsZYmOa/9FfQIoW1yHfrJrfp70icwBo751tAFVR1l0H9fYsumnTfQczOm5UHnTQX/7TPb+Kw+EORrt2LI5YPRjXhj82U9/a+nfNnl1HadevwPyvHAN1GkX8sJYoa4Be319xGyzlgBKrb2hQl4K1DpCUhU3AGlLGCN0MbeQVyfIk/FC5Fl3CWmeECHkX+NSvHJDfSOInH76ZEIgzC2AAMKhLLWWFCgbDKpeaGvAsMGg5mgA7XY4N1UCW+72V9+wjmhZqizkYcR3rFR9A4a95aYw9MC2BsZ6TktF5LBOI8V6KcvAngNQta1tCfmmr0h2eyk3gJq/Rhh826TqGzDsyn2u9/lqv4CmDcYLfWcAVRMG7QB9G/rLt60p5PUlr4GeZ31ONVXng4k+76SsSwh9tM855W/Ba5pwbmLuhWzkkp9hddraT7kBeo3z3PwZUvPVrr86oV4Ah3PAvPrqA1Tscr22AuE1PXJA8kn1awB1vTY+TfUCKoeCfjMF6jo/X0fjOmDEAaUx9pJrHzn/vIxWG9KWpWJlCZErXz6XvFeK1/xhrXu4i/e/zOmcBIz8FlGWCtfB+5Jr5nwuee9Qp01ZvTo/M+4FpNoE7DmBmj8M+pp7+mRz3tkhkev1NZ6v9/5lIT9Dea9Mvbx+F+fsdS3RfN+v1/TPiJAmGzMfxl2hzXu793hzRuayj86nrF7oKzr+kv2+5r5BvCR1fhvKMQIYWJbwWEJ2QgTrEn4O/FyI5kO1+4OkX3PP717yq98BstbXrOG+xzWxXl7lY8k6IvIYvOZegIic85L7lTWIHKm/5HHV7p4xNfGSx/s1dcuyhMcGqO8yUBHpOu4D2hr6+n1IPOd+RD2Qx+c5XrLuY+6RPO7ujx9yz/SSvbqGjZ/ye4s2oc59ndS4Jecg73EQa8r5ikwfS+6XyLXQ5+f83qNf5LHruN9++zV+/fUfccl5Wtd981PuP5cMrnnnhCHnl/Nde6+TugyoufvdyBj9l6Aenj9mvPAXWLQb5/lumA+qXnK+HstlWXKP+jVTXUJfexCurWuhn7JQ91t+L1RvPvMDtXZA7flfcs3+md8b/HD+9POTZ2L849e/h7p5//jwuMbj00MsuTavuYfU9prnx89PP8Wacwg/13mMpULd47LG6/PXsr98eY7n/P6nXujjmj3ld49LruNLzm/NtRLy4uEhv4ukzTkL5+OaaHNd1DWvbB515jSP8zZGvXZAUmsn47EDdZeQrOtS1HlFrsTj40PJ8uKS54B0WcjP1ZrfO7STPgPWsh8B1LFeliUEDB/gIPv5ueQcYbcrm8P+XQOgjpmfAfXaYeT5KdcPqHPC+muuofO3pr6RQ39tIsXqV7vwc/mc3+GF1+RcgfC7mPSSx1SqLFZSumSG6zV/ybrmALY1bTm9Smc/6pStL+xHGQhloQ7GGsirE/q9BxgxwOYG1ByBTXePAcq37dae0XopDF/Yqfr34NwF7DGw88t7wWcbcFb9EBk4LEIndSGa/wyd/YFw4vHB0Ae46QXUSWRe0U5A9Qu06q7ccbD7dhDsOqD6haHz5OsPUOQAthqw82naXnDUd+3N4cqoN78YKj9Vl8yvlLfYvNB4ERKRFyJvwNJ1XXI9XvNDk1/i08cbmhEN+/UiIawBlEleaBfyS16YHvJiAXjtL6ws9UDm6SEfyqRNvxd/CpU3MnkgexzHxDzi93zAB4Q3o8fHx+zvUjdo52YNG5AKc9ibccrGeLNT7wNQL3jyxoiHzKefumG75IX3oW5cXhj1sY5Ys18B1MXSG8Ul+/anZNbwhqu9Y+zBvDDmpF6d87FHff+SP2WzR2vpaw/6AHVxd77ruhS/Zv3IYS/6SFOsh4na9DW+cysDdeF+yT4v6Sx9zZtBLnIIZfWCPF5C3e/5gOZLbogih/OyPxjzWJclQ8lz5LWOg3VmO5BRUcfJHtfsf7nG6Ge+p8enWJe1fOzZNXET4hoY7boKeW3P1w1zZs3aUZC/5DlquWUhbmFN/XPOw9yeZ1kwHJCZcx1cR+sLeWHP1s6Pha71APpLPjAVz9mH8PPymuftS25uHtYlxJq1TCu6N+2vuYkx54xL1laWRg4g1jy+y+Ln71JrO9tyxevz4xcgodxov8gB5Drs54s5rdOIHEDV0ma9uA6gYtVBrk9cR54cMMlXdRPzCOMEDF/7es0bvCIMnTHqZ7yJ8VzN9dF3tinPmHPIzzYgzxFKZY4GUHqgbMYBNW8Y9OAbw29J27rkuibk1TbOsvo6z3IO5o8cUNrk9hcMXdebKRBAOl8ylQdgB0vEjMOJ4ckxI/JMnPpIsfICG1V3D0DMfckD4XBunldS5VuotUn/oulgpPwMdX8E5up4eTHLWfY/4gV2tbfiuold88e4zgV7Hdj5781u3kYf71n+3rwd1zlblgLb+QmoGp+D4sY5LQvDJv+vAOz1gEOPQLUAHPS9VmXMNyDfo3ziBwzXT3Qd6ZzWz8N7WJf9uqaf3Ylc8HxdYl2WugbMOeWtI4BtLjB42Kk+whghP0Pde9C3r3GX+jHAa8zykg8MyGuiOmn7NNUutKvzwYKQ11/9XYQjr72SO7C/hi4w5u61cskC2l7z4UPjkve3XNggnYV66UPe/32Y5TFou7y270WWCCB8IC1iIViXgvxruAoDPrD76l4lddqWfOC15gMKczQg4xPKQCx5btT8ck5n6jnZ+x9tkQOoGMie8r7kvks/cfYxt2sibUQO/b7mero/dQ8uOk+aD69L7g9FXjFSf8m1iMKS69BwX/ea8354eojHnx7j4XFNp0t8zQeU5vW3HFdyzSK2fdkle0+xXvZexyvnBIS9wr5OD3lc12XJJU1d5MhYkizpsy5L/PLzz+FDFv3M07jkmpr7knP4Pfefv/3zt/iS+89lXWLNY/OSPfuQ0L1opsrvLI8FeXXuU59z7wvknCcsZPXYdO6vR52cc+1pX2oOkcOHdK6BeMk1b3jOts5Yf+niOb8zPD5mDwmPid+31nWtXOuSPbOElY11bkv21XMG6joDSTPm4eEhHOYBoyKAUC+Aks1/yfWM64ChX7Ke0A6U1T6Fgjmq16enOqbqe25narQ66/hdze965m6decwJhPW0df7IB1keA2O1CW3SyOH8rJ1sGGcu0XZryINdjPNPf2FO4wRQ8eaIHMZ5fKy9rrnuFX5JyyX9yD6HLsPydHvddO37kt9r/pnnmw/Gu07TuA7lhqol1xyqUOa8qAryv3VZY2WJJXnhgz5/ickHu/4iU29XtZ0B4zphHRNKnbuQB1T/YZhrJNnfgeyYXfGdHOw5rCM6Fey21t2jc9zM3/P/jB4+X/8z+W75LLeUsw4IGJj1t3gnLm7Z7umAe6ZP6605w0AgPOnjg6EPUHM8u8J+gnd+GL4waMe0/Z6sHpAUYOeNVQlsPavzgxQ3BlD92rtmGPKZNwcMG6C5oL6YfJtzyItU10Wi/V7y5rLmhf8pL8hAXqDWutir178BhD0bp78Pk+Qjh1QYow9QOeRbpx2ouclrgyGbz4uzkLdmpq16UmUBKFb/xpvbXG0768ynzhutgcB2DIDwQt3xnQOoNfBmoM544NC3Mea2vtBHXcM44zt/5NDmTaFvPMYLfbU10rVqSbUJee3WEUDNw/zWjxweP2u2H1APCdO05ZPv9e08+rceqAes6vQTgOYCsOVqH/sTOqhrmF/e/oS8fjDOI3Xmd0Oi77osdc5EDn0h/fLc1A7UMTE+cugv8kSIyBu9/soNZdGyVNl4IMMuNU8Y8wEya4Tv5DtQ62t/xkQO45PUzRSIdVkCCAdQ/voC+3ca+QnahXlF5ID0TyRbL+s0SjG9AZMUVR841k4ZKJu1YMw3cigLIKXxAjbftgFlPMsq7a0pULGAqo0Hir8V77FotN2c6qQmghE/87Dr1Osr5AVQ6wCEA4g5p7UaQPnGnQEjh2ZjPFZSGHrrAjVHfQQgqXNLewnvvMHwn13Occoz9AWqrv0oa5fC0Mu3bp4/DDugS+UoJt/aP9mbL6DWC3YKI09cB1A5gc13zgu7HQYfP2DAMRcc5R9Q4rtTwO1eXJeGyQFJAQavvRTvvOkjZhdgOw6z/o/ywJbiXHMzfAdjLjGHAm/moI9oP6DZokDFlPCD3mDkBCojcLcGDBtQvr51v03VwbDDoOq+F36+hfnFnAeoz6HXiXsAaj6wU/M0YNcD4dA2U3mg8sgLGDIMaswtALofoN9BkcKsm3mg6gLptb/aByi789fqWgntwHatVtYuYMTAbapPw7hG62CPa93sA2zHxV6A8P4igOjRPbf8HoU9bvaDobc+sNWFMXfY7fo0IgdQa5dsvWDIsNMyTG8df6ZA1XaOzkt7zx1GvojEs39tAAAQAElEQVSoerDLvb/VN3IAb/KYqx9kAOFQJ3KHVnsxdQKoGvYARJ4Alc8HI/YGHPYM6ox7zR+mug+VByqH/AwYejjS9rEf5yHk1btf9zsAkK1cCkD1FNcBlGwvDRj+fq8xnznM5byU3Vtb4xbiOrTpa4x5pebxQZvUHEIffcU1tEjLHSdV5w/7+3uOjqXLfby6hnm1AXXuRw5tHm/zAPXdDNiOhz0K84nmM7TWR6q++1XWR6rO3FKg/OF4nIDoAdQxdh3MKexrzqev8pxXXt9Zb5xQ3/VhzMscM4AS9ZUBqg95da6bOeTVNQ9HP/UC0K3OKxmg8gGls9/OebYDqsrPeqIU1zdloQhUXvkZQIn62U/XUi7DjTegcvWa6QJI6lwwhwIMnfx7gLd+MHTdR1PzwLDBoLPulp92AVTf8g0YOqBV5QMU3ZR3GOuJs1mdOOs/I8Pnan8m10c+y0cOH9mBuy5w39ZBQC007FSbiyfkPwN9G3DM9V48DN/2MYc8HPXqbkH/j2AcIDnAD5AK4/3wSZUb8DYG2Nar/ZoaL4BSmbOY6xsMPbDlgMHbixdFId8wnxd+c6kzlbRvZl6gWgfIFmA8YFQAtgt65DCnSLYuXkD1o2wdLyBtB7ZYGH7Wh6G3X319aGcv2nzwqV55zqVNfeRQb4xzA6pG25xb5NBHe7L14Eu7OvOq009Yf+5bPyC0dQ19YPQPVD1vXubvfMbZo77q2mZNoG7ExuijztxAXXT1t4fIYR6hn/7+GYK+/nTO36rU159Apmutv35CGag6xsPo17xCH/NJhby5tMV12LusdnNY115h5NKmv5DPBqr/kvOnldKGufypPxD6mc+85rOudnX2IbRB+lbi8abP4Mb7nFuNx8gcW2z+cA7Icpfqy7xCn3XJy2Xa5xz9ULfs+ZDen+bJ+9Nbc9qr/nMfQB1/7UCd+zBo5IDBtz1V1YtUnflh9KhuhnVE6/QVxsHIq92e7M25ta1jpG3XV/kWtMHIecuuzjwN/dVZrwF7vHahj5h5ZWBbt8ihHUY8DJrqemmTkQp5GD4wqDrXwP7OPvYHY421vQfzANVb5Oh8xgCpGS8YvHqhFoZOvnXyQJ0X5pqhj9BHAJIN2oQKqZC/BW1A1dEOSDZoV2gqf4afw15Dba7bDHVnAFUTKFPnb1rKH/QGo4bpgKorLwDJvxXAoSebubcO8NZX//dgLvGez2dtt/z6WMPoDY70VsyP0DknYS5AUtfsW7oy3nhr3xumT6uAOn4w6EeB1hSzX8tNtcHn8sFtPxh6GLRzShtzvdadKezxbYOhA0o15wEO66FtRgXceIMRd8NUKqDo/GbeWf4MDyMPDOq11Tigrt+ez3EdMHyu4h8icDvXfG/uAsC2ht2PcxVA9QnEtw6g8p7jzNuA4aPs2li/AVRo27zuq1ButCztuJ5jU/VA9aJOADUvbQ2g9qKz3HXsTcQ0gC2HOYX7u3mPY3xcx8xfVUVgv+/7XcK9nL6vX1/qh9I6mVuU/vW1rj05o1iXpXoAdDvwl+sPwsuQb0DlM8cM5zVjtgFh3V4T/ZTt07nq63HR7oPCvj+r0zdyaDPGddG/oX2Gen1gn4s1jBVtM59QVt/wN3z9NzDtTfjbjf61kTn8rU57ynZq7axrPWUhr73zSv0+5ANV5wRsa6tvx8+8fRgn4jr0M95cwl6EPkCdk0B5W7+Y6Q2ouvqL3v+b1+9U9mcP2uI6tCkLcyrDqNFrZoyxfl+SVy+cg2mMs19773gYOYBD39ob5jrDfPbSubXrbw1py/L66d86KVDfh527tgYc+2i9MeaWmk9oM7+6Ger0da69FvrqI70FGHW16Sfke37y9wDcM9WamkucnWDE3bLNupk/59AGVJ2zDW7rz37mEJ/Vn/3OMrCpYOc35Q9m8hv1+xmBWiAY9J73vAgzf8//Iz28X6/jz7WANlXfm3CHMV7cMVcOYKP6zoDdBtxMA0MPg+oEbDn7Qyc1t3Y/pF6A5N9D+0vneNhvotqEeczb8AOqvqEdkFRvbTevFz4vClIvEOqEsrSC8k1enb4iVVsu52NOGL3pq84bgBcz+7IX9UA9wIPd17zC+vqZu6GsXsibq3PDyKGvenuQN5c9Wl9f47wJ6COUm9qTAGo+2ozXrt58UqAuzvbRuc0vnKN19NVuvL0AqurGpt2cnd+c8jqoFzDmow0Gbz5l7ebUX9m6MDY61jMXjHrGwOD11ybkBVA9RQ5zaev8QD0Uc46tB2ozYd4MqXXw4aeycc4NRr2W3aSsyxLrslQtYuRwDj//9FPlu+QGr+tLzSe1hnkA2QPUm0N6D22HEX/JDaJJlDpmq5UPR7Vb9wx9hBtU1yKbzlc+qTTZhLJZIyEvzrlabhtQ6/zy8lI57WteR/1mdLlZ17w2+ZnKzwACdugvZh95dUJeAJIDYOj0a8wO6mD4zPrmgZqzfuqcu4AR41qpnwHDNuve4+Hoby1hbikMOww654LRX+v0Fy1L4RgHR1mfM4DtGJivoR/sNth5be1n70JZ/Xvo9QQObsY2DoYUgDf9pXo7VsYpfwb63kLHtg32mjDWXVv7/f/037sCwNbAjzwuwHaudQHzN1r3n0q7z6b22bxU+c+En+8G8M2l7FGcA4E6LtrEbIdhg/1zqo+Y/eRh970lt04645wL2Myw8/qJzZgMUL27Ln2dBGr/4Z5AAPGZAVQu4I27dYGytxFotqg9wFGnwVh7816v7P5CyBsj4G2c9nuA4Q+D6mcdqZA/wx7UAbU+XVedtsghFcm+uQfAqAXUOnQ8vJU7pxSoevHBcH1EHbPcchlbD7q+fq3fkOt6pc99ZOTeSwBhTNvVFSK2OTgnfVJV/16j+2d9AFWbH1C9Vq5IPmXrebzsTf1y1dVvSuZeEghgewCpj7WkMD431remNK7DvLKApKBOP2FN/dVptL68+3ShzRpzLf30kZ6hn3H9MEg/ZWuZRwA1F6DWAZImYJ/H3Jcxfi/xz2x9uKssrKVeKFvLOKC+S7ROPWSN/M4Ao3bkUO/8pMDWS5wGsGmAOg9cJ2EPAoaP+exB2jC/iBxS+zXGNfIhZKqrtmskr619lM0D1Pdb5wT7OmnTR2iTCutIBYze1OkvBaomUMdCnTAHEA5lIQ9s/vHO6DUxj27GW9M1cX7qgaoJVM7WRQ55Y/Q3LlXlA4SyNnVA6V0rYyKHto+QblXbGECxAJS+hHfeYPgBb7zgre6N01UBvKkHlNU5FDO93dJN5n8rC7yZy5/V0KcfQH6mARdVfMb3R/p0TeCQtvUH5UnQp6EJjjnUDdx+98Q/A6gDCNRNykhAcgBQftb3AyqdHYBZLF6fhgrYfdSr635g1G+9tgbscdYW+nlRaOjrBciLJ1AXDBhxXnz094Ixw9rGmcOcMPyBNxcY7eYAah0ihzphPFAxnVNfETnUWdc+pP6ETZ03R28E6RI+8FOv3Zz6Gq/svIR+Uhjz8waiD1A3JnMo+2DSeGNb176Rwxz6JVs3S+v58E3ZuShrB+qcUBb+lNKc2oT+QNV23Z2TAGr9zaWfOu1xHbCvoXb9zG9uf+tR6v9U5tdff60bn+ui3TzZUFzcnOXGSOqfSEjJ3G6c1mUJeTd2rZe61ukSQB0nILq2NHLYR/NA+VnTflwzyMy5cSTGf3EdJNXPOkCtR1yHemM9Ds5BWKehW/tccsPZ9aX6XHKu5tfPOdWmMP2UcwL5ugRQNfVPRZD/mbNh/8JzQvjwUV8iAihEDvvUD8badA/6yptvXZZwnW9h1I4goqCPvDSmAQQwaQZrb6LrAeVnXdFrN7z3d6DmD0QP+xUtw9E264Gq49ytow2Q5JTGb5dauxSnN2A7T+I0gMqr2l6EvIBhg0HVWRt2Wd0M+xPw9vi4ZkD1AoOaT8DICSNO3+4FiHmoF8Chd2Bz074JVwYof2DrAY487D7xwYDhO7sBW257aEQOIN/ff/lvYPnnaV4h/DO3yM/RxT9HS/iZUHeGPsJa5+zqZpzt3yqbq2PkxSw3/++i9iPm+rCv+9k2+71naz+gzqGWfzS1h1vw8yD+aD34uH/rWwd239apb8Bub92Pptadcc6v7awDSgWDKugn5N8DcPP4wtDDTs0DSDZY47PYgpKZY+bPt9eBGbNN3s+9VPjPCWaq7QXH3oCbc9sCkoHdB97y9plu2wuGDwyqvQFs10IgvvX8BaKHOeWBmgMMqm6Gfo3WK1vb+yNQanUNoHKW4ZNvQHnCoCXceOsammA8ILMX9a0Dap36PhinMfvP/Mmt9gGdV6qvexXnLQ97fWV9gJq7tYV6/YW89x7rkG8wjqH6GWmq/vu+r3yGtcSWN/fG7rms6fltPve/Jef+zVzy5nE/+frysp0/YDcRvgNJCc99koscwNaPOSAtCXl7kArY56NeuI+X+v3E7z36uS+W2ru8veljzzENdfo1YNQFqp/W69exzUv95YE8iPm6FPSxplSkMv7617/mw9vXeP7yXPtJe/F/rCmAegBbvhEBo37kML9wTtrdR/sXXM7XvrSJdN3yyqsDqv/IAeR7ZCuXoubxe5OwF7/DeRyt0TCHzlKg+opQExsPQ29/kcO89gVstftcVh85zG9OqTYYx9M1S3N9bzSPvD4NY+zVnufjaZw+2mH0AxhefQKV0/r6CI1ArYexQPWrj4jrAErv2lgncmgXQJ3brYdjTaDqZ8hG5bu+PFD5zWEfbYMRax0BxL3RMW0Hqh5QqrO9lJ98g5EDqJznsHu51YuzvzK8zaWv0D5DnZh1H/HwNv9HMWc7UCrg5rzL+APfls/mAsoVBi0h3+Aop2p7wX3b5nRigJo4DHoyvxE9SDB8YVCd1Htiy7+H/gDMPkCJ5jgDuNtf+1Zwvikn2V5A8a2Ho+wHTuhk70L+DOOFdqD60Ued1BxesISy0CaMmSkc47U1jAPCi765gHqoJ6+P1Foz1HkRbegn5nXWHzB9XcjsSbt+QM1HXh0MGe7TOZ9xDfM2WldFr29AXQQjh372bq4U68YoNQ4ov7bp2/rIod5Y+/XGIu/8vWGo8yYltBmbITVHGHNSFuYU8jBuHi1LhfnMAdSN17zqrWkfkUMfdUDdaOxFpKnWG6hYIPxTCKD0xgjjrWFOefN2vHLkUJek1kVqnBQoHRAO1wCo9TRWP6DmLy/Uuzb6m9eNXunzp9jK5hBAzad060P4jxXbp3ECkBSK82FIbhzNJfT14aNUZLJ4+foS0nVZYl2W6ssE+kvtxY2Wa+EaCOsD5atsH2Vf15p72yv+mtMvXKLzwjX+FANDD4PqD9RGwhrKrpfUOitLSGH4AyWrE/rFdcDuA4NvOwzZdRGGAJULiPMAyhZ3BlDrAzvVFYYsL7q+PAwbULmdr3MAwqGvkAcqv7JQ14Bhg0HN0TZ9hTIgeQP9G2+MVwWMWP1UmVMA1bt6GOerehHTAMov7gzY83cuGDpzCY8TUOtgGhi8SCxaYwAAEABJREFU/g392iYVgCRP+0vF6jNDY8fL38Ul6jOjL/DGDY66uYa9Ky/p0/FA9dOJtDf/R6h5ROeQFy3/O6l9iHMPsK9F2+Gt7hx3lmGPaZv5Gq37IxTYws27CT+AMZ+YUwHbeTLbYNfrr03I38J7tlv+7+nMJfSRNgBVG4DqHSgdHKlKY2cq/70wl581IS++JRew9WvsjLyAbLY558FnMsDI1So/+5fTPbptb+hVYe4rm+UvVV8ZRm4Y9KxrWSrMI7z2KLs+3lelLcvDyAeoLhjXALYeynh6az9pm2DEALXvsk7bYdja132RNmC7X8z+8Q0DRm7gEAVUbqDWtOt5/wVqfuoacR3AFhc5gHwfL33lpDPUzXAuyh4HGPXVGaNe2rgl6ztD3yWo/dLT46MhBaB67TruxSLPvTgNY1eWaD/PCV2UXY8l8ygbr87aysLaDfeM1vf4dQ7j/Y2/dVnqvglkpxhaMFYGqPrmjxxAydrNZU0YOn2AgF1WJ2CsJxDWFuojhznMleybF4x8MOLd4wod7cEconiWcM1cD9dTndBX+E8o6Ss/663v2viASz2gS/3Wauvst/3sFajjaj5jtLVeXxg5tJvM/DB0+qsDQjsMvbXMYS79hXLkAMpXfwEjJqZhXmOB+sUOHxACdTz8ztI28/pdDaho6xqroI+8a+w85NVpa6hrHkaOlqXahTxQfZtPnbmE/DyPeZ4wcuqjb+QAah7J1nVBKoDKb6+Rw5hGivVqWWpNfaXmFjDWS2d9hHp7kiprg9EDDKpuhn4N9YCk+jVPCe+8wfDXxTzSBrDNH2h15VbQXwCbn/oZ2md55rXNaNstXdtuURj14Uhv+f6n6ZY/0pAL9UfijTWHkJ8BYzFn3bfyt/Kec3iS6ie0AZIN6hutBOqEA8L4W+gP0hzTvBSQbCczUB9qGHpzmiOuo3s4U6B6uboV7we90Xppx5pbmL8vDDDyAFtPxvSFUl9j9Adq3jCoF1ehjzWA7YYXOdQZK1KsF+z1SpFv5vai7UVc3jhzCmOVhbw6a+qfoXXjUm+cOv386ZZwDvq4JkDNT19zqDePvA9ara3OGHX+ZBEIf1PRvPqqM7/+QM3V3MZ4k5H3p3X//d//XTcle4ocxiQ5vPS3jkrjpPbWvuZsO6C51l4f9c5PCtT5Y5wA6matnzmA8DchnYc65+HmwDm5qTKzVOQChbKbpRcfAmasvDb167JExT48hDrrmVPqHLzxOWcgzB85rGcf+qVYc+i+lY0Fwk2b8dbRrs2cQh/zvORDQ/NoVy+sJxX61U+h/U3HzKlOrMtSa7QuS6zLkr0LwlhrCtjPD3+KTa4E5HvCvJfMqf4l18V/z6b7rfXJnDDi7c1ejYlpAKOHfPDoGpbdjXDi8vIaDX97rPmVpR62StW9PH8tv2XqDUaPzhMGD8QsxzSsK4Dy0S9yqOu1lcKeK831gqPOGA1NAcWAsRbmmW2ud0PHtskDFQeDnvtqX6D6jtMADpqOV2mskG/YW0MdUHk9b70W6H8Lxqg3P4x5KsOIb33kUC+S/aYX7HMxXljXc6vRCYFt3aw9r2/73KLmVC8V8jBymad16s+gFfmQX76xLkv4efD8XswVEW2bqdcZawABA5EDyPcoXfzBMfcvLzrlzLfu30XPvQA/ZP49H6DYuc7Ml/E73s7H7yx/R8pDiD02ZgNQn1NtkQPG/JLd1q1t6v4sWEN0/plvHVA9waC39K3r+Katv0eBe6aq6XXCXI3ZGSgf+Jh2XOfxOiTWZdxD/ZwLP9PonNcEeXUN9c1Lyy3vp52zqfpvAZj5GAFDN5+P7dF1pNrVOxfXSiq0SbV9BjDqnX3NI1oPww+o8zeuAyi5r9tSoPa1xivbK1B7p2/pLT4YQJ0HullLANWPe6Kuq77XSF60DUYOIBzAllNZAJLSA0XNAdQerOcY1wFUD10jcujv3IW9uAf3Xm0skB5R6+M+SZ91WSq389BHmK/zGCAvBaon7TOMMR7IU/oS+VY5/eH9q7/pmHBfWMjzHqi999PjU/6A+2v1Y35zmkuqbJ5BM2Xu/9yzvri3zX2gvyHpQ0xpdpUOUb9JqI86be49/S5ijqenp+rJNfE7hXO3Z/eg8tZVtjZgyAGuwRk6uGc3xljzmB+odTK3eYU+YmUJacO/uiITKftbkJecp78VKWCspzbzS60hgPplF3XWdE7W09Z9wvifaCqDVSKXNI9P1tPP3u0NRh390lQv7ebTbm2ptYCam7x6nY3TX9iLceYW+qkX+ptHf/V+B5SqV6dPn6vmBWqttIm4Dv2UzWW8anXWs7Y9ABULRA9jhLJxxhsjjJn1MOLM2zFS5Yby3/72t3AezkG99YW8dnM2lZ/Rentx3lJ1xgL13VC9ubXNsfJAHQsYtHXSGeZswPBVts7s97088CbU/OKN4RsVcw6g5tspZlvr/kwKVHo40lL+SW/LR3k9iA0XRHQMjA92y2c6+842oBYa2NT6CmtJhUZ466NewKjfMa0DKr8ntXka2huw+8DgYdD2kcLQwV7LD7MfQuGHHIZNf2uK1vsBA8IY0T72pAzUzcoPofMwZ+sB3Q8A6kZjfnPP/urM601JdB515pYC24VL2V69eQngcLOEUd8aQl+peX2QBcNuXW3ms07kkPfCl2zNXb1+zrN99VGnjzptQNi70G4csM0Z2G4yMG5A9mSe7sk/fba2mxP15pVaI3KYVyQb3tisoa+8OmP118cbpRdgc/vnyzCOl/7K+gljPR6uo7w5vPmaG6j+uz6MHPqq08c1jRzK1jWHDxevvdf5rB6oC7c1070ejPpgUR7G2hkz53R97Ecq5K1nvv/5n/+p9bRu55DXpuy8u5Y6Yax5hHb91HectZWl+kjN4Zr1nIE6D10z+xXZSDjnS34pUTYmclS9L8/10K02OBlrfvX6pUu85ANBYY4lxjmiXT/n+/zlSyjXg5HHxzoebZNqs7b9mtPN3SU3S9rsX/sl+1K2L/t2Psa4CQUCxufcHPbw0+NT9INEYPucQ/aXufR7/v1LrcNTbiDNCSOPNVxPe7Gmc9BfnX5Se7I3XIDc+PpA1Hnap+tgX0vma7SfNnlhvDCXdcxrbQFjPtqEZbQLyDlkTXkB1Pxh6O3Vc9jcMGzGK5ura0nVC23GNZRnALVW1oscxgLJRU7pUtcu/VUA5atP13PdhDr9zAPDz3XuOWtzve1fn8hhTJLKqQ7GPFvXsdYyVqrNXPpbV6qfteTNWccqz7P+DYJIfiXPntxHe+4kV/+XTu1Cm3/yLBXWqDx5LJpa0/pS7TP0ab09tA0IZaCOY0zDGEXYbeqEdaSifaTKDWUBVA3rNOxlxq0YGHVh0LgxOq7pDZeal3Vh5AGia9+Lm/XNwzFevfWkcz51MHzlbwGGHahz2Bz6SYW8kG8oOw8h/x46Rqof7PWMV9/Q3oDh17IU3uo6dqaz77we7aO9Ae/ntEcBdEitU+eFoe/cTXUG6nwD6tjHdcCQzau/ahg64BADuz6uA3ad8UITUPcVP+ONuDHgbbw5RLvD8FGGwcORanMd5jh1Qp022GOcL6C5oF2/z8AAoNYRqDUynzniNMwHlI+8iOuQn+E6mWcG7HXa13CgcsKwGxM52udM01Qv9fYpVQEjHlCsOdmHAEr+/9g7F/U2jiTNxskiKdvd8+2+/1Pufjs9bYmX2jiRiEICBClKst3uGafxI+6XzCpUJYqkbG6v2cYIHeFsg8nD/Nx2fuPMI4Cj38hhHq+Xwnuc9wn9vR/ony71wFG9vuqFevNLAcnxGQCqhnkacPYxjzDeukI+TkPZXqT6mcNeYOaA8/y0uSZtB2q/Zip1xptbP6Curc3ro22FOu3GWV8bcHyGgDoWcNa5HsJ6wj0OEfUDL/WgNPcD3i/TFGqsYf6ea+nT1/uvdvB9xtnLng8BKz7vx9KON8462xi1n9TXPoS2PDABlO0f//hHbGNLjFTv4XH1e437Cvuwn5d8eFmV8/7t/tV+tjFCnXs596vqRub85eef4+9/+1v4gz11z/mw8siT+8nu0Z7khcfLftVZX511pe457VmbaL28UBbWUPZYwZyb8eaVaje30D9yzfRXr12d83C/DNQ54xqYTxjndzb99PH7jH0ba4/6mMu9tnH6qdvyh/jyMHuSN05qTmPtQxlc0ajjoGxuIPQ3j+sgNUbeeKnHS+r3wP/9v/93+EDOeQPH58448+lrf/LWdU72KW+M35WA0N869iH0Aeqzr6/27kubPuY0h4gc6pJUD1LXx1h5Y4S8cdaytrHKxuprr1LlhjEw10rb//k//yf8HquvNnvr3B1jzkbrjJVXb2/GS5WF6+v6AAET5oVL3poN40TL0q4hD9Tx1Qc41gZmTiDWAYTxDeu7Rq69vHOQwmWcOYDK73pEDmuKZI+X8hqvLHQAKh445h83BqC2YKwoId+Aik225t3zaB9A04cAZ1/jhfk+FPwBJ/M1dAdq/iP+xQPOE//eVuCcoyfZ1JzAcaCUxVt29dqFPMxYuKSeWMKDpJ/+DaBYmCf4apdfY5TLOd+A6tO8K2DqgTrRjBHmgWnL8FcvfTqPH5Tmm6rzQ+aFQZhAXX8AjVenv3pAsT60qw2ovsuYb/ZlXqk3FC+AxqvzQiS0mVcAGRV109YHqAdrXuyV7U1qTeB4kGOfwmAvaPpZyzjr6q9NWEcA1au8PUm1249U2YtQ2/7f//t/4UbCm1/bYeawljWNBeYHKjcPkQMoGaaveQUQDmOMFdbreWizdx96qnMO+qrXz5rmUS+0Ce3ARc3IAdQNz/kY3zAHzLUEjvNKvYgcrnmvq7XUdx6p0K5NXru8/cDM7RyEdm36941a3odmbqbcoOjj6li3Ya49NzTm1t79y6tz/fTVhyDqp8N5DLTrWzQ3KoDWOncrZ274gFqbOA3zCZTzAZC8OSA16W//2xgxzJQ9PedDT/uGtBuTAALmeloHppymY41JAag85rT/hrIwVsiLOA15oQgEMicAAZyk94k5hHMEjjh1K7S7hgKopPbVWH3LmG9ArasxsQyY8Yuqzlf9rCNg+pjXGlLg6M9YdVKY6wxc1NMOUxenoa5xUtXxAErUttazF6ERqD5h+kYOoHTGicgB0w6Tpup4mbuPsVRZbGOrPHCOMZ82/YCaO1B+9tQA6nyPdwakz3fa7cNQeJ0Dps5egKNHYxrOwfjfE3Cu3XXgta5t1xSmr3pAcgGg5rYqe37qYNrhNtXnRwDnvGsee/g919f8a73v5WH2bzy85p3DdS2YfjA/37fs5vstABxprNM4lN/IdHzTr4UDdX7Bbfq1+P8JdqCmua4pnHUaYcorr7/yjwB49/hcn7/WvNat9eEynzZjGsqApO5PMjBluKTajLPeCvVel927SAVQ89AmjBNb7o2u7erN5/1H3/dgPHC4AEcdc5hbwNQDh691tL0Hfb4G67gP9GFeJzdGnX8tov8Ybp8AABAASURBVN0HeO7VfHgH87rS/kCQgeB7BFCIHObZ972ORfPmE6kM0idyLyiKT9lazulYf0ZsI3Faa20NfYAAwrVUHzmsJW8d9UA9oHLPnOYsvdcvavhdwRz6Cn2V9THWPPJAaBdAOLTpI6/efbow3jytax6oPvU3zvPD73L6+YDLXtq2MULZ7yvmU7+fHpK6R99zzayvraHs/Px+IDU/UOtiX51r7cfY7sXjbayy/m1TFpEDCPsFQp2wjjRyaBNASlG+2nxY5vdAqb3Zq34CKL/mYxnGrjBOM1AxyjB54yOH/uqTvZi781bXdqByOFfX3/WJHK6Dx0W4BjDnql4Yb63218fcXVO9OfVTry+QmaPOOxl1bZMKdY2WgTpn4JLqB9R3fut0bcD0VUfdrWOjgzbjzNMAbtZqf2Ma6uDsr6zNnA3lhnZAUjVktEn/wtsrANR6ARdOrp0YF9p/kQBUk2t5m2us+pXXDhwq5WvA2X44nhh9gTdrn9wOAtQHvk94qSereSIHkO9RH55i8k17kqoBZ3vHSAVQPuYUfoAFUDWB6KF/A876tl9ToHIDFyageu0PuTmtLXS81bs6/Rr6rbzyCuCi/46P0/Birk7Yh5AHjgeNXiC7J8Osp1/HqjPGi6t6oOarrK/2hrKA6WNemOugXj+YNph6c5rfPrQre3FX5zFSL+TNYV17kyobI+Ayb9uMFeYzzvzy1vBmYKwyzHjjlNW3L8xe7QE41rztkcO4JPWS12Zd10AlzPwtW8M56Kc/UDdEIHpoh3msrK2fcVJ95K+h3hoP9/d1nGD27obQfMaayw3Mnj+J3nPjYg7jGsr2FbmRcbPjPIwRQPUpv41RvJtPIIwT1ogc+iSpz4E9bWPEnjm1axMj45SdNVA9K1vfGMAUoW4E9WAxclgHzjbt6ZSvff5WW9qMV28uKRBARs/riDkUgEOvLIyVCqCOuTogroe5V7QdOPICra4e9VcBlA/wSq99BXD04drFaQAnbhKYsjWEWntvwNneNrhdH6iacI4xJ0z/OA114iTWXJp3nUXbgcqpDJOHmU9d5LDXNSZVxzrB7AUmNUa0v7z+AqaPfAOoXO3f+pUCq/gmD5d+8FqGs87ehAnhrFdeAVSPwKou3nhRwh/wBhy9AEdF4JXevhpwth9BCwMs0iVrjkvNbektP3g7d2cCqv+WpeYT8l+Dfu/hvXjj3rN/xAazf6DcgQ/NB6afPez5w58KXt5g2hfVd7F+hoGK7VrSUnzwDV7Hm8PP7gdT/G5uMHu7VQDett3y/y10wKvj/15ej89bdm2uc9vhMvdqa59bFHilhrMOznw7wtT1MYYpW1OdVF8pUHOG11S7/kIeps+tWHWA5CKfCmPNIeTV3QJwEasvXOqMUy/k34PHADhcgMqvwl6kcNZ9JKcx1zCusdp6j6FN/Tbmfg9QLPgbjDJA9baN3KUl372nVHrSCXyPKScPJ3mP2tcBsQ7rw1knZy/uGYHKo39yseoA1ccewxhzuY/VANS+1TUEKo97xFVuPk4DqBjzwNyruJ/uuMgBM1eytf+xrrxrIeTVGed3EXWA6oJy51dhD/rLAzUfmP697tpF5HANtuGK5/429/XOt2HedKk9ulS58wOV2/qRw3zafFAmr698mmoN/N4Esw91AqgcQK0nnGmcBkydovmB6sf18PuYVJt9wPSFS6pdAJKCPQpzSoUGZSEv1Ct7zIQyUH1bU1lEDmV70i/FmpNUuzmkwHGclbULoHJGDvOIjnEtlfX32CjDeS4weZhUP5GpXtUCqg68pnDuLW4Mc3ZPQOWxLxGnARzzPqmKGCtKOL0pi5NYxFwCKFl7Q4W8FKYdJlX3RwO4Odc/uo9vqQcc7jB511R4bPN6QE0KbtMj+g9gYPbQpWyyeSlc2t/SqW/A6xjzCn0AyYHWq1h55fcA5zzGrTDOk1zIN+Ac0zopXOrNpf4Wrm3AxfH0IOuzYtUB9cEGwqHNC5pUGeZFQlmocx7A8dML/YU2oOrr44XLC7Y26wP1UNEbhXZ12juv/kKbev/E2QugMmD6gv7m1EdeHx9WafQnYP62ojdPbdZQL1VeoQ6ofmHOc81rnDcy8wP16/rqzGFt+QbMPOY0h9S+pfo39AfqJulcI4c2/RrmFmmq3wTVz5zqmuprfqBukPpqawrIHjb9raOPVFnoRJCbIzcFcoQ/oeSk28aWHKVT78O556fnEP57NKTVPkTkMKf5reMx2PKnvqmuPrQpe/yF66puz41I3rnqPFQv9ANKZ24gXeZPoju/66GtAVQda2t7eX6uGCLOebLf3QeMiVSXvnrIL7l5MUzrzKHOvJkggNjGXB/XIE4DKE5fe5KqgLMeJq/eXPr0xgyozwNMHyCct7A2nPVA9RGnoV0/4KSJmov6VgAVA7TqqxSmL1CxrqNz60D7lweq17ga2gVwZbkteqyEMXrY/wp1QPUC5BLOc6D9tcubwz7lVx1cxmoTcNYrC5g6edG55BvqxC0ZLuPbR+qcPF5CXgB1vq59w8yhXWgT1hTmEvJC/iMALtxgyjDphfEkfCh/fm5u+QF1zE6pfphYo2EyQHJAWwsrD1QfQJsvKHDY4cybQ+gMUy/f0CZafou+5QO8FXKhN15cKH9DATjm/xumfTOVc1nxlmP7tF25eSnMvuV/BHA7z3W9b6lhrPiWmD/C157EH1FrrQGUCJMqAIHMBwDT096FITB18qsOpr512j8CmHH6wplXvpVr1QEBE6ve6zdgigPA4QuU3pi+xqsAykc9oOomgPKDM9XRXN4PG8rm0gbUPsH7kPsvbUI7zDz2LYD4yDC2c1z7t037tU1Z/XvQ5z2YH6g5wezXd5g651hzyQeIuz/MTkQOfyDt3h70jvqBcORQAt+j1tZ1Aoo3j4Cz3HvV0genffJe9/XcrBS1x4J7ztP90jmrixzNAwGkZr6sbV7tQr7nI29t99ge5841I6PyAEUjB5DvUbKx5jaXea9jIwdQa6rd/EI/oPZ9xgt/iWDP/Xt/54K5p40cfhd7+vJYv7lpnq4rBXJ59jCvNpEhldu+zA3nnrUJe7iGOfT3twBdk87vwzmg5qEdZk3jI4d+ngPaUqxjZR/apQKonvQxt98zjTHWuvoIY4Ba3zgNmGuhL1Ba/fRvlDLflLXpay2Yvbr/Fh5nqT5AzUnfyGGs0KZuRfeYbsc84NyLMUK7cVLrmK9loOYFk+ojjIOzTll941pWD0gOwJT1bWgEql+gakcOmDxQ84e5Rh3X1N4brYscMOOTrXNPG0wdoPoAUDX0EZEDqF6AlP6YV9e+Ve092y3/f4XO4/Ben+Nf0dRHatq0+IjvWz7w9RMF3vaByxPcOvYk5AVQJypQJ6e2RuSAqYdL6ocbSI+ouFiGB80Lh3h5eTk+LOYFyt94oU4s4a/sq03fhnp5oOYg3zVhXjxh1rMn7db0QuxFMq4GTF/9NMGU5dWZQ95Y86jrXMpAXXS06+tNzYth9xQ5jAGqX/2MF/LCPNcA4nqYR1hHmzFw9lP2RgjzHPAGoJ8x1hHejLzJeaPVbi6g5uBNyn/LRD+gbm7rPICaQ+Qw1nlaz7iu7b87Yk5hXZHuxwuoWjD7Noe+1okc+ptTmDNV9bIndcJ/Z87obYzYRl4O3CDlhsKHcf65ihsMN2v6iDwZc5O1h3zntI41rQ2E+SOH/bgp6DkBAaQlauPhuq1xHkf9per9kwd58wEVC9S6WVt95LC+MObA09Pc+JweQqZbPWStuJwnKnKuznMEtQHdc4NoHk2CfHMOztk4oX2dp7yIjO0HixkWQOHgkzFWv2QPm3OwB1IpvcY2RvbNgWs/INvbwwEcea0FqH4TMGP1XZ2AygOUWntDRfNSmD7qG+pdE9G6pnD2h3N9Y4R+MH1uxWtvP3nXT9njrr/HSJ02dUCdL0DNKXLoI4CU5gsov9aby2Nv7rcQHxjmaTdz25sUzrW1A0d/gKqSYfKlyLfuJdnvesE5H5z5t5IBRx9dGy51dU7n+S/1s7TCz8Rb8GE+nHPB2/yt/uB8/lzbu9drvTIg+cNhT99a1JhGxwLHMWndn5l2/7covJ7L6vdnntdv0ds611v8b1Hjd82Rt563Pt/qvRasVP5AHvuv9QYcLkCd960Amv1NKHCR36Qek6byjdYBshUHFFUBSC4AZx1w+K5OMPXWWfXNX+tbhhm33lvWe0/Hv0WBMsGkJXzgzRrCPoQhcM7ROvUCOO6z9qr9PQC1TnCmkQOm7D3a+qmqfZD3fHV77mHVNdYa3qfUq6vz85TL81I9+QYcdVOsF6Quz3fjjVUJSKp2MflWNveWuXdLQ772A97zjC+kD1B1MqxexjqfhvvfnpN7B/fsytqbNwaoeG01/1Nu44VrrYO+jZalDaD273638Z+Bso5YYyIHUHtSe7Av963tI40c1tS2kauc/q0Hom1+fxJ+B7J3mDZrOg/j2xfmHCMHUH3qJ8zdUDbW7xeRw3ihXb219AGqD5j7CHVCP5g24+xByAt5uB0TOYxPcuQGLo6xtobrBzMXUL+Q4PFqfUTUdyX7tjeg5m0fkcNjpD+QUlQdbUC0f+TonmD6par609d1197f0zwe1lM2hzag/GHGqzfOtTDHLWiLq2Eu0eqOU1Yv5FsPl/Wsae32kb6HzgfU2sCkxmgzl1BuqJcHJH/hB1bAtVwBXByH8QO5f5NQm7uVCCj1W3aN2mD6waTqgePDoo+IZQC1CKpW28prAyQHtDc8aQVMH5hUuwFA9eAHCaYtcgBVG0jp9cv4hvmbl7Y3cDMH0C4HBcrXPgRMGSZdaxxByejbF0F5ARxzatmLTPNAOOzVvPJeHDuPFw8vbFJtxmmTGrPatKuTAnXRhZnf3NqA+q1E83nRVG89L5z2BVS/sQxraZMC541B+gDlr92+pPoJc1vTWuph9hLLAGqtVekr9DUeUH3UM5+wX+36SmH2pE2dvwXqugC1BvrYm1QfaeSQKidbNyypAKonmHnf02lbAVRNIBxA5bKW8/LhpD1a13WRAnUTtUegboLq9TOHkFdnjA9ZXQN5Hzi7aXC++mS1itcmjFFvDnsA6ngBta4wZR+YWt8HqPqvcdsYNYfIod4NYedqX8jKiZZ3H67kxhOmHiY1Tp9MdeSUb2gvPjeD0qx8+HVcNp6vuUHVR9iXdph1ANXlB5NX0T7NS4V6KZx9lRtArZv96SviNIDqESZ1HT3WMOWTW/XiMVGGaYNJ1TkHAWcdoKnyF5Nva/4U62WcMD/MGA3dJ0ydPvbmPLQL+YayAKrmGg9oegXg8DU/UD7GKpdwelMHlL8qZSG/onVSc0gb3T9whGjTz/n3XOBsB6qmtiPoDQY4LHDmW2mt5q8pvPa/9jFeXOuB6vFav8qswgf561rK4jpcnVj1cK4IVH/63AJMu/Ftl2/AtMP7VP/reEB11S/mO96AH4p/r2T3K33P76M24Kar+YH+2S8qAAAQAElEQVQPzQO4yGGsuFB+h2AOcR0Kl/Wu7e/JwIfm9F6O38oGvJkK3ra9GXRl+PEMVwmvxD42cK4Ek7+2KQtTwPSRfw/wth9o8+etefO/SnJdZ5U/cl3WvwEc9+PIoT7JxUuduFCm4D3Ce4U2oM476zeu7y/66W+c+6y+/+qf6eq+3j76qXsP+sKsC5Rr6zqnSuDoDaj52htMPbxP4zQ6N0x/1UDlsx5Mvbz7QB82OdfIoU4kG/7bkP4PAOWFeaXrQ0hloU3IC/leG3OLliHrB/lwbhx7Z0g5953WXqGnch+DztvU3rVFDvMDyUXt77Wpcw0bQB0/9UJnOOvs0zi/KzXce1sDpp8+nhf6SYFaWyCA2o+r10/Yq/tsH4R9enio+tqdl79MoN7vY8r2pE2qbG0pzNwrb97OHzmUhbErnLt51NmzPulefTov5RX6CXOv0Me4pp23e1Jv79YwThkwpOYsA9QaaRNAHSvrtWy+FcZpE/oJ+YZzsBdA18ovo11fe+m+pMragTpuxgPVY/tLgfqeZm5zRQ77Uk62XvLaGiph9iGvXirkhbmF/Ir2kYq2ATUnQPUrwNSb07kJeWEO4IiHyTuPBkydieE133nMpY90hTpxrYNzLu1/BOCPr/mj8+r1fSvPeMvwR+n7wHY9OC8y0OqiQJ1sJbzxBtMHqA+g+eONAZRFH1HC6Q34aq2TaxHjhQJQNx8vjEA4PBBCH5g6eW1N5b8V6wetY83XUAfUXADFAnBT1/l06g+7ur6QqfNC51xg5tBXALXmMPUwL8DGuxZe0Iwzh/1FjuaVhfZU1/pZs3ljzaOsH1C19Lcf80QObcrqjUlV3Yy0qwMqrnPZF1A+kcMYYR5vNvLtk+a6kKvTbh17NJeQb5uxPlAzZgVwiPajv/ml5hPmtl//wWNp54YZC9Sx06+T6QPzpgLUHCOH+cxhLf2lDXu0LlDz0p4hR27j1DW0CWVpAzjqRQ6gZHP7W4xudiIHkO/zZb/O2zWTN6e96iv1//T706dPFzfwGTnfX579M/CnuokaP7UR2xhhXTef0rb1nK3Tvs3rJ5SFMcr6yUvVC6DWR51/gj6CsFf9hfoLv9PDx97Yam/o13xTdfYqBWod5dUJ+cghVQZSiuP4qRcqYdrkG0AAlde5wZTjaphDOCfgsBojYOr00Qi8mxOmf5wGTPk6v2aYNnlrSZ2rFKj+5a0t5PWD83nc+qb6yHeelgHZWj9t+qgwX0O59UDNE2acPjD5yKFfI8U6F/VR5+epoaxdwDleWQA1T2OFOmMayh8FcOEKl/J1TqBqGwRIbgIoP+CV/TrnK4ePKhY/cy7iwcKsD1Q/GgBJHVfjhAqgfGBS9Q3t19B2rWsZaPZN+l78m0FXBqB6XtXmFavuFg8zFt6mt+J+ax3M+mteOH9er/VAqYBXc9fg3IX8j2D9zMOsBXxTyu4DqF5h0v7cvpcMpi/cpu/FfqvNPsW3xv2W/jDn+T05XU+xxgKH6NxEK+Bsa90tCq/9YOqAOqbGwW1em+eRkG8ow4yB87lujw19gbqn9NzaBoRDuam8UBbGwKWfeqByxtUwdgVwzE/XtsGlXtstAFXH+7i9xDJWufO6JvJSAbMO3Kam07+xyvK9f5QH6n7bOiBujc4lXe3KIvyBcxqMBt/n/ipV9dLH/Zzwh9POo3TpC9O/HE9vQK0xTHpSFzEWpl7ePK6bkFcH0+7eoWXt8q67ieQFUMcD5vnmXrrj4jSAExcXfVlPX78XCPfikcNa1oGZ0zoiTXN/7p+19z43lXD2M1+qqifzyFtHyHusGm3v3MrGtwyzb2PVC338HmGultUp++BTqr85gPqFFf2B6t310Q686jFyGJekXvopS61xCzDnrs+KSnB6a/2aq9fXflx35wLU8bGOdqmxHQdE+6pfAdR8gOgBVD7l9pUHwpzWVPZ4WMtzAFBVuI7Rx7jWy18DzvGVZHmDWdd41eaD6W8vrgVQPQO6vIKx4toAVFyvm/buTd5a2oBaJ3l1Aohbo+s0hdt+t2K/V9e1bsW/Z7vl/6/QwXmNYPL2LTweA6gDBbfpH9G0zYi1FrCKb/P5w0mC8DeZONHmW/YmIdQ3tAH1BaWTdw+Q1oR6mDxMqm6FMY3WA8dJDbOGiy1iGSRvbJJ6AQGXKMONN+NI/TZG/rSNA+rE/vISQj7y5nCT5mL40ysoa9XuD6K99sUtcqjX69k/bX18DB8AmdcaQj5PpupjGyO2McKHQJ9//TWPzR7+tpw/IVOnbyEi/DdCnIsXPW8MonlvIPbghUgfoNZVuzZ/uqYNCGVjlfvBnTrn0Rcz+cgB1FyTrRuSFx1tAqbNPPauTr+1vnntAQjXw7UgnbYxas7mUzbm6fEpfZ5jz00NEK6jKJ90en5+yjWLwkvy6RifHu5zve5C/uH+ruT7uy3X/CmeHr+k+rn8I4c1ktS6mPOcm5rjcz6oizz+fWyaqnNu+htvHgEzTt41kIrVx5zaxBjUnLcxsl62vOd5l0iu5MfsV37bRvqNLPuSN7vnUDcy5j//8z/rT6U9dv7JusdUPh3S76XWy7VeMbJHe3rO9SIdJz8fSD7nfPc8952b/W3bln0Qe66/NvUZcrwYhH0I8wh5ETmMd7Gfc057fl7QfxsRWfj55SlGzkHoJ41lQDq1nHHmAQJo7UGBV3rgsNu3vQmVUnXNK19D2y0AVQs49a8cqcuj4jwXpCb2kyw/ch53eS5u24gt+T1eMnAPXJITxpb5Tnz9bbs79ZvIjHluRo79RIEYI3PncdsSQPTQB8g+KZWyx1QKU+eaeNylMHXlnG/6Jcn57JLQalt5osXueXMC2Uu2H3f2kTnk1Qn5RnbvIY10yXx75s21yHNkz/XSJu7v72LbRvmof3l5PvyMUxba9FcnRq6tUKdNnxXq9uyz1jerf+9rz8+Fa3AL2XWlb7r6qLPmGMllw0DOMT9n2ZN9CY+BPm9hHoW3rFMPTGZ5N7ciUDVXHi512m4Bpp+5hD5N5RvqRMtSmLHy3wvgQ6G9vquz/TRW/ffy8LFevic/UMcIXlPz9Tykyg2grgMw42IZ176L6ZvZNRfMWsA35+kA4GK+rf/vSr/lMwzcXIb1unLNx+n6lFeZuhZpb17bymsT6qVtk/8RmEd0DnnhtdkJ7Xm9f7m6rqsT08dVuoQ2od1lGXm9l6oT6le07prene7FHdt9tJ+yUBadU/+Rb7vX63yAtCfWddsYef/bjjXvuV9T/cTd2EI6Io9x5ozT8B5wDe/Zwvt0eqfn5dp0j9I911Yq5BtTNi7C/OaTZrKAmVXdw8ND/ZAaKL/22XJvcX9/r3vej713z1yl8K3Pu4wbiW2M2MaEsgCyVgQj6QlB9pN7APeL1o8ce66HSLZqSQvp6/eHa5t7XXuzx1ojCDj3r02Yw9iX3Lc85Xeyruc9Q4AxzovYtrv8jvQpfvrp58LPP/+S9Kd4zDhrmMeYu/J7SN+H8M+w1RNR9YtGhHRkbiD23Gv7V0v//K9/xuOXLzFz5HeV1PsLGP4Fl9/hItfT+YjI4XHoukCAufb8fvNU2NPfXMDMeXdXx9G1US8ih/2H653fBZ4TY5DaPeTVZ3jseQ6JbRs5r/uc10PIv5w+swSxja0gv2ft56fn6uM513bP47fl+bICyL0fUboxYhujZCIyW1bOGOOAgInIoa7n/pjfpZ2P56hr7TGFXIeMHZlPuesDGR1hrFDYGPX91V/U+Pmnn8Lv19vI71i59nsiJx7PWUO6jZHfKe8LI3Np7/WPHOb0OEntCaiHm/YBs6fuPd1rTs59DIIFY8t1SKiTD6LsTdU31FnPvEAAMcYIh3rnDpTOWg19YPrr1zDPNYwBwtF+8kBoc64rzC1gxsCk5o0cTYHqN1X/+pcf8e/FV7r/UTPMdQIuUrmOYvh2C+vBuoj8DYS1HnAcSPVdV6os5FfYApAf+FEfSD9Mfsgayn7wvCgTEdfQTx9RNg9eXnS8uUbSFepWjMy2YiM/cCedftqM98Har3lR3vPGLtSt0Devm+HJLiKHc3S+QMD80HuR0O7FSArUBweoBzeDiMiLzXPeSPwSfZcf4Ie7u9w8ZCd5IXu4u8uNAfGSF6L28Yu0Mfa158XZun7YhbpY1sALo3rXDKibgBdMY7JyyX6Q5b0Z2K+8kDd+zz60GeOH3bmU/ctj+MDJh5IveaH3mEmFvMfvp7ywOm9zCaDmL/9//+//zXnlw7hIHSPXYS9syX+6f4ifP/0UI23y93lj7T+7UKeP89zz+Hgs7sZWmy3/LMPj9pI3oPu7+/Am6g1227ZwDs7F3+qTbmPkDc2b2Ra1RhHlf59rbszuOubcH3Kj88vPP9fF3zXQ13jntY2Rx/ExL/afM3rP9dxyfua9j7/97Zdc9pes+6V8xqDkX3/9Z8m//PxTAOHwRm9ee3zITZe8Pfztl1/qJgWUrzX1F0DWu4sn1z7PIcaI56TKHiOPjTcle9Xf3uU9hluu8Ys3/Mzx/PQYIrur/r58+RzPabu/v4v/+Pvfct53EXmeeTxfTjd9qXjIh60/5zzkRaar2DGodcjA2DPWfJ8//xpfEso/fXqIv//977Vue66xPd3nOjs/5e5VOrJXbZ9yXfQDosdz9vP4/BhiPz1Msw+x5wd0z9ry9hEZpvyU81XnOfEl+afMIf015y0/8kuBfXiOvmRv+wnW3DOHtOE8bUfIiz1rOl9RdbOPbRt5HPNznbn1FXfJ62OMsCchL7Qpm0NZ2rldy3/84z9jz949jtIUYnPdE3fbCOF6a/fYapfvY219+3ANv+SDZvGUx/0l+3ftpGSukbmkrp+80O46btsWMBfl2fMw8ZLnIBDaPF7SyKHd81u7ur42QHaXa5wu9RpjHDlV7Cfbmssce34+nc9d+n+6v4/77CWy9lNupL2WjgyWer3csoZQpyzk9/SPzL+Nkeu1HRjpT0RuYh9Dn22M8LrQuMtawnVwXvZo3yJyqBPqgfqc+rn2PHbu+o2NaDtQcwYyOo909mQ8TLmUV297zn/P/jtH5cw+dXN9PH+1CXVA1ZBXJ4on650QI5kT/Byw5SqdZG0veS4fyPMEqJyAqQrmbagAymdkbwJQXXNvP6k9C43AEQOoeuWvcsvjINa8MP21qxdA5QNUfxjGroAZb79iTQRUjVWnj1h1MP2AVf1dvLnFGgxUH8CqvskD7/qae8WaBM6xwGq6eawuHE4CcNSH1/zJ7U0CM0aH6z6V1Tfg7HtLp7/nn5AX7fd7UZg9vXWOWRemD1xSbR0HKL4CcLG+7d/U65f3ND/nK9T5OVfn514oC23KwKt61wrrwPRzPVfoqywFLvpU73Fo25oHCGU/9/qJuBrqBFAWefMJeZWjbHvVNZc51esjvQZQvvrpf3fvvmiPl7znud+VkkHmFfJen+W9V3jvcC8pry4/JHnhnfH6bWPENkbIC+Mj7wPSbYzj/mP8xUTDagAAEABJREFUNoaHIPLqHFv2JeS9/wl574vi2ua9z3ulvWxjpLt71Mfctz0Xv+d9xZpAOM/I4Zy9dwnQGnUMdu8BeU/IO1kMIrZ8u9tG3kdH9rvFqr+/20q/pU9k3J57F+NzEUL6nHuPx9yHCHn1L6nTzzzm7RzK2ojIumTdURjZmyCi5uJ3g2SLf8zvWM95rEbOGTJD3jtBzz1d9pwPwaD4l+wtcl45gYx9zrV5SlvE/UPu4RLjLutto+7r2Xy+3PvfhesTOV4yd0SE9+CR9T7l96D7h4cICB9ciT3zuyfQHjnuTveyPY+5cU/5HUbbSx6PYERkns85h//69dd4Mj+j6t3d3WXanE/GEZHnw4gRxEvGP9zdTzmnqO5ubKGusSlnX37Pu09fImedeQbU3HqP9pL1XEtzRPajnK5hf0BWSynjnINz6nWAtCWck58Rv4885XfZ9K78d3lOuNZS8ZjH/zmP+cND9r2N2BJ7niv6qHfPqc8YhL/wQCYSI2tso7pzAtXPNkbUnNIWOezJtbK+3wsL+R3/OddJPOb32T3nVv3f5feqpU9jR+bLNAHUvMc24jl9vnz+HP6yy2PuO+3FNbCfPddsGyPkxX3mlL7kOSgg8wTxnLI9uaZ7rqEYGecxsZdt2+r8+px1XL/IAVkpfbXpK9Vfaj5zGPuY54u8Po0MP732PBcf4+V0rs+UeYXP9d5PeMzjEXmejpHnU/rpK6+vx4LUm9eE9i+UhbywH+me/Qp9hbywZ4+LMUAe8+10btzl98MvtT4w9fqY6zHn5XoYr2yNdQ0jBxAwkWKtof7CGGGcNvPaB3D4qdeuP1zm0QaXOv3MKdUuPG/MK2+u7lHZmlksl3cPUiFG5lyh7i1kSMbW+/Fm7RWH4Q1m9b3Fd9hqUweE/Y/4kw8XX9gsuJSz4Z7QWTP17713zOozyA/4eBur7y3enK0HAmjxoEDpgdLBJS3lG2+egEB+yP1g70X7JITMs0dsg7oxJ4k9P+RP+aF/yYtwCnmCvQReAIjy0Vc/beWbF0Dn4BpbS8jbjnpP+j0vhPJ9A9lyzbwR9UO9yIuuOmXpng/1fNj3lBfkx89f6kamj/GNkV2NXPeXvHi+nPJbU1iroU0d5ASSURbJhn0Kef2BQ2ff/iakFxrXy1peYL0hrjFtN965axfy+v3tb38L47zAwexBX/ObVziHkTbhTUJf46X62a8wLk4DyBWIeMnj1XHGypvPm5E3pae8UKp/yAck6sl4Hyr+9OlTeAGNvCinKpyf9exZXvopNwY1v8zhjW7PddbfGtsYeT5s4QOjPc8PRmbOl3zksF9jzWk+IICQ3xghzbBc78krr4gcztf5P+cNevccyRuhNzVhf9bwhviY56s3oxXqxLblmUJk7ch+rUV4Pr/kuu15k9syJxCO/bQWQPWnzRpid+4RAZRt5Py121/kRLZtxJabmTEy1+kkZURs91u4Wcyw0E860mdLfzc8yl13y16EsjUzIMYYQSIL54sD6oXnj/76NjWH6y5VJ7QLOOcA6uaq3VzGCHl1zs0cyoDhBWXPz0+fHrI/Etlj2uHsEznMoS9QfacqT588Q3KdtTnH1Q7ocgF97MN5eqyFvE72Jq8PEPbU/avT9pjnrrXUf8pzXsir02aeW4DZC5wpUPMAKkTiZ+slzyXPvT3Pp/v7u/y8P6Rf5OZl/lAg8vxo6NO81BxCXmgX8qJ5qWhd8yPPpbFlP6dzzp+CMCKE+j0figv1UnHweRzinQH5SUmffQGQc5sYzZsjffLgZnt5Q0me1JU9qfxbSPO7L2uvDsBRf8vPi/ZG+8HZ59qmDyD5EIzXEc4xMPm2af8Lf63A6xX499F4Lje6a+D4rKmDKV/zxqlbAWffVf8Wbw6x2uHy+tM2/Rqk8mvo69Lq57VJrLrv4c3xHsxpfWn7yavL1qP45drttbnhNbz5lR7X8LzfbNs47aGIXK5MuWdq9/ovtTe8O+1JVpv3q8aeOfKiXXFNV9/mtekr5At5qXdPueferNG3upfcw4uRk8jOoql2fd3T+YDK+3Q2nOn2ILtwjSC5PQIojDGKwlke2xZjSyy2yLHnvcecvWfo2Ft0DGLCNdxyHSf0bQDx1gBq/2Q96wqgejX+Lvuzj8j18RCPIBob1hwRLsiCDA/hnlHc3W+x5cPGsREvuc94zB9YP+Z+9zm/nz353SfXec/8e+5PrZ8JM56w/pb17U08p+9zxvtD3SBiy/Pi/v4+y+8xsuA2RsUUn3Fbwn3SGPPhk/HmGek39SPM9Zj7K/dZ2qwPBBA91Anj7bGPtbznjn7G+11Ev08Pn+qXSqzjXs+8+ijDOS9Q/RoTpwHTPt+j7MZb5zm/p8pvY4T9O3e/R6gzh7CGti3nrt6e5NVpA7L9PbQ5H/d8q94c+pu7Y5Qjh/6ulVTdzz//HP/xH/9Ra+Wakz6NOh1S9qW/69Ox1gZi5PGzRuQAaq7mXfvR157iNMwlq4/IyUTlfXy6+I4deT75/fvLr7l/Tb7P3Y1RD5Olfn+3nt8zK0eeX13PmvLCNbbPqpfF2yadmNepPa9DIqeSaxIxBgV14iXPXak483v6Eg64pKtO/j3syzXDNRK95tqEc5GaB8jeRtVWL4yRNvQVylLn73pJYfaqDeY5ZbzQF2b+1Te+MmDmBKovmNR8wnCYOkCxAJR/Cfmm74pUvfniTcsfZxi3SjmBW/p/hc6D2LA+zANuj0LdewAuDlD7wqUepgyTtp813oMnoXb9YcbCpOpWwG396nPNewEAwjptk7emHwh59fKuk3oB1A3ZD0X7APXB00/AWYbL3uBSjtOAqQdK4wfd/MCR2wuWffsgr3sBXh0He9AeOeSF81jRdiC9otah61lHXw3qpOrM47x9ACmvHjgecJhTf+CiJ/UN7eZwflL15jK/sC7M46INJg9YrtZef5hyKU9vcNb1xf9kOoix1pGqtB8pzFjj/K3H1tmP0N9+bum1qXc+wpzmAeqmrt0c3oCl5tGnYezGqLlptz99Gto7h9S4tjWv3lgpkPfQvWAsUJupEQScEadhjDBX96+sec8NnPpMVrHqAU0FOPMqgPLz+BoHU7ZfZakAovsxt7bIAdPfuQBhPdft4e6+/I1VF8tQJxZVnc/6CW3CnEI/66lrKt/Q/jXA7HONsZb5PX4w7cBFqvbXT3+g5th8LGNoW2Amob7pXW4KhboGzONvKqCOB6CYS73HnhuLPs4qrS3kXQ9t9qkMM05+1QGVVz285ttXu7kbygLOMcqiY2DaANXVczGnN3it71hd5K0HHD2qFzB1+ihLV7QOkH0FmPqOuXYAqiZMqn31hamH96lxHwXMXM5ZwDz+1u0cMH2AOt+0ibgacPYDrqxncY0Fas5tXW2t+1Zqjvfwrfn+aH+YawK36R/dz1/1vm8F1nPQDEB9fuI0gBMXNz8DxsdpwPSFSU/qmwSmj/ErgFd1VvvNZDeUxtxQlwoo6htwUU/db4GuDzM/TGrutsmvAA4RuNmXseJwPDFw9gdO2qh7i/c88VZcO8M5Dqj6xnSsvL6A5ABQvkDp9BMl5Btw064PnG0w+Qy5eOknvPY3lMXqqNyw52toUyc1Dqhzvfcq5gbCAVTP8voLeZh6QLEAZ74U+WYd4NjzwtkHJg9UjcqdexZIf0bYR+QA8n0eQ/csovPCtNVDq4xVbx6gcnYO9R232t2/q1fXPi2rc00g77O5Pw4fRiXf+z799anm8g1mzWTrpV2mfZq2Trv7Z3v0B8NS+/E3A/VVJ9VfyAuYdYD8Ie+XMIc9G+tDQ+OlPsB0T21e4xvuH81jjDb5BnCsu7rIARy6OA1tDedhLqFOF6ly8/qoUwbqfLA3OM8lrob+rr89tklencdArHptAii18daFPH55btiPOusaq01ZZ6Dm2LmBerjeMZEDKJ+uAdQ5Bpf6OA2g5gmEw1pCXgBHvLJY7cr2Axx1rS2Ai9yRA8j3OHLqFzmAQwek5vxyLayh5rr2KssL/YDKZ37XULRN+y3AOQY4XMyhYA5hHnVA1YBJ9Vmhn1h1MH3hTDunfkCtIxA9rCWUzbdC3Z8dY22wm191fwZ+7Uv+W3qC88G6joP5wTbnCg+6UHcd8xEZZk2Y1Bjg4oQEVH8Vnlzdh7wfNqByKWtrmEydPg3nIfTRDtRJrN2LmA8JpZGjbwDeEIDww20+eZEux0bIC5t5zSO0qRPqjTNemF8fc9iHkNdHX2OFsvqGslDWvsapF+oa+ojV3/lZ2zr25hy9sckbL7Qbo057z9++vRGq06aPOudknHWl6qXG6SfVZk19zW9f6hrKxgl59fobKzWfD3GNtwcfpprHm7p2/ezFWKG/aJs9y6uzhnSQm6LE3OxEKPtvVFrbHHtuUIS+1pKqlwp/kub8hLmNk2+oa39r5sly3GTa17W3t7a5mTC3sKb/Bo3zklfXceaunFlA3ppSsefmSkra+mWc2MYW5jFWaFcvjGmbsj0pi/b1p/xtk4rOYQ9bPlhTZy6paL5zqBPqG8rm0cd6Qp129fIe4+aVhfaG9V2rjtVf6KdOm3zDXKJlqfJ76P6kwrzOWarcOeTXPMr62KO857HnrlTZOWjTR9lYZaFNnf1rb5vnjdBHXdvkhTHShnL3p05eyAt518s8ftacl7LnqLH2K9V3hbqGevOsUNf2pqtu5du+xsuvPvKifeWFsvQa6hvXtmt59bOu0GfVK/8W6NzSxnt19Om6K6/uOq5lqfYVHatNaGud/F/4awX+nVfg1rnseS6cl3YhL+TFNa/c6NiWP0o7r/5rjrd4/d6D+cTqYy7Rulv8qmu/H6XmFGuea7lt6hvq5KXX8F63zk8/70fei4T3ukb76qPNe6mxyo3Or9y21il3jtbp17DuCvXeDztGWaw+nUeqraFsPdG88zCXUC8V8kI/49f86kX7NdV31curayjr27JUnZBvrLVap4+xwn6EflJ91DfUCfXGiWMfmvvpXj/t+rnfLTpG+ANZj6Mw/9yX79G5zeUxbjtB9NDH9RSt07/1UtG1pOW313u9aTe/+yxrHD5pNVeS3BLvod7+9GmdVJ2xQpv5/K4ijDe3fvLaROeSKvv9bIUx5hP3/jCfUfXN4+y3MWTD34p0n2YPwhquhZC3H/d0vf7qhMH6axfK9iK0G29fonl9Okaqn7V9UKpsrNBvhTpr6NNUXh/z25u8fuaUl65Qp11qjLTXSD/zNfSzjlCnb89BX2WpeRrmEsasdv2EPZpDaF9ryHucjLWesj6d25hVr13oI9Umbx1j5IWyVB/pLegjrL36yZtXKpp/K4c+ov2aVxbK4la8erHaWrY359Ty6tO8PkJZKuQbxppDrDr1ov2b6tO8dqHuz4z5ac4Ou/Fk/1QvF1/Yn/jW5jrGg7HCPNrW3MortOn3PbDWe3HWec/eNj/E9iHM6YdCaO8c2tpPvX5S9fqusjrjhD5Sod4cQt4YP9+8BVUAABAASURBVNz6NPS7Rl+8rKPNC5YXZx+Y+Rt66o3XZl4hb35t1hPqpcZLG17g9NVuHmPsS2oe/dqmXZ3Q7g1InVCnb+dXVq8sr3/nlXde/pq9OexBnf7WMsZcYo1RNpfUnvUXrVMvr818wtzWkirrbw19RcvGyVvPnuzNPw9v/UqNz51Dvvb6CeP60Mbabnwe7u/DByzGCWOsV75PT8dPz+xNfLp/qIeJ+nl8y+/5uTYH9i3sz1zSLJ6vPdxUOTdz6GN8/zmFG4ryzbfic8NmfCPVtRmTalfvBs48Bag+1W8jH66eoL86/4RI3lipOiEvgPBP2V2PbFZVmNdeXecRM3/bdICZzTyul1T4oNI/e/DcEM5TvTFiRkX9JVYsQ59b0EW9/TSAADQVtBdzegMu7Kr1EWsO9fbXfcrr09C+QrvQvurl1Ql5QFI9dD1rNFwvYS7RcRWUbzB/IJTs8TIPTL0xwjigjpV85IBZO9l6AdWH9vfgcQYqxtxCAajzPb4y1tztClRv3TtQvcBrGsu4lUszzDh5AZeyulsAXvXRNZynAOKtAXPdO+YWfSv2Lb05rNu4XiPj9Gkovweg1vY9n79sf63A/9QV6M/RW/T3Xhc4fz7hNv8jPQCvwmHqYNJXDovirXVpva7wOg+81unbAD50XQI65Nq/9PbhtVIqVALHdT1yABexcJbhzKfrxQte2+Cs63pNDQYkuSXaC0D1Ahw96N+IHDBt6ta5yMO0waTpXi+gqPeHW/C+Lcwpyvn0ptw4qd4kwNE3cPjBmT+UyXTepqmqeDjfK9Xl4tTedfdPrPe9fOxXuN/cRu4uTzH6w6neHiFn/sgB1PpuY9R+ZBtbwKzlXsq9tXDPal7XqilQPZTu7q7iXnLP7l7VtbeGNiDb3ctXvYBZ1xqRY8sftAPlo85YoP4NfHkfxrnPsxcfKJrX7wngbKLizJupaj5A7d2VBVD9GSecgzXNYd41Vr0+fhdofevMZT9A/VXX2utqg1nPuIeHh/ouJK9P57SGMlA9KwO1Vub1OxDMPJEDyPfzC6g/kTafPWmRKjunjlcn1At5fYFjTWDWVW8fAs4648wpjBf6NoBi1esr5FVKlYXxUvXA8dup+qjruvKtk78FmP2Z7xY6Xtowj77K8u9BH30byg3j5LtfoNYSJtVmHEwZ3qftb4w8TH/rAMf5Yb3IoZ9rmWy9jBEKgKTOI3WiFPnWvLSR6nrBjCvh9NY+TYGLeZ7c/rTk+J/QXHfYE7rW/9GyB/JWLzAX+qP9wPSHSTsOKBaoA+cJJGDKZXznrX11sU9pA+YHsOVrqj+pfA/+G4D+hleerSHV1wuv8CIozRRhLuF6CW1+ALwheGEFI6P8tAt9+sZhrH76O6c1pzahDrhYJ/Nog3nB90ZoHn3NL+xDyLcvXObpmsbpI4XpI9+As87aQhsgqfnJmM+5OD/rAkff9ge8uimqN8769utP8rw5mQeoG6Y3DWvq5wM8awljjVMPcy3UWVsYo11fmL3AvEFphxnj+llPv47xYaO1rO18gLrg2V/k0E8kW3rPCfu4z02HvA8BCzrkZsh6IherNhBuavxtSGNIH+de9uSl+2kTZf9AbYTss9dG3p6BTJk7qKwROfZ8oGhfkBsVH3jmjd6eIP36txaTh6yaYRny6mXN3oykV9mtZc3udxujenK94eSV+bS/uOE61TKXCYBaJ/NGDnt0nkKfQs7ZdTAbUP7mg8mDlqhzyrraKi7nrmyP0sjhMQDq31/RT8CMN8a6Aqg6cRrGr+g4oOrCPCfNoc2aQl6dOU0FVF5zaYNc/+zTecdp6H9iL4g+19BXqJcaAEgKq856yq6lm8nuyT49huq162d/wiTq1vzqjRHy7WNVfzNXjKAe8MqLjdTkeRB5HiqvUGcOe7CWnyU/X+ZWZz/dm36QuRPqAVV1rhtbwukNbttg6oEATt5vE/MKOPsCF7FA+Lle59V8zjxEy7foWh2o3DBp2+zhPbTfWxS4MJlLhVTIA1Vb/i0AFyZjBfDhWP2FiQDJO/jL9NcK/HusALw+lz3PG86i+aatA25+fvTT52sAygWoPEDJxnv9LiHfYOqTLT/pRwC88je3+Ej8j/oAb6aAaYNJ2xGonmHeZ9W/1a/3EwHoVtDXtRPaGjB9Vru8QTBtQNVWpw2mDGeqbYV+1hLyK7wfCnswRlv7SdXDzK1Nn2sAsfoB4dC/7+faW6fe3FJ1jWsZuMgbOYCaP1C2WAZM26KqPX3XMj9QcfbjvNVpd98ihWnXpg8RR724GnvuO/WrfUjGAZUb5nnx/PRc9c1tHTBbBPnfNkb5ahPaR9qtuY0t3K/rpywgpcQ2xtwLJzXGniOHPklCWey5J3LvIG9+IS/0E8Dhr9586lf4fcRY8/exBFaXAAqtBIo1n/EN92DmUl/I9QPi+C/51u9psye/H+dGLLYxwu8W2xjpn9si7bn3d822kWuSkCdy5N7XmK4FBJCGqPnKwJRhUnVVO2OB2PKBrPvEuDGAOnZAHV/7dH0EzHzy5jBn5JCKZC9e+gHVH1A284kS8g0oe7LVv3lg6oy3jpCHqdcX5vHVX1kA1bv+zg+IW8P6rp9UmEPoax3jBcx4bUD1Ka8fIMlDsRdKOL3pA9OuCqhYeW2ieak1GzB9lbU1YOpb7hzK8g3n0wA0V39tL0W+AaUHas26XvtJ4zSaB455nEwHaZ+VAq/srYBZv/3h7Atnvv3/jHTcaqondMv2R+uAVwcM+HAb61yAi1xtg6mHSU0OSMofeJN60olyzjdP3DWvfCPN9TrkvJiV4itv5hfGmd8PtnKe/XXBAeqCWLqI0iUpXV8klGHOQ95cwnzK5hRrDmOVV8A5h3GdwzxA/dTJB1MN9UI//c0F84Nj/r5pqRf6CJh19Fllc4lrPUx/c8A5v77qnBtgqloXZXuyT6DWTF91wocl/hanDyWspa6C8w2oC445jIkc8kDljhxAHh6ffkSdO9qdq7Af8/mAw9wNdUDl1ge4iI0cxnijFvZm3lRXrYpXWOBNRB/zbWN+3K1nHuFDOG/M4iEfEuoPs6697vkgzjquh3Hmcc20yTt/mP5VNs9p+3CDZF353izIQ54jefPWBsQ2Row4x+sjIuYgib72aS1hXXX6Acd6KdujG7vIsY2R73GsjfYUjodUvQHTCQiYx8yfEJvHvoHKD9Q5Ujki5sPEICI3chujznv7Eq6h6xM50iPfY9bMHNCaqOE8isk3Y4VzFPLWa6RLAIXmpV8D8MoFqDzWaADl1/Wk17ZyyDdtAqg8QGojl3duJuxf+ODc9TAPEFLnLAVuxpo3csClHaacpoobKe+5/i1LG0CxQPkqwCVvvD2u9dpPXaN13bOy0A4zpzYBaKp1MHcJ+aZvktJLG0D1B9TawJTjNIwTilJx8Dl3FK4AUwtUPWMawFEP8IAd0UDZWmEMTB3cpu37FjXHaoOZx7USbVv9YPrAmbZfU/1FyzB9W24KNHusRSvgbGvdt1Kg1gxu02/N90f7u4bv4Y/u569637cCcD7/zOAx9foDKL46R1UCpW9eKoxdqfx7gJkHONzMIVRIhbyQF/JfA5xzXvuuOYBjLtd+PyLDOa/1hPngrFcWbZMXcL7+Kq+A1/HazSGaB477gtdLIBz6eHzlgYu5w2254wHD6noIk1dhTiEPXORsfdP2kQr1DWWg+lYXOWDmA0pvL5EDyHdvQ3s4n0Yp8834W0jTzZe+GuCcd9XBpR6mvMbIN9yrwOVxtHeg1sd+64d7Jxmo+cG0u28FIvJevfYRp2G8LFD5AMVwbypnjNBPqs59SyH3t/6VjzZRe9bcf2szye5DuIRxQh8pEPqYSzlyAJf1U6cN5tyP3FnTva1rYD6/Q6RruMdzrVpnrHLTtivrA4T2T/cP9X/V9n9g+nB3X78Q8eAvKuR3Eeu4ftaC2YexAma8tsihztzJ1ku5e4M5Nw36NPIDUA8I9RPOUR/7EjBrHv5pBOr4ahfxxoBzTXtswNQb6zw7N1B59YPpEzmUVx/5tdd0qTjXypz6A6VrHmY+IHpoE66TOeWNF/IwfVvuuJXC9FFnDmkDOHqIHMBxfgGpibIDxRsPlI8KoOxxNYBDY4ywX/sUcLYD0fMzCKic+kcOY5NcvNStuI6HmV+f1WaS1qkH6vyOHOqT5Ok2nwfIAzVXe4HJA5oKHQOUXynzTb1I9njB9IFJNdiDkP8zY35DXzrsyS2qfynbB6gp8E399HyAOpAwqUnaJhXXOuWvwb70AY4TrHOpX/GWvm5geW7eov7fqrw4SyNvYvrIi5xJ9Enmh89eILUJL0h++ffhkRcs/YDjAwjTr28MxkYOe9TXi7Ewj1jz6yP0M95YeWsJee2Z7qinjzmEvD766gNIav3UN8whLzVGJ+Wej3rzwYwHqh7MY6GfvdujfvobHzmAOh+0pVi/Kt/9qHPtpOqMs765pOZQ70NAee2AaSqnOtfOh3bGmMebjZAH6sZnDuvoYw77VSc1h1DvTwjV+6cN+qu3mH+C7bzcTOTixbHhyE3HS/70zwdxblDMYXdArY9zMM661jK3/cK0x2l4jtmz/tqrbm5wIuFPHn1AKzWHtq7v5skY829j1Dla/7e1L1/q324Bqg972POctj/zN8wl9pyHNucHVB7nZH7h3OI09DNGu3mMBaqOvQBBROxZTz+hn3nsw3V1rn7W9LemFIzKuJxzx1grUwXM32BVr04qtCk/Pz1Vz3s+xFVeoZ/wfOg6TdXbm/5S5RXqrSFcY+PUeRyEvDpt8qLj5YWxQK0PUHOBSWMZro25VsDZD6gccRrm7lrSjjOP/Uh19ZzzvFanj772rt4c6rQButc6ahf6qiSQ1LvcNTyG6qRCXsgLg/2MSj321jO3Oqm92ovQBwiYUCdgyjCpfuqN99jJi9Y3VSeUhfMFai3hMlfk0HdFqjwpZz8pkIg8R6XC+UnVCfkV2oVh7wGYNd6g78Ve2+Ccy/kK18l5tS+cfeDMt126+iu/Bf2AMssXk2/Nw7Sl6q/XXyvwb70CwPE57Ym8d54D7VZxh3BijBUn8asEqDxA+Rq7fraVV+ikLP0agMq9+hkrVp08IHnlX8obb0D5wtv0RlipgKLf+gYzDqh9oPeJda28LgJ1L3COIk4DuOh3tZ1cDrLa4DKunawlgFIBlV+dsC9hLqETUL2t98e2RQ6g7MY7N20iTgM4cVH3dfPrJ9UPqB7ML8yzYtV1IuM6Xl5oayp/DW2dFzjM6s0l3BNYD6iegPJrH++t8iqBY97mBSpGH3P5g21p5Gj7NkZsY6Lvx/q4Hs9Pz/WgMN0zxXxAay2hLpWT5J7Wfa17WfPab+fSp/NJgeoRCIe+K4wHQl97cP76KVtXufes6v/jP/6j8rmX8/uQsdql7qOMMb86qbK5jFUW+qovnPbK1nYvWPs9v8uIXA/naYz7tV9+/rn+CSXn+px7bb9jSJ06OKT0AAAQAElEQVRzzS73Q3t+h5Bfof82Rh0beet2T86vvwvI24c2e3RtrC1vjDbnsUKbUCdtKJvH+RhnvDZ12uQ7v1RdQ195faTGC/mON6bt6m+h82jT1xj7MYc2ddrM7bHzeOqjTvvq5zoI7aJjV1/9G+a8xXdcU+PlG8rvofN2f8rOScirF52j896i+rReXtiz8a2XqlenTb7ROql+nj/alIW80CZWXvkabZcKc4jmpbdi1Osn5P/MGNfNvTWha7+W27/la9r276Uuogfak0na+dWr6w+B+dvWtHXGeUIKY4z1Q+MJIsyhr3p9peZQJ9QZq15/L37GKJtPu7y+DWX12s2lv5DXJtXXPvQzf/uqF9qEdmOMl/rgx4uzF/X2a2pefcynj7Jx+kqVtZvXuXRuqTbz6KdNeBEyj/mEfsbqI7zxqDdWvVQfa8ibT72+Um3m025P8qLnrp/Q11j99TWXOnvSLpSN1U/Yh3L7SvUzt9BH6Keszfnp5zEV8ubQx7r/63/9r/DBn7WUjZfXTx+pfyLtMdGmrN2+1VvHNfrHP/4R+nhh16aP9bQbY6z5hTZ1bfNBo/O2L/3kpfavjzDGPl1T8xvf9f0porJztWfrmsO+vNnKG2N+qblGUJtjY9RZyzzWtUfzefO+z59aSr3RG/fTp59qvbR//vXX+jdEvPlbQ+hjvob59LVv8yrbkznltzEqh/6fHj7Vbxq60fjy+XNtfLaxGZ57jnyCn69t2+L+7q5sxphXnfncoOlsD+q0yVvXdfFBoTGZLKytTVRMcPyk1h8ClF8azKOP/g1trod5f871sE66Zto99HEdH/InvKLq5kbJGPk+luY1Xn/5Xjtl66kTxgjjW2+cx9JzzbVs2dzy+gpzKdubUO4c5hbmNk7IC2P08zwyRptQZ5/GNa+/NutZw1h544xvm/6ukzp59Z6fUmPUmbfzdy512sy3wpiOlQp17SNvH66P8fLmtAd11tFHm3rtzkWsufTR3uj8TY0Xbdd/RedadfL6d5yyUNcwf9vlRcv62q9QJ7SLjtdHqGu0TapNyH8Nxt+qYX1tjTWPuYW2W3ptwhzS1ccYser0WX2125N6/ZRXqNPWOuWG+ub/TNS+xB/Zk/Uaa91et7ZJV/vvyXdt6Y/WeS/Htc05irWmPmLVyesnPCffg74N/UVEtOom1adhbdFyUwPVS8Vb/LW/fu/BXLdwncfrstfQ9r3O2Xo/o9paXvO0Tqpe2jBGeP10fduuTiiL9l+pemOMXfW3eH1XvbK4FW9dfVe7uoa2Ffppcw2EvGgf7eob6q0rtCm7zvLqlIW8urZ5zxLq2y7V3nrrWke9sa6N/t6PvSd6LLXr1z7a9V3RNuPNbUzb5a3ZsrnMITW/dfQxR8M8+hgjFatOf+OF/AprCXXaO6e8OmvKqzev/UrVCXnratdfnbJQJ8yv7N5xY9Rfxsi792oY617P+PBh4Wm/95IP1boH52SebYxwHcyrP0HkxjEc5hGlh9BnJE2P8oHk9qh9u7ncZ/od4NPpNwo9lsZYy7lK9YOMi6h9tjpr6Gsf8gIou99h/Lf9jVfvGjmH3jMZ77xbbw73osaoB6pvIKe1V6/GCHMat58eQkYO4+3FOVjHfs3n9xKhP1A5nRvMucgbFznMa37jXQ9zpjqMbQD13cL89ure0/lZCwigelXWB2b/8uaWml/Im986v/zyS8XZq3rt9mV/roff2Vw7ZXsxv9R4Ye8t249+K6yh3X471jrGwuxRe/eo3jxS9dZW1i7k7U+9vaqTKmuzH+uoN150veZh1tVXP6COj/FASBva5Z0TEOvQBlNnjQZQOexLAHV8zGEuoOq5NjBtxtqPay5V1lcaOWD6JVvn5aq/pTPWejDn2v7qhbL9uybK+kqVb9W3BlzmUtcwnzzMPs0n1K/QR8D0AxQL7VdCvsE85+0rxZq39BaAWvPV17nEV8Z1zWv3ca34Vhmogw9UaBf8KK2gr7wBFzXgLFvnK+EXZv2FiycVqwNwiNqAi9rGibbpDEgOaGvBD8h60LQJ7TBPOHl9PKGkyo31wgLUSQAzzhPZ/EBdTPvCEDnMI/pD6IdBf6n9S5X1uQV7Efaqv8i0Fy+gPujGw1wDeQHUCW2ctYS5Iod2AdSv3NujsnYh7wWvH7w5R3UZWvNcc+qnrXXGA8cx02ac9fWRF/o5f+OVvTC5fvqr6576waE2Y7Rr64u0Oc0NHMcmcuhrfn2Fa2lsmi7moF67NYVz1QeofOYxv1REDiDf85Ubmdpk/PRT+NDN30b0J4AP9w/5k8GfKl5Pe0zvOlbWk2+duZtXL/oBm7aH3LwU7u8rnxueyE2UPpDHOH/CuCuH/HlDYV3n4sbLmsCMzw2Wsmvhn2lbw/pAzcF5OCdI/4Rz1sf/W7d+2xi1UTD3NuZvV/qbkPZgXutpM85jaoy9kP1ZEwh15qxjav+54YmcgzHOD9I7YT591Tdg2mDSWAbJN5KNkTWtYS3jzfWSm07lRvekvwBqnYD6/AABhMMcwjzGe36t8dr0A+pYuw7WV+9clGHmihxAmEvos0KdAKof4z1PzbHWNJvngnONXEP5FXuu7S3ou+faW6Nh/chhfrHWAmod9NG/abpfvIAL2TwCpt440U6u45pP+fn5uTaN+gE1f5jxkQO40OkXVwOoflsNU4ZL2r3B1JurYV/aGzB9zNk+8j+KW7ngXOu9/B0rbT+Ysfbduj+Cwqz7R9T6n1YDOKYMZ/5Q/sXcXAGgrgNwm94M+kbl+tn7xtBvcv896lznhLlO39TY4mw+ATMPvKa6w9Tr+x70begnDzN2vb4Bmr4Z8HYczPuzdYXJgYvzSd01gEMFvPI3l/D+AtN+BJwYmHrvh/oJY07mg/Q92rUADr2+wn2DNg3Kax6g7qOt16avgDn3NT6Woa+9Gdtq+WvoJ/QV7pkavTcCjjUyvvPB7EGdUA9nX/s0t3ohbw2pfbtvBjQVmnN/VPul1NZ+Mx8aqssNXxjrvgiotTHPNrbQL3LYhz7WEcoiTdHx7of1EU9fHsO9szm1m2fLH9ILj505GkeeTNa8thRrP+n3E+G8eu7ahT5A9QxzpuZYEaehzt6EvLnsxf0lkG3mguReUnePkfmBcG+vj+uxp/0x5/b89Fxrpi9Q9c1nXuPMq2wtHwL6fU6q3VzagDr+cRrahPHO1bXSZA512oBak+sHiJ5b+kUO/axljHWENn2E+oZ6/fWx54Z6kemqR0C21ki9UGGPHQPU/tUa2s27Ql3X7RjjrW2u1e76m0eo177COGFsA6jjANQarfpYhj21KC+ssdK2v0eN6f6AqgnUeWFtoNZOXsCUgfja0N/5uU5S/e1Pqq35puob6mDWkBfa4KxTbrRdeeWVr6FdXOu/VTbHCuOBWi+gzrPVLg9nu/4/gvEjwcYCkpuw2ZuGH1SaV7yXBmZf7Qcci2qcej+EUqEOLn1a54kmlD3ZOw7OB0hbQ1/g+BBGDms0gLLpZz6gPjSe4EA49JXq0wAqTj91QM1JX/NEDvUi2eMDqN0PqJDX3jmMcz4r1UdZCrMGTGpe9Q1ztU4Kl37mEV0DqDkA4bCnhhc7L9ifP38OHx4pG6ddah5j7N0LgpCHeRy0AbUm8mLtz56Bqh85zGfua32aKoe59VFeoa6h3ngBs4+VN4c9CJi9AYYV9JXR3lAWykAdR+upa3+YevsHqt9es67pbyDC9DNOvX9WHXnzFiNmHFDnn+vZf4IMhMO4vArlKzcF+cDTzUz3Yr6ypyMQMG98z09PoQ+pdw5JKl6dvHDDtecDKHMAtcECKkfkcKMEJzlLV2zWB+r4AeHYhrOIMFdc2e3NXp5zk6IvcMRqM6ZoxkUOaya5eB0Pz9IHZs3VAciy2eDJDtPH+cHJlgGuQz9YtWaqaq4w/VdZX6Ds6t9D+64+wHE8PT+s5zoL/eM0gDpO2k+qIsrCNRfyGpqq8/PoA29/qxTQXGgfoNbFercAhP+55kDFmtd4AQRQet/UCXmYephUXdvk4axfa2tbAdMPqPNC38hhLqB0wNEH3OYjhzGNFCum8ykLmPFA5dYOUxdXo3PBtANXHr+NaJ23MsHXa3Z8U3MBNX/5fwesvV/3C3MucJte+/93k2HO23nBmVf+C//6FXjv3P0tujN/4zofcK36Zvm93PD1/H0NNU/fP7oJoK5DQKuKAjf1Zbx6A640U7SumNJ8h9u+03r7HahetMJrfp0TTDug+4cBHDUMgnlvNjecba6haB+gHmR4r2+9NqEs5AFJ1QAuqGsElF1/awp5lTBtrQPq3hg59FnjgbKpE7EMfRWlK3rPoz9Q8cDRo76Ro+3J1r5Fqk67UL4FfRraex4bIz7dPxx1tAFBMkAAsY0RDpiyddyTmoM0mDfJ7Ce3mOqURfnmntP5CX3FNkbl9of76s1VOf1BsPv+Ux59G0DFAKauehWX+UtxegPCnAKmb/vZDxDmXO3qIwdQNZKtV+sVjPG7R8e1LWfyan+6jVHfFUbmM1ZfIb/mUfa8FUD4sFFYQ3/7FkD1bCwQDpifD2P1bxtQvrEMv3O5xzaX1Bjg8FMXOcwjrK2PkHfenT/d6qW+8wGVCzjWXv/IoV+SWleg/LQJawn5hrIAKiZyaAMqFgiHeRswdUD5GC+ME3EawJETKC1QMfoBZQfCYX7n2PxKSR9rCP203YI2YZ4GUHX01yYVgOTDgLO//duL1ASdF+Z50rI2odzoGPUCqP6027O0oX3FW/rV51t4mLXXmLUH9TB9YFJ1onuRKgN1bOMHx/jB+LpYvZUDeMv0YX0vUAe4AA11Kw/UwQU0FYBDB5Mvw+ntVvzJVES7TJ9IyqJ19ifUCZg1+oT1QqNdrHaYfpgoAZPTT6Sq+vYnTl44YW4GvKB1Hnvq/Ppb0wuaVB8f4MmrE/Iw6+gP1AXeep1HXhgvjLEOUCccUMdcHwEzn74iTkNeu/EwfU6mg+gD1G+0Oc/+aZL17MeLuz7CXFKg1kUfcztHbcquk/O0gL4NoHrXB87x+voTMeOtb7x8/9Zp5FBnHWNTrPWyN6GvOdQL66mXdow+ytqBow/tQn/n6YNX56Ksv4gc+iSpOcNc+5bNbYznhHzOLG/O8yP9nA8Bzdnx5vOhmLHyQtuIjMq86tsOUwfUv9lo7mMTc9qUOO+Hh9cbLDcG+r+cftMPMHWtm3rr+tBKquwx97ceS84YH2rZu7Jrvo2tbrzrwzvjXCepPjBrqOu1UP9wf5/9v1zWzm60bWNU3m0kPQG4OLfNl+71glmjhHyzP5FsrqDvUf+jmZHSuo76ALGNcRx7OOdyDpHDnmDq1XWcVKRLAAV9t/wptscA0FSAycOkxukLUwYqHiY1CCYPt6k5RPckFa6NP2k3h8dckIJoPhez5q1OqBfbGFOfNe+2+efyoEccx8oawjpC3j6yRM3B+Quj1De0C9AS5RvL0E8RCOOVgfIDYh1A6Vun0ybAPgAAEABJREFUr2gZaDanuh9oJczzqeWOhddx7dMUOGobJ1bbwTfzndS8Yg2Hc+1Vf4sHSg2TKphPyP8RuFXrlu5WL6sf/OvmcKu3P4MOqPMQ+DO082/XA3CsH7zmf48JwbnOj+b389FYcwGr+MP899YAan27gTUPzOuvurY3VSda/iiFWQ8mvY4DrlUfkuEcB2d+DQZezbXtMG1Aq4p635SBsx448gCaL9ACzPVr+Zq6ft6bhbwAKrf3VqFujYNpX3XyMPX6C3UNZaHsfsZ9j7kFoLpqysBr2Rihf1N586zrAzPWWsCR07wCkBzQb/1+AFQMUD7ai8k3mDog9+gTQO13Iod9+dCQ8L+ovQSpdz/r+trnng8Q1QG1d3EOXQMIIBzusY58qQOOmpk4zLPnD//N2f2bSxinXljXNQLqQbTfNYT6yKEvzJop1guofa65hP3B1OmvTtqAjM/vFPpZUwrUXIB4uLsv3pquhdDHPP5ZtnnSO/xOIeTP65h1GTn3EdvYwr3mfeYTygRhrlgGpDahSpt1pdZxLcSWe2/t9uJ3LH2U9dEmlNWrEzDzrrw+ykJ+hTUFUGr5Xp9SnN5gzkGbx0bIm9NjCwQQygKmHKfhHPQX1lAN08d5ON+Okwp99BXOsaGsrdGytNG2WxSoPruu/ccyYPa1qIqFqQdKXt96XtZvvfwK9crSFTDX1vm5TtL2kyrrD9QaA4oXvOsFM48xOsD0U74GUPH6aZMKQFJQ3yjFO2/6vWVuW9P2U27A7bra2/9H6PiRYGM9wKIbAmoBXXgBU4bb1BzvAV7H6Q/UyRpfGfA6Hs66r4QfNwj9AEkBqHnCJS1jvrkeItl6wdlPhSevF4vU5gUyT1BvCPkAxgc33hxIJ28k8o225VUzL7h7Plx5rh7S9XiBkVO0PlAP+HxY1B9oa/cHyg/7ezCTeaRArTlQdT9yfDv36ms+zxkRp6F99VVtn/asXjvkOuXNyjj7d/2kykD1Jm+cNbx4rnYgHNrMpx3OOvUrzKXcMc0ba18+tGybus4nL/TvHPL6Cm0N56aPDyHtdfWT188Y/YQ6AXMt7EO7kBeeH/rYjzHm8KGYOqGvOmHtPX866j+Qbf2GevMAdX56U9fffA3zRw7XW3/PV3U+LEx1hu91ngB1bCqeUfmAsqVTvvY6n+M07NF8bihUbWOENYH6PFpPvfn0A0JedCwRsY0tttwsqE9x1kmGhDr71D/F6gW02Er2k0rgyAvTFjk6RuqcpeHmcPFJt8ppf1lYsaDvinUucJ6fPnCuWcE33vRTDVQ9IMvltSGvJ+b2c+9c7UO5faXqpKLzyK/wfHINBcwa5lP2WLcvzLrXeZSFtawvL5RFx6trvilQLExawvIGU++53RhBiJY9t5tXL5Q38pxK2MN7sC8RV0OduFLfFPUTbZQXytIVQMAZ65rd8lPnuddwfiuc61voz5d9fC9g9nodb1/iWv9by2sNuOxltX20Llzm+Gjcb+j3V6q/VuBPuQLr52nl/5XNAkd5exKHYmHUr2gTcHG9hUu5/aSA5ID54FKnEaic8l8DTF9zrYCp914Lk+9cq586QHIBmDrvbe3fDsCH+7O+gBkDdJqi5pZ5i3r/sgd9zNOAuV/QDtQ+Dc4687nHkL6HyAGzJzhToOZo/hWdK8Nqn7RSmDGA6gJQeYCSfTOHc5IKeWtoc372Le9eGs5x6hpA5TXWHEAYKwA3oaEtm8zX3I9GDoLa39T+Zcx/H93aK4zzO2Pk6HxAShFAEJk+96uZOLn56h6mlPb8ngVUT0DA+dhYq2qcfCKHciPF8ocZY251K+yr56DdXzxwveSBo65+7mfUW1cKs5+yyUf2m/td59wgdcL/Uc02Rjx++RL+RZh11N/f3YUPMM2XrvVq3uMnQM/IZdoPAMfcgPr37v0e6D7Z/bA9mcy1MJ96oB7g2j9Q38fbz+99fo/V3zig5m6ujtVmrOsjFeYWcTXU6f8e9BH6mEsor4A5T3Xahf4r2qZOvtEtwTz+2oV2bYCkANR6lnB6069xUl34AK0u6lq6Vh4z4+xVCpd+5ZxvcKnXN9VvvsznMZICdXwih3OCmQuoHu0FJg+k19df1hftCbfj4KzXX3TMj1Cgeod5vMxl7p4fTLt6oU1oV/4RjB8J7libES0DxcKkJXznG1AH3JNrPbjywroiTgO+XhOoBTf+FFbEPEIBpo+8OiEPSArqvFAIc8E8gB4YT1bRfWsXMOPbR53JzCXkYeZR9sTXF+aFyw+aME5755e3npCH6e9v83mRM0frgZtrGssAao2MM6dUM0w9UJuGyAFUPnuCaZe3NzjLcJ6XvUQOqfnt0bnKp7pqm0N7Y9UDilVXRh9jG8b68EVZm9DPeTSvz9///veah/WFPq6vvesn1U9oUyfkgdokWEM/60nb1xsGzD717zh7EMr+BqDnD1Bz7njAkIJ+5hTGCXmg/rTABwn+NhoQZIR1jfHGmGKtEcxejQUOHRgRFwOmDghIBBd2cztn10venEIn+3IOzsl11E8fbZzyKAtS6U8Q3RwoG2eMOdJUa/viQ/ncXCg3gOrfGs7V2sYqCyD23GCpN5867ZAVc9NkrThR+9OvdBEBBFD57eOIi9djpJ9aH/AUTRmQLQD5U9et8pUi3zqnFLLP7CPVFz7KDeCw2aOwX/t27u230vaRWkebMUKd8jXUaxfybYdz/VVnXqBUMGkJy5t5gKN/mDxMqqvz6Jrtb+6Gx655/fXRXxhLKtWJZOsFaoutc0gbnHXTMt99sA5nW9eCqTNW6A0cc1En1AuYNkCxcG1XuerkG9pWAO/WWn2/lycDgaNOivV6q6cy3niDyxzG69ZU/vcGcJSAM38o/2J+sxXwuDZ+s6T/TRP1Or1Ff3Taa94fzfWReOu138q37nspcPM69C35gMPd3lYchhPTtpP4JtHvltH7T9uAV70bA0i+is6zOrYOuMjd+qbAGlY8TB1c0u4ZqP0NnPcfcWNYw/shcNGDrjB1t+zGia4nv8bIXwNmPn3FagdKVO89332PkNegXiqA6hUm1Sa0NWDagFbldnA+5ANerQ1wkTNOw7z20XC+cPbVTZ+m8kJ5hTqhDjI+iNrT577X/afoddZHWOvY8xtzgjYBhPvTzhs5IPOe6DZG2vMB5uNj9PcufeHsY03nliH10Kz30srW1wbTX9njIW2Yr2GM/GpTBxmfe+CKzb2+PuobygKo72muBczz1phYhrI9Cetocm6rDFkvDfr6/SXZellDKADHOdD19DePaD/XR3vbrCmUgfD7l3b91YnIAQSQ3HwBh9zxUuOMF9aC6ScvgOrT42Itv0v2d1BjzQEzBggHULWAio0cQL7PV8cZKw/TJq+HdYU9uTdXJ4DKqw0mD/M4Gdv59BWApGKAoir0c508bh4fY9XfgjYBMx443K719nUNOPsfgScGpg0mNZ8moM5Dc8VpANU/nOnJdPH9Ayj1mqsUy5t5gcq3qG+yneem8YYSXuc1h7jhXqpbNnWNcvqBt/EDsUcoXE7M5jRKvwb9LvAVwXyry7WsDZAc0Ed4cksFcHGQ1TUMhGmHSa91+vpBUb8COESgPuRw/iACVdcPsACiB1D+fRLar3wDpt04dTDzRg6g8tqXSFXJXjD7w9z9Gu/FQ6qvsNYKfYV5rqGftqbGt486oQ6o/3OactvVC6Dm6gXTXpyP8GKqTqq+63QOfRpAXQyAcAA1Z0CxNhX6KlhTAFU3cpjTGjDXcbUbB5Sv69SIHMbZl2urX6qqVuul6uGc19wN/YWyFKh52EvHwdRZx3yRAzguaPqJ1ZZNlF2duYU8UPOI03AuQP1UDiibuoZ5RZyGecRJzDJ7bVp8eNgxUpj92bO+HkPXyB5GkBue83HpfFIROYAAkpsvmLzx5tTPvhrA4a+PdqDmEzmUkxw+KCSaahepOnzkC/kAc32wqE5fAcQ2RtScc9+qLk4DOntUzj6mkQOo3tb+zRE5nF+SymkMzLVU9xHYQ0N/a5i78wLVz7WPfoAhdVy1KwDVq8fPHK2PHPLqRIqVFzji4Zyv80tvwXgBHHmUhXVg6pVXaBOtkxctA80WBSq/gn6eL8I1si+g5qvcgDknmLH6CZiyeeI0YOqA0mgzv/4CqPpA2fsNKH3LTY0XMO1Am35TCm/ntf5Hiukn2hdmTpi09X9Geqvv7lPb19C+/xNor4VzXXnlv/DnWwH48c8fvM7Rx176o7MG3r3+fTQ/UK4wqYL9AZUfUHUAKP2heIMxh4DpD/OeoK7vfx0KNPthah6dpSta11Sb9xOpOu8pQv49ADVPmH2vOYwzn5CH6Suv7i3A9LM+TB4mNRYmD9Q9FQiH+db6QPWmrfVAxUQO/UWypQNka48rAxSvzwptDXtcAVRNOFN9Ox6mXp1ovVRZAJJwT6teyRoqex7y6txDCuVrADWvyLHGAdVjqsteeU464NhnWdu9ovsVqX7CODjnUG7A1OsnzHGrNlC1/e6oj75dI3KoS1J9AuVrH/oB4TCvsoCpM67RPgT1g/ryS6V2Y6UpHi9IzxNU6iMFqr7xkcM4kWz9vwTk7d3vlVJl97U+4IKZU1/1AlC8gHrrNZUXXgPMI7QBxznpeqgTJoOZFwhAVcG+9YUZa2/mNT9QvkB9N9BPxGmYW5zEg8CMMzdMHs7UHK5FBwDNFgWqrt/hzKESpq559Q0427QL+4KpB1RVTpi8Cueon/wKdWLVARW/6uTN4XrpD9MH5lpqByQVC5MvRb4Zk+TiBdMHqJh1jjpab42TF9quoe+q008Adc4C0QOoejBp66+p8Y1r27Ws37WuZW0r1AOSA/bfPsDR3+Hwg8z4wfg3G+qmfzS/C/Ae1vzAKl7w3Y90NcA55pYNuJgjUOHdkye+UC5DvnnC+gEX5lyR5rqQ+MH2gqjc6DipOnN6kVCW92bghU6qbN7m9dFXwPzweSHzpyLWAurGZV7jtPkAqW6O+RCFyP+SakvHlKLgn6lC2hKRw7rGCmtL1RknFb0e6tquXllkmgBqHbR3HuOEsr+56b/P6HxcRwGEw1zG+X94U27o45oao495nLtrs/roB9SNwjr2pJ/Qzx7UGWcdcykDsY1RmJ3s8enhPucS+TDvKW92n+Pz51+LH4O4v78r/uXlOWs9R+wvBfLHm4XM9/nz5/R5zhwcFyRrRQ7r24tIsV5rL/721uOXx4p9uL+vn1Ia0/Ozd2NHULkjB1A8kD29ZG3/hzHPsWdvqQqRTabtuWwlj4jcbQUbsd1vMe5G8Xv+5PI+6z48PIR/0gCE/36j626f9hI5pNu2VX/SxthGGD+2LVck4jl/4mu/xkYOIBgjuch+XgrARf/GA/Wg+6ibsjVGxppP2CtkvhMiR7KVSz+YNv32fPhoD3v2Q/rl4oSQFyN9N0YIzcI40Kp0hnpz2YOQb52856re8urtW509tU69PkAeH0Jb+6Uqsrlsz/U5H5/RZdIAABAASURBVMcxiG0buS6PuW7PGUOhfaXbGKk7A2Z+0Hdk/JaxL5k7LwwRR20gHN2X/DXg7OM8GsYIZdd3ZA8bI0ZQqOtRrv9++mcBpCJSp03oa8w2Rsxhf2fM0q/l1u95rr/UZzLnFi9hL409z2nR8swfYZ9AAMVHjywzIvVJ7a0R2a/Qdgvt5zxWuzEN56290X7G6mOf3cb30Gy5wiD7T5RwejO3OIlvEtdJP9FOMPMBrfpdqP27zHuu/4Rn9YQF156U34Z9TsB42+2mZcbN+uR17BZmT/saryBW3Z+YX9dy5f/ELf8pWnOt3sPv1SR4Xn579lsRQAAXpp7ThfI7BPixvPbRZeF1LuDoHSYPZ2r819D5V+p1T6jzevw9yIuF4Qe6j0ORTOukKR4vILwnxTKARZqsPgKmzTwH8t43+dyXVjNekCb2vEeu8H6p3Fcy05nXNRB73jetqG4bo/YO/g8Phfcv18f7mfDelZuKsKNt5PU2L+Lqhb5ipFVZGKvceql53fuZx9oNe1gBVlk1OYPs1Z4F5PU6ZeP1AgIm1DW0CZg25wlE91H779zH2s/Lc+7n0/kuZZKawznvzjOxLvUYBIk9lS+uedIgShdvDCBgQhdAUnBOwr2m+2nzd6+Qc03XPfHinLOWtm2M2MYIeUhjZZpv5hJKUvNKldt/ZP/uNcXd3RZ320hznkc5n/uTrM9Mnfqsm52UT62N8Xd39f0glWH+0qcwxqmvDFMvtAFHv1uus3tmoT9wrI+/Gej3E32M9TuCc1D2u/H0jxx5BLLfPZFnyCG/5D5RXaaMbbMXc0c8Pz/Fl89fTrqRdAtr9TlpHf/ce8/vECODx2keUqD2uvLl9/R0zHnP4wJpT39z+R1O2LvQ/pznlzBW+B3S77H//Oc/Q6oucmy5LsYI/RvmKOS5qM1zlvSvPrP2NnI+C0BrVI+dw54EcKx1pqiXuc2rr3OESx+g/HzTTxgD1DE1xt5FfGAYby0pUMcicphTqJfeQrq9+zIGqJzAsQbmjBzak9RL/hY0ArVO8vpIAcmhLyHfYOqTzUOTJ77M7wTnsed50MiPZpD/DUYIf8taqBfaGso/2laec5kuJwy36dcKOAFx7eciC3idV19tQr6hLFpuqs4aUpj5tCl7sjavT0Obeu2AbEH9WwCi/c3jB7nRJ7j6yKGfHxCgThJzpjrgLAN5oXquk1a7MF6qr/HmVYZzXMteUP2Q66M/zHw+hDSPF1b7EMpeiOwXCG1eEI3Xpo8XNGsqm0+fbYx4uLuL+7xYbWPkzWOrGwHMWvZgjCdj0fQB6gPpBRwmb37zAse/i6FsTZhzixzmEMnWb9F54rvBEOEHIR88yD/c3cfffv4lfMio7I1+Y4Q+yvLWNJc1pK5Trw0QDtdEm2sBhD3BpF6sn/MG85KfJFF83jCAOqa9dlLX1RsKUGtrTmX1Y1hrz2Mf8VM+jNvS5yVvKg/3d6Xb86amy93dlmu7HTr1f/vb3+ohnL3am3MQ8uqs43FSFq6587WufbkGe/bsvFvWbpy2l6fnOgf3vLGZDwj1InLexuzZ36dPDzmv+5z3S/X3kA9W7+7vSn7JNcqwPOajbMY5Z318GPnrr/+Vx/JLnjuj5qd+20b813/9I2s/VYz+j49fjge05tizJ9d8jFE9OT83RpvnYiJIr/SJLO68gazjA7WXfNj7JXubm4b0yngmKuYlXnY/d7kRTHnbRq7xXfWv73NuHiae50PEPO+eH5/CtcoZ5jy28IHqlj3s1o/I3LPHkb1m8nyw9xQe/8i12/LgihfzPj2m6jkv3hF5FoVrt6fP0GfL7MSFzge2ns+e32kN+xDyn+4fqr+NrJ3Z9BOR/Yo9j8td9jgy55Zvnx7u4yGPWdXNXuxH3U95bO/z3MvGMsuec9tCf9fg8fExXvL8iRz7MtcUa46ugYDMmvbn3PzoP8aIPs+AAPLY35UOpi9Qxyly6J+kcppDvnSZs3nrqBNAruHEfc6xcZd1/XxhXCLdwgGzvrGe0xc10sG5CZh+dV3LB+meb7v2hPxTzs+Nu7qcVIxtC7KmsnZx2DMmsgfXY4Vq+3A+9nENfe1F6Atz/SIiS17y+jT0bcD0s07ksRf1xSI/01LROvlbCDwX87OSx98aa27zCiCAMumzQuW1D0xf4IjT7y10vmt764Fr0yHDiEjsQX6VzrlEIo9HxSYPxmq9ROQaNcj4dK1XxWV8BPXflraRXAG113ki05CnwEhmZNaJl6w7EfGScXvKe3r0y8/wjEjNakjxvRcQYD2vexPv+X+vDWYd4EgBlzxQvRwO/6aMn0XRx166TgXO84TJ63ONNWbl/Xy8h9UXZv5Vd4uH6QeXdPXt/lYdTP+v6TpWCq9jjO85yb+H9oOZB7hw99q41ml/ndQ3gGgbnHMAdR7CJY0cQL6fX51LDVBx8tcAXtW6jvXa7h4hvmHAZU2MPX3+geoHJtW0AqYeKLX9eN6WcHpTt0K7a6ZOF3sWytpKl/fA9lEnSp/3Pe/v2oRxAub1x+P25F7ntF/3Wim8trmPes59hfA6t+c9NTcZ4b370/19uGfJu2qMnPue8d6LrWVd8wK1/vbZNYFaH2UBzP0ao/ZId2ML0T3EaY9kL/L2tULdnve9MYjIK/dL7qWec8/knB5znyqfJdL04m209kvTNffH6b+lcHe3xdgyPvd3xusv5I2XOreRyj1rbUnvc12HFXNN3Ps95b4zi+TeaYttG1ryfvJSVPkl+9Jun2LPWua2xy+Pn8tX2b71zRKVZ2xb6P+S/nu8BCNTiuzdfJFtp6Z8ax6DVO0BUTp9Pn/+NX755efS/frl13h6eYq7h9zjfboPNkom87m3FC+5fu75//nP/4rIun4PsCexn+bhnMRLzt/vX/f3d7VHdM+2Zc8We07bGCO/jzzk94XPtWcE6viOIOrY5XmzJ/Tb855tjJhz2nI97wpf8jzsPd1L+oV58hyUPma/d3dbhuwFvwP99NOn4vfsf+Sa5Ku+G9+NvLdnX+47/Y73919+CffVXz5/Dud6t414yXyu2ZafKffdj3kemWdL25aJ5MVz+kk/3d/HTw+f6vz13NzyIN1vd+EcPW8f8wGn9ruRPeb5rF0o6/cpYx8eHmJz3bJr6X3mHPbqXFMnr14/AdR67mn3+mUe8xHES56jzznHFR6jl9Tprz1T1nGxjry97nkc7FdeRPZqzl9+ynMnl1ad89NPaFc25uH+Ie7ucs7Zs/kgOzlB2d61C+eizl6kyvJS/dTZo/0rf/r0KYDQDpfz08/Yh9P6tU/TyKG9/eQbaaq81mh/bfoK7erbfm0DQp3QF6geI4e9+1nQZg6R6vI3t1AGKgbmeum3AqY+cphLGCtNVb2A2MYojOSJiD3PgYbyXZ5b2/AIatzLHnnuaIN8z+Oblq++rHsL46uRX3EALhYCqIPjYgDRYy2uDig/+T8S8LouTB1QrQDhydMnfc8Fpt25eDCFNgEc89Eu2g6EQ50n2GNeFH1g9NmLl4avwDhz6WZfQp0nauvtVehjDaHPCm3KQPVKKszhRcELgvCi4AMQacvaPSmttcIa1pQ6J3Nrd14i0886Wc81UtauH1AXnpe8uKl3TuYS8vqYF+wywjhlqf7m088LpLXVi7ZpN4cXIfX241yFa6/fzz//HGPbQl/ll/38aVLX8GL76XShch3cOEi1b9uoORq/wprW+qVuVJ+qhjHCD7Af7If7+/AfRnZe9irMMfIDL5Qb6oGLWtrMA1Ov3NBfuJ7CfDAvfNazN/Hzzz/Vue4armsJVM9j22JsW24zYv6GYl6gnhPezF2txy9fgojYc4Px5cvnPE7PSpHheXy3fCB1V7IbpPTKWiPGoHR73uT3vJiZx3ypjJJT95I17DN0TUPrkw2YSnX6KXoczLtnzpfsRTpykxR5Eu+5Adtbl6HbNqoPqT2tOeWziZxHPpjJh7cjqA2CNFOZLs3Zcfa4J4AAck7jAjD1zqH9IsfLaV7SFGMw4wDFgv7aRfNSoa7xnP3tOd8KunqDmc/jKjzW3ct+6tsQmH7yDe2i5WsKM0YfczbsS53+QK0LnKl6oY84/LOfPdfFa4FU5CLrOtc7NzR1AuayZ7Y6ZJPutX65hKHjiw+dE/Lqxkaoq+PvOXCCOrFbNxE5gBjj8li03T6FclP5yGHMNjLO+AVoW+TxBl/ztIeEMY32b/ktmmV+15fzvAWLqpeuUNdY9e/x4OwuPeC17tLjLO3pmqfGWXFwe6Qpz5d9ok+iojqVNRnpgnSPGRnHUJfH6OJ4qUsHI5MsL6rCyTz17ZRKWa8lOslPh7/e/xUrAARwUfr6/FW+cPhvJDg3sU4JLtdjtX0rb26xxsE5P0x+9Wkepq1j1YuWpdeyumu0D3Ac69Zd+7b8NXv7kcx76Ov4LQoEGd8vIIAWv4vCOR7yOuQ165QJqPzesxplyosRI6Lh/VNc3zfVCf28twKRF9ZEvmcd742i1i6vc17f3KNICdIpQtnvF3ljjqEuo5/zh/Xe++uBSD6M8P6vvI3pkZEZu5e3vKjrcMa6rlCaVGXH7iMSvSdxnjDt6V4v+xP2JQVyP7gdD1bcL0cO57Ll3heo3Pqmul7y9ul3CfdW8lZxP74il9Ylqz2kD2W2XDzhzDJr3G25dxhG5vySZKmslXvP3K++5IMqZf0qSSYbuae5u9/i4dN9+LBM+8h4IT9B9GKpz8WLl8z3nPn23C/ukSMdxxjzYVTaIvXlkw+V9Utz7d31N15ZqizkgXp46P6y1+rBH3bf32eBiMfTdwMgrCWAgIltGx6CSEVR+9rzPIoc5nvO74b+G/0/5/c0j8nIfrc8HlLtrrvrb4z2fpikrF2o3zO72PJh4939XbzkXJW1mcM6xkidizpl62QrIS8gj0T2p13smec+83VPQM0T5vyIiJG8ef4/e2/+bNu63nU9nzFWs/c+zc29CYhi8R9ZpSIWFlbCJR1JSEggdAlNSASEAlErBUWVP1giKCImFj9IiRCxggIFCppQNIkiJDEhNze3OefsZq01h8/neecz5phzNXufe8++5+bmvGd+59M37zv6sdbaB8hpkprxWTKPsEdpQyuw5nn69Glto8hhf9aV6m82eXOkef0AR7W0Gye1V2G8c13yWCEj7XNmCvdRX0rKu49enJ2H63S2X3fQO7d+9m8+oGoB4TCveusJZfVA+ckLIFwXfRv6NloXOeSdp5DXJ9X1cS7mgZFfm9BX6KQsheEDVG3jXAP7FLudx90uHNoEHGLgmNdvCxj2ra5rq4Nj+9am/S60D4xYGFRfbaJ5qbhLp/4uwMgHB6ofIHkQL/eI2ubAvXSKL3LA/cmBo+y9MCqB2gniSzCAdQG25YASgeoFhhw5gDrw3MEbvUOmuT7OBzjKrU54oIiOlcLwNbh9AMUCHPhS5BdQ+a3ticCT7Hme4JXNL9Kt+lcnr66hTsA4eVq3oU9cD1F7AAAQAElEQVQfpFsf9fqYS8DoAag6zkV/ffo3+NRd5k8c7A+Gv3LkAPL78DEOqIu+eYCaIwwaOYD8jvq1dnMr2KuwP6mQB6ovoHK6PtsYTzLWtB8ROTzhGO+abntI0/pRb5ydyM9TXjDzxGusemuoBz1GGAzevvSDIQ9rhHpjlY21t+bVi8679dVHALVW8sIc+sPQG9/QLn9fHuOcPxCuhdDXOGFsU/mGOiDmKdcjXw49yu1uLuerT+QwFxC+uI300Zbq0A/Gvqisv5hSB9QFO3KosxfnB2NuwLqdW68fHPTKAoau/PLOxlxebCMHjHzJ1lrCkMs3efXmqJjc3vJCvQDWPtQ3YjPUGa/KvM5bAKqqrnoBlFyG/DJWGA+stfQ1h9tMuJ/rFzlgrKkyjHxAmKOhbYsMq7qAbPHF5Ff7AXUDZg51wOqnfIr2a709w4gBMvPxB4au/aV6AFXHfFtob2z9YPSpDUYsoMsrAah17n5jP8y3Z4sA1RdwSwbKVob8MhaGDgbt/DDknpu+jQz9gj4wcr6fYHg4pnuSdl6gWDisuXZRhv3XqbxXf4AkD+x8uPC3EqY8TqWjs4jsLMbQZ3B+D6m91NwBzQlfbN5h3aiWfZ2k1s9eImHtgUh75NAexWfa9NArQsUSv7QHEHA/vtxnB4feT3t1/xWn+q8k2fmJ0znBWBf1d9nVvwqMFae+MPIDq0k/0QrIoyiPK2X1W7RuS+XhkE/ZGKkAal+VF1ub8ocBexDWhkN/6oT6h6CPOPWBQ66tDYYeBm0bDBkolTm9NkmFSimwriFQ10wgTgdQNmMiR1/3lBtA5fJe0VpzvuTw/ka7sjHyIlPUfYi8aFm6BYycxgoYMrB1K77zKMCww4ECNYfYDKB6NrZ7tI59S9vVOXlvr4++MOKAcoENzftjfTSYQ8gbq5c2fyHEe2jzKutjTXkBVF8wjhl1xusnb9wuX+jJ9722NZSlQl4/IW+seqBeoM5T3u/n8agNUpfbyxr6C/X2JIBb956RQx99k61+leVPoV6/pvLWAuoZwntf74HV6wNj/vL6CXl9pMr2JZSFto6PHPooS1Os/mDMQ9lYqdtVwKGmccK8gG639leVQOWVF/o3lGHYgdr33Ab+9Zewvr21v/tD5IARoy8MHqj6aa7t0L3pYx71xnc+ZTjEwoj3Be/Wz9rtay5loa6hbF5rStXDyC0vgNqO2vWPO0brpe0H1LoA4YBB5fVrKt8x6gRQaw+D2r96fUX7ywttW8CIgwPVT8BBB2Pt1BsPxzYYsrZXBVDztmcgtqPrSIW2psDRnNVv0fmaAoZ/YACO6sOxPL2sEhwHwLH8svhTu5OHQ45T+/uVT/PBIbc2YU446FtuCsOmrL87orxwwzRg+MGg6vV5COYT+ujf8CTgCVD9feg4GPXgeMc2DpDUSUYGhiwvrGNNOMSa1zl6goCDP7Du5MbEZgDrjqQNKKsnYvN0PvmGJy+drCfkgaoROYzxQmKPKdYcjNXXGtv1UacPjLryQj8Bh/mpF+b35AnUyQ6o2tYDqp4X49iPeZpqjopdz4u2OaTqgCMfOMhA5befyKG//46lv31pL0DZI4fzdO2A6s2eIocxSeojL0rILyC/b3+AymtdGD7GidgMoHoHyt/1tQd7s76yFKiLl/qae/6UzFww4vSxltCnt6E+6kTkkOqbbOWDUV9ZaC+618/TVGuhXgD5QnKqXiH5tKsXMHIB4bC2HFD+kUOdP9EDgr2cpHrR5jYwlwA9tEYAlcPenZ9+UmOA6lGb8wbKP3LA4IGU8iVD3qzBgVdpLQFjjdU9BGsKfYC1L+u7vdoWOeRFstUTsPaqv3VjM/SF0Z9qoOLUCxiytgYcdPp0XqBd6rhyvQRQOWFQe9gChr6DgaM5msM6p1RdA0YOOKbarQXHenUCRi0Ydv1F5ACqj8gBww7H1BxpXvcnY+1TyAvtr4Ktr7x4v3Gn/q+awzg4zE250TngYIfBt8+W6i+2uod4YDUDta+0Amj2XkrsYmBJGnssMYa/55CcaTLXsremJj+lTHrfZynD+E623PMrP0dp8nUip/C43+vyLFC/vJIZjj+Zp3InPTZ8eNIvx8pw2ABw4B9aCyBg4CG/X0q202MWxvy2emCdknqxKl7CnPoCtYaGAZL1PKoAQyd/GnuX7tQHRnzrYcjGwuC1AWsf2oT6LZV/XehawFoCBt+21XAH0z5NdYERL38X9N2ifYB1LbR7HdMGSFZoa2F7/Yfh53VRtE0eqNzyDcgzp+fKpMB63wCs197Yj21NVS1LG0DFWdd7IxH7oc+eLQKsvkD9AN57YeH9XuSwzyS1X7oW5oAxD0DTen8FlJ8+ZcivjlEnlIV8mms9/KF469QDldPaAsh74FGLvGDoo39DuRH7oby72cXN9U3VgH180n7esa7z7BpA+Sqbxvze+8sDoycOz0cwdK61MdY0nzHy6rw/js0AStIuY2zzygIIY2Gsp78B6POT28Xcwhh9/GUXaeSwdvvYe6pqPvoCxasXW5vxAoaPPbnfALU/6muMefQT1lKnr1S50X7ahHahXphPwKgHx1TbFtYzjz2pB9b1MW/b9YFDrsjR9aT6SgUMP2PTrT7qnYN+KpTlpcpbbHUdow4Oec0t1BsLwyYvgJpH5IBhg9s0zevHfM5TyGuwx4YyUHlh5Ip7hn0Z57oK8wF1DKsXzm0bbswW2pSld2Frg9EPDHqX/8t0cH+stbZ4Wa777ObQJhXyXwzM8RCmLyZ5x3aBu2Sg1UXhWC7lB/QF1Ilmm87elOFgUydg6ABdCup755NuoU0noOrA2GHVi63NHVoYr20L/YQ6KSA5QtuMb4MHhCdZod78Hjz6emJWB6wHoHZtkUMqkh0Xk3yZI98+5u54D3AYc1NvnDZ5qbJQ9uIgD9QJW95482pXNkZ0PW3KzgOotdS2hXHC/M5N3jhhfuctVW8dfRrKQpsXQS9UQP0DvV7QgPA3IbV5oV7yYu3FPTuptbMPY71IAyE1H7D+Vqx2dVJhDGSGRPcotSftMGyArrVWxsOQ9XFN1El1goNNWR9pA6g86oHqHUZM5FDv3HutXK9UhzWEdexPnT7CnpWFvD7mASq/usihTpvb0FypKrs1hH4w+tOmDoiOa10q8rPEoesIGBJB1MibVOMaMPTK/mmAkttI2boCUts/Wd7Hm0ufLYX0S4X6RorrXOS30EcZRlzX2tLmYfi4Pq6Ta93xvXZSdcuymLYABFA9GLuFOczVMBaGf+RQTrJ+4GBTCQcZDvypTVls88GxvzYYOkD3AlD9A+v+qW+jnPILhl+y62frA8MO91PXz2A49lHXNvn7ME/TuMF3H8kX7bkzBunsjfo8TcUr34V0Wz+gRwRQiP3o+UhVSbc43Ve2Pq/Sv/5fDOC439NcQKmAmte2X6BsH8QXHHLBgX8oN/uXfIP6ItLziIhQF/uhZinevI1S3PGlp9ib0t3fhFz2GQ80Qr116Jegyy6mlY968eh1JXJkmvw+fJYD+xH3Ia8AHLYOHPgPua0vy/JAAF+y3oCqtz1nysNBf18zwH2mV9YDVR8GtfZDgOEHgz7kq+2VG/kCHYE10npeU5rKr8Zk4OCbYn1Oz/fGapAaD6zro74BQ2+8vt7DSJX7XtB4dX3f2fc0+qjT1vnuo8CRaRsDeWbOa7p1tk7mb+gvtvYtr01sdcA6Z+e1hX7Oz2cL0XXUm8depEA9h8E+V14Q+loROYD8Hh8g5mkK8/oDdSkMu7liP2DogGCvW/IeWLb7kGozzr69z9Eu5mmq55uL8/En1Nr1i/0oPvMZrwqoe1T7EUDePi11zwdUv1UveSDggMihLcn6MT+w5gTCoV/ntyf3E6n+6vXpdVV234HRi75A1e57Z/MBoa15cwHVs/GRQ7v6ZCu+fbey9YQ2qZAX8u0rFeazV/sX+sHoT7vQR+jn86//NJbPrd2PMQ199N3GAYoFbUCtqbw1jTHeZ2B7lI8c6oV+MNbP37wU+vb+rN08Aqi1gdu082bql37MeeoE1L6kDUZ+cwLrfnZXDAxf407t6oTzFM6/YW4BrGH6NlblnlG/Z3/Jkp6D9C58sRO7K+dWN31QBczTiU95ZaB2VPnXAWBNCwd+25MOylLRvHRZltqp1Qt1HmCetKTCHVa90EfIC/kGjPpAHfju1FvAOICMg+Ebm6G+xT44pOZovbwnSqm6jgFqnQHV9bKp+5YCdZL1ZGI8jF6cn+g8sR/mByqnKqDiux/99VE2n/Cll/nVaY8c+sDIo07Yj+srBSqvfpHDXjzhKpun8wF1UjJOH+3GN69vhle/8uqBNbf+6iOHOeyjAYf+cmdIjwgvxkCKy5qz4peoPqzd8VsK1MXck7frYQyMPPrZh2sl3zmAqtmyPjB0+jV0Aqqfra55qT7Gm0u0DtBUsdafpym8CSltvoTZ+WcaedOmzpd78zTFPB2gPhcj9HP9/BPrzu0craVeePG8enFVtewFqDWzlnmkFZt1pcJ44Y2TctXKftQJdVKxpB7MUlOqL2Acc0GGLnHjvy+UfpEDCBiwV2Ee0XmlQp1wjUT3n2lqDu5XQll/eWFMQ9lYGL3oB4R1O586EScDDn1ufc1tXtfX48MwGL7maagX+hqz1QO1RkA4tEmBWh95Yd37bNrhMK+tn3HO0blbewv97oL5tnpj7N085rsLQG0LYwFJAQZvDrHNK69OyAPrnJVbbyJAUvuRtlvwBxfpA1QOONDutxLsv7bxe1URGHEl5BeQ3+//A1Qf7ycSHo6BYYdBX5YbXs1vmwfYisXDbV0ZTr6IJaZEbqRYoRzGNwySl26RJ3HFPP9kcHLKItk7P1bTU9r5lqy0pPdStP4MfInBRyQdiP1I054zz8p+xHyIK+BxuS0PBAxoa2x9vtJ44GhKH/Sc4f781rI4UOsu3zp5AUgKcOBVvIrv1qd5YK0HmGqFPmJVvCYGRt1treZh2B4qDcMHBtW34+XvQtubtk/LMHLBoG1vqp9Q9nrZUNdonT7qtnLr1APrvcjWB45rw90ysG7Djve+wfsjEfthrT1bBKi6xkQOr9c+Y3jP4j2H/uZpe7rUR71QMEZfAXlNyOtI27TL69NQ1wDW+0Dj9QHqfsaaInI4B/uoXGmHnG9eRJTFPE01j46XNuZpPN5nxJFPpq0fjk1BXjKXqmkuIOqef56LwrBrsx9pIV9CmkO+9c6h1w6onPatn9R56CuUm2pvmE/e/oGAAXP3tgF0KZv6EvLLGH2EfcBxD0DNNV0rVmofMPItSz4r+OyT2xCGTrt+wBoD1FoC4bCusBcYNYwTzlG9dgEjxnlqc02ANR8Me+TQRxifYq2nVJ2xUuWuo6559daTCqBqRI72S7Z0+gk41G4ZiM5pPWHcFvbX/lv9ljeuoR5GLXXKUmFvQl49UPNuWZ120bptfWDdTtr1M+YU2ho9P32AWpPO6bxiMzqmqSZAlVDDVQAAEABJREFUcifgYOuYpncGvER5VyywznkbDnfrtz7ynVOq/KXG9KUoCGMx3KBAlXTC9+0g5fAFfAG3NoZ1TlOpE62XF8r26A4ob3/qhXIDRh2gVXdS48zXAKo/ONAOBJpdqfHdi7wGc6kD6oSqHqiLWZ941dl75ADWminWB4auhPwC6sAD6oA3Fqic1hLWjRxA+bbOWr5oEh7MQn7759f62ps5tHviNU595JBPss5HWdiHMfoJefXmkBrjBQeonnzRJ4DKpb859I8c2oSxvryxDxi+6kS6BfkF42IMSrGuiz5LXoB9geY/1mt+kSFVU14oAwHHUC+A6tl1gcE7F2ENc8AhNnKoF8lWXucnr05/5ymUtblmPU/1+ugPVG3/0W99gHV+kQOouRhjHiC1UTpzmF+FWl+w6qfeXNqUXZ8lX9DIl2/m0McYcwplb3jkQcuo4fpqW/YvDo1v6DUF+dIhuf2NGKScN1vmCUduH8k85auJ/Q2FvQl9gIqfmWrekQOItkUO+3b/aB1kvdQ7vy3goLdnoT1d62O827hrqwTq2HJbx0uG8cbeB8OB6j1ybGvLw+gvTQGDV99Qv+WVBVD+2k7lniOg6Qjt30r7ByoXDNq2pkCxQPkpmEfIw0GvrF7IA5LaN91m4tRWDvd86Ss0A2t9ZfWA7Ap1DZXyUgFUPByo+lcFHOJcN/Gy2G39U9+HbKe+MGqf6u+Tze1+ACMOBt36A1vxtfDjhd8SVsqz1r5Gc0MbZY27R54fDoblwN7BDetdOZessGSEiOLHb7MMObYjw/3NySW94kuwPtvSr4N3P3gIr6PmB5nT3k/zAblpBk5tWxnYir8keaDmetq869JoG9BsUe3FPPAFvFr+zAHHvuaHgw7u5jO0PvoXk19AfsdRbe0i9gOGz178UAiw9mhvwkbgoFe+D3C3n3ka21gY/kDdM7RP09gPGH6nes0wbJDn2aPzZ6xziRwdC1QtGP5eNyIHUHplffseR9nreOSAUSvZyg33y/qYp2EeGP6A5iPoB6x5NQKSWzqvxTBs5jVWR/UNGHb1+njvLQ9UPv0AVXW/Yg6gbDDWJvLe1ftmndofUKyY/ApzR/pJgSCtjWQDqHU1Xv9wLH6N+2s5bd5/bntQb86O6Xtz9Q1g5I6kCeNFb6/ehpFDnXWSDfMKeSEvgABUrT7mU6FdKlpnPmvAWC/1wK0cxugrOo/34cIYoU0/QFL17Vl/bfoClRuO6xng84G+8oCkcqhrAGs8HPPWqKAHvvzNQ/twWwljuq5610KoN43zaijDqNm8VLvzdP+0T2X1AqjtC2O+PssLaxrT/kA9w8RmbPPYjwDKYxunQl91QK1P66QCqD62OYzpHiKHtiTrB0Yu9TD41bhnYOjbZzuvvcsRAUoGqk84UA0wZHvbAoZen61+y2t7VRjnegn5jgOKhUEVYPAwtqH+DeBoHvpvAQe7a7S1fSE8HPLBbX56WVK4HQQHnfGA5AhwW6cDHPQuirrXCWuIbQ3lu6APsO74kcONcApg9QFqg8ZmmLtFD3J3cuHO09BHtN991APOWPPIGyPUeWKQB8KTkyckYD0JmlOdcA6Aqry+jJ96mU+FJzChj/I2p7zovqXKDV9AdZw9+IIPqPXx/14WOcxtD0D9RMXeU109a4ODXtu2L19kquu6xhljHf8P01279crGG+ea2YO9yqs3lzZ13TtQa6IuGVPFlDrrWNe4m+ubuL66LqizjvOVN8BYeX2lykD9X+KsqU4/YN1flryJOD87z582noX08uKyqL/A45+GC3mhb0O5YMI9zH9a2/6FvQLlqZ/9CNeklN5EJpxz3XSk75Iv/672/xc710RZyOs3T1NdgJynfyLQuYBwXZ48fhJuH+vpU8ic1tvWsD/RPRLosv+O2o/aZt2JKVY5e3CNgOoFcjvmS09rElF++prf/U8+1TmFsf/bkzJQvvroC5kn18P11EfEfgABA+YzRhgnPUXHApXB3jqv8UDlK+Pmyzihv5DXbMy2ljpAUtBPlJBf3Y8xMPy0m1Oky9EHho9KGOvQvPQU9gMczcG8wnla1x6kQn8BVCqgYtUJGDJQ9u61qXkb5odjP236GgzUdgWqBgxqHQHUuXLrD8NHnblg5Gj/pkA42k9fobyFPlsA1Uvr2rdlKQwfQPFLgruK2Nt9em3i1A7U/IBT050yHPyAim1HoNk76X3W8axFniJPcTuNOfSK9L5tHVrzCe3SeoGYgfLqxJZXFuMlpNwdyPg7tB+pPuQVgFfbMPBqfh/ydF5aHjg65gy467hWLwDJKwN4MH/XAtacMHhtMPjVuGHgfptuMOwwqPnE1nbKK3+QAGr+cDfd1rI3sdW9X34bv+XNA6MHr2EN9Vt0DAxf5S2AcgdqXiXkFwwZDjTVda9lrb4HaB2w3rN5HffaqY+Q9/40NgPYSLHW7t5iP4C65nuvIawNx7HbGH2Aug+wprA+sPYHVE6g5qO9c/gsYYwyUDHOwbzW7rlFDhh96GsObUJeXbpUfqnx5vEZxWcd76nNB9SzSeTw+mLcFpkgP+NqBKPfUTWvZfm8oW+Grn16Pz1Pcwgvgfbjvbz3+kA+m8zr3K0/z3M0WrZ/10CYXz2MqvbtPIyRbmV1QG1L44S5msobA9T2UbZ3qT36/AuH+Na5TfTrWuYTykLeHObWz36FeucvtTfXve1Aras2QHU9yyorGG+MaN5a5rOWfkCtpT7WFnHPAGpdOl43QFJ9WMN9wxeU9mkudXDwsS4MuQLzC4ZsXtfJbSZvf2mumlJl4+1VmFtoE203tqFOAOs8YdRTL2IzOj9QdWFQ6zSsLZSNN0aq7Jyt3TpTA2tt4/QVkQMO+YHyM1bo01AW5o4cQH7HUY9AybEZHb9RHfmc2oGt6508DJ+ObaozDBscKBx4fV4VQPUKg7q+wKuGf8F+0xccuQ/sRoGjCQC1gXvBthSG7307SPu6E8Dwhftp5DBGfyGfqurHnRRYT2BAnUDtO3LoC6w6ZXc88wD1MsU+gdgO7foBVUebsUD96S2Mmur03VJ9BVAnsealnhCEMfYII482+xDm0uYLHnlPvP7PToQ9eULyxATUyUof4zwhmkd/Tz7WENrNJ/STmsd/d0I/oY/x2owXQHgRUG9N/YzRV9iP+ayhzXkpe+J0uygL7TDWzVza9JOXmqt9lJ2D+d57773arkBRa/syTLux9qqf1JzqzaXceeS1SXf7X8G/vLiobegczTleDqYuL77a5mmqfz/ENXLe5nS9/T+Cm9dc1rdnt5H55fW3Bxj9unbWuL66imdPn8Z7774bL54/j3ma4vzsrG405mkKIkq29ngJl2uVvai3lrCe6yrkXVfXR2rtTFEfewXq2OxepbEf9mo+Ye9tM4exyvoAte+qf+utt+LJ48f1Z9m1hvkS0Lm59q6LPtdXV1XTl4/K5jKP/ckLXybahnN3Xa1lDntxrn2DZG4Ya+hcjak8WVffeZpqf9BPWbv/F8El7ZE3YcIe3B7Sqp0vR90W6oyxvrnbbg71DaiOag2Mh9GPfQh19t/xyvKieefmGgB1nFoDRt7mrQcHnXrj7bPrSJX1tWfrArXe2pyXsHbkAEIf5yjtHtrX/DB6kt/CHMqxH8YAAcNf+94UzUuFemPtVcgbr17IC/VA9S/fiBxA6btv5xw59JEX8qkqP2VAsdZYm1ABQ988UPNQbtinsP+OM6dw3VrX/spCf9H6+6i+bYPj+toa7dO09UCplK0n5FUCNR9A8U7ou8XWCQ5xpz5ArW+cjK2f/In5lqhPw95Fy1JgnQMc82nIHuY4zx/cuH8HUywQ0zSHh/mc59CFSF3ENKculTd5nLvdpomY0zf2w4e5GM9te03GJTdNU10LvA5cXF7G9c11nfuLz1w3y65qPX7yRjx7/iLs6Sbr2PtF9mXexnF+i4l4cACZcqAdYchAq943Bda8cMzflwyO/YD7XL9s9DB6BMJt6XZxX/GYnnOfAOoeRrnPne6DQl9gXafYDG0CDna4zW9CvixZ5yC2zcHxPNqmn1AGaj3jJUN/sXWDQ3712rdQB1T+3g5xxzAGRq42q7sL2uHg2z7q5aUNGH7uL62TAtWTevcdAcMXBjXXFvGSoW+7AJUfRq6uA4Tr4D6qPwx75FAWydYHKOoXDF67MIeQb7vnwp6Hui2AW/t+x279trz2hnpAUv17bXcOKuzD49A5XlzkvXWeq7WpM1690E//hrJoH6DWTF/nIpxP5NBPJLv6wOhHnTCPPkBsj3970WZeGOuvDNS9kzWE9tgPoO4xnINzhVHLOGuYU1dj7NO/oAJinqZb/XmvKm78pYcXV3WfCax+3ke7blMMXeToOtlEAGF/1lQ/pQzZX16b1NmjqBypv7m+Dnv2GmWcPZpHH19G2r+896zGxx0Dxnz1tSZQv4DhXMXzfLbxOmp+fzHE9d7mAurf5tduDktYz1zGq1cn7E/ZHNrtzf7V66uPscr6KPs8JPQ3Vp31jVVXa5Hbovs0n7AXoa/UOBhzBWqbmMM47UJZALWu8taIHOZsWV/RNvu1t4Y20bW1Ox/lz3/+8+txZT51nSfL5OZbqrfOBZRsvM9lPitqixxAOH/lzqOP9cypLt0qXp1+rrM2oPTy9iqco8/i+sKwy0cO7ULZvMaluvZZ9eqEOaTqtj76qtMmL2BsD/20CXmgeoNhj/0Aqp5r4VxUGyPk7c35Ce3K6reAkUObPvoKZWB1BaoWHNN2WJaltpW1hX0L7U3NaW5hLWVAl9oHjHM9pCqBOv6BtfY2JvZDf9F19urqRx0c4oE2rxQOOv1F55MH1vpwm5/WTK+JAe7NvG1w6wRU0y7YVv+6ePtw0RrKXUv+IXiQGAd5ct//1lTrzOEO7k7jXABVBaDmqM38xkg96PvE0DuUPu501lFnLmGMyWDkkjdH++krWpbqI2DEwOjbXMZax54b9iPswXjzGW99YN35jd0CqANfP2PMD6OmvNAWObZx8tYRxnmh0s8TrADqRsH+1JvHGPu2R2mmXPuS124+qbKQV/f82bN6ceZLL+d5cX5e20W7ePutt9cTs7I9GGcdoA5y69pL7Id+9q6fVBnG3OXVS43Z5UtPfVpnCvUNoE4G2p1r++onzKNtqzfWnoR9KjdaNta4ng+gqm50rKNealzHWEu90NltoE544zIxxTzNMeeDnbUbrq26nEhdjM0rrE/kBTpvsm6ubypOX3MLt0fVn6Z8GZuQJsylXtzkjVO/XLQPb7TU62N/kBUS5tN+Cn2EvRoH6HoLxtmvVLRD64Dqv3Poo80+GtoaQADRAygZjqk5zLWFMTD8zAeoyuUdv9npvtAwXqM9OEcB1Hbu7QhU766D0Ed/cwsY+SMHUH0mW5/uCwh9BRAObTB4GFS9gCHD2L9bZ7yAgx2omoBuxReTX9ZIstY2VqjT5vylwOoDo6Y299t+QXQXnSLjEtrkpY3OC5rdOv0AABAASURBVATcjXjJAO70MPedhhMljHjgqAfdAMlXNN559714ng9oj994My4ePQ6ms7i6WeI6f9hwnQ9bwRxPn71I+SYe5Q9J3L+fPn0vf9DzLPcH1+fwElDpdLE8RnzJeH55Ebt82egPmd7IWjeZ3xv2s4tHMZ1fxDv5w7CF3K8S5ylr9wFhm++u/Fv7R/wHvwJ9nZH6QAqE9xSe43xA8hrjD9CU380fAL7zzjt1brSTOj/IfIRftisArOdVz8kN9w3xxS7MNOVV5YEa5ofRg74NGDrt7wfAkXvPp5UtS50fsM4fbvMd1xSGT/dpnoY+cGyv82veA+tjjPcdHotC2ZiHYNx9ME6bFEZdGFS985NG6BF1/yQHSAo32Zt+CsC6Fsapt097BnQ5ymH/MPQaYfDGitLl5cc8/ZJPXUMfz1tb2I+yVBgrgLAPr2/WNZ9rKw+jbt8be5+uPnL4Cw/mSzbmaX+PzRTmEr7obFp8+uhrbeOAdU0gr3/7Z2B7sn+pMKahbKz9mbvRPRnXvvL6W0+dPkK9OdQZf5EvsYW8Ou1bqt616e1lDiCkDRiyvo3YDKD8tZmn88GYtzWB0LaF1xh70+5cjBfyzsG5yYvmI8e2rxTXdW7eHPf5W0u4xqc1rCPUm2sLY4Q6oPYD+1BnLWFs5IDDtk+xPnDQGae/scCaK3KYw/raUqxP89qME3Ccz5xw0BmoTsgbI+RdH3Oa7z7o14CRt2XpfevXefWR36J10sbWLt96oPYp+7dfIS9g9AOEw7jGdj7agMoDY190Dew9NqNjN6rap7pW69tP2rr7KFA54EA7H3Bf2KqfVu41MkA12SWcmGhZqtxQBmpB4zUPoCpsa5di/7Xd0O0j3ZuLuODuOEKFdqD690SkHh6uEzmAWifzCRg7k7w5uhdlIDyAzS/6ZKgfkNnGx16Mkw5NVF/mEMYBoY87bcPcwhj9hLywhrIx0m195S30tba+QM1PXt3WD4YNqP5gyJEDDnzHAnVCg0HtQcDwNbeykIehtx910nmaqp/ifWmWiBzOW/gbefM0Rb3k2u3K1/UxnxcUGL89oa8PN8L+MkX56uc8W4bRA1Bz1G4vwh6AcFjDnMJ4oR6ovEDd6FjLHNrkjTv1Na8+wFoTRnz7a9dPAHE67M/5SrVZS6rsC1RfAKrr2tIVuW76evMjFdZzv7s4v6iXu9qs6g0OUL9h5Fran3pfEpkPWOdvjnmaah20mZf8Wvm9b+RLiCVfFrQ+XSqH8UCtSexH6xS3/spCXUN5i9aDXQyLusGNb6BqA1XXevo04o6hbbu2py4wcqrXV8gLoOrA8AHCoY8wr/uY6yyvrqGs3h47RqrcUG4AVUsbjDqxH3CQgXUNYPC6WddY90EpjH1UXsDwBXRfYZwCcKu+NuchjRzmEcnWfuPxfZxNyzGAtd+2mK9R++7GBw7+QIfcS4E78xtgDSkgOQIcdEDlaAc4llv/lUeJt7/qqyKmuV46fv7dp3ETxHxxGfPlo2A+jydvvJV409NAvJcvHr0pe/z4Uf3G9ovnzyI8uTR8s5ya7QfGA8Xlo0fxTr6g+vw778YvfuYz8dnPfjaCfLnpbz1OZ7FkDxePnpQuTzn5kutJfOxj2Vt8NF66Aq/RwYe/eZ6PKgDhtUvbpz/96fBFpMfaRT7Evvnmm+Fv/tf1KeWjwI+ED3wFgADeV154f/6vmhx4pV7cVxovy91+91G4u+apPww/YC2pzyqcMDD8tj4wdO2qzeujkFcPw0edUPcQOq59gFpDGPQ+PQy7NUTngaE3rnXygGQFDFmfLdoBju3qgepNXnScvGgZCO8TgOgBrLH62bP3Tls/9Y2Ok8IhVlkc+eUFw3x5U1I1tjk9dxWYIp9WDC0cxadGOUl9gP1lbQljIeWyRMzTFN5n131LxFrP82H5RoS9+M9Nef/nHHf5Etb8QNhbxWce+cghrdi062e8NE1HH/2AnOYSa+798wFQvRgnDNTfvMr2IeS1AdWL526v6a3vvPrK+xxhP5EDyO+o+uq0q4Chb966AoZeX2EN0bz+LatTNk7Im1+9cwDqed2+gOpdm9cg4bXHbQBjfbSZ29jYD/PCsKvSv/2AWj9A0wpg1cOB1wEOuZStJ05zauva8vo4N2F/ou3a9BFwqAfHfNuNE+ZwPlKhDtDtQQDr/HS0d2EfQJhLbPPBiFGnX+SAoYNBU1X7iXahDNR2Mw6GnzYRm6HcUC3fdMurs1ehfgt1Qp9G29U3L9VuT9t5qtdP20MwDlhdjFOQCvkvFHDIe1+O6T7DB6WH+5twgnDbDtRO5eJ8UH3cl8cawGoG1p1Mmz2K2AwY/kD1CaxWYwQMnTtBxwPlr7M64UGsvze8QP3KuidV4zwpbX31E8YJee3A2jOMGjCoPjD4yKG8BQwbkNaoi489df6nT5/WiVNZB2M9UQB1EemdXj1wND/9gfUkYA6hr3GxH+qEIowcgGL4Wwna/K1QT9Sui7/q7oncHOaC4WvfXoykQP2m5NYOHK1T5Kh1T+pLRi9W5rUGUA8p5lOfLkf5YGyr9pUaqx+MfoB1PVpvP9u+lbeAQ4zzNq8UqHV07fVXp83+1QHhUNdwHfRtvbJxyjD852mqHtUbB6x1gHoZaBwMvb0DtZ94k0IQPWDw5nEtvHGR+tNYICARG6ScZ/mA1CWMs5a04I3P/uas5LxZsc+qlz9pVefNUAPIdOO3ALU1jBHGAbUPOA/XzXoN/WM/gPIDogcMHg6019f8xgv9gYp3/sIa2vSL/YBxDKlvaBfKUl1h1JO/C/oJbUDVdW4Ne9RuD/YiD2P/lrfWFvo1jIVRX9/IAdQ2S3albVPXcI2blwKSNQZY+TLkF5DfUfuXPZWw/7LGKfam2u538a2Tdqy8GJUipPfBG/UtTv3iixxAAJVl25+8Shg2+VPAwdb++mx55a9ULDmxa3/bcReRP2OIK88VMcd1yuJpvhz8Fz/9M/Hi6jrOL8YPO3a7m3jx/Hm4cof900wiE9bLyNh/R+zyPOOfbXkd9Dcbv+qrPh5f/TW/Ij7+ia+uvGcXj+J59vDes6t49uIqpvk8rPv02fP43Oc+nwmtlOSjz4e2Ah4Pnsf6fsrfcuz7irfeequu6/qIm7zmaBfyH1rTv8wKAwED900dHrbfF/eQ3m1+n13bFvopSz8omE+c5oMxV6+B2k+hXsDw63j9mgeavZe2P3Dn+mt/CMBRbn1VSAVwKy+gS+k9LoG6fjsf4XHnfYoox80XjFhVcOCVtwCic8Pwsx8R+wFUDzDoXl26jvUeyusEUGbj7VHI26u8UBblmF/yMOJSrLzShvauQ15+gJinKazXeu/vhX2I1gNBRPnOjHt4e/B5pe7L035+dh5T0nSr9ZUCAQPK5msAqmLp++zsyR6HsoTQQ515QamsARSUYPDbvM1L4WB3G5+uoTn0c76uBRz2j/YF6rytj9DPdfI58fHjx/kDwMch75oIezavkBfyovmmMPrT1rkBxTCXPXTfUg36Wd8+lPUT8voLeWEdoJ4vjTNGwKihTwPG3I1pXed1jdQBtfZwoNpE54dha39tQnkL64jW9fz0dX4CqGd/n4s7v/aOMb7R81J2Dbp38/T12DgY/cExNa5hrGhZChge8jL2AUOnb8swdHBMjRPGbqFOAGGOBlBrHSdD3y00K0vFfbw9ahP6CXmhTfkUMHqA27T7bHoae5dsLfVN5WHkln8I9mjcKYxRJ30I00PGX06208UCavpA7XDAnbJKDyxP/FLzwDhpePCql6rXF0YeZf3nea4dXJsbU2hTBqp25/BgFvoID/62mesU+ty3I1pDGN9+5jO/Mb7s87cB9NHeUN725twa1tdPn4Y28wrtQl7IC32EvPFbbGvJC3NLxV0xW538QzCHtfulprldA/sTQG0fedclcpjPk6/wYudvTLhexgn99HEe6b5etJSByhc5lF3/ra/x1uoTtLmAyqG/sEcgM0TtH0DR2A99hH6qpNZwnkIZqJsX/xxjyaf363x4vsoHdvmZKYQ3Rcpt89+jUTcFEfmw70tb+7VHIS+K399IpWcoCzLOvnb5kOf/4MZ/99IH++7H3rR7YXr86FHM0xwO7Q1l/BL5csC8AghAbV2M9FfQJmDYYFBtQPlas/3Vywt5oPLC3VQ/oa91GupcczjEqdNPKqzbshSQrNDHfED1sBqS0SaSLRsgu0LbKTQC5W9e4b4m5LULGD7zyW8OaROAZM2j4FyENaVAdLy6OBkwcnRdfWDojBfqtugUWx2MGHWut5DXF6h9Dw7bufPCsMVLBlDzvM/NWg/hvrgvRA+3e+na5ruP1/aVCeJz77wXj998Oy7feDPe/qpPxJO33o754jIuH79R8r/yr/5r8fjJm/EsXwgSU7zx5I36H4m9eP4szs/mILYjH7JSXPavH5UuLi/Cc3Gk5zTN8elf/MV8sfi52rev82Vm5EMeibfzheTFozey7hNPjcF0FmfnFxEZNxD7YdYt9uqPyGtZAV8ee10xORCe6/wzeh9O1WnznDFNU23TeZ7rwfXJkyflq89HeH0rAATw0gLwcp+XJvkCHPqc2hSofmHQLyDlUUjnbQojLwx65PyA0PEPuJQJbueFoYNjWgEv+YIR02724TXWY0p4XMHwAcpNH6Gfx6M+GpSFNqEORswpryxg2GHQU5254e7rv8e6/u0jD6z3DEBt68hhP/aWbOmMtXfPH6d6QLeCccXc8bW1AeG9tW74tYe5t9BHdKwvC4E4m+bqS73+Uue15H163uRWNnVCQSrcRvo3VWfcxfl5/XXS40ePizpX4/T1/r388z5ef/VA1Te2Mee5FNCcLXjNi/KJHPqYE1h1qb71sZ5Kc7W/Out2Du3247ZQDyOnvDHGArpVLePUCZUwbPora4eh63h9m4dha1/1Agh7sxdt6s5zHc0r5IU2cZE/FH369Gnemzwr2L/x2oDq1Tg48Mpbu70KQPXROtuzNqHR3I3Oo34LoOq2DigWBi1h82WeRquBygFjPbY19YVhty+ff523cN1OfTvnfRSoORunj3N23eXNrb5h7ea7ln6vAmMb2xyteygHjPm2Dxxk1+AhdIx15GHEGuNcAdW133VfKk7t6swh5AVQceqEOgHU9jOH8vsBjFhjAMmDmB60fgDG7cRO0wG185zqjREu6Kntg5atIawnOr+8eqA2Bgza9qZuJKDFW769o5uvneDgf3l5Weo+WDx4PDGZ14NSo7ECqIujfOSAQ54Ujz5A+UYO/Z2LdIvWpUv5WlPenoX2vhGXb2jTz5OpOmVhbnN4YDgP+Z6D/voK9UDt/MC6ZvrAsWx9IHzZ5xoB9UBojq4J1MOD/bh21oaR354iB4y8yiJVVddezSXkhfarfCH37Jl/oheVW531jBP6+/Kx56d9Ozd9hDpt8kJeXcM8QPUC6FLHRPv1XKzda2AsUA9IrknL5jIBUNuz5xKbYV6udDRuAAAQAElEQVQBI94YYK2pq3ECqJsPfaxhD8Yq25dofdu0Z7KazzxNpiseqJ7Oz85q+xlrHiHvtpOPHED4YjRyqBNA5Zmnqei0l61fNdO3abJVyzkYKwDV2Vq+XsgXl8aJrc+pnwHmBEbNrH3q4/Zvn+081GlTt61hTqFdmO8UMOrB3dT4Bgyflp2T20JYX6gDaj+2H+tZWx8Y8XBM9QHCAYPKG2c+eaDWRd0p2q5eXirkH4I+DXtofktP49vW+q1sDqBMWz1Q+0i8zwEj1/sMe6m7vW2dgFrb1gHNHulbuY3f8m3/SqRLkC8ZPx67mOJ//Kt/Pf6rv/AX48/+uT8f/3XSv/Tf/XD88H//l+P//L9+PF5cXwfTHP6ww333Ub5UPMuXjzc317ksS2L72ci55J5f/fccgbjIa7X708Wjy/iXn/r5+P9+9ufin/zTn4x/9E9+In7iJ/9Z/OOf+Mn4uZ//hXgjX4ie5cNFZH9LQjoQ+7EkFUk++rzWFfBlo3C7+VuNvpAE6tj3+j7nQ3Lsh+dK7Tf7B+vTf8Nz7/YR+QBXAAjg3ozAnXa4W39vonsNBwM8nBMoZ6B6Akr+Yr48V4vTHEDVcL+FwcOBqhencafyNjewmtULcwBVC47pQzY4+JoUkBTM21ABB5vyFjBs+gPVh8ek9ylSfQHJCjjI3eNqPGFg+Jq/oQtQteBA1esjBST1m15eM0TbrGlv9lhO+QXUOaVtUhj31bEZMPKqgtv2yBeG1sob1fyMP1Xu85ExwtzWF9rSsebi/9RGHYy8ns+q5/2lBoa+8mcioO4JYfRUvjGG/LLblQDDDlQd69dfHeW9POmhrzmlwLoOMOrZo4gc+jRSPHoWACo/jDhzev2VutY+K/ucAIQ659fUXyDxfN7wWi9vr9bRT1hbWSq0C0B1Aag+tNu3MFbj1hdQlcs/tpO9WtPnNP31FeYRQOU1X/duAm0NQFXNz3z6ArWm+pzmjRxA5U22etFPHoYeHqb6CqDq9D5kLdfdOcjbi4gc+rgt7NG5qLcujFrGCG3GZkj1qE5ef22A4hGA1RcGD1RvxsNBFzmsaw2pdpHqO9dCmwB0qTow+FLsv4CyOU+gagPRAyhd5ICDPsU7P0D5b2vHZtj7FhvTLRao3oCao3MXrqlUmKsDgWZXCsc6/UU7AFWj5fsoDD+g5geDOk8RLxnTS+wfiNmJiU4Go+mWpTB0gOK6sCW8xi/7algGqIVvHQxZW0Nb81IX2h1VCqiqHK3b6suYX0BtsN5pIgdQcUBKUWtgLfMIeXeuzmesegFUbAXmlz4i2fVjvAIMX6B6iBxtk3pi8ETqzbgv9ID0iMoP1MlRPzi8xIocQOXrfmI/7FN/+9EmL5Q9iQn1Qp2AQ03T6C8Fqg9l825jjFMW8sIYaesAVZWj9drswZMtEDfXN/U/pskNUH+CrF/XkwdiCurfEXOdPAk39AMydFz1e3uZ2zra7TtyKDfMm6paW+3m80IGBLCua+dpf/2sAcOn9ZEDDrHbOKDy6Ws/UvuQArEd6rQ1lAVQfcGYqz0Ib1qk/pTU3OaSCvXGutbuV/bkTYW5YexLQP3Jf89Lfxi1fOlovqbmbKhvALV9ZqZ1Pa3dvtIpfYioOUQOdUBs69mXehH7AUYNQb3+SvLWEPJA5ZbXLmDogKpjLBx0cODjjgEHe8fqZg042FqnXh6ObeoaHuvCvtXB8JUX2xwtqxNw2PYtA7rV/q+uUcr911bXPFDrpYs65+d+otyA4QOs66dv5NB/i1RVD9IvFl2j88ChD3iY75iHaOeXCn1h5G1eugWwFWvtgJUeGb+chS+yt7Pzi3zp96n4wT/9p+P7vv8H4g/+wR+IH/hDfzh+3/d9X/zu7/me+NZv+y3xYz/24/GJT3wiHj15XD/Icn8HXqny5aNHcZUvMH2gEZ6vfJH1Az/wA/HJT34yvv4bvzH+/a/9uvi3f+2/E9/xW78z/ux/+efDnub5LJ49f5E18hjJ748+H84KuM2eP39e5wv/3NofaHqu8ziTt6tPfepT4Tb1B4puX21em5S1f4TXvwJAnbtepRLwKm6v5OO2vs9RG1B9Afe5PagH1ni4nz9NYm0BI0a+0b4wbC1L9ZEKQPLS6yAMP507Hg469feh/dsO1Hy9FkOe+/KHvfo02q9p62HEec/Vse0jBSQr4CDDge98W2oQUH0BirUm+pSw//K8INSLLa8LUDnk277ttXVSfeAwf+UGHPKoA+r8BHv/m1315z2q+QWMGBjU5w/helnP+237nZlCXeTwOUIbEJ0jcqgTQPm2TSqAMNbnD8+dUuVtjDVE5FBvbWmK9ZFXJ+RVAtVH5FAvOkeq6gNjfgrGtd36+gOa6r5e+fz8PC7yh33+Rrvnbs/bxki16axfxysLdT5jyAtrqRPyQt447xfk9RPahLx2oV0dsO4j6l079fqaR8Dw0W7P9mnPwr6lxmg3r7Iwh5AX+jTUw8irzjjjrSdte29fZQFIan8Dan8wN1BrHHcMoLajuawjYjOsL9Tr04BRq131cb5CH6DWTl7YR/veR82hDZBUz+qAmot85ABKNqe5BVD1Iod+W6RqtQGKK4xtwLFNJxg6oNa1dacx23ryrpeQb8DIZQ6hvn2k6uDgo73Rdn3ugz0B61w7tul9cS/TAy9zKftU36/xy4nclx5yA+VPfJZE/dWT72wSysL/ScBWf4u/L/H70AO1+G6IUwD3ZnJewgPcDQ3D14NdndRgDy53ehh2dcBa05d8xnsS0lfeE6PUfqTGC3MK9UC+HHtRO7h9CH21N9TBqHVa1xxCH/2N1cce7EWbsvq224MA1gNdeetrPmNcA0++2pWFuYV59fO34Tq2der1tabo9bnMi4x/FpATjqsXL+L66iqW/Amd8ca4ZtYTxplPmEvoI+SFfOQOZdzNzXUsiz/tW4pOE3F5eRFvvvlGyf62zDxPkeqY82vZ3eSD7PN6UTYzxTzPMU1TTDHWmsjM2Zs3BfLaL88v4iwfSrNkLLm/k76us+skdum/5M1ahgakNWHOm5ubkvX1Iivk9dO2y16yWtanIL84F5E5lc/mKc7P5oL8RAQ2EhFX11e1LSGVEXXjYT+ui9T1tDcg80/hsK72Fy+eh70I5zjlGgCx5DzyMK4KrTem8uV2G7Evwpsbfa2hDqi1XLJva5o39sPu9JWqkl9yjtYU6mBf2/p7mNe61jdvNhfzlNsqYW83+XJBaDN3IfOYU7t9LJmr80uFOm0XuV/qZ37nIdQbr83a4sY5mSdzk7WneQ7jllolM+aWSrt5B3a5XW6y3bFfpjWdXNUIoGCNJW9Ww/0pTVNQfzrvn+M06qfiTKGPf0IvjJnSVx//B0LalOf0Uyfk1WnzT37khbLx6iKH62a/yYb9ALLZd84s51NCfunTSHH9qItag5xAUsPFNBEed21TJy89ILd3uD4RQNV/qAeg/GI//Pf9ZEdlsx+gXoz+5O4GjJxwN7076qDt/E0PljjqNe4ZcKjbLnBb17YvT0q29YUgwuuD2/yzn3snluksLp68FY/e+FicP34zpvNH8enPfCae5/XCc43XjAuP17PzuMlj5jqPnSVG3SXXTH6Jad9LkiXCfybCc+cnPv7xyJ06z48elxE/9uP/KD77+afx3vPrePzWxyLm83wR+un4O3/vf49Pf/Zz8d7TZ/HE60emOXwy4V6QO8D9+G7Evr+7adwzTnPd5dbV77LdpzvNO+R4oMclbUvk0t2DVNdn+Ix8yz6mDHlOOI4e0i59xPAlXUWSk8/FxWWM7TzF86td/J2/+/fjD//RPxFf/03fFt/4rb81fu2/93XxGz75TfGn/7P/PH7m5z4VF5ePY5f7hvvLrq6tI+GSZMmax0jlSz5L2pd93C73rVMsaUuXzWdJfkntwJjtkrrmyBXZokxfkV9f6Dnxg1wMzy0CCBiwr8YXW8vcU5B7xkDkvtdYr7N7nXJDn0V9HIY9HaRX44ByNFaUsP+C3M/yGq7+Puxdi8DIBQRQ1+Od9z0J42MzIH3yGq+9bUB5KKu/yXvfUtzzBdlfJNYed3mKHojlJg+YvH+KAaaIKesJoDLu8v4xA4q35hbWFxqBjJ0KkUO993RXeS/r9ktVplny2nCzQh/zZXtlKz4dYdRONoCCORqw1wVVb56mmKcpptRnolhyLXe5Lt6zWv/i/CKAsB+vb9bVd54yPvXEGJN8YvSxZEwUrq5eVKxxkWPO+1Kf0aRkXf0bac7dbonrrP8i5+69buTZKFx/+0os+33SmN5+9jBlrjNzJ+ylY5aM2eXz100+hyyeb3Ob5BaNKYOklxfnxV9nn1f5vKFfpI/2Kb+u8od8u8wB5HywxbA2MNav6rl+A/M0x6xumsKhbwaEfTSi55PznKcp5mnKZ7d5xTxN2RNVr+IjwpyXl5fhb9s/unyU9il8f+F2maep7OYlfX2WfZS+U/boGomeg3lcf+GamV+qPkProyy07bJHKVD96KBsPvN6HXuR9z/2oW5ru8ptmEFuQcOSpdbM3JFD344Dav4+s8/TFOzt+gogILdYrp11jDO/a+JzHBxs5jVGfe0/mcuPemH8lsoL9UJeuJ7GkV+upbLrIZTtVV5st61+q5yx/TGnaFnqGjqXhvXVnfrpC3YidxtArQ8M2h5uV9cChh4GVacNhqy/NRv2IQ/Drn8Dxlq33di7AMQW7WNco3X30fa7j94X1/qpmfvofYnfj/40d8feXN+MHZ5cRJ1y53XncOcRnrBanqcpD2pyf80H2zzhqE8pyWLknbDORT5wuGHkhY5gZNTFAqiTQ29sN6w7mztZ5FA2TjQPrDGxH9rvggehuba2fUhYZ5rsZYldnnyXPLFm6lwTcl677O965dumXczzFM4tFyT9xoVvmqboExcQDmtLPdjnPPHKOw99jQeyxtgNFtc/onKYJ9n6s7WbfEkzT1OdgOZpbAez629+8whjRDYf2j/29tvZ3lJxU9a5zhOeF4x8+gvx7L2n8eL6RTBF1pxjmoxaip6fn9VLwMt8ETinftmvzTxPufbZS75Qa1sWCaFNnbHXeUF79913gkxpXm1SZXMNuO8slU+bOcg1yHK1PZ7774RlH9LrvAC6jZ49e1o5rVMv4M7OYnd1HXMQF+fn4Vq5zSELZ1dvPnmj/m0XH2SFa+OJ0X1bD18QXZydx8wU4cU7Ia9OG9mi/JT5XTtfIOm3y2Nnl9vl8vwi5ikz5fpEQna2dh4ju7ywk5eXm6T2epUX8Kvnz+Mmt4Moewbsssh0NsXl48s4vzyPJeWYIi4e5c3NTGgz5VWugbnOcu0fPUrfnO/Tp+/FVeaLHNM0xXx2ltvyLKWcTvZwlj5z7nfnSc8vzkN+l2scmfAsdfM8yWbruQ/nNksm4+c4O58zxxKu+ZLHRsQSZ+nb/lP2bc50qg+Qeci2k+aaLVljl/V9YVu4HP3O2UvZcv38ty2VReTwv4YFRQAAEABJREFUeLzJC3qytc2c12XGnWVMmC9tu8SSec0t9DefOcQ0TYaHc9xlz7k58zt7yhxTrs18fh6RPleZ53mu2xLE0J/FNI/YnEqkOuN2SZcCaVrU5FpY8ybpLrd35ADyOwI4QuTonqZpCgGkdnzs27VxHYEwr3MWrkXPT2oEUDk6zzxN4b58cXYevrRc8oXOLtd1CtbtMJPSmEKtqXIjLRE5h3mawjW2M9dWGrne17k+c+5r1ov9sOdGJdzo7bNtQABhLAw+NkO/IGo7yW+hW7YsyTZy1bMX7aXILyBDiYlptcdm6GsvwvoCKA9tMkAAoe0UkUM/44GU7v7AsOl7F7ZRQNWDQbe2D5fnwfJ3zat1ufhxPmd8HgtneR5cpou4ni7j2XIWu/lR7CbPZWdxri2PWfc7/4H+aTrLx9I5luk8a+c2DM+S0oHdknLuAF4LztKDjH323nvh/krGfO7zz4OzJ8HFGzE/eiveyZeQ0+WT4Pwy3nv2IuY8HqZ5ruMpcv8WS9Lck0K6c3/yWE4suT2WnMItZF0/2YZkQCHBCvIQWKp7dZku/bL3/D7+bHX653kl5xQJ52jsXRj5OhOxWyL7j6TyA5GrEssUA6SzSJKfdM9vPwed0t0gyx0QOatMmt+7rJD3ibnFyB82uIZ50GS5OXGWMVk7vZZExSz5vUfkou5ulrzmXOTLxyWm8yfxE//8Z+O/+eG/Ej/+kz8VP/YTPx0/9Ysv4heezfE//PX/NZ7dzHG9I7ffWa3ryLwL+4jMv2zhdktZG3FkCXX5ldrklkT67ZhCLLnvuV8K+SVt+u69Rt3cV9hjKrqkixiVdrkiO+aQxhofvyTH4rGwwXYScHu/OfUHAu7Hqf+pDKwl29YKoI5hr4ttk2qXCvktgKN+PIe3Hwyb/up3eQ9wapumqeL1AUK/5tsGqIpJukQek/mVGu1znncEjFh1AkZMupW/dYVz6xrK8g1lY80n5DteKoDKZx7ROhj6+fwsprN5BfMU2XgsZN86J4B1ztYUqY5pOr5ngeGn3fuTFy+u6t7T8ykQ9jjnfWwuQUxzBJP3jESmyfxLyhHTPMXoISki+8z7liXhPcxFnrvn1Icnu4Q8EeGaOD9pijFl0nrWSUFeKIt5nssOZE9TnJ3PMWdfTJknX4wueeTmgR7TTDjM6z2XueeMPT8/D/PZkzYg+6f2xSOf1O9yH4rsc4r0SUypAyp+moiIJZa8PvpckkyczVNhYuit15imKVzbXV4XloiRY56K6kPagbSMz+K5KeWLi/N48uRxXCZdrJX3bWfp++aTJ3Ge85nsI31v8jlkl3bls7O51sYcPqupn7PW+flZZMqw77P0US9VL28OZX3r/jBjpsDljJkpXP/zXL856wLx/NmzmJJepC5y9DoDMU1TrWnkMK5hrLx59Jfq61+7vciXeRf5TkFcJX+T6w9ZPyHvOpP5rOm2mae5ahSfPZlXP/MsnvdyPTI0eyH9rnN/fhHOc56nuLy8yPnM9csuPndGbkt9X+RznM+kytPk7LNg5pqnKbwfv8z+Go8fPQrnbj9Lblf7IKL8vPe3B1ATWedFPe93b/O+X3J99dsZv4dzcP2B7H3KbTkfwb6EuTxWI8eaL2PM5TzsayJyG0XMyTSSXXWR+w459/PcHy7O83xCzjzXzfnM05SZI9fM63SENYT9uu2mtAug+gQCDohcN3uJHG4bYazzUw9UnDm0ic7vvIBwGKO/PFA1mpeaT3+pvupEx5gfcpb7ftTr11RfoHqxPgzfyAGjHgyaqrW+OVqGg928p73YQwMwrPLA4FUAqw5QdQvWNL+4ZTxRjK13ovwgRbi7SWsAgcwDcEGAANbFdwOoF062ETlg+MKg7oTbhYahN9YTi7EZtn5O5TbAiNMuXFxhHn3USe3NnVS9OqmAEa+PemOlw5dU5wUhD7Rlj3TPg8kDe0C5bbs8+G7yZC6W3GGB9J1rfawlgJK1C+uJmzxhShvtu/WRjxxAeCJznVKsF6bGyzvPizyp6+uBJQXCE5yyePr0afWgf2NKH3kgOu9NntT0N7d9mUu0LBVL+nnCEPLqhL7gGo4TkbL9eYKVOkd15ra2df3zqjfffCPndJW4zpN/vgDLtdGvob/8PE31stf5nuVJeZ6mXO8pPNnbCxEhnNsRUusF0ItS7Ic53SeFc1YN1DrZJ5Apl7Uf/fVrf+nxSX3KE/UUeX6OJW9EpPbgfmW/S66ZUGf+edI/u839pl4WKU9Elg2TLLn/7XL/Eje5j01pkyqf5QXg/Dwf+tJHv7OUrWNeGH3brzeEJgTqwrBkLZEFIojYwrlZN11DumRuqfWu8uW0dxbaGtr0EfL6LZk/gwOodQSLpDX1N7lN3Sf1yXuumIK6UbHn2jdS9kXvxdl53izlxS3lJW9GKy7Xzm3nnGI/jBPO25uQvfpeoq9G8zlXt5+8OV0nb/Tk1fmnnlJlp2CsMxHmyBkVYYrQDsPi9yki565ul/Nfch6ideobW/08TTFPU0yZV+jj/i5vrJCfp2wg8zufXa6Vaxs5gKiek0YO9SLZ+oAZi81U43w3T3MqltxPblK3q3lNE0V3uR8u7g9uuDuwZA8Z/ODHtdRPnDqqm+YpSOSkQ8gDWX9An7uQzcaS67rN33531VEHI6e8vk2bVxaA5LUCqDm+1iIvTc7eQ/qFIPL04BGUR0bOZ2GKHXO+qppjFwPk/jVNuY2X4UuQp0hSmIouKacQDvkl80Tpooa7XT7HbjWpN3bkv0nLwlnssvaSsZ6C0yF2mT27SnZJ+JEK+S3u0KUqOxxOuY8vmVSoaL37jFBXpfKrbZE93Y0YY5//4D/Up99324d2WWtso9K2KCdd7fKtk96Bihl613Cp2CFXdK5BiJrjUoYlfZbkRJL8DK7808+1d0unISK3i/sB81mQ5/k4u0j6KOL8cezmy7jhPF7syJeU13Gd57PI9TZ2zmRkXfcBZRGO1B/lV9fINvQf9r0yc5hT1DbLc5pU7D1inzLpkohbiO3I+ZRX0q36I/72CgAB9+N2xG0N3B1/2/O2BkZsW3qbw17vvnEC0lm4z0/pt0XrtVUuY9N/+yn9XiF/Ck2eEwVQ66MOBg8Huo099THe6596eQEoZntLUe2do3kNrZN/CMaIrb915nnOlzN5v5bndmWRF4PwGN1535DY7a5DLHm87Uq+CZ81llwzIe+pYiLyXn6OOZll7zsl7/0tEFOe2+dpCqAQ+7FkHnsTe1XNW71Q39AOI75tN96bZQ5tU+aX6q9eqp/nEpHVY84+pEIdkL0lMtb4KeVw5Bwi4VqczelNhPyiLvlpIobrEsu+fuTY8ilGEHGez3je60YOexK1ZTOB28BckXlvrq/ymeU6+4lQ53pfXb3IqCU3i3V2eUrcZcplpVPmEP424EXW8V71xfPnaV/iLLevNjFPU26bqXTq52nw00Q9b7pe3ote5YvPLdTZPxDOjRhDXs5cU9pEOmRvWTrv6ZaEsnp9fNEm5mn0cZUvHkvOHn0GNJ91rdfUdXJ9pNqFOc3tPAtZRx8xZW4YfZZvNgjk/pt3EvttBASQlii98zZWhXUa9iC0a9PHdfB5xW0JZCu5TbK+diC32bQCWOuYx16XvC4K97spiLNprmfiTFS9dG17F7Efc64RUD69Pvpq1rbkviPCA3EP5cY8T9kX6Z77TdrVZ7pQ77a5ub6JyOu1PdnbLmVhr+p8tpuZysdf3hHa1LkWros0C4R9Cfk5+9YG1lYTOdVcs/22UAPc0i1pF9qn3KbShwCHHB0Hh5rGtl5e3CWra9zlo+7LEbllXm9bMBazF6epVWEsvvxd0PcuPRAwoP0hv96hYPi3Lwy549WLlpsCsgWg6ppT6A9jDso6udO580qV9ZGK5mHkAfJAmkNfOOTRD4aPeT2RSCMHkN9RfXScVMCwGR85pN0LUDEwaJrrAxT1S/+GMlAnGQ9E8wB1kNqP8OSkv1R/fbpP+1HfB7d2eX3ktXtChFHfPELbFuoa6o3b5lEH1NzkrS/02/atzTza7F14Qmy9NqC2hT3CyKlf5FAnzJti1WteWQAVrx4Ih/FA3SzZjzYBw+7LRKGf/tqcn75SAVQ9eXvoXl2/0/mYR7u5gDpBAtWXsZ0D9rbIsT9pGidSs35IzhO6eUEpwnVz2+prv0DtF/ayhfaW5TNVfWDkUdBuX863cykDeUOTF5d0Aqp/oOZjzDZfPDDar6muQK0nUH2rs6YAqoY6OObtT72Q11++ASOvMvnlBfHi/Cy3/RzzpMYL2C4tS84n94l5qhu2yAurc2qkQ9qn8OYmTZrDaCCYIuCAyNFzkzZSXZ9tTiBjB8qYX9qNSbY+MOwwqPsLHK+Djsa4T2zjgZjyogsjNjYD2Eg5pdzndnkD5BoCtR3MCVSPOitLHwJwZN7GwMhrj0dOX6SwrSG/xWlqba0D1rmp09ZQ3gKOfbe2Ux4oFbDmB0rX+aWl2H8Bq+9e9RVDgHUu7l+9T67KPQMHv73qiyd50OdRfpLHm+cT1V4kD3DyJrzhb7xN+fqSPWLJc6B2/TLGjsWUvU/J5CdIW5oin/Qij6yDnFJ/SG3ssTBlhFGJzLMQm2GvB+R0TJn2gy6FzNSyUvNS5YGjtEN19K09O4hMFqdjKWVaFy16RmmixpL8Hkfnw9Tl22J/80lE8gu7iETRlKdctCljpjnynBxxNpO5dnGTD8vP3ns3yPXOqnVeJs9RRKQ98xa/Sz6R28PtpN/euq6ncuRw3Yyf0zLntsxX1HEeN3G2u0pcx9nNi5iTt57HZqaMLFHI56mky0BWzHT5sZMk+TGv+TN1Sh99XucKAAHcKgHcqT91BFZVbefcyFKVkHtQyvLqtlAngKoDKB5BfxVw23aq11e0HgjPi7EfcJwDqLrGiL1bERg2YL1um2vOh3Zg7Lf7eXntbZinUYle4QtGrVNXIPvf26yVBwSRp6o8eKTJrh9rrkIyLeuX3eY8o5DRsfiiMs8BeSKIaZ5CXX4F+d88TQHJJdR1HvkGUGzbvH/qddEAxJR5GpEDRkyyYdwu74ukonVSoGIjhzYBlG6bT70Aql9tQGwHUHH6nSJyABWbbH2APCcOHZGrkmtunPNLse7V7dtazledzwn6yOfmiW1c672H1N/7f/3MAQSw7lv6AtWv+UXkkMLwhUFTXbEwZH3MaZ22mU++e5cHJLX++hqjwr6Uhf72Kq/d5y9l/YS1lM0P5H1//sArqfqO1U8ANZ/IAVTPyR7VN486YQ5zSwFV5WveEvJLm0i28unvc5r9tg5GrP339rGO0KehLMwvzGVudcZK9W0q3wCqPlA9bn1g2MwltImObaquoc6a9utc5NsmNU/3B6MmUOsLhAMGlRfGCaB6NYd6AUPXdnVCuaEM1D4qv4U+W/lVeOekH3DUd+zHaU7lLfZu63q3batvXgpjjvIfJqYvRXGgymwXBYauDPsvoHaGvdJxFpIAABAASURBVFjEDeNOJ+Q7h1QZRgxQ/v2lXbhjCXdQGD7mEsbr0+jYLW0fdTDi5Y2Bww4IrL1r0weGvWu1Dgj7EXHPMMcWujkPoHYy+xLmEEAdDNuDVHvHGL8FEMrWkN4Fbf4bW57EtJvLWlJzq2/efJ6oml5eXq4nYGPVG9s+ys233lz6Cu3q7UFZKtTrJ9QrC/mGfvYn7NH118d8Qvvz/Enbu+++WyHaZKRb6KfePNt1VS/Ua99iGy9vn9aUCnnnLVU2zxbmMk60j37GeMHzgqgs5J2b8ds4ZXvT1jnMZ4zyFvoJfaXbPPorS4W8Ptv88urNfxfav/3qoWnJiD3Ud1z7prVOwlLRdqn+jbZJxanenoVxQh/RflJrOnchr327PsaZQ8hvY9rfGG1SccpP4B1b3tMu4QlXzKkTQJ03zK+fFIYuv00X+J3rJR3oPAyb9nsA6ZMw7xZw0BvqvIRzkqoTzQOKde451ZVh/7W1wYjZmwIo6LOFdmDNra11UgFICnDgVcCxrK7RuZSB2q+A6iNyaN/C+W8BVIxrByNuywPhMIe0AVSN1gNtKr1C2055ZWD1U34ZgNUFDvxdNeBgX4N+CTM9R+BozdRvt5VTVCfkAckHAhi5zL3k26QlH9BG4jxwB7P/1i/39ZBGnROG5DG9pDaRseMlU/IRsU8deRIpXnlg5EhDfpaEH+kSldM8ecLVa0nTMrSlqZeQjBeRsdfHOpbkRJLylkZ52cNA7Ee+KMsCvsRckRajRZoyjkTcQjjSyV5lB4hwcqE2+aRxNJZcs0jtEvZBvtwL8iWtNLEk1Dd2+TJh5/ZI/ZJ0ly8Bl+TV7Zbr8E8RfZm43FzHi+fPYp5IXYTnaJz7uoZL1SRjp0Rvn8ihJdIaOZZE7Hky3nwzEXO+BC1k/bO4Hi8jM0/U0JPkGt19quqjPiqrnpFDKpL96POaV2DJfeC0xF26Ux9lGNtO/jQGCEDTnYDbNhg64CgWWHNs60z5sgtYfbe2NeAORj9xh+nO6zRQrsYIYK1Zhi/wy3uxnoMpzN3IRmLJF4b5FfnwE0se33n4xpTnNeO8Z56mOabNGpBJgOptShp5jEbG7fL4N5c5SJ9wm68vAndqYsmXm8WcfAGVD46pbqOHKZbM5z2mUG9P8zxXnLJ2Ia8NkK049QIof/ky5lfz25hUl5867cC6Bruckz2o1x455EWyR5+sVn+Wqz8Q9usPxSHPPJnHZ6vYDKDqmFcA0QOSz5PjaR1zC/18nvEZB6gXmj5z6W/PQh+hrmFPwnqnUK+f+QVQc4j9gJxHbhd9VAG1bsrWk5pji20Nt61x+gFh/wLI3XFX2047jLwwqDrzmNe+rKVOmEuoF/oI/YGj9VUfOfQXydYHKD97Mbfr6LaSN49xQHSMvPqGsogc+jbUdUyaaq2MUX8K9cLa1tVuP25fqTZzbPMpb6HNWHXGS7fQpl4/0TZ1zbuG2tS5vZyLvLH21uuivz1pkzfOXwySV2cO+abqlKUNZe1bqHsIxm79lRunce13qte/dc03vS+m/T9sOn3YDbysfi+g1J1GuoULvcXWJr+1yXc9bZ2vdadUf32ENndQIa9NfmtTr+zOa37t+gltp1CvrzHalI2RN16bcsODR17/Pnj0Fer0l5pHX6EstAnzCnmhTdkYcwt5dcIXkL6ss56ydg9kTyJS0f6dy370Ex7g1mmd1Dz6qpc33jz2q12bVNkcDXXajJF2vLxQv/W1Z320GWs+69i7vL7qjZPqJzpGvT5S52E+7foKeXuXbyg31HW8seYwV9ut45+Je1JuP3X6Cv2l6owzn7FSa6tXNtZ5mafn1j7a9DG+oaxeyOsrtEvVCWXrmNPcykLeF8zG6y/kXVP7KJo3V+rQ2MgbEFl1whtA8wnrOB/nq2x98+h/Cu3qpFUD6mKvLLQBdRFuOe4ZxutjXaGbOgHURVad0G8Le1bWJuC2/9iGV5F3JJG3oSvIm94lb+Ii6RSkPkFymSNymNf1SLY++O365Q1T/zQ5Z632CFCeqw4IYJVlzN1wnkK982m0fbsmkBWzvjagbuaMhZHfWG2RAwhtkQM46gFI7fg4R2P0FeZoHYx6wzMqBxxijYODHPsBrL7wML8PuZcAt2zWbQBrrXaE27q2vU4Ko+7rrPHlltvtcFdPrYfXuyZdp3tQbrTuQNmzUhHh95THlCBpwYfiuHvs0mcgItkTp6Xy5VGTL+mW1bYc5RtnoV2ecXbpvRTSNRuRT64+KZZlpVVMj4Gsnn7HmVNx67OsmpHJVur8lYai2pOXRFU0c84gt9uinFT9QOzHknTRmnQ3kC/4ctIhlkzcSKcoPsybyHn47+fe7K7zIfc6FTfp4sPiLvy3yLx+gfUjbvLcHFP2nXIkCGKOiCkxZw1NydZnqW8iXbJekaiROWhkzcmXngmWqyBlYsn/0jNDlwy+jWxR85JfiXQrr6FNRao/+rz+FehjuukHUPFWCiBgwGuh6HrSDlAPw2+rh9ybcv9uPxg+cKDajHkZ9BPbWsqNjm+7stduoQ9Q9wexH3DoAQ783vy+CVAx4xj0OFiCnnualrLmeuxpRCoLyaVRX61zJtDivZiYMq/woHQuS77g3OXxu0vqHEXkgCmmaU4uj8Ssq/4UGsf9n+eamzxfZ+FU7vK+z3scbVO+HDVOnVR57nvn7EWdNpGh60c95Aw2tdsIZG9ToePMCYSytTseCCBOR61BKpd86WqM/inWZ55Gbnu9ub6ueQExT54ZwwWpnNbsOKB0UyRNl/54vnUdfMZUp2yMNQFVlV+dAnAkq99CH+WmQAC1FvZjz0IfazSNHNoFjBravf9VJ+QFEC13vL5bqBf6u95tU9eIHG1TZ1/mlQK1rZrXLsyTYet8lFtvLqFOyPucZk59hPlcY3VAzUPdXdDHl3BuH3MZD1Rtc/hcGDmA/L79AWrtYVA9zLGFOqFOegrgqF7XtTcYeY3tdYahixz2nOTBj+tkvE5bXrn18vfBdYNRE1jdjBWr4hUZYF2z0xAYttbDQYbBwzFt3y9XOn0pGusNAWNxrNm6pupOoa03sDYY8YBinYiA2mCl2H8Z13CnaqgDaoeG23GxHzBswF4ziL2IIcVaF1j501oeKKLj7EG0nweJcuSAkQeouanXrw8u5XSr/j0QfRGkTp+GdTwxaLeudmEcULEw6sR+wJCBW/btCzJrnPYbOayj3pOVPva75bu+PkK5/eQzRX2Aon6p19c5ehKVOjdtAggvkvrs/LdU8qJutJinvEDu7ZcXF1E/tYuI9svFrVjzzdNUJ2HnoJxu9ZHvNQSzRoYttZ1hyDrqB4ftZd/qT6G+erXP9IeRA6ic7a+fUAbyIemmLkSuV0ObPl4Y5IVyQ1kAkjXe7dI59NXoHHsOMPy1tZ//0wZl0f277q6pa9Y6/fWR5kLlZ4n8Wvcnb+i0jwpRcwbqt2S7vvnkI4fUbQ4jwliRpsopfQhA1bCfRscDlcN6Pf/Iob1hzHZuytqAirU/ES8dS5A+GVZx8zTFzBRTaqfU7252tX3MneL+Q+qWuM59Za8oQi5i5UoaeVMszAsEDOgIg4eM2NygOgdhrYb+AkZM89rlpUIekETLzl/A0GvUJuSB6kv+FEAY6xpHDhi+QErjo12u88k3WgcH/7Y1BaoGsPbRcZEDKLt1GjB8YVD9HwIMv9gM/RXhYGud+uYBxQIceBX6CPlXBbDOs2OAZlfb+827JvgyZuAwz1dr84PwOtSEAz/WN18s5bEXrU66VMlkUrkkIrGEY+ii5DxmpZlv/S1F8qVhyrvU+7qscZ0Ph0vqhLEDS553I8dSlr2Qstw+d559dplTDK/Mr3e2sWSdSD7WsSS3pCaxJLv/mEl2yZjdHpq3KHuugQ+xA6lJh1TlOUQ+hST9GZKZ98helux1SZoNtFvRLJkqI07RlkGZ5liRD/ZB6hO7bMLt1OdDk15dXYe+S1h/il1MeaYVKbNH2vS9D8vePiiRmyjzRL7MXIouGWjtJJmbPayR6Bq5bZbC6HWfMkMyOj8japfqFDJDGj763LMCQMD9uCfsltp9ZYtbDvcojGkT0GxRbXDQKWuAoYNB1TVg6ICa16leufPICxi+MKg6sfXb8m1rHaCqoE4oSL1uQu6R++MJOOpLuwAMed/wntV7hD5Ogeh80jmP6bN5iinTw+jD48ve6t94jDQksr0656gXsR+gfQnJlEnmzHWWOZPde0jy2M17se5BDZAxWS8PcPNp20KdsH/1QN3r9rOZNuclNd8pgHWecTI6Zpq8g8zzek5OnYDRlyHKQh7u1k97PaDbEbTZ7zzNuXaHNdDJ+3//7Ubn4PzUWWvZr1MGqEqyFLXXOdcVss5Qld78Mq6T2Obz3twYY4Fab0D34tVXzZw/UOulTgDlY7w1zAVDB4TDevqao+egLGD4+GJUe/v7zKWsv7x5BZA/wLoOdTC2deuNNQZYe+oagOYCUM+ixrXdOGttqXzsh37OT6jSBiOn81OvjzbXtmFOeekWpzrjzNk+zevnXNuu/i5Y322gTX/fC0iNN6e9wehXH2FOoLbnVm4+9kO518o8wlrqpECtJ+RxmvuI62Fd4/RtP3l12gSM7WfvkUMbjB5hUHVpqh6lysJcAkZNbS8DUHlgxJhHALW/wKCxH3Bb3ptemcBxjlcO/IAdxxnsA066TedCKsOYMAyqrm3yAg42ZQFDByiuG0TBeCF/Chj+6vVxZ5cH1o0dOWD4wYECVSfNRYGK6R0rcpgzSbiTwmHHUbf1ax7QdITO0UpgrQeDN167/XtwSJU9wHwxZ46GeqB6jRwe6EnqA5TeONF5pUD0MJc8UP7W8EWQB6u27sE+GubQ5gEuD+NkHDnUd732Byq3NiDUm1dZXyFvPm2xH+qEonXsyYukvDHq9TcXjJNI+Ux5c58nIG0N8zhroE5S+pkDqN6UnXv5pU5ZgFFRAyjfyKHfNreyUJfm8rNP+QaMdbJffdXrI4B1X+i+Opd9CP21Sc3RJ3f9zOG+ad6Gfluoh1Gn9TDkWteg+ja32yIcuY5dh5TB76gbDf18yWt9b0TMbx9knnStb3XFZxyMbaQsnIvQRxirXr4BmW0PdVUrewKqV2NE24BwwKDyDX3k9Xc9BVBz0SZgxMm3rz0aA+mbSu+ngIADUp2fJbyZnedp9KY9SH0EUMhi+VkK4Uj9eOCeMyZv/CL33UDL8Mm5Vi95oxd586sBhh0IOEBbw5iGuimPCeH6KQN1g+waqAdUVz6ZjgWyr6n0HRs5gNJ3rP5be2wGcMtXfzjuQV28woDR69YVhg6oXrWZbwt1HzS2+eWBtYSyaAVQvQGtWql+YlW8hIFDDjjmgaqzTWFusdX9UufheJ7Oz31Qup0bUOKpvpTv48ssLIT/9XsgczbyrFjqdElKZvZ8MRAZFXVsT7EjkfyOPN4T0l3MIWI6T7fz2HEeS/K76Sx2SW/0k8/YJWNpoW+6AAAQAElEQVSXnNMSDvJrcMGepmZ8rD1FvdwyJmvI7zJ2V7L2jM9PVH+RY9kjyclnSb8l/XaJoplnESmfuJaY7kn330uy9WlGvfWzv+qlaeukUZnl/A0m19frFLkG/tmllIyNnBe5PsFZLHs5ihIhXSiqLU+n6UOdSp9f3eSLQuI67bvMUcjcu8xVfOqWlJejOS6ZK8KMg4uRL31u0neXsTeJ2ma53XbTRSzzZfg/v1nm5O1xmmNJn0hIl4yLQuoz8yIsICKlJesJ+fhovM4VgFr0gEGtBYOHQdXdB88FbQMqD1AqbaKE/Zey2IurP1B86/VptG5LtSlLhbyA4zzqBAw9oFi1gLrnuC8ehm/bgfD6LyKH594k6weGfys6ruW7qD5CG9yOzw5jIJLGGHlsRErgfYrnkYxLfqiniImIKWnm2+1uwiPWniEz5Qlh23frgfRLz7Rv+5nzpVr7lEN+AZl+Cm0CCDhAf++zhLWAkFfvPbT32uqVOz5ywHEO7QJG3+lSHxhy51ApLzWftYD65QbPmzNTTEFMqYuToQ6IPNWs+0LPX1dIm8wewCHPyVrZqwDq0kRk2vSxn35Wce6pDv2k9gsEDKhrtA9Q/vo2tAHR844c5nZ9gfJ3HtaOHOqFOqDs5ogc6pIc9dA69eawbuvkBbBuVxj9qzev6FgYfVpfHVD1gdpG5hUwcgDRQ705Reu2/WxzancNROuNF8rC9RLqhHntFTiav76+X4BjvTVOYR7RenmhDCNeXpzqW7Ynawp59Q376z63OdTps9XJCxh12w6oLgDrXNuuAQ56ZW1AHRf2pK57sTag6qUA1u0dOTpXsusHWHtSCUOWt48tWtdUm3wDaPbDo/vK056+NnI6+W2hh2xbP/n2lT4EfYF1Y7lDAKpvwZ15q4RjP2DdMYDKGTm6frJ1ggHqRKfeegJYd0x3KG36C6Dy9k4KhGPrYw7tb775ZvhbiPLaPXl44PdLIOO2gFFXn2fPntUJzHl2D+YQysI6cKivzXxA9Wgea+oLQ2cvwlhzS2M/vJB4AoRx8tVPWaqL+fVXbqre/NrU6w/j5Pv06dNwHj1f+9HXmI6/OD8PfyLnxdIXYPVnAfmCZp6m8P9YppwbI+ZpKj9/cid8sWouYW1pI3KY3/kBYV8icmx9gFv7hbnSrT72rQyUbGyvp3prmLcB1L6kj7FAbYfIYS/GGyNSFc7BWHltAij948ePVa8AKlfHWl//hnLk0D5Pc/m67ykDtXbyrqcAotYx179etE1Txbgd5rwxczt6gwPUTYn5G5EDqP3TuTo3bfbivP3Jo3oY66YtQ2qtgaLKHQdUbesC4TCXsj0Da4y5jBPW0Fc/AeSuUreqt/LpB8d5WifdAigRBs37rLi53sXNzQE7XyAyrX1FZO3ENM25v53FfHYRkfKyh3w4Ms45LMuu1lUVjDryDbhbN+2305zbaJfHyZLNqVN2m0mVzSMvbT8gtBnTusgBlB5GzbYDAcR2AKUzj9CmP5DznsNziHp1sRlAxW1UL2WB8jHXFiq3snzPp3ll+wCqLtym5mkYt4Xx2gBJ7VfaFWDogMqtrtE+Lb8Oag3xOnJ/KXO+bA7aG/YFSD5wdNam4RPbpsqS/BLj+I6kET4Yizl2+WJrly+ibpIW5AtzxNllLAnpbs4XVondfJ4vsM7zRdb5PtY8DSIqfxyNJXVil/PfJb/L+gNzdpqxqV9ImralcBRegpmLqS8lYpdxu4wTyz7nkrpC5inXW18jNgsfWYwftafMmzCfuTOPtkga60jPJYWFfJidcrkHht+Ux5rzmuNmN+X1NLEkkl+SLrnOIc3YXWLJOjeZ+8XNElcpi+v08aXhdW2Hs+xnTmSO9N0llv0cs4OMXJKIbCOlXdp3zHGTcJvt8oXjzfwot+OTuDl7HDfz49idPUn5UflYf+c8V1hrzuWZwlxL5hRZJDm/lRKL/Ed4nSsAuX8lrAF389ruw/bcow8gyf1zeRA6GQsEDLROfUOdACRHgDw+8/rudUh/YM0Ft/kOhoPNuMbW7nVRtE0KhDoROby/SrJ+9FGQCvmXAQ69tK/zMbf/ZIIvEJXNJyD98/6GaY4tUshP6iB73NO8/7m+vsntELUuwVT89U3+IGI3Dq45faZp+McdYz6bYy6fqXIAMWV9dQ2gfjvOe1rvbe1dH++17B2oHEDeH95EP+MAlQtyTonIAYMH1pjI4dxFsvWRN7c9qJCXKlsXct/Ie1E45MsTTnjvrl/DXl0UIG1T9RM51NvnPM2lNzYzld25madq5r0lpCVR+mmqdcoUYYw57Ofy8rLmo14/qTYYscrOaUvl7cM62oS6Lcyhz/X1df17llKgallnzm0HuRb74yRyADUPbQKG7H2pgNGTfbs9rR+bASOfNtX2pY99SJXl7aXzKze0Gyeat1ehvxTQXHPa5pTXAKMHZSDsVcCIM4/PjurkhXkbytq6p86j3jUQ2tsfqO0Kx9Q1MAdQa76NA2qdIweQu9k45lKsD1Ax1oBhdz2AilNvftfR/oTbe6trGxzWwDh9tekvHzmcm9BuHfuWpqk+MOZWQn5pa5hDHjjqOV5hwMgLhzl2Lhg208DgAcWCfqKE/VfLTffqL0syfSm6ciHEthZQOxGMxYRBIwcMHsibx11qonxl3NDuGEA9qLpD906jfQugdmp3KNGx9mKMB6A8UPn1iRzqktQBJQ9UH15A3GmN9eAzn7ruZxtvnABMtcIYoe/2BZE6c29zAfHOO+9UbWsK6/pSyHnrq85cQO34yuYR+kUOY9R3Dam9GZ/m+igXk1/yQj9jU1U9SM2jzQPXl4NPnjxRXQDqQqugnyeC7k2qTmq8uaX2CdQJUrs9mVubtfUHals4Z7cZUBdp6+tnPamxQPTFzPrWsYY+xpvPbeZLTf0b+phDH+ON++xnP1t9AXVjYA5t9iVvv4Bs7Wcy5jeHfQp99VMP1H7WOhjzAGp+PW/X9I033qjtCWPfM4dx9muvQDh6Dawl7Nu5Ceevv3Hbvo0T+krN3S9x60Ui3ogttcbGl0/eOOjni16p+uf5gts1A8L5RQ67av4mb+7sNRen5mcfxsJYT/vTDlR853Ie+mk3F5ApltoG+qgTkUO/5s3lvN2+9qdef3nnClQf6mDsc24rGP20j312rLxQznLVg/nkgZinXKvNzUv7WSOC+Hwev8tCPHn8RlznA+5N4nHy03SW5jlgivO8+bq6zvNc8mfnF+G97/nFZVzl+l1cPor33ntWvH9aZH7n57F9ni9+rSPsXchvoT8QDhhUP9fKPHBYW/c/9dr1N9ZcQMjD8G07EEA49LvJG3dtQLhd7E9ZW+yHfOvkgTWHtd1+23931roNUxgjBaqnlvWxppAHwtG15BvGqBdbXfNA9e921zceGDDq6ALUXKwv7MV4sbXLq9tCXQNGHhjr3X5tv4u2T9O7fLY6GDW2ui+EB47Cun7TI+NrEFxnt6P7njW3JWD01np9teuvrmV1D0F/fYX7qLLb1hjzzNMcpWMKf+Air6/U/fkij+/qLwOAOt5fXF1H5DngJl9wvftily+jLuPyza8KLt4Izh/Hu8+v4x/+0/8nfuRH/1b8T3/jR+Ov/LUfib+W9O/+gx+Pn/rZT8WzDI/zR+l7meRxLJnn7PyyzjFLTHkNfBS7PNf0Puy59OziPKZ5jqs8Tpfs+SpPNM/zHPP0xXV4+jm/uMx5LPnSbon6b1nqOPC8MGdctp/2XXjeuLi4CKY5Ius+z+CbfKH3Ih9on764ipuFOLt4FAukPdcmos7feXCE65JifsbDBkz5A8bn2fcuYy7izPPd8xe5NBexI2PTvkv4w5glppjms/CaZx7XlNTtduR5OdKWPWU/OaV4862PR8R5XFy+Eee5pme5pkyXeS69Sv0cL652ef/4uOjidsgcnJ3HMl/E5Zsfi8cf+3hcZa6bjJkfvRnT5ZOIs8vITRVPr25izvnl8tW8rq5eJI2Y57Owx+uFiPkyzp+8HdcZ/5n3ruOf/cyn4u/92D+Nv/G3/n781R/9O/E//+3/I/72P/iH8f/+9M/Gs9wXmM/j7OJxPHryVrzI9fz8u0/DtVhijmCO57muZ+cXyZO1lrw2v4iz87TFV94AAgY+rNnBqO/xbQ8wZBhUXdvkBQwbENM0FeZ5Lho5PB+IZEO9x2b7wSHWvO7bQl/lhjJQOc0hYOwTkQMom3kjB4y8ydZ+03nsQ+gHaF7XHIasLwxeB6Byw6hnPBDO4yLPB/aiznOkscqxH8qyTeWBPAZzvz87W/MC1Yd9CXNI9RfGA+Vv3cd5vnj3nc/Xer751lvxzrvvxThOptgF+2PrLM9vKeW2uMmD9tnz53F+cRnyu8y1MKV9yXPQTTBP8ejR43g387zxxpuR7rH4lbnsRUSO3e4mhOfCq6ur5HepjQDC4bZzHaT2bJz9TrlfKLdNX9dMPyBcRwHkMT7yGgNUDf2MF9b1vG6O8/PzWksYfsao00/e2kBY1xjzANVv15fu8hy+7HalN2aNz7WzjnYpZGwQ2udpisuLi6rvPX+vyTxNYY50qrmot37ksCdhHyJVoWwP+pnX52PvBb2G6gPolunGtcM1NUZf7a6HvtsYA/RxLexFX3vQH6hrmT7a9NOuLNVHvXXkjbM/qbI24Xqq95eFfG6zD69R5pEHah3Mr1/HmwOo7Qpjbvqr1xeoNbEGkNc497ld6SKHdfUzJxCXl5dVx/zmsW/noR9Q+xZQ8ebUx1hzKEcO5ST1kdemYJ6mxplTuzqpNe1bXsire/ToUR2b+sGYY9vN2VAnr5+QN0dDGahtb1719uZ2lRojgKoHw1c7DN4cxhlvPdfHNQNqG8R+aNfXNQHW9bKOemOlyvJA1YwcrovbXqotVfUBAihevfEl5JeyNYV8quqjj/2qk5e2rANQObWplwLVi72JyAGsc+g56Ws+qYh7hjZxj7nqw+gDBm1f407RtqZTM6+TwnFj1urG5B8CcGQGajFh6F1EYb44GUDtsG2TuqGEG1sKI0/bTnO5Edumv7zQzxzuxEI/GLlsQx/RMeqA6l298R7IMGKA2pixH+2j3xbqhW7A0YEDIwdQdexp25vyKbo/9ZFD2XlZE8iHg2dVwx3XXNqFvCfb9s3QqqneXDB6UW+urZ8+YusH6FproF678ATStZXlhXpRQfsvoOJhUPNo0s9Y+7YXZeE6qtdPwFhPe9VmHak5hLzxnUddXyzNZy5j+wSkvyc49YDutT8ar029NxuerNwX9DWPF1EhbxAcYo0T6u3ZHu3JHFLzeeEG6uKqrmGcMBao7WUOIJa8yfLmQho5gLLrP6pHTHudfTeePX0a/VumN/ufMtqL/3akdSMfYs3RiM2AcWHuXKe052ZI92lOYT6gbqi2sn4N4Gh/ME/DeOPcFtK7oI926TanOdofyHWyTmStqAGs9PHjJ3Wj++lf/Gz6zflg/LG8Sc6Hy3yA++RUXgAAEABJREFUffzkzbjIC/Qbb7wVn/iar4k33/5YXObN7zSf1QNnMMXn80b4rdRP05wP3s/j45/46sr9uc99rm5ISsgvIOuT3N0fGDag/GDQOW8sp7xRNMp59rykyurfL4x7VcDowxowePtpmEfbKeDgC5RZ30b3r1zG/ALCvPM8142a+1ecDKA0xokSHvhqH2Bd13ZvW8u/HCjwoU2z17upjcgLeQHUPuB+cAqgtuGpXhkIB1A+8gMUGd/Frl/+z0/efvvtfOn1XpDHmC/1bvJ8+JnPfi7eePOtePrsRVzHHI/zZdly9ij+73/+0/EX/tIPx7d++3fFv/Xrfn1847f8lvjO7/6d8c3f9h3x7d/13fE7fs/3xjd807fEv/Fv/tr4ut/0jfFH/tgfj7/xN/9W/NynPhNTnk98EXhx+ThfYF3HlOeQJcjr9/O6IX2cPyj85//ip+K3/fbvjk9+/TfG137dJ+Nbfsu3x9d/42+Ob846f+xP/Mn4hTxHXTx+XLHX+SB6lefzm3xZ6TnC4ykgP9SDji/EPve5d+L7vv8/iO/4zt8eX/vJr4/f+A3fFL/xN31D9v8d8V/82T8XT958O4IpP3NM+ZLB7eC1IfI13Xw25feu7i3ezDXyHPeP/vE/id/zPb83vuu7f0d8+3f+tvi9f+D74nf9nt8bv/8Pfn/8tz/0Q5Xn7PwiHj95I/KKlcj0McXZfB7LLvJasMucU1zky8If+ZH/Jf6jP/mfxh/5D/94/Mf/yQ/GD/7gn4k/9af+TPzo3/zf8rxJrslFvPf0eZiP6SzO87z7F3Ptf/f3/r6s94eyh98d3/+H/mh87x/4/vhd3/v74w9nnp/9l78Qb7z9VVn/zfjM5z4/Xlrk286Pf82viOtcr132skxz+ALyvRc38Rd/6C/H7/ie3x+f/OZvi3/3N/zG+Npv+Jb4tu/6nfEd3/098a3f+TvjN3/Hb4+v/+ZvjV/3639D/Nbf9t257X8o/tlP/Uw8znX72Ce+Jp7mS+h3nz2Pm5zpeW7fp0+f5bVkV2vmvde7774bH40PdwWAgIFtJ+7rdcykUj7JkV/r1D8EczyEh2K1wegNUFwBVD+r4gEGKKs9CwU46OzvJs8TUm0Nfadpii3m/f2GOiD0EdsY5Ubr76Of+cxn4lf/6l8dnqt+6md+Jn7lr/pV8bnPvxNn+YLRH+ru8ocB8sxn8TSPpcs8v3311/zKOE/7NJ/HkzfejvxZROyYYk7dWf4Q5xd+8RfjX/81vyZ+7ud/PvuLPTx7LyWM3vKE49km5weHebgG2iMHEM5zO2dl0TqgtgPcTXtdO2fkkLeONiA1trXUeUGbCqk+UiGvHqie7AHIc+FNzm+pHlrnM8B1vlR9ni9qgbJFDu//k4R2nxXMeXlxUXV95vE5wHlduo55vteOAQljGynWx74uMh4In5t6Pt6X2Yt2853ny1V1MLJpE23XR1mqn+gYqXoLto9U2XraROvMad/agVqf7k2bfuYHat7q9DXGZzh9lfUxb9cHQl+h3Tzat7I6GHNsfVMY8ea3b3MYbx1ru63UW8+XflJjpfrJ6ycFaptar3VSc8KwwaD6NLQbL7Wuua1pLNz2h7F+2oWxwngY/upF67VtYR0YcwdCWcDQ6QtICsA6t553GfZfwJ6L2h6r8ABjf667FMh7h7mOoe4ZqJpA6V0vOOjgwEcOOMgweGO2gIMeBp+h9bHuFnCwb/XlvP9Sb/9Cfq/+0Mn0ujsA7i3xKgvhRoHDzmYyGDmN7wNAHlh3BBgxxrsjNmDozSMASe2MvXHMVcr8cmc3B1C55c0FpDVKB4PfxgFl65yRA4Yu2TqxecKSh6GHQdWZy1gY/SqLtgG1s0cOYOUjBxzyAKkZH6B6GlIU7/oBRweVdSPHdp5dO9X1cR1cGw9MoV0dUPb+Um++hvolH8KUtSmLLQ9Ub+YT2vRvKBsDw09ewEGGwesLYw1d754vUBc94/QR8tp9SJJ27bZpl+8+pECtvWsljIFRT7v+ro+I/TC30Kb/Xl155O2z/bUDZdvmV+/6w5gnDB8vCur1jf2wj4Y1hSbI2CWChLqtT+SwxpI/DVWfB0h+lgKw7i/W8iZC/P/s/QegJFd55o0/T1V33zBRo1GWEBKInDE2Bof9vN717nqD7U3OXmOTo0kGkYOxjbNNzjmbYAMmY4GNMTkakzMIEAoTb+ju+j+/U/f07Xs1Mwhh/vq+3a3p577nvPmcqnpP1ek7Mwv5Bg46Go7EIrichz3lwHdI+Tg/idfI+ZNOPvhnPqCgtiMq9wmUXOyt82rHxwYYLyAfaNW3XebOtrYf5GVbtosONsDe7HMeyMnueXafA7Yg3dhrA5byUApfou3ykutmoL3ZOHQeeNfGUy1lw/HAocN6y9v/Vq/4y1fpCU98kv7oj/9Ez3jms/SP73mfDmTTcTx1Niv3ZqMiD8h5uV1YXM5D9kSXXPJtnXrqaWKc5GZbtlUP26Vv95RcKqpOpbZrc0bndWnPBN9FAzvAvF0VM9uznJs80FdwHvFTgS+7193epl/1iFvbthF9R9guOVRF7PFT+8ej6IEqt3s/8EDl/59EbV9jw61zXmmtJZxLePPYziPpeXltz/PnbfCNTGK8QOVIORVFFbq6viZ+c3mUlzI2yeQmL7079a1vXSJehJd27tWlB4/oSU97pv7nL/2aHv2439d7PvBhfevbV4gNqKla7T15f0EzHJWNslE2yz756c/oGc96ru6Rzb97/NYD9Lo3vkVd6ss4uezeu09fu/hiUY+5h5KMFlOLl/JlyMc+/k/66Ec/ro9/4hP68Ec+ps9+4Ut6/4c+oje86S36+jcvSY2Zaj2bCcPky8s6vyXU5OUdip8u/tvBMGvnRJ/69Gf1+sT9h398f/x9Wl/+6jf0uS9+Re99/4d10d+9K+NuyubZeNLFtJFyb0+mE1Ejm8alth9dWUmNXNHhbK594IMf1ite+Wq9693v1d++4+/11mwivuHNbwnvNfrYP/2z+I3AtWyKxoHGqYmDjTwmaduNGrfxmVhq9NrXvyH19Dl6wQtfrGc9+3l68lOepqc+7el6//s/qDbzhG0eQ7S2Ps4GxDSbtlP9wz++R69+zV/rVa/5K/117F/7N2/S2/72nfH1Rr0sdfojmbu19Uk2ATsxJ4uZ0zS0ykbyVGWsU7fRfbX+88/9dz32d/9Ab3rbRfqnT31Oh7MhOeILp6DJZuI4OfKblJdcdkBf+8a39O73faBsuP7Uf/hpPeZ3fk9f+urFYlP0jLPOUfnyKi/0izl/q2trGi6MtD5eL79xxFz8X1xzM2BbtrcksL1uVKHtLbroVdk8tXs92+V5a1423z6e/bzOfNvu/c7z8HEi2J6pV73KsPv8qImTSe6LAB27t6E9z6c/D+zm+7Sr79qutPLt3jd9ZDt379Il375U1KR9qZO0d+zapfXUnHHuSe6h9dSH4cKi1AxSo76ut190kd74pjfrC1/8kr70la9rz0n75XakUb64OHRkVbv27NM385zFl71xIdCZiD0yajV2OZeV2uGmoJAT6DVVzh/948Hu/VT9Su2eb/e0bVsNUgMAbdslPm1sqn+758NjfiuljY5t8XxlWxy0K/A1Q9NqkJjYVFvajBcY44yXZ1Ca5GVb/BIC7y+WxTsAsqIfmR0uCBNf+CV2bYddxsg7jB1fuZ7goWP3fa6nqk8cZBVt8q2oPHvzvOALOTLaxLf7nODZFjxiQNEBxAO00QP0GbvtkrNtkQ+wLeIoB7q2y3WQbvkgY74YZ42DHnzbRYcfdm9HLPpQ9MmPPj6ws3sb5ACZ7XKelcPu547csK+ISHZvO9/GR4Xt4sfuc8FWOYhL/raLnD75V5AbcvSrL6hyeMPG7mNXW2wqqh9s8MGYofTjopwn5p925dEGtmc5IQOaO2yXcVc+1O55dk/hYQIlbo1vu/i2LQ7kwHbhMxbbxb+9SbVx2Js8u5/TDdHMpvbxS9s2pMhLIz+QVaRbYkPhkS+UfgX9eVT+NU3zVPj9TcH2lokjWp0I2lcF6G+f1GPx5n0hB/BslxNk97nYm1Rzh93zuYhgYw9sF3v4tsVBm5uFvCrQRWb7SvradqA7D8S2rzRXxLGNuMhsFwoDWaW2aZYbE7/kBAW0Ae2K2rdd/Nme5czNj297cxFhU44bHhnjxg886HbM+64yu/dPHz8VygEPYFdBvwIeBQDUNjSmSvbKno+6aVdobdd+27RFxjd2yCqKPA4YZ4iIZbssHJVnu8yJchCv6lQ5PF7yIi6LD32KLjx0yJdvpuo8IRuNRsUnvqod84kMe+al3VhIsYcH0LUz2gBbeFAWFWT4ICb28JDhE55tVGT3FBmwLfRB9VcUN36gDR+KPu06j8xfQR5CyLOi8rpsXMKzPYubSVaX84QvwLmAguI7NpXCA7ZLNrRp2J75g8dcMUZk9AE+iA3oI5uHvemj8u2tPNvlPOFLcwf+AKyohOS6y08+XXYYuswHoC83Oumkk3XZ5QfyojvRzt179c+f+oz++M/+ovzWy0Me+gg99GGP0J/86Z+X3xj63cc/Xr9xxzvpDr9xRz3hSU/WP2eTYbiwlAfgRpddcUD795+itbV1HT5yJHPQaOfOXSVM/WG7NmeU/MlnHjNhGpx75gm9dOPXYj5tl7au5lHj2b0f+9i06s2HsTd15/nzbdvzXVU/UAS2S/52T+EB5IyVMQN4wO71bNMtQLc0ruIPe9P2Kpr8f17teHNku8z/93uANX6l2+PBB/N8+hXb+fN92uhBQW3X+wOeZG09qAf5oqYwu6wLaxoMB/26nDkZDIaRuHyxsJJ7mY06fgvxD/7oT7PhuK52uFBenpfzJQWbXe1wWO75I0eOFsq1Sx6sI3tOOimbXgN99BOfLhuRd77bPctm1qFs5p197fN0+OhRDUcLOrqyWrAj9eKmN7u5du7arZP27dcwL9yD0ZJ27NqrKw4dycv418omn9xKbpL7WJ2tpm1zf0kp3bIbrefNfjAc6e/e9Q9ik3TH7pPypcpuqRkm//5F/1Of/pw+9NGPSfG1lhfJ9fFEzFs7aGX3D95szC7t2CE3rfhtUDb4msFI+04+RTv37BW/TcjmAJsIF9zghsl3qcReXV9PPl3x11hKp/hsk+daNujS0Te++S2tT8Y6OZsSu3bv1o6dO0qcNvM/GA373zCXhc3y8pKoBaNsDLLp0CaHvanbMRBjdZPzl9P6ta9fLNlZMydaXl4uG6fU58PZgNx/+pl6x7verZ/+zz+nR2UDkd+WnLoV87vIGJPbkWy2rmZDemFxQfwGI7GXduzUKF8uHcj878zGxymnnakXvPglukPWgVe86jW6NHV/3/5Ty/xMO2eTZLGMm984qi/4+r/HNTYD3IvgeAlUme2Zit23q2wmOEbDdi65Hk3TlHNv933bx7DYyrJd7Oe5ds+zLerJPMhpHraLKbzSyI/atjnulJAAABAASURBVF1808cHNOLCs02z+IcPCmPjB32w0S3E7m1sFx+FufHD9kZrnjj37VTUjzx2KY1Sr9wOxG+Zn37mWerkfCHyQT3pyU8tz1a/8Eu/rAc+6ELd7wEP1P/4hV/UHe9yN93tnvfOlwav0hWHj+qss6+tw0dWtLi8ozxz4dO2bMe/1YS2btRCm/DUH7bF+bE3eYyvQtuO4/G3qRWf1a/d+7Y941NDbKcEduKwXWTaOOzepsaz3Y8lcnht08gbbWogPOKNRiMt5Yuu8m/qp35zfqMm28U/cQE2tjXI5ih95ejyHF/8uCn6YZV5a6IH7ETMCUMHe6htYY8f4sPj2RRqu/ghB2Bv9pUDnZAyB/NtdHkXAsSZ10GPOPBp273PqoMtfHTIidyQwQfIoFWOTuXZRjXX5qRc/+ghg4n+PODb1jxPc4fd+0Kv6tibPPInN84XctY/1gbmjj5y28W/ctj9tYI/ckYn7NnH7uXY1bxtF3u7l2GrHJWmWT70qw0Mu8/Tdjl/8IC92ccGwAd2L7NNt8wfcrvv064xaM8D/nYgx5Hd29suY1EOZCDNY37mZXZvDw9gYG/OR+VVPhTAB7Qr6FeQb21vp8iqDRQ5tMLuc7Jd5tfu88Gu6nJ+bRcTeICO7dk86Bo8mmsw9ncduk5eNaRvezb583xkgBsJcEPWEwMf1D52trcUQOVAzg2NPfoAP4A2JxcKol4+tOdBcUCvCDd+2Js5z+vSRsXelGNrb/aRkxe6gNzow6cPaNuGlLlBDqoMWoF/ZNUPfXLGGB592uhXWvXhDfOChL7tEqvqQOHjgzZ+KHjwsAN2b2P3FD2ADBDH7mW2ZzcMMtsa5mXCypHFDFrBAsjCmRVJC1lIK582gA8WhqNZzvFS/DMeNhDJFR75QokJGAc8u7/Z4QFyZayAvu3iD11Q7SqFB9AF2jiQz4NrraLqEWueR5+4lUcbHvrEsF3Gafd0I1Qh6KJHh7joQ3lQKLwNGzvjnebFem6usWvcZCq7vJSNxV+7hucY4pd7p/jKQw7+rPyJn4hnH+a56tAG833aKNfx0CdH22VxqrI6dmjVJRfa6AD6UHxUkCc6xwN62GCLDpS+bRVZ5kPZeFSh/fyg02WsUqNv5Zv0886/rg7mBfM5z3uB7nWf++rZz32BPv25L+rg4RXt2btP43xDf+jwEaE/yUvmZyN79nOep7vd/Z563gteqGE2Edg8QG+Ub/IPHTqspaW8AGcjMkYn/NiWfXzUMdku42FMtjOcbja/+j4eZa4yd5USijb0qqDmP29j9+NlLNWH7dr8v/T7OAO2t1xv38dQM9fz537GTAM+1wCgZlTQj7h87M184dubffvKbXxQo1gnaBcncsgGIOnVzxK/JZcOG08heSmZlo3EvXv36oUverHufe/76Ctf+ZpOOeXU3HNoOM8hA03yErcrm2aj0UgLC6Pc7wuhQ9ldfKwXuhjfU7caLe/SjmxefeyfP536cj+9930fEDWCzbaU7NzXbXkRHwxHuv2P/GjZOOMlezzpxGZlM1jIRltXfiOSzTf4a+sTTTsnTpNcOnWZi6kkNwONs5nYJq93v+e9Wljckc3HPeLfTjy8sq5Obfmr10dW1/Sxf/qEhouLsWnEZiAbjs5aMEm9HOelts1m5Di1j7yOZNP0ox/7p9ju0tF1Nj4H8mBBq9nsPO2Ms/XDt/sRrY3HagdDtdlgaPLCyxwNRoOML/nF52Qau9BRNhh37tqh3Xv26IoDV2gcfr/pt6x22GY8k8z1NHbW2uqKxqurmrKpOZ2IeqIcTfJs21a7du3K3C9pkHiNrRgGsc3XQlxfq+NOzcIO/dGfPVEPfeRjdfEll+rUM87SXr4sSu7JTIP42ZFNzt07lrXIXz1fX5GCYdytZJ4marLhepL4q6Df/PZlarMR+pWvfUOPeNRj9Ud//Gdqc96GWQMOHDqYXJaFzWghc5O8k+r39WM718Dx8X0N/v8B51wDFTVde3O+Ku94tNramzb2VW8fz+9V5dsnjnVV/NjH9tHkHvpOqP7t3gf6dt+2XcWF2lv7MLkXqB/UJ2rI0o5duecP6eRTT9OH8wXIX+SL3Ac/5KF68tOerk/my99LLr1cF+fLiSsOHNI49e/r37hEr3/jW/UnuX/5IuhVf/1anXL6GRrkHhxlA65TnoUCYjUJn4/6NLqwcnenTqcRnlNPGrVtWyjnlVpS+4xrO5ApB7ohKS3xl2eh2oYC5JPUy3HqHxS/8JBV0Ae1D6Vvu+RmG9YsBrJ0spZMemz4rjGIQzsFXViiD3BiW7ZpajQaxU2XNW2t1E76fDGC9MiRPNNmmmx6mtnQs60m6KZRkIoM/8QFtJkv22U+ac+DuaMma+Ooc4IdbYAfKDzbW2LAwx86tHFDH79Q27AK4AE6+AO2y7mmrW2H3dviFzlAxXbJwXaZK+YXne0y27AKiIsOIK9h3rfruPFrb+oWg7kftkUM7LDBF5S+beELv8wBwNT2LEfb5dqofCjABr+839mGNRsPm70Af+gRi7igKOaH3dsgRw/gr1LaFbbLPJM3PuzeFr/kb7vkqxy281PlesQ38wPD3uTTxxagQ/9EsD2LX23IUzlqP80tn+oXeixUZWS1fTyKDuOAVh3b5Z6w+3HpGIfdy+ytFFX7yjz41wSa73dQJg7Mx7E9u2jm+cdr294y4fgDdu/Hto512D0fXYAOF029kO1NOTLbJS/bdGcXsu1ZfPwA2+XCtD2zsfs2ci5SQDxtHPBp2p7508ZRZZXavS/EXICANkAH3/Cg9Odhu/gnNrAtDtuFb2/2scNHLRrKYbuMnSKwmodcdLjZmTd0KTxRK4tPLQzzcZDRxwZb8oTCw0e1gdq+0vzZxkUBdjSwBbQrD1+1X3n05wGf+PCqPWOoPMaIDqCNzO7j08fO7vu2Z7niy7aYN9oLeSFgPPjFznZeGBfKiwt8/DBvAB36ABn6gDZzhhzQr2NElzj0AW27j2G7LBSMAXseApDPj6Xaw0cPwLP7McGvaJumjJMHBHg1XtHPD9v9dSSVMRKzbdoy1oU8kBCf3LG1HS3J+aONw3axR66Nw47GHDbYsl2bpY2N3fMYg73ZRhF5m4dA4gN04NtVryt+7L5fZbYLnz6wPcvR7u8HfAG717XhT8u9Ip7UlJ/lAdJpBW60PxsLX7/4G7rwIQ/T7z/+j/SNvKAO82B79jnn6vY/9uP61V/7X7p/vo1/5CMfrXve6z76kR/9cZ1y6umSW335K1/VE/MA/dznP1+L2XDkBZwX96UdO8Q413lRV+KoP8itb23+ZC7QnYdt2T2QA+S2iyF+ANdgYZzgB3pVbHvmt/KQnwhVr1J0j9WuvEqrHhTAt48dHxmwXeaN8XJtAG0c+KjYYJWx1PZVodhfFb3/XXVsX6NDq/NfKclQA7mOAfzvFvN2tW3348QXMQq68nPjx2ZnPF4PryvX0iAvD/wV2pP27dNzn/d8Pf3pz8iDeyf+HTP+04OlbCjyb0Zyfda/ynbFZZdpPWvwJH5Wjh7WauBuotZdvvBZ0+KOnRqrUTNc1IHDR/XBj3xUj3nc7+rzX/hiNgZ3FP98acG1PhgOdLvb3V6nn3mmqCP8FetF/kOs5MUL98c/8c/lN+0meSnkNxYXU3OSucbZcJSbjMNq2oGc+vrNb12iz3/xS1rJRuWBQ0e1lt0zN0N5MMoGn3T46Kr+8b3vU1xpmLXRTZMNROZCYh7H2RQcJC7PF4qMvw5JvWM8/GZo9vXUZLPx0ssP6MY3uZnOPvfaOpgvXiSrDd9u1GWzcXUlL7meyg0v71MtLi5omvnZtWunDh0+kNhDTbOxeODQAR2J7traStbKsdq20ZEjh7S4MFSa2rN7p5jTI4cPKVVdB7Jx2WacKytHdfnll5U+PsfrqxoN23JO9u7eo135Aulpz3yenv7s5+nLX/ummtFSNlulKw4e0jIbjtmAXVtZ0RWXXqJDBy7T0YOX69Dl39bRA5dqvHJYnOdJ52xnNmozd0s7duW87RKbH6PFZb3wJS/VE570FA1Go/jbmXk9qjZ5jUYLGddU//f4f+cM2Jbdgwy78lxAS7luu9KwXeiJfmAHtuvAA9v52/vogHk+/QrbJc+mabQdXGfoYWsbUmD3bWS2i73d06KQH7aLP3S2Q3MHsrnulZrb5bZnOsiWl5fFb3xJzvvIgib5QoN/7uYj2Xx83O/9fr7sfb4+8clPyU2rc699nn76P/4n/faDHqwHPfhC/Yf/+J911rXO1cJyamjuwU9+5nO67/0fqFe95q9F/YuRFL/KwekjXpea06We5CRyIkO6gqjI9gz0wTQblF2MAW1AG9BGB9CfBzzAObF7v/QrbB9zfvGJH20ctW1v+pjn0XZ0iTNIXWkDeOv5QobaPEyNbpu2jCtq5YO8gnjFNl/QtBu2rLnIm8QsBhs/4G00hcx2qWXYKwd2xIXCI7ad2pg5hBeV8sEPQAcGbSiwvSVX1j3yqrA9O1/Y232/+rA9y8l2rqdJ0bctDvRsl7nH5zgbtzVn5bB7PdtFRznsnpdmyY05Yzy8C9qb8fFddaD0a470bc98IgOMD3/kAB1lnVjKcwRzh5z8oMiA3cdDnxzmoRzEm0dY5WO75G73FJ/4ntelbfdyjOy+bW/SeT4+ttsghw9qG1rBGJDZLufJdpkT/ADOCVQbh93H3uiWMSAHtiu7UNtFXjpzP+yeb/dzR3yAit3LaMMDtQ09FtAByGoedu/H3qTIqh66wDZkBrvvVz1sgO3ZWGwXfdtX4hXBNfij+X7HrhMzizPXsD3XO3bT9pYLTBuH7cK3t14UxLN7GRcjsPs4tstFy03LSUJXGwftenFvsAqZt4dhexZXObALKScWn7ZLGx4yUNtQe1NOf94G3Xkgn8/J3mpr9318APQBPiq1TXNWRG2X/GzP+FW/MPKDfkW6sw8xQGXYmz7g2S6+59u1EFLwKFjI8GH3540COD9G5KDGrzK79w0fG6jd+9iuY7ucI84dRV457H4xIQdssSEnKHoAGfrwbJcHfGLFvFw39pV5yIDtooMfu89VOao9MfEPaNu9r9qOaolHv/pAlwWF+YIPbM/icB0rB/q0mWt07T6+3cdgPNhGdXZ+ah9b24jKNcJvjpJzl0V/3q4ozP2wexvmkN98LLqxIWd4+Ci8PHxVM9slPjkCYqOHDZScAO15nu1yPrFRDnRsF57dU3zNA117M55tbT+qH9tbfGFbYfd26CrH8fgRzT68XrhpBFbX1vWQfAP/D+95r9o8HLAZ8J/+88/oeS94kf7gD/9I97z3vXXHO95JP/+Lv6B73PNeevzj/0B/8qd/qv/167+uxWwA8JuR6L3wRS9Ojq0Ws3nJSz2/WXny/lPKOau5kQDtecCbx7yMNuOxXVTq+YJvu1xn+i4P2+Uc2z39Tub2sfXIAVu7l9umu2W86Ngu8eo4bBc9flQ57e8EfpuvAAAQAElEQVQEdEHVs535bvSdDtslftXDB7C38qv8f1dqe8vQbG+Zly3C72OHucd9pVzToPZtl/PK9QLsPk+7p/CA3fftTaqNw+551ecG+5hkJZtP1R+UXN773vfqT/7kT/WVfMEwGLQ644wztHPnTh0+fDg4pPW1VZ1++mn6uZ/9Gf3xH6UeBE954hP0tCc/SQ/+7Qfo9rf9QQ2yAXnJt75ZXpTdjjRJ0VnIhhX/ZiC1gf9shi8+1GTdy0szv41CLqeceqpufvObl5d2XtyPZIONjT02uNgAvOTbl2kxm5I5edl4HIc0mqTgkHs62Sjr1OZl8/3v/0A28Fa0e89JUtOqGSwEI03zIr8+7TQYjvTJT31aJQdZw7zITrI+kI/JaTKJbif+Q5lBdD/80Y9qPTw3g2y+LefrHGt1bawdO3frp/79v08tGmgav2v50sV2ya1pmtD11IRJ5r5HO4jd6lH90G1vo3/7b39S17/BBbr2+efqvPPO1c1ufhOdedYZmnbjbEwOtHPXslazCXjk4BU6cugKXXDd83Xb2/yAfuBWt9LNbnoT3fhGN9T1r3eBfvA2t9a//Tf/Wje44LpaGA60OGqlbKAePXJEL335K7P5+Hytd62udd51xV5tOxiJ3FjHDl5xuXYnzq1uflP97H/6D7rP3e+sR174AN3zznfQf/npf5cYN9Z6NnGvuOKg1sdT1d9M5RyMs5kyyZif8rSn6bWve70WUvv5La/RwqJWV9e0MFrU/z2u+RmwLdtbEuny3APsTT59UBXtTVnlQW0Xf7ZzbfcbXNgdC+hfVVT7Y+kjm+fbLt15vu2SVxHkBzJgu1zvykF/mvscmm750IY3yf0NBfAQQgHt4+FEcp4Td+7clfthVePcfE07SN35lB792Mfq7//h3cmr1X/9b/9Dj/vd39eTn/o0PS5fzvCl72/c8Y5F53V/8wY989nP1m1ue1u1w4V8SbGqB/z2g/S2t1+kXfmCgXqVQatAc0fObwrJjEGOoDK4/wFjPRHsfk7tY9Pq03bG0sxg99eGctgufHvTB7F5JyC25o7t/tq2FXrD1HTabbMZAx/woHYfD3vbmY4enFPbpb6jN86G3NraWrluF/jiKTLCY1eQebN7W/SRVdCv8eChb1uMAcADxAS04aMH6Nsuc4Ev21k32pIrcgAf2FtzwB+5V3/Kgf48wiq+sKeNfm2jZ7vEtnvfzCt8fALaymE7P1V82X17Xq6No+rTtTf1yBWZ7TLPyIHd69AG6DCftnNvjAvgA3yQv73VBzLsKmyXPOEDxsu48EsfPdtlnuEDdGyLAzkU0Aa0Ae3hcFiuHfxVO9slpt1T5oZcyRk7u+fTRgZo2z3fNt0CfAJ7c5y2y3mCTw46zoHM7u2IAVC1e//Iydt2yRdZhd3z7E16PFnl4w/Uvn1l2yqv1HZRn+/XnBDAB7TnAQ/M866JdpMnPX2/0eUhCszHsfJnY/K+08BtlwucC8a2OGyXi+hYk2j3MvSVAx0uHi7g2i79FEu790e/Ah1gb8q4AQB8gC82WrostqkCGY2yVllt0xSUb5PSRg4sFXkTn04bmy4vBm3TyC6csLY+bKAGuhRtKOPh4oJW1Bu43vjoAvID2NEHtAFtQBvYLnNp93koh+3CYxFRDsbO/BBnlI2UsMqiTwz4+KvWtCsPXdt5yF7XOJsxlQ8tPnkoARvzmEnI9djNgE/bKvOZxdKGozJnzAWxKpSjzgsUOTHImXlCj7jwQW0zRoANOraFHBvs+atjyBI0L2NTjck356RpWznnbz3X0crqal4g8sKWPvGYF1761vJNYo2Dj+oXSqy1vGwO81IzyIvoSl4G6Y9GFOVBXhKPEDIL8CTzt1bAb9RMJuNM0zTotHL0qNLIy8iozBG/UcGLJv+LHfEm5JoXmS73YN5ZxcEMAtro2E6Mafm2j/EWxK6MM+eF/MkVylxgRz9nKaG7cp0wHnwhA7SZh6KXuerKza+MxzN9bOKg5K9tx8wuudsuY8Nn5aOOfe1D4UHJk3uTb3DtjDSwrbwbo5KQySY5oTeParuFFwv4IbPcyYM+epLlOLa5j5t0LTWWch0418cznvUsvf4NbygPeftPPlkPe+hD9NhHP0In7V7WZO2orrj0UvFbN5ddcom+dfHX1E1W9YO3voXuftc76b73uaeWFkfi2nxiNh8+87nPayKLF9xRNicPbvy2jrMtEMPMI9JpNDZR+V1emLdjOllPqjmL3UTzssZd5tvlN33wfTw0qV/4bxIf8BtEUED7O0NCp8m5aJX2BuhXwK/teepclwB59hzUqpuhSV7mtxRyn1Q+PKDwQDde13R9TU1izwOfjq9yCq3MZXdlxCaTXfhNdJ14It4G6IMqo318xH/8+eqC+FcTjKGHTnB0kXVlrMyLM1bQbNBj2duZuFhdtU90u2heHWAW85ID10N85NJNrjBBIzcDuR3Jw0V5YTnYoWZxZ7BbzcIuteG12dhpFsIPPFqWwvPCzqJreAF6zWhJbTZ9mtGCmuEofoeZ+SSRT0pAftaPkwNti03BTo3Wssm0Pu5iM9Kjf+f3dPmhI+J/OkbGOjFM/W8ba/eOJd3h135Zz3nGU/WIhzxIP/Gjt9NP/et/pdv+wK10y5veWHf4lV/SM5/6JP3pH/yefu4//Xt160dTN76iZX7zL3Nw5OiqjmTj7ktf+4ae9bwXqmuGatphkiEnazhodItsri0MW43aRosLi8mpjU4r/pfsT3/mM2qTy2g0EmtNa+cemapNbl3O+TQx8Pehj348tajJmjctfyV4yn21UWNaNxotLOkLX/yKvvjlr2bsY7EWcD+0VnLIXZnrfZwNg9Xcg0eyhvHXtTu3OnjkqAbDkRQfyuzuynz80K1vqdXDB7VjIfzEGTQDrWeMjv6OHTvUtr2/Sdas9fibROfnfua/6Pce9xg9/SlP1HOf+TS95EXPK+3/8p9/Orf/mi677FJNok9eO5aXUusG+o1f/1964hP+TH/+p39YbP78jx+vpz7hT/WMJz9Bf/L439MNr39BbvOJDh1ZldsFfevyg/rTJzxZq1mjsndY5mEhOa6tHtGwkTRe0U/9xI/psY94iF78vGfp9x/7SP2vX/5F/cov/E/91r3uoUc89MHJ6Ql64p//kX7ix2+fenRUOS2pvY2OHj6iHTt2lQ3ezgM9/g//RPz2PBu249SZ9fXVzM4kQb67z7+sdpe1b1quD2pCj05OZlctThe1LvrT7wHYX3PgvmhyTTPmiiymuXSnBfCqvPLnebSvCvAxj02baZn/JvfmscA6WDEvrzzlXjleGxk2yKFtziugXXhZ92se5EabMXa5PqHwWlvz4Lao/UGTXuqJ5uDUhe19eMeEMsUB/9btOM+3y7t26Vvf/nb5YvdjH/uYdu/coV/8+f+hB93/vtns//fau2tH6sZKnrcO6vChA+LLgcsv+ZZufIPr65lPf7rufKc76vR8GeTkdWGe0z70kQ/LDCJpNqFN08h2EKrAjZr0My0lEZ6x67+RHq3IkPeY729px94O5zigRk0zPx3zkrHyoQ9/nPcO2yIv0KYOQivoo6vY2tFT4nTKPRvQz3jathEHetPUQyhjoi6OsgYQtyA5oGfHR9AU21YLCwtx34l3DjYe2+QAD0p+4khM5qbOEzReZDv1dJzTPS1jGA6HxR+xiYk/2na0A9r4xSUgB/Il7y75YdPIAnZvY1t1rtBlbG3TCjRuom11uXb4JYr1vJ+CSdYlziP8ohMf+FYOYtq9T94vRhl/mzHDrzRqsi36xAbEBsqBLmMZZbx28gxPOUfAaZMjdL4Pj/4k5xzQLv7zhRz+OFf0mXPOxXreO21rcXFRzKtdPIq49LFJqNLHznbJGR55kjNAz84cJT/mwHYZFzaAc0Q+XebfyhE9cuOcVD79CnQqoj2LSRv/20G+5IAcEJP8K3+S+kW+1Q6dCni2rxTD7nllTqPsYyCs8rH7sTOvxLEt8rE9u25r38aTymF7S1yYds+zewqPHAG+5wEP2L2ubdQL4AP07U0+QtslP3JSDvQq0i2f2ocWxvf6o4uDq4k8E8Zy46I51kXC8I4H9I8nq3wuzKoHne+3DeH7zQAmYx4ZUvlMUhQ5+dxQtNFBAKXfNinwcl9UM5RSUjYo7S4Ph0qB8QZvmuIyyU0LbzgYJqVOtstNNX/StHHY8R0gqxc9sUHbJIIVH1NNs+h2PAQ0jq9G4RbeQh5I2VxCNsnNAmjHpZr86PtdbNpSLCgkMS4fbrZJxk9sQBvYCRoNCiAXIRQ+OtiQJ0AG5YaF33GeYwcP2C7FiZi1jw2+0LUt5n0hRRY55wEZRQfAm2ZMOYvKSqL1bKZNUyB5sAC0x/k2bDQYaLEsZtP+paZtstCMykN/I2vQtBqkiNvOXHYFbfrEJR7zRD5r8UUfGf1D2YBhk6yN/+FoxLpWNgid89K0rdgsa9q28NBT/INJimUnaTgaaSkvYDzsr62sapTrwXZZsJr4qHGIuZaCDrVd5sy2mBvmK67its8dHQAP+6WlJTVtS7ecY9uZg37RHQ4HGi0ulH+jam28JrfxkQv16OpR0V/I5hPX1Wg0FLCVOBI8Xg6jreXlZZErc7OWTdAu1/so3wIv5iV5YThSQcY5yHgysWIuue7bplWXeSBX22o3cixz1jSlz/llgVUO5nuYPOAxf2U+w5/mms8Z6/WzoA5HI3E+Ikqe0zJWbB2f05yhce6Tca4ZrllevNvExaed0eT6ZCycd+aN3JFPcw8wPmygzDt5EwPf2FQf+F+Pf9uZs1E5l+iO44NzNSHfxMEO+9ECL+iJnYfpLnAjgWk25dbykkdbmXfGOY7f9WxcQbuMhdwGTezNXErKGCfxvRa9xR3L+tgn/qn8VcuT9+8Xm3oPz4bCv/vXP6YrvvlVLWpVS17XoMumdV6adwytXSNrNF3RwUu+ogWv6Zf+58/oDr/+K5InuuLAAT3xKU/RWmoZ/9vttBmE32rQxKaRRhsY5vqZxyBjor+Qa2teh/Zidu7axB/G/6iZaqHtCui33XrCroo2GGg8a1fd0aBTq3V5upaXoPUZbaNbMYhv2g3+NvRq21NsJvGBnx5JSRWZ1Su1hxkvQAd5yzZIzlUTtBkrGDIXGe/isI3vacEg8wKQgWO14WHvbKTk25JsCKxmXJMrIzFbT3NOp8lvqmHTiV+KArQHkfV5jYsM3gaKPvIK9FpyPw44fxXo1XahJc60jI+8j4XBxrjnZcxVj6mc69W5llXui6m6OarkRP1eyn0/zHxyvsr5zHlcaCaZl3U1kmxr/ujis4J703bRsbfSYtPx0/lxbNiNvAHpyjpxqWmu4S51pck4BrkX2y42XSt7oMXlPXrVa9+o57z0VXrWS16t577itXrOy1+nZ7/s9Xrpa9+mF7769XrJa/5GL/vrN+rlr3+LXvmGi/TKN75Dr3rzO4O/0yvf9A69/qJ3vdAJSgAAEABJREFU6xWvf6te//a/04tf+dd62av+WqvTzFrqrHLPZ9aUYImu1JupnD9t6oKyK9l4qMNH1rS0vFsLO/boac96vj72yc9ptHOfVjWQs6mZfcls5K1nPid68APuo7ve4Vd0xr6d0tohjXIvHT1wmcZHD2mh6bR++IBWr7hUt7vVzfSnv/so/cYv/Ix2D8e5V4+ojXwla+Ty7n2aDpf1vIz57X/3jxot7VI7GKnNZDn16wdufhPtaCWtr2ic2tOmBjcZi0P5TcRySqbT5NNlQGvZ3Bzmy5JVsV44defo2kT/8L4PqclG7XqepxYGbakNTb48ma4ezlrfamVtPbXKes/7P5xzsEvryWtHrqNp1rZh8ljMuLvMT7LQ4aNH9P4PfUhdchgtLmfaGiWYJtH9yR/7Ye1ZaLTksQbZ0NuZer2WDctRYq8kDzZ1x9n9c8613cq5Ip3cD11+qZYH2E00TE1dSh0aZi5P3rMzl/VES/kCZ8yvjcYmS6aOZv0fZhzLyXGxlYaTFe1banXy8qC0l9pOjHOqVmOP1Ow4WX/4hKeLjd6l5Z1aWBhpPRuPTbemZnxE06OX6f53/0394e88TD/2g7fQdOWA1o8c0EA5h6trOpKNVuVe27Nk/dhtbqK/ePyjdc87/pq0cii2hxNFmbN18Z/87Mz5/OZlB/W7f/DHGuSFsh0NlNOQtXVVSs3Lj6v9sS37+DiRY3ddauRRLQ+Va3Oaa+SIFlMEmxgt5tmmjd9G8Q3SttO2lBI+Q5v8t6OvTZNcfxPV+lXpiXS3y+jjC3o8DBsJbPePnbMOzNvBq0AGan9er/qCzvNrG5tqC+94elV2LDk5s4ajMw98z6PK8DEP7MGodRk/bYAOFD6gDQ8/+J3PG94g56/y6QP04XV5ph21zG+XGF3O5bSgZf0MmtTsQa6VQa6PitxmqSXNlQC/ybMPoF3gJtGtsaTd+07WamrRS1/2cv3Txz+u5dyPP5cvG+53z7vq1D1LOnrFN8t92eS+bvMs0o1XNYqTZu2IlpPLwUu+qV/Plzv3uufdNcoz+SX5guLPn/gXciZgkutgmmeVQeZqld9oT75d5/xsNWyHGjRNv452nZrkMg+lFiEfprY6ckAbHvW0Sw3oMoo4EKA9Zd3Nl8Pr4zUNc6+DJrHhIx8MW4GmsXgenuTZtovvcd69eLftUtDor+edZTQaybYUue3SnianaeZKOdAZZ02Y5lxErDY+u+Q0zTPsJKA9yfiRLaQ2DtpGk+iv5V0POTG7+G6aRi1jjKLdx4HXJZYTZzgYqG0a0Z+QZ8DctE1mKzr5qYXhUG1s1+ObnKipMb3Sh3jTxLTxLA3wndj4Vvij+Bk0rcZZg5iPNtcJ/UZWx9wk3jRztp41aZw5qjaLCwtayHwN4qvZ8M17CAnYVhu+No5hYoyie+TIEZV3w/gcx+cktIsOdCXvY03bZK1Z0nLe07BnvibR4xww913yIbfRYFjeP4dZA6c5N+tZI5TrfRpdxosNtox1Vzba2Vgk9yJbHwsbJzC+KvBV5PHRZJ5ti5i0yX0t48evbcEjJ/rKYfdzS87wkNEGtd+4EXa2y9zYmd/MPzr4Vw7sgO2ZDuPAB3NccyBP28UfPvHBWLGtMrvPCR7jWF1dEdfVcNCGtmob5zqfquNazjo7aJvSrv12Q76e6wswt7HQ/GG7v54yX8QlV+TkQk60pznH09wjij+uMeaec8X8N7nGoF3OK3za80BvHvOy1k1qSZt7oKEUCL20BNCrtLab5KocttUkX+UgN3Jmfsk/rPKx+3OznWdb9vGBPihO5n7AA23TiDyAkef8Q0HbbMqQA/jzaLCxvSUJeMA25LiwTyzH0PbMN/0Kkge1f3Vpl5sUW04AsE1XnAhOgu0Sv8oqtXt+Uc6P+Vzm2+gDLj5oVMuHPhelHT+52Ltc9NMUbEA7p7vcELXfWKXfppGPcmckx4mINeWCngN5V1QZfdro256NqSSTH/BDyme+zcVIv8nFgJA+Ny/+6OMToEPf7n3bLhf1aooo36igw5htlxuUAoPP1o1iMYNy4KvCzkxwUYbafZv4ayl+5GKHl7GzKHWhTfqA9lpisyDgi3xti5j0bZfC3qb4JLhKQXCmNedinPMA4C3kYQI5/cl0okEejEcLI7EwTHLOyKGOC7/KAY8c0xTxAG0WFTBlPJnPpm3z4jjWOAUeYG9b+OPaGI6GOrpyVPjDB3O2kEUOOTz+ClzUiz4LGjbI7AxEypg6jTMW5j7doocc4M+28JOLKAV4IHyziCJjvjh3+ETe5T6hcMWppsm3Y64zhrbJ+Ysf25tjTVtAimmXnz0ljy7zK9IL3LjkZDubvJPMRV4680JLbOUgD+IDOwbh8WGeoHZ4vXu6BciIQ/FmbE108MOY8cM80bZjGwvaxGOs6KPDPGND37bsHlHf8iGWbaEL7F7PdhkXseA3bSPgJvKgyxxMswARd5KHBeVhNJeEygNHrsdBHk6mYfzNG96oy664XBz//b//N93ohtfXruVFDZup1o5crma6Kh7UmzyAtsEgD8JsSLZ5QG7yItvlIfR//Pef0+1vf7tsSK/nZf4D+qdPfDJa0uLSDrFxsZaX6LWJBdanTXht5MWTph4WdM2oUPq01S6oYLCgiaPvQWiPaTPUPCYbMnhjtXnYb7WeDZ6KKTFiU/XQQQYF/OcUAHvoVgzjy0FzQuBnHsTC37TJ609iTzcAH6BbKbkcC+gA8tFgUcDDJYFmlE39hR1qgknmbpwxzqPyiLu+MSf4AsQ9EbCZRxf/Xc7H8TCNfB6T5FL7E49yPgZa1/Exjj4g54pp4oGuHfXnOjrkoVwPXaDhYuYhyLyMlnfpwJFV8R+MjHLNtZG1o0UdWV3PPZ8rO/dKfl5jn2nuw1nw1BJqnGU1AfflZZcf0Gv++vV61O/8rh788EfpYY95nB766MfpQQ97lO772w8JfaR++6GP0AMf0uP+Fz5c93/ww3XfBz2s4D4PfIju/YAH67ce+GA94MEP1eMe/4d6wUteps996SuaJkYXaO6Y5r6nrgh+Z63lJWhhYSm1YV1fv/ibeuvbL4pdm5flqQaZx0nq8npexlayCfdb976HfuS2P5iX54FWs9HYZYOwyctorvJcZZ3a+G4yXtCGD37z135J4Otf/qKmqRc7d+3WkZU1TXPfTnNf/M2b3qKvfv1iDQZD8Vse08Q66/TTdMPrXVfT1Goe0qm3k6wJ0E996lP9miJpNByqS7z1rMNtY/W6nb70la/G5zdz/jPTTRvfrc48/RSdcerJJU/Fph0M5Hao93/gQ+K3Mrs8kOOjjd9x/K3npamJvB0M9bnPf0FH88I1XFjQevKgbkctMzjVD976ltq5OFIzWVOXL4S6vPwq8zDNvA0Go6h5C/oeZ6XLNTBVq0nmDeTuzJw5tlYXG8lu0koPI20c6OSFu41dk00HJy5f1Awb6ejhw4TW8s69eu+HPqa/e/f7tWPXnuS+Ul7slpYW1WXTYC2biHe702/ov/3Mf0rsce7OPnabeWk0VSIGSn6dJtm0nK4e0mI71a//8s/r137p58VfCR/lOcW2hsMFXX7wsBYWd+gDH/qIPvpP/6Sj2QQZRD6Nr42srxmS/Pgr8odzva1mE3iUHNdZi8bS4dWJJtSV1JiuXRD1Zkq7WVDXjGaYNkNNgrEHmgd1Fax1jeYBbx6T2Na6diw6Tg7UR+ixgAxUGT6mG/l2qX/IKqoOFD1olR2P4gtdKP62Az7yeeC3Yp5f28j6eK00WLhK6Jj7YLv+JPMOcoUKzLdrn3MEkEG3ID7xXXm05zHJ1T/NOaiUNui4BjZs0cd3BXHrmo1smnNcUXWg49xBimx5555S8z716c/qb97wJn31a1/XD//QbXWn3/gNscnZcD+DfFHV5v5uc99wDza5H5eyi3vw0m/JqZ2rRw/r//l//pV+5md/VjuzyfO+939A73rXu9S0medc69RINn5U7l5pkprWpZ6kiOh46FKneEYEVYc2oJgMUiebpkmzi7+JpnkuV442MYepv/RPBPSwty3bsUwqyYlcsauUPJEO4hdgE021qett26gJxbzLnFRMM1fshMBHt4sMCuA1TVNyJijtNr6hxB1nnVnLO57tkleXnKoeOoD+JO83YC2bQqvZUFrPmtRlDrrEWs06gQ7oYj+PGqNtkrsSoxOpSsx31hBLYv4maWOX7uYc55kdHjmgAzgP5A/gQ5kncsAH9gA7YDvr3kCjrFmjhZGGo6HaPPubeQyattEgNbpJfuvZ5AS21bZtyQMfgzb2Ocdt02Ttnmg98zXJvJH7KPzlpSX110wGl/HDj3HW8XWhpxxt04gYaarOCfniHx4UOeNjnLRtlzzqexI5Vb7t4g995NgDfFeqjYN8WjezeVfmnnUeGm7uTmte7gwDfuXhj3ESWznIm+sGisx2eRapseEhZy7RiUk+cZpJ6nK9AKUdMwH6FfClXpc28iY/yiaqXMZQc+8y13EsO/yA9pUwx0e/Aj3bYkxA2w6792m76MzbzbeVg35ITnlXcqFt9/a0M9RCTvSDHIDtEs/u7W3rqh62S3x7K8V+/tzQt3udGhPeiZBz4C1y27NgCJiECvoVdq9X+8ej9lY92zNV/M4632PD9pa8mRguUnuTXyfF3uTNhyUfMM/DDzywvU3f9ky96sCHaVvkAN92uQDIQTngoUcf2Jt+bJexRE0UAYoBRYI+dvisqLxKkdd2pfif90Fc24JX/UCxBfZmfGzhEZ8CRhu/tvNytTYbE3q2ERUQA1Q+tI4FPn7wCZ92jQ+POPBxVGXI4SGvfPoAf8jhA4oUix885PZmXvgD6AF08YkefCj+sEfOHCG3XQoBMoCu3c8h8rZJaU3fdjl3dk/xZ/fXAYUTYG/3ctrEQQ8/tukWwCMOHdpgXgcZQG67nAu7t2fsxMLG7nNHl3iAtu1Zrsphu/iYt9ExDtszPR3jwHdF9VXVnIblsgAyt9o47HCDYpcHO/Kf5uEBse2iz9irPxYzFjptO+C37s8FutWmtunbfSzanP86H8QuccsDUCdsqowwdm9nm265HrqsAl2CuunnuG0GkVkHDhzUW9/6ttI+6aR9+q8/+1+1b+8+sek8zcZ3lwVzcWkh8mlBrIVbEEbxPY0Of8XwJ37iJ9Q0ra644gq9JT6Hw5GYu6Udu7W493SNTjpjhmH6FYM9p6ndfaqaXafM4J37BbTjZGmZ9qnpn3JcNLs25bRBu/u0+Ds1vk/TIPHm0RIzaIgbOLGVmKBLzOnyPk2WTioYL+5Vs/uUYP9x4V3Jc+c+QZvdW/XaPacKvxX4r6hxBsmvTT6AnGo+vd5+HfEOHW02sTrYpYq14W6NF/ZqsnjSMTFe3Kfp0snBPnXLJ8+gHftVMV3aV+ST+MDX+miP8AtWB7u1mhirw8Q8DtZGuzWP9YU9W/rY4+t4qGM74uWMdVmHtVRwqFsUOFbUjBIAABAASURBVNwt6HA30hEt6Mh0pKNaECh9L2o82qVuaa8WTzpd48EuXXzFilaaJa0Ndqpd3ptXuYbL9eqj3Epd7K8eeFYEcdB/ir+NZlLbe9IeOVR5meI/HBnlpWA0bLVr57L27NldfjNhcWk5X2Yta2FhMevtQl4mFgodjUbZYNqppeVlodPJ4t90vezyK9S0Q6kZlPu0j9b/7LYkI9mOr5GaptEHPvABfehDHyr9Ni8iljTJhtWwtW5y4xvqP/70f9D+k/eJHFNOyktJzKO1+cH/DHngP+ecc/TLv/zLuuUtbyl+ix9Nahb1AXrRO96hT2ZTcZAXGiXgOLVn7949usUtbqHVvPCVOOHhcxgd/uri5ZdfLjetJqmDg8FQ/FZ307Zq2iDjQOfSSy/NOIZx2SXPsfj3Eq93wQVazwskNZXxgqpLe5p8m7x0haRqSvDabCK+//0f1NEjKxqm3aXmd6l7XXI67ZRTddsf/CENEndWl2NpZ97y4tqQPAP+LmHHwZxNl3NWAbu2ocQF5DrNfEAHg0YXXXSRvvylL+VcDcU61LZNzuW6+GdUfvzHfky/9mu/pr1792Z+4rFToV3GlfTLy47SIItx5ovrkHNxyin79Uu/+Au65a1uUeZxkjG2Gft6XmCHCyN97guf19uzgS23GowW4rTZ8KJr5Jiq0bhdSj1YVrPzZE1Sq8bDndp5ytlqd+0vdWNtsENrw2WtD4J2R+gOUTsKH1lsqG+sBRWsD9Rv0Nfp1NasHdpYR6DUcWdtGi+cpPFCX6Oh21HrMPV5mlpc63DVox4D+sgq0AXV/li0SXzvPEUnAr5Brc+rqaEVK+1OIQPEB9vjk0MFYwDk0sc8VWPWlcW9oXvF2jDeaB+LIl/dWGdWBjsF6vwyp4D+sSi8fs4z3qzptY0+QA7dDs5hxWRu3SeX9YXd6nacpOnyntC9hU6Wdmu8uEuVrgyWtJrrB6yNdmSMOwvQmS7s0kq+hZ12TWpJ/2XHgWzW799/mn7mZ/6rTtl/urjlNLWUxyyDTuX+a6BS5BO1A2uaLxsG2UDatXOnfi4bkPv27dfBA4f05je9NfpODRppPZvs1NFpcebce1N1XVdgW3aPuC0fZINsMJZOfrS5l0Ga5VNldm/XNM3MB22Aj4pilB+1b/d2Yc0+tks7j6TJO+PbyA8bBLYzV4kjpW5PZvHs3i7sGa+2oQAfwHbxQX7aOOzeHvkGa+YHHoCPTYXt4oc5sT3bbGJehu1Amdgin9dHFzTR71KP+SdE0IcHiMO7GzVTOViL4CED+Ao7rjfPW+1T3ydZf6DzQG67jAc+OoA2vu1ehh59YFvEIzf66NNnjSUHO9dUrg1yRWZbyAB6ygEf3TRL7MpnTFWGb9slFnL04SEH/PLQajZymQ9APPpQ5Hafu21xYAvFD/7qGOHXNnJgu5wf5UA+j7CKDD927pWN69D2jK+Nw3YZn+3CwQ+xan7kwTxC8YcSlL7d+0YfO9vFFzr05wHP7uX2VooM3eqHvm1I8Wd7C0VgG1KAbQUM22Wc8DR32C5+yB9U0bwebYCMfKDA7m1pg6pD++rgqtjbW2PWOHbPx8c8kNuGlHGWxgl+NNtlOJvnbe8js/sAtL8TmGS717d7ig1+Ae1/CeCrAn+2r9IE2L2efWyKLy4CbgbajAcQi0IAz960pX8iYFeBHr5s0yywvSVvbjwwr2f3OvCKUX5Un5WGVT7b+3Zva3t2g1Qdxqkc9GkDYodVChzxmAfktsuCgazCdm3OKD6qDfagCikg9G3Pxmy7xKIQ8wJIscSH3evYLnnDYzMHe+WwNwv4PI+ia1uMw3Ye7Nfz4rWaB45p4eHH3ixi5ATgx23JhT6ofhk/YwJ8I8pvHZIvL0qOEbZgkm/aBllIscOGXOo1Aw+f8PCDPjogLsp8tE1TxoouPIC8IIsvlIUYPj7whX982S65w7Nd/MAH+CM2bXzMQxvHdh42ttW4Udu0heYJrMyjciBnjut4wyoy8iE3/JGrZbUbD2LYwFcOO5KgiTzdjZ+0eqB3LOAbfwv5JpJzwJgYM1b0sYEH4M3DtrBHx+7jI0cXwEcOaNu9DnlvAp7kxnkhH4ljmjds/oOJSy+9TAujJV3vguvr3HOvLf6TiYMHD8h5Olza2HzslIdAJjLIVZh5xUOnaRZs4o5zDf1gXsJPO/107di5S294wxv0R3/8J3rYwx+pRzzqseW3uR78yN8V+O2H/47AAx76GIH7P+TRetAjHlcA/4EPe+yMj/wBD320HvjwxwSPPSZ++xG/U/gPemR8bODBj0qs4MJH/54KHhV6AhC34gHJi5zA/S58lO774EfoXg+8UPd8wIMLtrfp3+P+DxK4+/1+WxV3u+8DSxt6vwsfqfvFF8DvPIh3j/tdKHD3+z5Yd/utB+mu9/lt3eXeDyy4873uH98Pjq8e97j/haUNBXe/34N119/67SvhLvd5YM+7zwN0t/v+dvCgGbC5230fVPzUdvWB3Z3v/QDdKXHveM/76Y73uK9+8+6/FUCPjTveA70ed7rn/WPTtyufMeDveLhj4vwmcYLfSKw73O0++vW73rvgDne9l37zbsFd76nfuMs90u7pHe58dxWE9wu/9hv6+V+5g37u539F//NXf11/8GdP0rcuP6zRjj3l5a9TwwX7PWDjTdBx8d0iJvWT26U2pfhxSavTysoRNbnf9u7ZpT38T8d58+zysqlunBewtdlDf6ldeSHYTqkl09Ra6vzu3Xu0f/8pZUOSesP9qbmDGgHQhyKiBo3H47LWvO1tbyu1jxijbG6urByV8oY8TO34pZ//n9q1vKRDqQ/ra6t54W00aBqGIo4MKSRzlZ98UmJEjG994xs68/QzdJc73Ult02jl6FFRm8iBOJdddpnY+FyfjDUY5qUudWaSmLfIJtdwNMh6uCaitE2jpaUlfSP+Pv2Zz2q4MNLK2lrqWhsLaVxezLrS5j/RsS3mJKlrLRuZP/SDt9HNbnbTsrYy3iZy8jh05LA+/elPi/H2a3mnJi/6g2x2rqe2jSdd+S1JxlNtGPfayop+4Na30qmnnpJzeFS25SaZWmraJmOfpnaPMxWbc5LOVf7YLj63GzCn8Cq1nTlaT7yujMG2vvnNS/T3f//32rFjWczzMOMZZW75T2l4Fvi1X/1V7d+3T9+4+OtyZgwoc57LcNannZOvQcYyGa+rsXTx17+mc845W//9v/63qE8yvkmJzV/fY04Hg6H+7u/fpUkma9rFwC2pXmPImdTlh1bULOzUNy49pMf94Z/pV37jzvpvv/Sr+uVfv5N+/U5302/e/d664902MGvfK7wg/TulLt1po67d+V4PKHWZ+kydpl4Dajeo7VrP7546e/+HPkr3zzp2PNzzAQ9Jjb+w1GPqcq3F1GFATQa0AW1Q21Uf2wrqOqAPPRHu86CHq+JeD3xo1ruHZq17SAFrTJVBfyvr4X0vzHr2kEfpfgFjqpQ2eODDHyvW5R6P1YWsxRvr70Me/fuquHCOR5vng/oswHMAeEDW4825zBqYNfLuQZ3neUobIK+4R9bHB2TuKx74sMcI1D50vn//jOl+jG8D973w4RnnI3L+Hlno/R7St+//0EcWHvQ+D3po5u+hqrrzOg94yMP1mN/5fV144cP0mMc8Ts9+1vN02WUHdP5519Wtb32bfGF7MPdR7j5KxFRlQ85ZKLIE9O3U9fX1VS0sDNW2uZ/yJRX/sdf51z5f5517nnYs79InPvHJPLcdzb2/kPtxWu5Hpw6pUalDmjtsy+4BmxrSoEsnoA3SLB/a43y5QA2xXdaIYeoifHjc87RRhvKcC6VvR79tS/1BF9h9bNtCbzAYFJ/Y2Z7pKge5TVLTAe2wysd25qItwIdy2L1f9IDt4t/u+cpBfPLFX7plXWV9oA2wA7SrX/q0GTOwjbjEJve2aYVOBULbRY6dchAXoDPPo99mfqBRK+cFn6xDNRa5IseeNqBdgQxbaIXt4ss2Ik2ytk+yjnXTXGT5pNyLNqhtKEBvOpnK+VP6G/NPPPzj0DZE5MJ8MibbZb7Jn75y2C5zjB628BnXvA5+6TMPyKGAdgU6AB+ANj4rEmr2QQ5g2H2e9EHl2Vv5xEFWYVt2D3iMkZi2y7VKvtjgE9n2fOmjA0UPHwB9KLANKbC9JV5hzv2odrbLHNtW5UFt61iH3fNtF//H07F9LFGJUf3b3uLD3uyjA+ad2J7vfsc29swxoA1q+zsaRwH9kC2fyrNdcrc9k1dZpTPBMRoNSvNAZ3sf3tWFvZnYdh/E2c7b3rc9G6B95Tb6+GFCK+jbLoWK9okwfxFr24EM2C4S2hQwQJubFN8I6VfY/UWMzHbJHx365Ai1PcsPHr6g27GWlwBegrgZ5+0oNuSh73DgD1v8QKsPzIhJznafo71JkWOLPqCNPtR2KX7kQB+gA+xNH7ZLIa126FXAA7bLPJAH9owV0IaHPgUHkD828G2Xlx27j0dBAuSELkBP3+Gw+3NFHFTxgS2UPjGR2S4FCp92H1M5HNQPOW8H9qk2xRa/5Idv9Bin3XugTxxAG65tNW7EAQ8ZwJ9ttU0zu7aUA52QwiMG8TjvtktxRwbgA3xhMw94gBjwJ1lgobZV/oQ2geOo10ujfliA0y5ydALOF3roOx6Yv6jEfTcDfdvKaGSHgoyNMdgWBzngp8sCLhb7MG0XfTs0sXmpq3roAuJzDhgHbezhA3RjqTZzzDeuYNC0pd/IKnESC78V8GtbeYqYBs0g3KhnRLnep3mRX9aXv/zVbHBI/LXHG9/oJmqaJuOd5r7hobDRcNTkG/bLpPJterzk4VfxZVt2E930psp5G+YBeVF7955UHoL5q4vPf/4L9IpX/KVe9JKX6SUvf6Ve8pevOi5e8NKXC7zwZa8QeNHL/3JO99V6ySti+4r4CF6Knw1a2y97JTq9/CWRvTj24EX4i+8XzgEeMvQqsK94+ateo1e8+q8K/vI1f61X/tXr9Lo3vFmve+ObrhJe+4Y36q//5g0Ff/X6v9Ffve4Ns/zJF9RYUOK99g1viu83F7z+TW8R+Js3v1XgDW95u97yt+8M3lHw5rdfJPCmt/2tKt7yt+8oMigy6CbeqTe99aLgb/XG+HrTW2O3gdp/89su0lve/o4Z3pp4b7vo7wTe/s536W3v+Psg/XccG2+96J06Ed4e+7e/8+91PFz09/8g8I53vVvgnf/wj/q7d7+nxz+8R//wj+/Vu9/T4x/Cf1fkf18Rm3f+3bv04Y99vPz1z7dkLG/924v06c99XqvrEw1GC7lidQ0fTvx5dOlvgk2i8Zj/dOTbOnzoCjkb/ksLAy0ttFoYtuKvF/NXn9ay6VcxXl/LfdtjNBjEphP148jhw+LffFpdXS2//U8tp4YAbRy0wUZXpfbkRYMvy9i425eNKWoPtYism2xM7dm1rB/7kdtpNGw0ymbWWjZNHX7bKC/KXYmvjZkG9YUTAAAQAElEQVTulFZqhMJVjoVsZK5lI/P2P3xbnX/ta6tLLIdPjsPyMtvqfe97f17GD4g9K8V2PBnrJje9qfafcorW19azjjj1Zqo2L2zk9cEPfkhtNruUOjTOC7ubVuvxy5ciBw8e1Ec+8pHUuKUyR2zuLo0GutUtbq6b3eRGGib/Li/2Teo3cHy8+x/fk3q3UMop/+kMG2j4HKe2XvLty/W5z38ptW0xczVJ7XXGPFU3nehHbn+7QlnDBhmLMh+T8KOgQc7dtJtkpCf+dMl/XsOO/2CeR9s2ZAuwHQxy/iOjbVvMz2c/+1n98z//c5mDTLgGqf+r2fidZl5vnk3Ym97kxrri8kvLb9kyDnSUOu+CLjE6NQnH3A3bRpd88+Kiu3vXjpyPVd3mB26tU/afrAw+zzgrqf8L4jdvd+7aLTaH+c+CMnWabBtbHF/pY1v28XElg++CwUh27zlJ1IJ3v+d9euoznpla+Da9530f0Ps++EG9/aJ36KJ3vFN/m9oGLgq96J1/F14QCu8t2+orNbbW3je+9e2lTlOrj4236VV//Xq9+rWvD33dlQAfHwCf+K7xqKm1XSlygC7A7thx+/UDGevJiYDOG97yNgH8AXwDYr3yr15b8oaCv8y6WNdI1i/a0IqXZo0G/fr6Kr30L18dvCrr4Cu3AB1Q1+T5dRk+YI183RvfXNZExkB7O+bXzyvL3qyXJf7LktM8Xv7KV4f/qhnog1ew/gd/mWcA8MpXv1Yve2X0gpe/6tV5LniNKn3Fq1+jv3zNX6ms81nrX/O616vi1a99XeYs8/ZXf63Xvu5v9OrM2Stf9VepyRMtL+3SBRfcQLt37dXy8g5xi6SUlqva+dnKcm4e0EQ4aJUvUI6Ue/jo0SNaWlwqX6xc/3rXzxcfa7r80gO65FuXpTYO1bSt1vI83MSIv/XCTdyJuyCOj/OhbkxTDwG1A9AGyACFkWdKKKAN5tv0m+QOZm2nl3u7hrYztqD43GA2G3UYHjEB7Xn+hmrmKqPJnNR+pbZLEztgW7YLjx/wql/alQcFlUcbzPeZD9siH/h1vVQOeLwjoTMP9AAx+Q0/1gfkMSl+sGtzrqjdvCPbLnUb39ghB+gD2zM7+AB7oBzEmbdlXcU3ehHnMrDaptEgMdumKf1MpqaTSUHb9Lx13uUDZGAtzxFs0hKHGIwDMBZ8E0M5bJf5tjcpcuwijqtO2GPH+ODZvW71gbzyoegB+IA2fECb8TL3tG2X+dHGYfe+6SKv9uQE5nno2IZcCXbPRx9hpbbLePEFH//kU8dnu4wZHnLsKujPw+592Z5nF3ts8ImAWBX0iYmc9omAje2Sr+2iil1FYcz9wO88bM9s7Su350yvdnM+F3szBvyr6hTdeVQ7u/dH3+7PC+2qS/tEaLYLtxva3q5STt6VmFeRYXs24VfR5Cqp1byhGNh9HNrwuq4redOuPCiwDdkCe5OHDZhXoA/g2d4ypspHxgUK7P7kVJntclPb1vxhu/CxAehzwUIB7XnYLrG17bB7Pj4QYYM9fQqX3edDG1Q+FNjGrORSi/j8Dc+Na7sUPvyCYrDtB74pgvisItp2bwvPdhkDPojByxOFmDbFHtjOC8pYFEXbeWAYFBt0GBsUGcAPIEdsaSOH0l9YWCjjYnOI/HJhyEmkbZoZHfLiER6LBC+f5aUqcdumKYtN2/S05JqFZLzxTWZM4sNZhCLPgoSfEkMqiyA52RY85oV8aNc5UQ5yIdfpZFrml/ERnwUNarssdtjjD107vOQMD9h4UbGPS9k+JvBd5fgp/TyE2M7L5CBT0z9gdXloQ9blYQq9grTJnWcwcmXumSv0bJdzxLjahnk1YQqwJW/OCQzbQkM50LJdzg++bZe8lcN2fqr08Wv3MYjH9UJ8+MypcsCj30QPOmjaMu+2i394GWA+fW3QxkF+FegAu49d+cQEk7x0JqG8Wnbl2lzLdbBjeWf5K4WrK6t5AJFOOmmfpuOp+Osio4VhpmuaSImZzRDRyxNyFw/TUBBhXDYhLtfMgM0AOQ/EqwWn7D9Vp512uvbF766dO7R757L25OV17+6dOmnPLu3bu1snn7RH+/ftneGUk0/Sqfv36fRT9+uM007RWWecprPPDKBnnK5zzjxDZ29Q2hXwwFmnn6YzTztVZ5x6ik7Ly/GpJ+9TQXxCKw86j9NP2V9ssMXPtc46U+eefZaufc7ZOu/cs5PPyUWO36o738YOwAO0Ae0zTtuvc8/p/eGzAt8VxGQsNe75515L17n2ubrg/POCa+taZ50xwzlnnp55OD3zcNoM1z6HXHucd62zk3ffrvzzM4bzzj0nYzlH10Y+h3Nje62zzxSgff61r6XrnHeuLrjOebredc8PztP1Lzhf10/7eLjg/Gur4rrYzvWvd53IQBkL4zk2rncdYlxHN7zeBeV//OR//bzpjW6om934Brr5jW8Y3CDtG+qmN7qBbhoe/Jve6Pq6SXDrW9xM10++51/7HN3m1rfQT/6rH9f5GePiqNXRw4dyVfb1IRfrNfTJfZmdNTt0I4P+Hu3vsfW1ldTAsSbj3DtHDyXnK3Tpt7+hb3z9y/rWxV/NBuRRsYG3mk2/tbyArq+mf/Sw1tNfz8beeO2oxvExXl3RauST9VUNGutIxj5om1I7NsKWdh+7K23bZc1ayHrDbxZeeumlpe5QN6hVbI6uJd7Ncg5271hSN15XCkU24ZQX4QWNsxGq1ASnRkCJk9IcUjiFMmqHuWNpWT9y+9tnrIxbJQ4vZ8PhMBt8n9ell10mcpuyaWeJv+573eteV910knOYsKlj/CZem1rzvvd/QAcPHdbC8g6NswYNFxbFX5WGfvbzn9fXLr64vKSvZk7GmY/zcl2fefqpqSmn64zUCfyM86LeJa8u3j/4oQ/paNbIxeRIP+yMyGVT8pOf+kxyuyIbkAua5IWtCyapodSQm974xhlP8ku+bdZS/FEfJ8l1kE2ATG/m4Op9bMvexPG8MA7mcEJeQZO17Ktf/Wo2O9ZEPuOcs4XRUGuZi/VsYv+bn/zJ1PmRmIM210l/psqoE6IrCLtQzhvneM+uXWLMjH2aeTsrtfiCC66bsU/79Sox3bSSmzKPH/+nT4hz4Sbrs6xr6iDyoYNXaHlhVGrUv/qR2+vW2Yg+df9enXnqyak319F1cm1c97xzdN3Uj+tUnHet9EFqYWradVKPwXnXOke1hp+TOQDUbeg8qOk9TtP51N7Uo/O2ofLPyHp3FtdmcE7qO/We2o38Osltux2yc1OztwM7AB9acXZZPzfXi+39k1mLg1P27dWpWYNPP4X1br/OZA1OTje83nV1gwuuU3C91FlqPHmRH7nVNv2aG+MgDuM6LevvaVmPWTvnAQ+wNgPaZ2TtPiv3J3PHvIJqg7y2ofTBfJt+9UX7tMQ+K2M4Kz7PzLPBPOABYgLaNe65G+s/4+lxps671lkF9Rq5LtdIcIOsj+D61z1PF5x/ruCfz5qLfs79yXkOOf20PLucfXaev8Zqcp8cSu1aWV3Ls9JKuTW43xpbbNxxz4Emz1tKLRwOGg0G1kpq/ij3sXKMBiMtjBYj7nIPSkePrmqSOti2A7WpQ03uxy56/ZchaWx8qAcVsGxDZjalkx/Y4ydFsMhsJ85U1BpArYlaxtKUGjPvk/Y0z90AHfwwNmD38dDBxzxFFxtgu8QdDAYlBvkA5cAGoFd9hC3bW3KpOujRRgcf5EObcbD+ILNd7OHTr6BfkAXBadj81CyOnX4m2nbJUxuH7ZI/sezNNn7JRzmgrLGsveS1vr6eL3NWS91mXLaLD2y07bATNzxk2FP/iRVWyQ3f+MB/r7mZMzbIGf9aNhuJjT2gjQ8osF3mxXYZHzE4J1DlwA9Is3yICejYLtcMusQkHvlAkeMfGW18YIdsnsJHDvABxQ7YLmOFb2/mafdtdLFHDujbmzJ4AD6wDZn5pGM7915/DeKL/AB2zMMoX67afR7I4WMHaAP49O1j+7c9m2PbqG4BPmDYLudAGwf8ig3WFoKsMmzPYlQeFB3bNK8EZKAKbG/xYff9Kp/XhWdvlcM7Fuxez3YR2y7j5BwDXcWD+POoZvam38o7ll6Vbae85c54trdMAgL7yjz4NQjtq4Kqbx/b31XxcSwd/MK3t/rlwgTITgTsK9AHtQ+tfXzQ5iYHyDiBthEVIAfIYNibMtvlxNs9z3aZa3wAe7NP4QDwK2yrHsSohcTu+XZP0bH7tu0SEx/Vn93LlMPebKdbPvaVebUQEBdftstiyTgrinF+1H6l6FNMiA/PtvAH7M1Ytkuu6GGjHMTDNs1SuOAjr33atosdvlfzkgOws10KNG1k2jhsl3nf6KptmqJXfVMAmVv66GAL5tu1b/cxah8dYLvkmx+lwNouMbhuJutjKZt5rZu8aDYlF9uYlfZg4wGHhxPysK0mUA7bRYe+3beJDSKefWofyjwzB/hiLpkzxghYFG2LsVZY/dE2jZCjX38Lk/HgSznm9bGpiKjPMfbotE3GKKRIMvQ8PJEXPduyLTSUwwEykGaREY8+D4/o4dNGEw2Vh0rmUzlsFxt7k47yAs4YWme+N+bWdrRVdJWDGMxHOT95ySzxomN7pgOvIiaFb0feWJPpOFPTidyQ4Yu/rumMbDgc6eKvfyP3y0QcXR5kORfr2VxYWl4Oq4ttNprzEJaWZEn4LWiK3eWXXa4jR45q0A51netcV4961KN14YUX6rGPfoSe9hd/pGf8xR/q6X/+B4XSfuYTeh7tFz7jiQIvePoTCqVd8aJnPqnw5umx2lV/nqIHCu+ZibGBFzzjCXr+0/9CUEC7gj54YdVNTi977tP10uc8TVCwvU0fIJvHK57/TIEXP+vJeslznqIXP/vJBS961pNUQZyXPS++N/Dy5z9d4BUveEahtF/5omfqL1/4jILahgL4L3kO/vH9pPh/UmL1/cJPzJc8+yk6EchvHvO6L33OUzPu4HnHx0uf+xS9bE5Ov+Jlz31a5u6pJ8R8PNrkAq2g/6JnPUWcyxdlLC+mHbz42U/LuJ6m5+UcvTxz/aoXPUcvfOaT9aD73l3XOn2fRtNV7RjmUqVQ6Zo6nFsFNFsToFiE02Xz7siRw/p//tWP6YEPuJ9++4H3031/61668EH318Mf8iA94mEP1m/d8266zz3u1tN73lX3ufud076r7n33u4R/V93rrncuuPfdI4vuXe/0m/pvP/czOimb/ZPxGlGCzU/HfRxUDjWBusumle3cz+NSJ+A7c9dN1nXzm944a0GXzdFDWs9G1jCba0ruoAud/9Kn+s3A88lG6KFDWcOc2tDoNre5TWgr6iG1mzrTtK2uOHCFvv71r5e41X6Sjcfb3+6HlfKVPU82PjtN8iXJKPXq05/+jD7/+S+qyQv3lM3dpi1th77nve/TejbJ3Fptm/qUzdkf/qEf0DCO9uzepRvf8AaapoZSU5WDsX/5K1/VZz77tAOSwAAAEABJREFUObXDodrBsPhayzrY5EX/fR/8sFbXJpmJRkPiZXPRyY3fpjwtm1jMURPf5DvJ2tEOBmJcbXjMj2Kpq3HYLla2yzzam7QINn6UWJnDMWOODuP54he/WJ5h0pWjN8km5Gg4UBsGvwFJbmnq8MGDkXc9ck2UscQA2iPGOb879uwum9uHDx0MY6KdO5d1k5vcpIyzybVAbOJOOwl88ctflTxQ0wykeNc1dDibOMNuXQta002vd57+7PG/oxemHr/6xc9NfX2mnvu0v0i9fErq5lP04tS6lwQvfvZTU1eeGh715ampXU/TS5/71KIHraBu04bOA948nve0P1PF85/+51l7elTei5/9pKwHT0y8JxWUur1R04/XfmlqbsXLn/+0jGUTlX9V6V9urC3Hoy961hNTV59wXLzgGX9RZNB5vPCZvc383Byv/fKNda9S1r8KbF6a+a+U9jzgzwPZS7LeVvBcAcpzwNyzBjxQ+bUNrXhhngNelDWlrDnHoMhe8PQn6lh4/tOekOvrSXrG056sJz/pifqdxz6mfKkyGg31ta9/rTyTKTdhPiEOpMaSUy+c6za7i+q6cerxmhYWR5qm5oxSn/gttZV8cfyNi7+hpXxhsriwpL17T4reJPrScDQq9U+N4mkq2wVd7u8KbRy2S6tN/QClkx+0QZrFtlK716dffc1T+AAetIl+o00bWjY/kfaYjiflGblporkhw34evWbGszGG+T5te6tPeNhT4+s46APiwIOiZzt1qplBOdALEfnzvkO7+EqO1Dm7j2dbyEeDYXkX2e4TXda5Uc4JMnxQr23Lds7ZuFDbJb5yoAPIwXbOaZdzPy0UHsAHNRcwloqYF1346NAH+KMP6Nt9fDv5DwYlB/IjV3Imhu2yhqznyzbsbZcxooMuPGT4ow/FP3zbdLPhvl58230fPfwDFNDFH/NTgQzQX877Bzbkgy7Udtb1dgZ4ymH3MdIsH/TJB3sY6M0DHjJ4tO3eHjsA33Y5L3Yv09xhu8jQww/nAKoc8GzP5PSVw+7P57H687yozubN3oyNTkXVgVbePN3Op2+75FTzVA5sQmYf2yU2OqAKtuvRB7aryuwarYx5+8rbTvFRgcx2iW/3FN6JYLuI7Z7Ssfu23c83PGJAbX9X/lMDNg2+Wwc1KHbfDWwXdbunpfM9/rC95eRzkXODKIftMilpXokyBnSh86g82+KGBbZLAULGyV9YWCj+7E0+MZHXWPisbbvPwzasckGhux3YVFDskNO3XcbIzUg+QDns3l+as4/d87CrTNrkh09AG99QQBudeaysrJQH4SonJmD8FLHqG4pdpbTxRxwo9gA++QPbZQ7g2S4FGJ/MK4UTHWQUYnzAA/DwRayF0YJGw5HaplXH03ke0gftQEMWrYDfQsuTQhayQdHhtx7X8u3oNBtBLG525ikLL20wzoLAb/HlxpA2+G3TlMUymuryEgR4yYKOhkORE3PSJofGjcgPGWOv89fmIWQxuTI22uSPDD+0sSEmMnzY/dy0TWIH5NY2TcbQMOzZdWiTlco5Ih7AH/OFIvFowyu+44P5pD/Kwm27+Kz+bZexosuYmEto2/TjUg7bQg7woxz1esAn+nbyyvwx94wNkEe4xT/xhlmcGXPMBR+decDHP3a0bcs2zTLH8BkveTBOzgP22JDP8tJS0VOuC/joA2wqyBVdnKIDxR98/KEPkAHbJQds0BstjMq3ql1eJMtfp8g8HTxwQPtO2qtdO3fmGprq05/6ZHlYYDrctML2yNEVObp5vxeYRpg01clJYQNutHv3Hn3oQx/WxV+7WPjlP5v4Nz/5E/rxH/0x/bt/85O69U1uoFvf+IKCW93ourrlDa+zBdc/9wyB613rdF1wzmm67tmn6jpnnVJw/pmn6NxsJl3rtJM0j8qDnnPq3iKjfe0zTtb5sb0ufoILzjk9/vB5WvydKvxVnHfGfoHrnLXJv/bpJ+vc0/bpWqeepHNO2Ru6T2edvEdn799b6PY2/TP37VYFfXTnce5pJ8dP8o9P/AJ8n70fv3t06u4lnbJrsWD/zgWdvGOkk5YGM5ycXbT9O0fhDwtoV5yyayH2iwWn7Vkq9NTdfb/QPYs6OTr747cC/xX7loc6bc9ywakbeaA3Lyf+yTuHOh5O2b2g/btGM9CvODn8k8n9O9ijj499OwYCJy232rvUaPdCo5gX7Ep716jRrsVWuzdA+6TlkfYEuxYHOnnXkk7evay1w1dofDSbJdk8My9zurpHt2EIvXqwveGjp3iBwf3o3E38Ndd/91P/Rve5xz11t7vcUXf4X7+ie97tLrrH3e6s//XLvxjeb+oed72j7n7n3yy4251+Q3e70x109+Bud/x13fkOv6o7/vqv6M6/+Wu6513vFN076X/815/RaafsE78x2UclYm713MNd0Pf6n23qPvX229/+tmodQUJt4a8zj7LBtGfXTi0tLmSNsnYsp2blZfjSSy7R0tJinPYvR9hswca49+7Z0/+mZIrHmaefrp07dqbWjLMeTLWcFwylnhw5erRsQJLLIDUX09VsdN72tj+otsksJd4geTapR+hc8u1L9YUvfVnjSaf1+K1Yzabhhz78YXGMs8k4Gg2z6dbpVje/WaIk3tKCrnfBddXE5yDjagdDDYaj8tuU//zJT2kl624XTSfWytqqxllLP/Xpz5Y408QZsR4llzYbyDe8wQVazsZAsiNcNinXRL0cZQ0tjJzbSXLo21ftp92fLXsrPZ617YylKZgmV+aG8/v5z38+85sX+8gXc94OXH6FWH927dpVzt96vlxiI+OkrAFd1gXNji6tHowLLGY8l379Yg3yzHLqKfu1vrau1Zyb888/T3Ff4rDhOynXlbW+PsmXUStlLieZszi8xj7kv7ww0PqRgzp8+SU66/T92rXQ6oz9e3V26vL+1Lz9e5Z1ygb2p3acsmdH+sHuIPyTUz+pz9RHauUZJ+0UOHPfrqwJu0ubfsXpe3doHmedjN6urCG7o9+3Kw965r6dWT92xg92y6nFS6WOU9sBdX07Tt+7nBib2C6f759x0o7i+3iUHECVY3tq1hBi79+Zuh7QhoeM2OiSN3ZQQPvs/buzbu7Jere34Nys22dvrHPbaV0Dzz1tX3RPKqi8s07enTnZVcB6WXUqhQfoz2OeRxtch+eJs0/R+Wftn+E66W8H8vPOPFnXPmNfnjmSz2mM4aSctz06O88C4KyMZTtO43xzTeR6ODN5I0f3nKz352Rs551zlm520xvpxje+oc466wwdPXpY3/jG1/XVr31Vi0sjqZHKX5dW7ru0Vf4ByGl6U7Ezt5Y6xL/FuzPPagfy3HbyyfvFv5t7ySXfzpdB66mhO3R66uokG3k8Mw7zvL+2vlpqgpsm96h1oqPWqC73L21AGxvagDa1l9oMaFNviIcM2L5SLNv9mpJ3mS4oevlhu+RHvVIO/NEG6ZZnYvwTG9AGNS/bxd520dUxDnSxmc+XPnzijFLLFxcXi6XtmT/lQCekjCejKl9YTfIFD/ZNdJHRJjfaBTl90MrHB2CO0AO00eEcUY/JAb7t8o5Gn3ztflzY28lgDtgDZMQ6mrVznXfCrDXwgO2yebic9dU26rN5Yq6JQ/w6fuzJDRnKa2tros881Xzo8z64urpaaj66jMN2mTv6xAZ2H5P86CsHfoi5lHce7MLKWrFewByghz65APr4tPu5QAdgB5/coOhVIKttKPq2y3mkj38oQLfa065ABujbLtcvbXSJCWjjC/8AfduoFf15HnoI7F5OG32o7XJeah8esF1ytl3m1rY40MMf1HbRoY1sOyq/6le53dvZPa38Su2eb7vExg9QDmhFuls+83zatrfIj9chv3lgO4/j2VW+7TIP9O0rt/GFfyiY1+M80j8RGoQYVlRn8G1Djgt78wRX+2NRHJAMQL49BnxQLz700eFCg9oWNxhy7OFD7Z5v93naPZ23wRewXU647dmEKgc+gd3z7Z7CA3bfj2q5mG0XP8SgWChHzQV9ig8FwHa5WSgs3PBQbOo40a2AFzel8KCDP8A40WHs+IUip4BVGbbw8A+PdqXVp92PARnABl/EQKcCGbAt4jIOChp6tClwxEEHOQWTvGyXual+q+6OHTtEEWaesCMmtsyH3edEWzlsl/GTO/EAulC717V7GvVyDtmoO3TwYF7A1jXMi9Vyiu/iwoLapimL2lqKeds0YlEDjmHbNHnYb4UeY2MM5EXu5AgF5KEc6DAexose44XSt13OcdWFR77rGwsMftAfjUYa5WXMdll46piL36ZVJk9HjxxJNGmSBx345DLNokd7lIeeGhOfgDjMK/6LYX4U3Sz8tkteYW1sjvXf8jFWYuMLH+t5IcQGX3UMvIjSR/fQwUNlntmU5ZrDn22hix/OD7wK+uSNbJIHiknG0uZlE3/I2qYRffTp2xt55uEMnu0Sr7TzwJH3UA2aVq2bGb/IotcEbdOIceCfuORV5WwAk4fykoaceFDbYj65Xtqmt8dHmzyZF0AfXfzZLjHgoWNv5ogOcZlDux9LlxfOprHOOP208kA8Gg300Y9+RF/4whfUDgZa4+V0PNWuPXt1JPPfNY0GeQnl31pbz0vuYLiQb9gnOnzkaF5qF/MAMdY73/l3GuYaaJPjrW5xSx3MeRnnIfjQgcs0Xct1s3ZY3eohTVcOzkAfeL2XQ0F2jwSqbjteVTteKWjWj8rxV6HVwzN+lcEDRSe+8Vna2+zQ6VYOFX/VFjoPrx2N/zU1GcvxMJyOBQbZ7ELHaytb9PFBrO1w8pmPNd+u420n8TU+qiaYb9Mv48r44FcMpquqgNfEHl+O/bHQRr/y0T0WPMmcH8ce2+028CrIE5ADmB9jbTMPFZVXaTtZVTNdD8Z5Fwvt1tRu9JvMO3A31oTrIrQb58F59aiGjXJPToNO1omPbuPePpaWbeUTQI+Pamtv1YGPf+7Npm0lN6KvHLbzU7l/1nK/t7mfrtCRQwc1CPvwwSt0NO3J+krZPFk/ciAbqoc0OXpI3cphTUMnuXYnuZ+UsWenUdPVIzp68DKNw9+5NFQX29ZTtbnXCUSt4B5dz8uK3dcCag6yJvc4fGooayj3MTz0qbc7dywriWsyGWsajAaDvPguZyNq9Zhzg0/GCabZsOO3XI4cOazTTj1VC6n/+MX/ejYMbWcjc0kXX3xx7yvG61kXFxeGOvusM3Xd864tpUY6r+Rr4aepYerRW9/2drkZaLSQGpR6Be9LX/mKPv6JT5T/hGec+r6el/eT9u7WzW5yQx09fCDze4V+6t/+ZCJMxYubMzfrGU87HOhd7/7H+FrSKC+lK9lkW1hc0le++jV98jOf1eKOnZqk9jH2duPa+tf/6sczF+vqMr44VNO0atpBNt5W1Q6GOa/rGnLOEZ4AtmdS5qvJubBd5gKB7bImwx+mxjKuSdbdNr6nyQn+auaFdRbeWtb2st8WeroAABAASURBVHE8Gkm5tg+nFrPReOjggczLYnnewYftnM8JIaLWFcqPLutDF7suEw3lHPElE7Evv/xyLWV+iH/SSSepbZv4GKsdtKVNPoNcG9++9DLJTXgDHeuw+/HZPpb4u+LZJ/CR+RnnGuCeWhwNdCTr0ah1Nm5yr+RLilYTebI2Q7PRFnTa8wdpU7sAdYlaVWlt0wfb+6X2UYMD2v9SqLW/0nm/bWLNY15W29UOWnnVpq4f22mVV1rt8PEdkbWOudkO5uw7oUs9A3X9nPcBb74/74vz1ebZAR56FVWf/jRfUtV+peiDNs8c/RhX84ywsm1NX5GyzoC65rPu0we0Cz/xU5hTJ1O3cz3d9od/QIOhdUWuw7+96G3lvuELgpVs6LfDVsOFgQ4ePqhx1rKdu3b0NWRhQcPUO74QXsi9t5b6/bnPfU6f+tSn1KR+8e+xtm5Si8ZSrnfqeLtRG7hPuScBN1XTNBrk/uReRkc57FTW3O/0qSHI0a81wu7l8AA1IWZb/GALj3jI6RMLfXj4BKwD+B0kP3TIFTt4yOrzdCPDTv1oS72ynaFNZzwa2FDr8EMfEBPQtl1yXF3JuYu/0SBrYjZBx6ntXahS39bzfEtMQMx5ICd//APmZjHnwnZ5n2NczKPtcp7GOS/YEwda54FcyJW88AGfvPGNzHauj9UC4jBP6KPHux06oOrjp+qhix4yKHxyIo7dzxm+4POeiww9codix9phW7ZFXsiIuyPvxtitZP62+7BNSuX84NPu++SGAL+2y7mjjw68K664QqwhtMkR//gmF9oV9mbujLHqsqFKn7Wbawc72yKu3dvAo48ewD9jB8gAcZSDsQLySbdcL8TCjj62VY5dBfoAme2yftIG6Ngu80kexILaPc82rosNPpBhgy1AaG/qYG/3MdC3PRuv3evBB7bLOcFGOZgj/Nsu+YRV4hIHMD67yBAVkAu+ADq2Z3watmfxlQP9kOK/xoLCA/jAF6B/LKDPnAPk6ALa+Ae0j4Xqv8psl1ywqT7snmdvziMybKvd8WiDwDbkSiDIlZjfRwbxACFsl4HapltO7LwMJn3bW/TgA2SA9onARcRkcVFxcwBOFLZcQNCK6sf2lotEOapOpWGVvPAFuAjszRPEyan+bZcLe17P3hwX+aGPb/wA2tjP87FnHMjt3h4d7OFTJABteNgqh93r2k5PW+aaOOgChLbLuGyXOUCujQN/FFnmFD55EIu8AG3bRRu57eKrMOZ+IKuwPZPAIw8oTPxTNG2XlwhkoMZnrFXXdolFnzmhyB4+dKgUxcrDJzkC2vDxhU/6gDbjhMZjNjcbQctvVublZJqXF/JivFDsWYih+LOjHSDjWrOttsmDQF70GsdX+ug2oW0eJFbyDRyLFAsZc0vuxFYOu1/U8EU88kInojIu+PCQ8eJLHxl+AX5Y2Mm5y8OVI7QtZIO87GG3lpcvfMBjoYNX/diWbdWD8YFcQHlgmwr/2KHPeNAr2nk4UUDcyseuAj3a2EPngQwftkvsam8756KHpSLjwQdb5bDd89Ke59EGxKqgX2E7Fsf/EIPfpiWP3N0atI3yKX+N7kd/5Hbi35ZbzUbba17zarWDgRaXdmhhcVmXHzicF/IdcjPU4aMrhb+8Y5cOH1nJA/Gi9p9yWtpH9d73vV+vfOUrM59j3eD619Ntf+g2UjaJ2kZlY8X8Blpeap0NhCapAtra4NGuPNpbMZVj79geD9v9bPGVGEkj86746Y5JsQfH81/sY92cAMwx8jb3B6Dd86QmuV9t5MWg+S5h7pMNYKvEtzP+gDbY3od3XCS+rjam39P4OSc6wdFFBpRz04EyMEaCJdC/0NHFz9VBcmHukpsC7lmoZkeXe9FqGkeqoFPDNVtQ2xO1HRhrANVYbTDISypouNfSLzTypiL3TascJX5oPsSvSLd8qCmVR+2kltKnnrep7/RZp6j5S/kCDYoMY+TQE2GSjcCFhVE2rhZS81st7VjKptUk6+FEdiPir/FSmDybJv2sT5w5pz8cNLrVLW9R/v3CSTYrid+m7q9mHfv8F76kA4cOi3fJSReLnPuPfuzjOpg1k9/Wtp0YY/Hvie5YXNAom2TgtNNO0XXOP09N5pxNRWJOUuv5K9iXXHpp/HVqs9HXDkblr2VfcTB1MONuMxddzsskm9w3usH1dNYZp6obr6vcG5mA/upwWkDZMNe/+NFlTmzL9hbf5AZjnLlGhzZYyzyxJh7Jl4eMk/PLml5RzyO6x0TmFTvOOXLs6bMujkbDnM9B2F3meb2cU2LbORfJs2nawovCNfhJLtqESjunTP3Rn7O+Xbhbp7UIsG5SQ68WmIf/zUGNOREaxn915y92bc7JiXDi8zLNaU2diZ/c7uXscz4rjsWrskLJHcSS9XwezXF4W/mdumxgd/kibdfOJd3utrfR4gL3zFRvfvMbdfjoYa3kC9/de/cU+u3LssG/c4dGqTeHs/EDXczz2OVXHErd3JmNrkm5p17+8pfpwIErtCNfDP3wD/9QvtQZiLEM80UKv1yg3Ldt6lWTe5F7FjRNZipjmaS+cj8D2uUizw/u3Yp0Zx982JbtGY9G1aXmUMOJN0zdBDUWMvjIAe1B05YxUEPa5FiBDZj3TQzyhCJDFzlgTKxLyPBdQd+20CWX0XBU2tXedllzyA1dbRzz7Q1W5tQlV+YJEINZKL4Hg+LXdpkbu6fVNj0pBWbeb80Biq+aA2MBxAD4t/t3p9q2XVxXf7ZLfPwoh92Pi/mq72PU99Eo48+5Z75Zi3mPYs2CwhvkHJRzHB9t05QxVxmxiM88QvHNmgLfdur+uHyRxzgYE7EWskmLLuMgD9pxnZCZjDTIF318MGa7Hxd8eFGZfeAxhqqP3HZZd6qt3Y+beBjavb+aj+3cN+tlc7XK8QdqH7/Egocf+rbL/CqH7TwvNAW2j32+wyemvSlXju0828VP5RPP7nn25lhqDuRFG9jW/AGP+a2+6AN04HHebJd84QP8Ibdd8tAxDtszLvq2y1zgs/qA2i4+bJcY2jiQVWBj93J7K91Q/54I/oHd+/6enB3DOPeGC9vuKZ06OCj97yfsPi6xQI1lezb58DlRULvnKwd9kGb51LbtLSesCI/zo9ogtns7eKDGpI28wu71ODGVB0Wv2tAH6Ni9Pn1Q9dDlpqRvezZebRy2Sws5ulDb5WJVDm4ukGbhzd8s8GyLokWbOOhWwKOY2S5zVfOETxwoqPo1Prx5wLc9y50+sSimoBZUfOILORTQns+55mBv5oQdQBebCnjKQREIKYue3duhi5wiCohhG7VSqJGhA7CHkjMK6JMHbYAu1HaZJ/roQ+FDcxPNFha7n3NiIhvmhQ49bGzTLAsL8ZBDGRNxoSiw6WdbbdOUcaFXoRy21boRvplj8iUeMfCHLjzbZYGnDZQDme0yFuJhhwzYjobEhhoyFlAYyKpe0cgLZSOX/GwLud3TtslC4kboMyblwKbEpb2hZ8OV7J4iB/gFykEO1Xe6/ScPeeiVh9UNW9tl/jV/JMfatS38NKHKgX1I4eWCKC+zxV/WcKiw3QD97UC+yXPOhUXOXR4+20bKU3F5EP6pn/rX2r9/X87Bui5650V645veKLfDbF0MtLi8R+uTRoPRstSMtLo2zcu5pXYgfkPoQF7MJ3n7f/zjH6/rX//6uuyyS/ULP/8/tHPHYr4hXslDca6NyXp8WRO3mjaDLYA3TlbQeaBHv6exUWxPgEmXOBvyzgNVTMMbIyN20BF/g9KumIY3j8qvdKJBxnB8TDry6+Wdh4k/nOn3ssi3xZiPd3Xbm/k1mjCPG5j3x/xWPfjHayP7/mCgSc7JNOfi6mCCXeauXA85DxMNs9U2LD7H8YtvMGsX+ShydIaaRqeTdc0exHdu425bGvQ7tW2rtmnURK2NRkg2IaVGXWigaUYwSX8ahM42GNNGNh3L00l0A/oFXXQlW1eKW2uL7cj7vKjLrMNN8qBtOzVhUuSTbGZPUmtW8kVPm3uf9lQqtan6Sve4n2lya7OR2GXzrktuw7wkT0O7jK+LVfGZukTsQZtrmd9IZDKi37rR7W53O1U+60nZXGxaffErX9HnsgnZjhZV/sOTdqh/fO/7xL/dmMTLuCfxxRci2XuUM2/T9E/au0e3vvWt1aVOTxLX8TUcjvT5L3xRX/36xeI3vjtZynn5wIc/IjYClDwmyafLWKbZMPihH7iV9u3ZlTK6Hs0uo+DT5IeDSmmDsL6HD3k2OS9QYFt2f95wO835sS0oQLeuaxNkbaOVlVW1g9wPk8x6xl31oPjYCvddSNDmnI/Hk/CstmHzRCVWG7/KOWySG/PYZX4yyeKImdhomGZ9oH9NoWNeqBupy5Og1ImMYeKBSjt0vj12m9rRiroxSS2ZYrtRg6aR/Z+IumYcj/6/eU4mOWfjjWeAmv9EjQB9pWbU/OlfuT3IM8tQ01wHXa6feVRev8ZHb0On8qHTzmLztOnWNfBEZ595un7sR2+v0bAV/0zCox/9aC1nw3Ga63S4sKST9p+iheVdWsmXLYdX1xJ7oAOHV/MstlvTjGPP3pP0nOc8R+95zz9qMl7Vj9z+tvrB29xa02mes7IODFPoxvlSpG2ajLKR85N7k/u86/p7v1LuW+qEbcFDB9AG2ji6adff1hvUnUq/925pg19pldPHD3HwC2i3qatd6gL9tomXxLfjR5uH7WTuEmecL1WUAzt7M9ewRP7D4bBQfMPDL2OuQAc+wAcgL4CNbUQF8EojP+ytfPyCiNQ2mV8QncrDljagnUlVR/2Njm0Ri9jkA7WtqksfYAcPXdtl44w2UA7kIbJd/FU+FHtgW+gByxqm7qdM53rJ5jV1nPMXPjL4jRt1OYcAHuCXVdb5UjDnCd/kbLu8FzKv8IA2DnJeX+83+aDolPixgSJHtZ4r+pxX26p+4KGrHHY/BnjpinEB2vDQg/LuziY0+eEH2H2e+EcPGbrkhJwc7N6/bWHPPgP+0UcPWyggJrAzMwFt9KC2IbJdxmH3VDnQAbaLPKzysT3TVQ50QoqO3edVeeRL7qDybKM+g+2ZP3TIGX3lYEz2pj58dEDEJSYU2Jt6tW/3+dguMchHOaqfNLf4oI9vgA6wXXTsnqKzHbYLCztAx+55tos9vGPB9pXY1ceVBFeD0WBj90Fsz5IhCEB+Iti9jX1sio952Fv18F3lTChtu9fhhNhGZVZMbJeTZfcnD33lgII0ixxb2t8J9YYhNjdc/UaAvt3Hnvdhb+XZLnNme16t8MihXrA1N5Rslxy5gIkDkEMBbeXAnjawXXzajqT/2H3b9hYZ+r2GSnHB5/xNTxsd4tue2dquZoXaLvNexwATO/wB2oA8KUTMJZQ+Mfgtw5V804guwA8+AHa2BUUGaM8DvQrbZc5sb8mXc4YtMSsYl3KQA23bs3HgH71RvrmiOLZNKxaKukDUBQMebeSJWHSg8KDoMx4kjvDjAAAQAElEQVS+9bItxg4Yf5uHADsxsyDRTirlQ1xADhm42qaZ5WVb+BvEFuXhYFAW/upz3m/JLbb4Aowf0AbY0ycO9rVvW+RjO+G7LfNoZ1QBvsWRByp8sHgQG1/TvFCyeMKnX3SjV9qxcYHLeSIO6PKQUPRDuyzEVi8nT+RQ26qHbdmu3ZLvTG+Dy0MYzfm4tAufGB1SlTEWfvw1gb3p13aJU87nRtvuebbLGMhNxzmK38iwHzSD8kA3zstz3poTeFI2CS+44Hz9yq/+og4euqJsIP75XzxBb3v7O+R2IQ/dw3zrvlfjaRM4D8Y7wx/J8bXv5FP0xS9+Sfe7/wP0ta99Pe0v6D/9x58W//aj+M2stku8cV58D+cUOL7agi4vfGCqvl8pFD6gvYlcf27VuTkhpvKV5JU3jW1F18RXQL+2J7GlP48q6zZiTzOa42HSOWMjv7ZQ9LCDFhnxT2CP3omB3x7MT8X0GHMIb5IXFUC7QyfxjzXGY/Gm0b0yEjvzML06yLi74GrZJl6dx95Ho2ny6wLGNi1+4SU/xgmQVdCPTpfzm9vgGv/YPmYObeppQ63ckPNPgM1DnTKCriA3bqEOsyC1Daps/nC/93KJWqJjHOhUILYtYsPbs2dPqfXKYffrRamLafObOW7asrlnNxotLEiN80IyUcqZsN+OMPOZqm2brBtjHVk5qqNZaw8dOqSmbct6hE1f/11eBCwrRmoTM9925AV0qutf97o684zTNcmLNS/XfOmxtLxDK3lB/8AHPySnHgG+EPnIRz8Wv6PEHIgNw507lnXrW91Ck/XVfGm1rvW1FXVZI374tj8k22oy7+TQZi07dOSwvvjlL6vJhhu+Dx85qg9/5KMZ66JWUze7zPE0L/lLiyPd8uY3jZ91NfU8qB49R3KR6F/g6DjHyRVXrL9QO/7Dp13OUdpQxtNmbpeWlhCJdVHJRTlXtI8cPaIDBw9pPRsc/FXOAS+nyFWPzH/px39oF3bTtJyStOBJJU5i8KK5nnlp01ZG2zYNJLqdeHZpE7NtwovlNfXpMoap2tSNQE1oQL+2nX7mclrQZBTNhk7Tt6PbecMWm6sF7P9PRqPp1Zq33o75PxFO5LvL+StrcOix1k01Q8GfRg5oA9qgxI1MTRu9Zgu282q/0s5c+9by0kKpP0cOXqGlhaF+8Rd+XmeffbZW8qXAe9/3Af3Jnz1BVxw8or15prr80FEdOromtYvZJB0kvSUNFpa1tHOPmsGCnvjkp+pFL3mxDh85pHPPPUd3ucsdtWN5Ib4Opz6ulat90DTZ4BymP1aTHCZ5xq81pInMtuyt4P5EB9C2N+XwuOehoMrx1ebeH6R22ha1aW1tTYC2nTUkshSEWTzsAbaNUk+oW6nH6MMH9mbsojeXM7HJBX3A+xM8u7dB3zashO1Krar6UNuqOlByVw7igjTLx+590OF9p23aZJt8s9jN9JI78Zvo2p75tS27hzYOYpMvdGa/IbM3dW3P/CiHnZiJk+bMp226BfiyN/u2S82n/g7ZmM356fJek8kQINeKtmnEOxzW6ABktT/Jxi/5Mn7igDb+gG1BicM8KgdykGbJFT5g3AB93mcXeHaIEjyATrqzj+3ZHODPdomFHvlgoxzIaMNPt3yIYfdzxrlBH4HtkhM2dj9H6NKH4sP2LK7d69su1xB6QBsH7e1AZBtSUOV2z6OPwN7sw7P7PjJgu+RqO6esv4bRQ1ZhuzThM0YoDCh95oV2BTJge+ab/nbY3s4qczLPtF18wNvunz7846HKoRW2j6c+i3MshWoPRQ6toA/s4/tGflXQXBWl/3/oMDjiVGp7NkHwAHLbkBm4IABygIALHthbdZFth93r4IMLC4of7Cmgtksedk+xR15B3+5l2NiGVWzod11XLvTt+shslwvQ7m2qDtTuZfNtbJSj8uZvbnjkzhgA/aiWBQs+uhQ0QBsdFjP0ADrQecBD13YZj91TdJBByck2oQrQpzhD0bGt2rddCnidV2zJg2IGaGMDBfjHKXr4qMAe//BXV1dLbrSxwR4ZoF8BH1+2y5yjD+rC0DaN2iYPQVlQ4DEiFgcWjZxAlQUji3nbNGJhQYYOOdoW8WyXgkrMbjIVB21iz+uNsnhxHsBCNkIZj+080Lj4QQ4Pn8phu4wxTSmLNPlUn/ggBvPHeFiAbOfldSz4vCyhu55v0JAzh+QCaMPHFp0uvtFhbMgAOaDbZV6mGZPtMn/KUW3IifFO8jBGTPyBSRbZqMn5YVu2k3pXEFb52D2/kQXsvm/3lBggRvl0IpY2DvRLbjxEJHfaiCqlDcyP7wL2poVt2T22uyBsnv7z7Xubl/nkxvzkRbrNDsfa6mENslH4y7/8C/rZn/0vWsnL+ac+82k96MEP0e/87u/r45/4jL55yRX5Bn4l38yfJrcjHV5Z08Xf/LaelAfhBz34wnwT/95y/974RjfS/e9/3zwML6rxNI/sU62tHNLuncvqkhQP498N1LRCP0HVqckQ2n9R8JIxj2nJuBW82i7UxM41YUV2dRDb5N/F/9VHo6742EqZG3AsWeWxYVc3I6HzYHz0oSdGk7m/mijz1xwz/5rjiWkmXiAX0bE+XWRgQ9bNaOY9oo3uNUpc8ugzc5O8ajZu0rKoZ60b2Zal3KdSbs8e4YWzMX+WotHNkOtRAJ/I0pnJGk3jk3uog70B6k4FLGID6tepp55aajtyZNTttWxUTTtnY+4r2rFrT76IiCR+lThTHG+0u+TZhQdUjxQfMiPD6XSSdbXV4cOHdelll4mYbV5m7GhEj99s5D+rWc8LbCqV2qaJWSdq6cn7TtJNbnTjbJqtZ72YFu9N04Za733/+8VvZk4T+5Of/rS+lA3EdjgQv/lHnb/Oda6j8887V9NsQI7aRsPEXFtd0c1vfjPt27ev1GvGMU5dhH7iE/8suxHj+crXvqrPfeHzWljKZkDWlmH8rqdGnnnGqbrxDa+vcfwM4jMjkJKqRIvzAE3+6cProat9cD6azAfniDWLPs4qtRMvc0i/zfhsl7Gxbg4GQ3UZGHSSZ4NDmf9LLv22FhaXFBM12SDokmdB7Ard6CsUxDwkc5I+89pJWshL5OWXXy5yipma/CB2l/M8nYy1d8/uyCZqGuYjBtfkJyl0yR2oUOUIMz83TlxpbW1vsEI6MfasDVe7hmP//cO0s06EPv/vX/zv5F8e6HtB9x3m/US+O+e8NW2phVM3hfLlYm1XemKeYnd8dE3mP5fT9BhQ7oujhw5r59KSpnn2XM+XJje50U10r3veW7v3nKRvXXKZnvHM5+rev/VAvewv/0rNcDmbjfu0Y89+nXLGtbQyVp7LOr3tbe/UfX7r/nrhi1+SL3FWtXfvHj30YRfq2tc+J5uRV6g8c2XRmORLmtGg1SBjXs1G5qAdqm0HalMXKmzn3u9SSyflGdx20rQ4bJc29cY2LNEGdt+nzszjWDIMbSevzDm1M3VmkByoQYBcBuF1qbv4SkL5dOKgD2obPduaxg984gHa+OL9ai3rBnLbWWcGGub9BTsAvwIb/ALbZay0ATJA296QJSXbapsmY7HKER4U3WlqKrkwNsZE27Zqm37RS+7UbmoylLzhKwe69AFtcg67fBhHzR2G7VnOlW+7nEt848N2OWd2P2fEQ9d2ycvu+ehu5CAOu/dNznbftl184QOQD88F+KOPLn6UAxnvcsvLy0InrHJ9oWP3/mgD24jLWGwXWhj5gRzYPR//gHjQqJSciEeclXypyTVQZcwhYB6hzIttzEo++Kn+uW74JaTt9tU3/ovhth927w92ncNK4QH6zBOgXTHfR48c7f6c0Ce3ysMG3olQ/aGDLbBd7ifst8ttz+YbGXbzsHu53VP8IUcX2C7XkXLQD5l9bG9p230eM2Ya5BRS8oNeHVQf2NImD2gFfHszF/pXF8280+rE/pdxjj/8Q48FezOO3bftnqKPLaBtb/Jr3+55dn8i5nXtnofuicANwwTbnhVXbhAuUi4O27MLqvqxXZszOq9rb8ptF3u7pxiQJzGhNQ58YLsUgOpPOWznp8pFhQ0d28UvevThUyTwW/vwKBQAPeQAeY2LDjbwATLbkLIoYVdRbWyX2LZLrsqBLXOJP/QoLjxIE7vOZ9SKvu1S1LFBt/qv1HbRQ4YO+eG3gj6gjw52tCmGQDnm+emWm5qcADmhT774sV3k8OhDbYuDPnqAXJARbx7oIau65IAecZChSz60cxILgeITHWTYoocfe3N+8AMwsgyZwXZ5GICBLyi+8EO72iEjJ2IA+sRBB13g+Lb5CVdJr98oxA5dXrTwzbkkZ9vl+qAPv/gIj5gVxEI2yEMaQAcZ/gDyPppkJ3agjcN2uQZK/Gxkoq/pxtOJNNN3WEAbh937sXvahBKzYkNtNr7Khx5LVnnHog7TndXkTzfp8s34QM7bcp5R5Waq1bXDWls/qkc86uH60R/7Ue0/5VQNFxb1ghe9THe56z115+Dhj3xM2ZR80IUP073uc9/w766nPf2Z+trXLtaOHTv0Az/wA3rKU56s8ltK62viP5+ZTtZVH4qbJJEPJ2wL4M0jA94iL31dtcPG01Zd+8q8rRqbPduyvcnYaDFX1jS948POCY5O101merXdy5BHdLU+2B4bpAsyafG8qQMPwHd2GZzzzVwyunkcizcv79udsP/ekPTI4WqAuI0mymtMNuQm5d9CLP/GYeUVOunlabdBrx9eNtqxZx7I4JpB5i8nw7bsDZQbwiUd22oC5eAycu5VpglpI2cz0kjCagqm4cVj2j1fsaUvR960uQpD1WgSP13oVP0MxMnsQx0BMGz8qKx1+/fv18knn1za07ww2S5t/H/2c1/Qel6gB/kyahrDlbxI85uILRtc6StxeuhKxzgbUm1ePpdTKz7/hS9kw3All16XUjktaxr1kxeX0089LV9arKptMvJOGXtXsJTNrlvf6pbl2Yf63DRtNiPHmqTWfurTn9GhI0c0WlzUhz78EfEfNUzDX8nm4CRjuOUtb6HlyJRroW2thdFQ0+Rz6imn6Eb50mQ1Xw6yVoyjOxyO9LGPfzwv9EdFPv/8z5/UwYMHxX9Sk6lU2zapbWu6yY1vqNNPOyUux8EkOSqjzzxmzml1KIdDu4e+56PJnEyTI3PFuQP05x3bySEM+Ne61rUEBc61IVnjvOyPcw4/nTkbjRbEuRvnBRrZVmjucPx00oaPLn6UXNRY/EcYbdtGPpHKFdlpnHWwsXX22WeJzWQyAlG4xj7UwCbnv+HuCG2DhjqRel0obQA/vDZoALzYOGO7+sl3Mf1O+P+2PKdbJwLXRibhGvlw7TUyl2vSmKbVFTQRlPOacw49PrCZqq7nyvVQUXms8QA+PEAbXuNOZVMwz5fDtlEc6ciRo/q3/+andL/7PUBnnZX7tGv0kY9+Is9gj9P//IVf1X0feKF+7w/+VI/+ncfrMcGd73IPPe53H6/3qfR54gAAEABJREFUvf9DOnJ0NV8unKxHPfrR+qEf+kHJE3XTdS0vL+TZrk17XMY3zX3Ovd+4Ua0V9GnbTi1rC5rcy/CANg7bsnvA4h5Hzzbdmb9JagfALwL0eNYGtG2nNkyLvm3hI518cg7St13arfN0mjya9JWDXPBZfdubcSMueRODul18hml7lrPtcJjqrDGpmbZVNggTIwHVwUMjz0bTjIG4xSJ9BbQrUCMPciIWuvAq7IwhdbWUiNiiS+7oA/rMRYWNZ5Vc4TEOOz5iW+20cdgWMSsff5o76CPDB74QwQO1jby2oXYfn7wq4BMHH1A785XNYea3yvADbJfcsWUtot5jZ1uVB582trbL+x862CMD5AgP0EYX2IaUGOQCyMPe5KOAL2C7XGO2y1xp47B7ffLAP36ItSEuuvTtPm98AXQr6IOqh63tcv3Bwye6dh9LOehXpFs++IBn93r0a14o2M5l181gu4wfGXbEsU13Bvh0bM90bc/GRX72Vr/aOGxvtHpSffW9zZ+2i2/iwyXvqmu7xLKt7YftYmf3FDl2FfSPh2Pp2Jt+jmVnH19u+1gm3xWvmU/KdhkcHmxD/kVAjO2O7N7/vMzueejCr6BfMc+zXfK1e4oO8ko5qbS/E2yXE87FYFv1wB5/oPKgtmf66GjjsHtb9CsQ2T2f9jzQsTdltmd+lQPf5IQeNxX9sMuYofArrTL0gd37pcBQRNFbyzdZADtuIvSgdq9ruxQAbJDZPR99oBz25o2XbimMULvnkydA3+55tkshI0e794kOBZbciEce0Pm4tmeFA1tsAG38E3eUlza717N73/hFr/qyXebMdplfbRzo4Kvq0QZ2r08bGbBdrIgLbBdf5I0fYHv2Imf3cnTRARlMP19ZEMfrY/HtEjFsl5cL26rnpy4k2NvxpSDU7vNQjirDt937IA/6zCt5EyOq5bxCkWNHG4ouD1Lo1gcAckIPoIes6PGQEQZ2IWX8tgtFB6BXwflUDttFx+7PE/7x4YyJhznlpVYbB3zkdG3n4TZa0Oji3+7783rKYfd82yUWukA5qi40XdmGiDi2S9924dme9W0X3nF/dEqsNn468eDF/2CqvFxNskG4MGpjNs0m4mL8dXrCE5+gO97pztq1e6+Go0VdceCwPvu5L+rNb3mb3vK2v9Wb3vJWfeCDH9Gll12hldV1Xevca+vOd76Lfv/3f1+7d+8uv900HObb9sZqG5UH4oMHLsv8TMX/xtvkhc5dHpAD2vAA7XlUHrSNTaNxNp6Oj0F02vgETR7GK+gjq30ovO1AZzuv9pv4bbSuVmvHxcCb8qZbzUbZ6kx34OPnXWOcmE4ydrDph3xBtaM9j8qHDvht1Jxv5PTncSzevLxvExtsxu/5V7WP7fcG/qOVQbemTaxrkPM8nPHWNeTf2AoP/qC2Q8nV5e1Axz++zxLbub+Ojxo+JVeizoBsZhm4SfZNXnutafxM0wcdVPBzozWtFOQui067gSZ3ReSd496irmxHBCUvKLK9e/fq/PPP7+t/mNT54XCoJjX1M5/5rD75qU+pzYu0E2ucly4odlE98Ye8M4rVtVW9/aK/leNvkDox4eUvbWocv4147rnnljzb+KdWuZPa1BLF9ta3vpX4DU0Cod80jdrkcskl305enxZr0Yc+9OGsbUOxqUZefLl4m9vcRt0011+bucjG4ySwXcb44z/+4/EsMUXoLy4t6dOf+Yz+f+z9CZx12VrWCb7/vc+JiG/MzDuPXEBAJkHgAgIiyFgioswiClrggJSgWIjMILPgLIMggwgOVGm31VXd/urXtpatXaXVZTmVtpYDg8CdM/MbYj5n9/NfO9aJE/HF9+W9mUxXcuV5zvuud15r77323isivvzxH//x8lj8o//lHxepxY3XMS9kR8eHedG/Vr/2wz40+lVinGbzMUWmKL9bnCK9IB0aKjb1nJq1AbXOi7PPDVIDbsvHbAQOmZOuf4/3eI9y/M028lV83Twuhvqf/t7frze9+S01Zv5WOY61VXNttTYm+/GpyvyFbz45P+/f369/+k//aeYhVpksKveXbOZMwbW93XqXnEdTix2nX8QPqcc1oK0JWQ+26XKzfhzXcn1ci9Y/Cb0I/Z89Vg+s388+1mli/cJjyLr6KDx6PL/441/mB63bNXrfE8pY5b6ee7x8l23z3v/JeTHm/j+c3ds77TLv/6LLpeqUjdkgfOL2rbr39J2qddWtG7fqKJuIP/Ozr6/f9bmfXd/6bd9RH/phH1E7127W3f2jev2bnqq//T/+3fqu7/n++tG/+t/mmet/qn/9b/59vektT9e42Knf8ls+uf7yj/xIfcRH/rp6/RteVwYdR3IFr2q9Ps36N9aU69O/7NmJ/ep0XZXrc5W11jVSTOm7Vvjs6/puXyRY+wCNKutogq0voGCGa4x2QBlXVJpyYV8qxnFsNvJCHZDVZY5F1SYu2LN815asM3WxAc3W9yvHYiwtjOt4xTrjdvzqzG2d6mH21UYfoU4qYNYPocYAWt1AbTd9hDmcd6nxlQl5a3OeL9dpHCAu0yb2aX6AI4Amsz5rhzmvMTtgtlEvHB/M8bSpNOXCvrVI7WsrBXLerFsu++oFzPn0EUCba+uxr61IivbbjkBZt+9yQh7I+bhofjDn8fwzBszxjCXMaayO3ofzGOZzLq3dGObQV1mfW/3U9Tjy2tsH2mao9vaFx8W+NsZXZkz9jC8Axe04yWgn5M0HbMaobBswj1uZPkCLYw5lQJ4jVrIthow60WPrJwDVzb8xZ19wLu8+cC6DmddcvZAH2nGvKxpc9AEeqA9ox9faBMw2wIWIPZ9CoMWBi1Tdtl3nAVUNMPNdp1DeY9cBtPjqhHrpc8FwVRCgxYSZts5DvoBWFFxNH+L2gBjO/VVal5AXgOQCXMA8OAIu6vX1RLvgcEVnJy8B/gRH7ykPki6I3mCEfZGzsoQ25txQc+aGY67LoZV1WEfntQPayWnd6oT6SgOjV1u4vEC1UedFK2LSfIFmo87ahJ7jMNQ4DGWdyo6PjsoxOMZlHvSl45AH3tw8/PVoFwhzAOWJZr/DvrV1mGsb5c04cYALi491uhj6kqVv95GHOQ/QzptKW2cOhQ/ywnEbQ2ot1tFrzLN4xjbUOIy5QMcax6GmPAhXFDs7y9SxqHVeivz3rAYSPLop/dXpSZ3kJU3IK4tLDObPlBrMKR1zI4d5fs3vQuoirFy9duucK2CCSr51C6KNv92xu9xpY9P2KPPvONp5lblKsUX+MxbxMs6QOPLKpsQdhqGAjGUZi6op89yYfGlvfudX2NdPmEeZ/tYsVbbIOX79xvUal/MNq49pHIfS3njGSfiWd8z4tRHGEeMiD1+ZI+2Nqa16+6LHcMxAjcPQzlPHnUecYqChztoQ/TgObe70OROXfMcAbQ52Fh7XZY2pa4ifttpYMyTuJWjTAWi+iWsHZlmENdsROkPVMMy8tNpJMtVV1HEtMi9RluftcmcnN7ypTo7zkjUuy2vtcP9+kfPvaP9e/c7P+ez64R/6i/UNX/c19Vs//VPrHV/98nrNK19ej928Flyvd3jVy+tjPuoj6xu+/mvqT//Jb6/Pjf1jN6+3P3G8dX2vdpdj3bt7J7UOdZQc12/cLJKc1Cgq57qQv4wMKbbTBTgmckylD4Pz0XVT4ove39YpUyfkO7TZhnJtxMNqfVjt2gv1bTypXf7ZI9dtxvS2+Ju3o5J/YMp6VA/Fo2OvLxyPR9tOV9o6n7RzoKJ/26CvuJjXmoLMS67ObPjOPHnDw/MsY25UvqHSnn0FcX7Wn6l55nsIUotdMgvg+jlD2YzY4GiDsJMnZUVwJWYPv0GbKpjpVFJnoMpleao6yxxGVcj8UTNzir0vvObV7xDjqVxzXDPdxHJN+5mf+Zn27yGuEnDMWjfm/iE9PV3lFEuc3BMqG90E0sp6Ujk+U47FuNito5N1e4n+B//gH87r5c6y1vqksiHr0+MveLxe9vKXJ+/Y1tC2JifGEP3pyXG9y69453rFS1+SkKs6yf3q2rW99uLjGvNP/vd/Vm9881P1//u3/66GcRGbdS2zDt++eaPe/Ve+axvg7u5u+efk/tuH3hOODw/q17z2/erm7qJOD/cz5vjE5vVverL+zb//iXryzn79s3/5f7R43luWi0UdHx3WC1/4gnr/9//VdXiwnzyrmtfWqeU4/5qKXHMJ2kTpZRRD4+evqZH5CE3RzZYe76k8EnO/GUULWlKZ+qzd66zjU2Vaa1IQI+fK632Mnc8NxOedXvPqunn9Wo0qpoovtbd3vRjG+p//0T+un/pPP50N6siTb2opYxQ/fcWQYzdjqkVi5NPyOb+nq6mefPpu/Zt/9x/qOJuM69Sgd8V/kWFe39upV778pTUkgzGUx+QX5ePQaOvCusiYSI0NmUB1XpZC3kPWaLcJnWufnKXniIr/c8HPRQ2/WDEy95nLNu+/wNTj53Xh+ZsTON11yQvrUSZ9FOJUU84d6Ta6DE+ajGtb13l1rjtj1sxlcDcbkdd3d+pG8NP/6fX1nu/2LvWnvv3b6tu/5ZvqUz7pN9WrX/GyeqdXv7Le5R3foV78xGP1osdv1wf86vetz/tdn1vf811/rr76K/5o3by2U296/evqHfJcdpq10PRHh0d1nOetZdblnNq53qe2PvqOsZNnvnHMSpoxrPIDGGXSDsfR0euWKltnDV7lneA0G2PSKcGBGoahxqyxrqXKhPoO13ZlQrsuH8ax+akX6qRCW6DgPL565ZUG5LtKW9c8Y1bWwClr0DaUAbVILuvTHmbfHsv6BczyFjhfXR/2wgdoY9an0vynnjrGcWhjWuYeMZpzC/bNX1vnh3O6znx6HNY5HlPmeGGMnJTe68QQ3vN2lXfCYRjanCRtzsOp1u2+WU2mznmYnAeR42NfOBb11mD+dfJIvWf5HiqWy0XirRKr0qbcX04bppwr4iT33lVqHIch1w3V9xyWeV/znmr8KTkHhlrm/N7b3ct9Zq/UV9r67NyZUrMzLYbM5Th4Pk51cnJSU45fH5OxOuKeumgbm9qtEsuxeEyl5pZXrq1+8lLlnvfWAXMMdfoALa/ntP3uq5+wr9wcxrGfiS/HICrjdRxS+45HKNtGkyWX/kAbi7zYzmNd9gFVZd/a+pxYC9D8tdMIvwJzCGtZZ36ENWnn/axyTnR/ZcYU8kCLmTAXPsCFvvYKjCO1L+SdI+VAdVpnzRyi1RcZzHGBlveyfUye1cdj1OvYjmnuZxXwktMwjGOREzZVb13GsYJStsrJPVXVMI4NyuxvkBMm6oiR5FjNF3EvENjoNOhyqVgkrv+mxlBUhwe381L7Uy4kD7iwLyzYk0lU2uA4Qj3JWuwsWsoEzHUAZd9JXUbvxadtlwFl6315D4LQTnvje5J4Mq7yktBrPM1Nyjp3slgoO9w/qJEhD+yLhsWQuc7EaSMcg7UbF+a8xjV+pb8hjrEAABAASURBVJnTOoGyHvtS9d1viM7Fyn8bwgXBWKLSgHajBMq4EbWPeuPs7e3lwT8/nV4syj/3NI6xDw8OIj+qHMyW17gwxxhynEaywHk8Em2Rsa5zIXqD3v6J/zCMWSh3Gk4zRxU/bY+OjkuMeZkZ43uam8U655iwrjHng/8I/yI12a+zZl3elIbUMQ5Dq+04Dwgej3azyQ1gysK+WIxZpHdrZ7lI+es8OBw1OgxUXEu6m4eG3eWyxsjkjX18nJ/Wmjs6U/a6lJtDGyDjWebFyNhTYh8n9lTW7DnsMT3J+PSdcl0AzXYI1eZa5vv6tevtmNhfLpZ54Tuu1clpNpd28rJfdS03maFo542xPEfGIfOdeJXmMRMeE5GJSP4hdS2Sa6xVXlKPTo5yEzjOMV81nTanudE5T1MCMijJ3OQGOI5DjZmzITm2N4GB8hg4bnGaBfg0c1xD5JlbdUAZSTJEPo5DScmFuY7tFJwkhzC3smVy7eUBUTrluAPxGQqMVY335raT41NpbU5zIz0J0m019dxARFMNIw1ZeXJMjuogm36HeYn1YWPKOaGZdbVaU9tQVSIHr/zNm+PM1+nqpFb5KXeHsfJWFet1EWNzSLtMOmS894/u18n6pJYZ0917+7UYd2sx7GXTkFodrur6cq/IOT7F7vjem+tlT1yvT/+kj61v+Kovqf/2R/5i/dBf+DP1w9/75+qv//D31Q//xe+qr/vKL63f9Bs+pl798hdVnew37I1T1elRrbKBfjM/5fdyGpc36nS9qHXecKezcwPYzGOGuPnALB/HsemBDD0jXK9rCl+lfqhhGB8ADEVw2ca+adWJbV/76sWY61xdl0ntN0THsKgalsW40+C/E+m/nXi6zoPMqkperGtMrYsGeWWryhxX1RquxCq6ypjFNAzVcW4/y9YZX8eqxSSv91fjdKrqWGUCnP91ZFP8tqFMbMse5JO/+UmfLah1xvm2YMp8iWLMOLNJVMtaIRa1ZpE5HkODzPn6bG6m2K63sDrjpxqS/dl+eEbHfm5fZUjc19NpVOv223Ouu6PnFGPO7yqghhz3qin/raotsIvM11i1imRNpTmCHJkcy+EMhBJ9g+tHwyqX/JQZqTZibStr7TpQ4Lp6khca10pzjjnv1ln/jDGkjtOsXx/1UR+Vuqa6f/de3b5xs07yYqt8mfX0b/7Nv1n39w+rUv86AY+9yJvfce4Ji7xULza/obWbMSyz5lWR6yO62y+uH/xLP1o/+VM/U7u5fxznHlS1zpq0rMNs7H30x35MsVjUkDzHqXEMv8w6PGVNz1TUXuQf/7EfXUf5IcnucmwbgLt7e5kj6n/7Z/+y/s//+JP1kz/9umJcZu9zyjp0XO/1rr+iXnD7Zk1ZQxK8VpnMxXK3FuNQU9bTlz1+oz7gPd+lON7PS/1uHRytati7XX//H//T+if/6t/Vz7zxLTUud2qZdX7/3r2qzPl7vse718uyEXqUDcxF6jvNmhxFhjlVoxnThrIu53wi+TJfU+bCuZ6xTm+KT5X3rWGxrNU01GL3Wt3LM9k6Ne8sF3kOOSyGMTZTW0ff9OSTtZP5U+bm65DYu8tlWc/OcqzjbKZe31nUExn3e77br8jptK7Tk1Xt7d6oO3fu1wtf9NLEP6zv/t7vraczpp293aqRVL1O/NPM3XGxOq7dXDLXmIqTg5qODurazrJOs7avs2Asd6/XX/8bf6t+6nVvqnHvZjYhq65nzT9M3QlVv+o9fmW94sUvqL2cA6vj1F9T/Xy2Kcelx5e/AKrWmaNVsM41t66h1jWmokWoyPlSM6ZGFzmngtiexke/HIDq63KnazJnV6Drt+n6LOc6eTs81h1ddjVNvalj/XOMKedUxzPF7nYPo4/2J3OX+R6G0HNsz990Sfeo/rbfKgdddPttXeenHCPvgVOuNjJmkVM453qcM6fDuMi5kBqj16aj20iHrCnDuFOuIWKqjCeQF5f7yoTyNWOd5LqWep3nEs01eVzL6bBujic1HD1dy9N79REf9D71rV/7ZfXXfuC76oe++0/WD33Xd9SP/eB31o/90HfX9/75b68v/N2fU+/xK15V64PYrw7r1pLaf+rJGlwnrI9FXbt+q45zrTOmvpz3U87kDLl8rs1Qa5l1YWd3WUMu0nXuCa5dwv64GEqQ637KlSHkx8VYw0BbA5dZZyptnZwhWQ6nPMOf1GKxiM1QQKnz/iIdhqH5VZo2pL+tA1Lb6ew7DjONDdBixa19pq3re4i+YxzmnBp1G8BurXNvWuWdxWdz7c0rmjJf8vpY00mefcsx7u7UmDXXdwjvQVNC+cw8jJnP1KBPXGuR/k7mYplxLzI/yteZT5/LT/Mu4Xyvc1+dck+eQpWNiS8qsp3lIuvxTi1S6zq5V7nfaTtoMzqmitmqIb0aY8dUrQ3D0OZ0TA3rHIejvF/u5QdnMM89ULvp7+Qd0TmvtFXeqxapU1jbft49jrOWK7fOcRzqMPcz5dO0TvxF5j+OuTKMsV6taxzGvK9mfkKnXBTO6yr3Zp9nKnMzpZZMV+yGFF/tPBiGIe+5ec9Ifsc3jkPOlbGkKbPGjHcn9xX7y4zHccYxx+60KvO0ztyt4uvY95Y7tZNr1WO6ypw59zs5BuvUYF7plBqG5Kw034n7b2KuYuM4PH/7nCnTVjmQ8dLOvzF1AO281GbKWGHWAzVlrMqNo/9O5tm+8kqTKvcYGOsk7+zmVa5dTFoebYDMx6L1lWsj1a/XZR7l+p7k+Uyqjf7jMLS6N/3Urtx+Ci2BndQsAVouaNJM9bqh0swR0j7ywtwCZvumzBec97vdNpWP2aY257Ayjx1TzqdtKPcYZzTVMTI03kzG6+hxgRbf8XqcPd6ei9arrXbiMt/7QOnrXAPVm3rR+0Cro0qbZ8CUC0ZcsK23vgEFM/SyEJGwOZaToivhIIQDgtkf2NgCLa4CeJA3xza0630nFHLi56Cts6iKfrA8cPY9aF0m3w9eowy50HPjz0loTMDwbTzW7EaRJ7UHT8hr14zyJe/FIByfiLj5W5v2+mkHtHHKC6At1vq4cPiAepoNUOvaWSzbgbXvGIQnZR+HNh0uOJ5gLrZS+z2+tQCSVpPy1smXeR2jVMh32Adavf3CBkq9C0YfL1DDOG5ALvo4VfMPL7127VoW7WXZnA/nRb5jGGhxgbKpX2dRlKbo3Ix2ywV1iF5MWUhPXWyy0Kq3JvMIx2cOYSxlzj9krheLlEY5R86Vti6QN2/ebDcl7c2pXNiXGkNe3SrnmPHk1Skfh6Gs3Lq25foJoI1P3rrMLbS1dmWr3EjWuaHENHOX8/nsBjOFDgNN1nW936kxKm0Vf7GOj7E9buYxbwdYqWvvVNo4FogsJ1Yktc6DgjQWiThlete1XC5yIxhLs6nFXpW1yivTdjq7fowpphwjabmwGil6+6scV3NKE7yS+fxmFhvr9Fgvc/MUjg0oIFHOPmdLDRB5tfq2bbWyHnOI3pd2AI2dMh4yvzWkGxnIDEWNEY01sqi8+baHoZ1xqGXmifVxTacHNUx5UB5W9U6velm9w8tfUi970RP1wsdu1k3/vaEF8V1nwyMPkD7oBmRuK/kq46xEn2rM0jkUyQkUXI0p9qLSpEC4avbDcLZ2RbROtI5V8nT4oPhc4AOnsYz9QJwcCw9xSqx1GGkqS21DDcOY837ReBiKh0D7ekRb51xy3NsmQMGMKqqeE+o5tueYv7nnK+OptxHz8cg5kLmd2jkVvsiZkHihtYUp/AxtzlGtPWhfsX9mVJq+Ic/mo2vAmPMjKMdfzP9lTOchp7BZjzKytt6ktw6UhiiKj70ZNKFfU+TVoJEzs6G5Rs7tlNalNm36U2xN/T6/6r3L/+HLIrU++eY310leVPzB3342Iv/N//nv60f+6l+rGpa1c+1G7R8eF3kpuHnrdt29d7/9EwzjOGa9W9VB7KdUxbj0H1Bof1b4N/8v/13dfuzxprfOa9n8unvnqbp183p95Ed+RO5bR+V67jOJa3sRKy+4rCvkpfh93/u96sUvfEFZ2xT5YXJcu34zm5o/Xf/Pv/P36uR0Xad5Ttp1gy6D+YD3e9+6nheEynW7DsbFTsZLULWTF+7b13bq/X7Ve9U6m2RT7rVxTa1D/Ydskv6Df/S/ZmNtqlX8jg8Pa7kYaxyG+tXv+z7lGF2Pvbe2YC3k1Nj5S34bGgxRSatIbaT+eZ2sNGpcLDJnh6l/1f79SSBzcRh+L7LTjG1Ve9evl3+6ef/gsMblTt3IvJ+spjrKizY5l46yqXvr1s26d/fpvKwN9emf+sltQ3KR2n2e2dnZbcfpBS96cf2j/+8/yTH5O3UU//3Dk2KxW0PmxzkS9/f36869u8l/PfnX2Xg+qJu3n6jFzrX6Z//yX9df/bG/Uae5OFfBtWxUv/GNb8zL5m6t8jL98R//cbUcx2xYHhcZa/2itlSQaZ8ynzOGmjJXompMZedQ9iD0J3bP9hPf5K63FlfZVWK8XePZzt25n9e7OJdUAQ31c9iAS9Hs4xJSU51T+cp5JLJENJ2yji5bT8y62E6JTMINWc/G/FBqxkntth/eHtbJwd1aZAV68eM387z14nrlS56oFz12Pc9huT6nk/bDnUWes3xGy/5jbKsWxl1NWUqSJ7nMt04i52rKmr7OM/MwUMMwtHWr0zHXZ0c9siXYmX5yzQoPGUSoHzDvbNNjS4X267NnG3ntpUIeaHXZF9qu8vy8TZWLOmvy6qWKxmGowThnGIehFo4tdByGAsq1b8z6OoxjEZnVrjMWN4TNt8zG4zCOFeOGYRxrGOf+KvX7PC/MKyoNKMc4DkM5xx1T5nzI9CzGoXaWi9rJ/WcchtK/3dOqcqymkle2SJ5dNwx9H0iN9sdhqCHxxyF0oIjPIN+42R9o49LXmob0+/EEPSp1rXPuTXWad6+cITUuxlqkpmEcylDKpMqWO8sS6tYZg/Ix9nu7O3U977c7qW8chhqH+Dp33i8Dc0/pPwqVxhmsU6Tb6nMejDEkrvdUIZ/CC2hzrG+lmcP3Zo+ZPhE1vfbjOJa+zp9y9drLe/xhPk+VaS/UGQtouex3AI211qEokVejTGrOnlxg8sqEv9gzMjQb+1MeJNzXqNhZUw54PaxZpzbWD3NOba1TCnPd1quNVB/f06fEN992Lfa3ARScQ/8eR16Y51EwX69He5jjKVPnHErtC5j12poL5v7lHNpelj3Qz3Q/IHuWApjrADYR3poaho31Qxg4D/gQk2cUwxwDaAesO1ig6P2rqBMNlFQAZYNzCrS4cE61EYBkA/NtA2Z9P8hAywXzyVlp3T7sJo+88CSQ6i/V1sVP6snfa7avHmjxK02Z/kCLG1H7AI2ql9HGC11qPKmxXYC1MbdUaN8pnI8BaHn1hzl+pRkLKGMI4IId0GoDqjdgY7OdC7hg23WVZuyObbmLpDjOTzN8Qeqwr9x6tRcJcyG+8QDFDV6fJ81SAAAQAElEQVSs+gj57iOvrUYwjxUobzD9WKnrcK59UfPl0PmxBqDl1gYo5UJ/8wl5c3b7StMG5pzqey3aRd3mEcg6Om2OgXKg6azReiqt+wBNZx7HZW6pubxJDDXXqp8+6oS8kBfy+gBlAzZx4bwm7SoNSOQqF+fuD0RTF2pvgrMvz9Oewzjd70zd8sEcQ9llG30FnNto59iVy+sjgHLM5lSvDiiYYV87IQ9s6lYGs52+xhbKtZXCrLffoa0Amgho+ZQJxyu1LuPZ9zwwnnKpUO5x7Oe/1GtAnWjBz77sd8Cc70zVcsMsA5q427ZOvoALdhG1vnQb+m33nw3fz3fH1+NJr0K3Adp54fzUz0HrubZDwTwH27Ln+Z/fGfj5ic5mLa6ibECBGOwGnCGk5Kt9y4l6aNvWUgkZy62ntrwc+DAfYZV8GNCOcPPHc8/7tL9F99jtW/UZn/6ptX//bmXlyabSXhVj7V67WW95+m59z1/8wfpb/8PfrsPTqZ548curltfq4LRq5/rtWg07DY+96GU17t2qO1EMuzfq7/79f1jf8M3fXAdHR1nLprq2u1uLcSjyciw++td/RLm5SF7Mp8hSaA3jmC3HcClzygvRSTZC3/3df2W95h1fkxeqVfSLOjo+zVq6rLc8+VT93b/399rL3pAXGSDyRX3wB35QrfKDPKB8KdjNy2ClyQPN/kM+5EPaJtsqLw1RNb+f+ImfqL//9//fVQz5jOVaWKnBl7EP/MDXlj8cnDKX5nLt2JrtejbNddd4DBlsDhYh67w0puqWy3v8nTt36jDz9/o3vLGGxU42/4baP1rVQeZg3L1Wx3kZ2c8GpL8dOS6WNaXeD/2QD673eo/3qOOjgzo+Ocp8TsUw1HE2alfTUN/y7X+q/vv/x9+pJ17yyto/nnIcqfXiWh2sqfHG7br1wpfW/ZOpdm+/oK7dfmHdPTytf/Iv/nV9xdd8Xf3ET/2n9j8sGxdj+dsz/hueh9mofc1r3rE+8Tf95rpzf7+mIT+cSS2VM6mebxdmACjgguz5ztUzMOVau1pTPydzCFyIA3MfZtrzd1ppQL6r+SnvqK3WZUCzA5oW2PRh5tdnG11Sn8H682GPIdUZKNcdmP2AXOtTQ6XBuTzd9jFmh3E6mvKt/Oo+MMfXDWbe2OqVWZuQV+b6CLOdMqFcyAOSBmViO15TbH2p7wDaXJhDdD/1lSZVBjww31FvPtrpf5J7hWu9fZX6KnN9Fo4L5vlWp63YyX3F4+Vx00Zf46mTqlOmj3rRc6iTVyfkRef1M4ZQtj5dlbxQZ6zjvJeaSz9lzS7nU+9LtTOX6GNRJrZjAYaoHkN6//799j9j288Ppezr75iv5wdijz/++Obc01G9MKeQ19489oV2Ql5oY18bAfMcKwPaMe7yStNehC3n3GPU+0A71to7Vt+RtYHzmOqU6a8fINtgPTJAywu0eLXVgNYDmg7m2PoCTWdcGfN3OdDslQvlzr3zYz2A4s18As1eO6CN1dorzfjKw175gdlX+24HNFugxW2dsy/gjDsnMMu2cwFtXirNuOrCPvIDPJDvkQ4/T0q4WMdV9cNFG0sZ/HoUgKY2oGidt+FLH7HtArRJA7bFGx7Y6C/7agRILgAelHUDoMXrfWmPC7SD7knqCQWzLcxy7TyRRZ01ZR36nYlbHHkvWhcuT6Dd3d35pwf5CYy2oucxhjYd9oEWRztRlxrQ9DBfmNZlPBctFwVjmb/SzK1uG0A01S5EffUxj9i2sxb1GgNt/roe5tzamE/Iayu1r6+45k94chPRd1uurTIXiG1Yh1BmbS7MfTzaqwN0bzAf0OoDmsyvbmtOoaz76iPsG1sezn21hblvHeo9nt6I7DvX2uh74J+r5yalTc8Js2+XabsN5fal+gCb+gFV7fioN5/U3FLnZDs/zMfCMQI1DmOLZdxup980TWXrvPb2pcqA2Y+hxrygmtdc5vU4akcchuiNLYBmC3MNddaAFms77plqQ9TZMVePBbOfcqC25fICZhuYqTUqr7QeM2ybP+uWF+o6tvuOq8ulMMcFWv5KUx7SPnCuVw40uXxHE+QLaPMAbGJV2rad51CfY+VAs3VcHj+YY9RZg7kPMz0Tb4gxNp0wMNsB6T34ATY1wsw/aPXcJfBgbGsFLgRX1gUwn1fKHoZu+7bSHu+Z/IAH5gfOZc/k/7z+53MGqOwNFdmMGcZF5UC1676oavtN2XCqiSoFG8y92rQpnAi58jP7g7QSZZqRF/cpLyJNmiI8n6q32ELTRHJmn+7x0WH9+o/8dfXaD3i/OjnaL7KRtX9wWPcPj+qJF76k1jXUV3/dH6vv+4G/VG948k4dZbPqXjamTlnW7s3Hs+l4Uj/zxqdqJ/xT+8f1577ne+trvv4bsnl5pxy/a+nBwX77Db39u3fqZS96QX3ub/9t859WZzNrucjGWl50fC5YpeZiKOdpdXpc169fqw94//cvf/Cxu7tXw2JR7htONdQbsjG3u3etPcc4hle+/OX1Lu/8jtnAO64xAaaMw9wZbLX1NPPi/fLd3u3d6h3f8R1bTPXGvb9/UD/9Mz/TNl+bbGdZJ9kAffWrXlnvlA3Qg9S3zkapa/eUOTbmlBmXbiPTOUunSC9go4miCqiD3KMd3zJjun5tr5aZCzdqT0+O63U/+7p6xStekfHfqH/wD/8/9U//xf9Ra8YadvbqxuMvrFMWdevxF9Xtx19QT2WT2PviUTYDH7t1q770v/5DtbuT867W2XBd1DCOobuZN2q5c72+6Vu/o77qa7+p3vT0fttQPlgPdf8052w2lu9mo/Lu6VSn4179xOveXH/jv//b9cV/+I/Uf/jxn6oXv/RldS8vpm7wjjXVznJsfxb/hV/4hTXmPL91+/HoD2qx3I22flk3oB1j4IF5gAdlDxj9Mhd4jYntaQDanG7LnisPV8c0t+jxgcbCTO1s6+1vA2Y7oNUMNDXQ+q4jwzDUcrlsfTfy792719YEn7tqqwGtt50PaH5AGQfO+0C732h/GfU2NH2vMjfftk7+MuC8nh6jrcFZO7U1BpzbAJtxqHMNrrTuA2z0ldblxkq3zYVUKHN+hXbKgOZvXLH9fKuNPh2Vpo2wFpjrjLjlAVosmKl2MM+5x87YxtJXXaUBJS/UHefdTDtrtF9nrfNS6xLy5F4Ccw59hLrmFt2U+6Z25lwsFq1O+9pItQMk7V5oncqBNhbr0lf7+V67285N5aLSrNnzVHTfiB/4qPO8Np58rxW4kKvr1MvDXF/n9Te3FGhjgjlGpVmr0F6bbhvV5vyX79Cu80BjL8uAlse4GgCtZuPDPP/dx7pFpXU90OzrUoM5rr76SIVmMOsAuw3qeg3GdmxCpf5SbaTbADb16y+067TzwLbbBR5oMRRqL+QBSYO1WBfQbLUR5rE+edGMt770EVuiZ8XCnBeuppeDAk1kTR1NcMWX+uEK+ZUijbsC5iS9/yiqX4d2QJtIJ0coexSc6A7jdFuY4/S+uqsA53Yw83BOjQ20Rct6jOGBrTQPfkj7KJcBJO3Ck1EugBaj+yjbRl1qQJsHbayhwz7QrGGm6lzIXJisTRv7LmDWDLMdzFS9MIi+wr5QJu0yaYc6Yd/4Ltz2BdAueDjPYS3absers6ZMuEgL50VYbwfQ5gDYxAbKBjSZNRin+5hPVJrxQtoHaPbKXJQ77JtfyBtHf8fX50+5eqD9BMx59qXFBxXHKKyhzpq8MZTra66dnZ0yhibqtIHzsSg3d4d97YA2B/bhnNff+Pt5IXMO1OsrVd5hTmsY4lu5ORpT6C/0AWochtJukZckoM2VOmNrB8ldVPPNCyTQ7OusIc0NWNKx8YutsYCCi3CejamPNgJmm+6vbpvvfanj7P72hX3lwjEB7XrscqnxtBXbfO8rEx47Ywigjd+ahecBoEuLr70dmGXABbn6y3C8+liTFGhzD7RcHr+OXgPwwDzC1bKer7Zal0nNL7pa2WWouyyzr/y5wtwCzus3Zo8PF+Vdp945kz4K2j8K8PD4xn2U7/O65z4DzvGj8Fwz5D2rGMYG86ynVdG2ZdZV2RiTxyRt7WpcelNsos/GERExUHA1Yrz5wGyTwDVtYhtrxmQxsQby7Wcqz/3jbLBd29up3eWibt+8Xv/1H/riesVLX1xveuPrU8FUL335K9tvtbHYqcOTdftNyN/3X31x/c3/7v+eDccn63VvuVP/6Q1P1tMHp/UTP/vG+tY/8Wfrs//L31N/8s//hXrLnXuJQd1+7Ikia7wbbIcH92t1dFBf/Pt/X73fe79H3X/qzck9lJtZlbotE4YCaszYd7Ih52bch33Yh5Zr0Srr/242HNfRr2I8LJZZqzLGiTrYv18fmA3U2zdv1HKsins5bqDFA8rmy9Pt27frfd/3fev45LRya6pKzuVyJy9cOy3PlI3GncyJ//7h+8Xu5vUbLd7OYlnr1DDmXhWnqjJmR523qZqm0tSGbH1mifcI61tkblanJ/XO7/RO9eIXvbCNw03IV73yFTkOb2z1PH33Xn3lV39t/eiP/Y3KVNdb7h7Um+/s1xsy///r//7P6x/8z/9LOYbd3Z3ytyjf51e9V33B7/v8Oj3ezybqQd24vtf+nPvGzds1ZpPx6KTq//p/+x/rcz/vC+vLvuab65/8y39bb753VD/75N16472Dev2d+/X9P/pj9aVf/fX1nd/7A/WTr8v5AEVqndantbe7rL2dRf3Uj//H+sxP+7T62I/56DYvp9kZHnd2k2tdtZmB+mXfgF/2c/ALPQFeW9sACs7x1tRDjB6GLC51lU55g77JF7L5gB5zd511RG7MWiKGXFvS5XJZu7u7ZV+9Y5AK+e5nv0N556VAwUUYT8As127G1d/ARgG0eF0AlLUCZev5gVb3YrFo7yvb8koDWpztOoBoqsmBDTUG5C6Zdd44+phTar/z9oV9feTF6uzPurWtNKDVBudUH+e7+wFtXPZ9/xDGMQbQ1mLtd/JO5XuY9xKfx2HWGU9fbXyHqzSgzYVxrCuiOs7mI8xjVaa90B9odRrHvnp59cv8kAdoa23r51xZ5PwBqjftu5/ninUI8zsOZdasDZBTdWqA8zEYy5wd2irTzzHv590PaMfKfOqEPCDbxmwuO0AbU5015dZv15jC2rq/vDZSZR3aK1Pnbxlan33RdcayRo+ddsrhfJz2jSfdBtDGo8x4+kqBdk7oA3McdfYr7bKNfXNH1T5Ao37pA3MMbfoxAVpuQLN2PMzRAfOxcbxAO/7NMF/m20ZED3y29fIawJxL/jKAdryATS3bfvBw39pq+oguAto4nYcu+6VKh2cqDNiYXB7kRvEIxkmAOYb+opurs9/R5du0666i2gFtsuUvQ5/LMvtw7uPJt23X+8qEiwLM9tYrAMO0vNq0Tr6AdhF50feT2EXJi8AL1gtB9BxAOwGNWVvNmEI7oOVRrUzaYSwXae3MYw7rNb82N3eunwAAEABJREFUD8urzpxCH/17bGBTk/raat2mi4DOXqBAiwGUNxBrMwecy+2be7tGZZfh+ByP46o0xyxgXizkhX7WB3NN8sqFfEdCtBtcj6ccaMdNmcdNwLwo6G+//yan9tYNtAeYOmvmVy7kjWXtZ+p2DIE2L5fntbYasLFV7CIv9UZgPGM7Z9Zh31jm8jcT1fX88trpm9VtXkzzkGFfXyE/DmN1GGtI/q4DasyNdxyGMj7Mc6Le+KLSgM24gLJpA/NDwbYd0ManjdBOvdS+sC+6rNVlDQGgSQOc16Nth0qg1VRpQMsJ5zTiTMvU5qX7SZXDbGdeQFGzVS8UwNVydUI7YYztPrCpq9I8vxxrh32PocdOABdqj0v7wCxvnUd8AU0LM22drS9r7LnlhWqpkH8ucPxAG8N2HGDThZkHmp15OzZGz5KBOeazdH/e7Zf0DFDrbIoNQ9awrFMMlevUTZl11qsUns3ISMrfaqjKeTDlW5QtTNuorGjka9O2e9s8sUCfbOJdpikkcapyutWmxWGKreu0f0o7ZVNpOVIf+ms+sP7gF31hvfTFL6jKC/LrX//65rLIi87N24/VU9kI++f/8l/VN37zt9Vn/Y7PrU//rN9e/+Xv+YL6zM/+nPqkT/n0tkF5d/+49m7cqhe+5KW1d/163bl7t/yfnN2/d7fe8obX11d9+R+pT/i4j677Tz/Z/l3ZWp3U6jQ+e7vlPWXIS1YVdZpNuZ1sAqp7r/d8j3qHd3h1+eKzTl2VNsVmJy/qrkur1WmNGeAHf+Bra51Yme42345R++FsfR5zLOY+9drXvjb3yZ32Muh65r30+rVr8ZsiO2p/wrzMBugHvvb9U99JLReL3HOGckMUMoGpYf50XhpMlcqqtfQanb/sBfnYB+rGjet1eHiYZ5H9bEC+Y73nu797vflNb4j/uu7fu1M7O0tN61bm/mff8Kb61m//E/WRH/Nx9em/7XfUF33Jl2YD8XfX7/y8z6+/8//6e+XmrOvzznKsoVb1Wz/jk+uL/8DvraeffGNivr4q59zR4VHGMtWLX/yKOj6dav/otP7G3/of6vd84RfX537+763f+jm/qz7hkz+1PuO3f279sW/79vrn//rf1r/9Dz9eN28/XstsLCZIHdy/W0vW9dSb31i/8eM/Njl+fw05l/xT9Te/+c1169bt6n/a3op//qvNAJwd+NZ7/uuZZgAo4ILZlOdEcUH4HDvGE5fDDEUBG3G36VQF0Gxgpl3mUiy/bWt/G30tcjNqlc0y+8uss65VrlFAM+8xpEIhZJU/mwttO7pem20o7zadbuuv4mHOrw5o45Q3ltQ6BZzr7DsO11LXIsfV7YFS32Ed6kSdNXmhDs7jAmcWWYEybvXGgfN50G9jFAZoNQPpzR9t9LUu69zGbFG57a3bPQBo/voI/cQ2b1/oC7M90MapnTWaA2advKg0qXqYdXD1WGDWx6XVNeWHPObUH858ck90TKvTVX7gdJJ71Gktch81vn4CaHUpA6qfax4n34M9D3vNHj9/ycX7sXpjA7kf7bS/EPC5AeZ4QPUGbObMeNZpPuNJtTOW99sL9eeYAhfq07ej0oB8z8dHfzvWq43Ufs9hXyjrsC96v/t1Gczx7Xd028tUvbkcg9jWOz7nTRmcxwSuHJ+xBMy2ddZg7qsTQPOHWQ60ua5LTVtFzrm1wWwHF6k2gOQCYJY5vguKdIBNTse5PYcw6/Qzb8w3tr2mbZn8LyR6DTDXuZ0bHpQN2wZX8UAT98B2YJbJPxOcJCcLzi7iXAROqH7bMe1fBtAmF2Z6Wa8/zDo4p90OznNqK9R1CrSTrdKsSTnMcSJqCxEg2wC0euxoK+RhlvcYfbz2RbfTVl7IAy0/zP51qXU757Cf6JoAzU95pXU7OI8D5EF+bLAeAbNeXnR/oMWDWQ+0TToXwEozvuPwYhARtbjWJK9eug2gxXSB7IurMS7DGoxjrm24cAv1QNnMAzNvHGtRJi+0EcpcPF3wt22UqTOuuYytnzIBtHGp86ej2mnjXMGct9LsC3X6mUMYK+o2buk2tBNdBrRzCWgifYU2QIthfGuRKldfafY7/B8Q+YJtPVG1jzr7+uQkbjd7qX1hHOGfEzTb5LMKNx/1UwbztaOMosXd/gJajcapNKBg9lFmnoch5puPNt0eaDFrq1mLNQEbKdDs1OlbaUCTwbldnTWg6bQXQKu10vQX1gE0O/NpJ4Cyqe929oFmq7zSgBYTSG/+qBP2gKaXF3DeB9p553XQYW55/Ttqq3UZzHGApgVaHpipdio6lYdZ5zjtC5hlMFN1Qt1zhbm3YTxgM3/qYM5baTCfR9tymPVwkcb8kR9jiG0jmGNsy57n315ngFw7i7wIDNkQqrR14e8EZlEcqPDZqcqbKkFtt+iqyaLPx67oJlPzjCSfyvkylIzaaPIMU9kMcrOJUGNPZ9SYMS9QWm3t3d3dqVU2+g4O7tfOYqij/XvZuPqU+oLf+/l1+9aNbOpN9cTjj5V/fuw19+IXv7ieeOELU11yMtb+wVH9xx//yXrzW57KhuPL6uZjj9d+NrlqGOvNTz5Vp3lZWmRD7O7dO3X/ztPZfPyj9cmf9Ik1ZjPsOLmuZ4Pt9PiwzVGre0hdGcokUveUjVHlN25cqw//8F+bmvOCdXLSxrDI5uDKjcdxSL/K3x5872xUrk+O43KaCFVDNh7XeTkD4rs+k1He99/3V79PvepVr6gY1zpxGl2vWt/j4/+E5uUvfXG5+XlydFRRxG4VJI4FRnL+4Zx9Bm7b1XXUDU1zO/+f8Bs+vl75spfW8eF+nR4dZuN2t0VbZYNisdypnb3r5b+x+DPZjPzf/tm/qH/1b/9dPfn03XrpK15RN27erP379/ICelTXdhb1+M3d+sxP/aT6pq/7qtrJhuGSKRu+16pyjjz11NN1O5uKxyerGpe7tdi9Vq9701vqZ9/45loPY60Y6vqtx2qVTfRXvPJVdXR0XM6Jm8Uve9ETdectb6wP/zWvra//mi+vl2ezemRVd558Sz1262Yd7h/UmI3eVvjzXxdmAMi5ygXZ852rZwAePk9TzuGrvd56qTFE95DfBsz5Yabaqe8UZjnQjinMVD0gadj2kRcqYLax7xrVqde67wNALtV5tVAHsz3Q3oFg7qvr6HFh9t2Wd75TbR8FoI1LG0DS6tHfTq/ZvoDZRp1QJnUNFnCxJvVCm20oE67Ryl1LgOrzIlUO5/m071AnL92Gsm2ocwzm6TGVaWN/0X7gNG7WMuXdXh9/8WK5XDY90O4v+gnt1OkjHL/jkDeHOqDNp7b6CHlttLcPlHyl2Tdv2PI3IbUV2isbYttmJNeGtkCrrY8DmrZsMOeWF9obWwps/HZ2dtq5Zg51lSavrTTdzTnS+8qE4xXWD3O+bqOsxwM2MRyP0B9mH/vdD85l1qBO2w5gU7u5YbavNHMqC9uOlTH1l8JcA6C66bW3o421Cm2VwXw+amNM5dYjhTlGt5MqlwLteAJtzEDZ1JtHCjSdcY0P8xiML7Tf1gGKHkC3Mca2EtjUUGlw7g8zD3POqFstxujxlFmn9FHQpwPmuPr1cT7K9+dSZ07RYwJt/NuyutTUDZdkj+zq8EiDK5RXTY5xnmmCYJ5M/YF2gICWQf8OmGVAs9EAZh5oJ/l2Lv20EfIecKAtUsrsu5iY1742V8GYQnuhjRePkFfniaxOGFMKGLbV2nM0Qb6AjVydMIbxgFjUZjx2ul56eRFT5uKtfLlctgXO/Mo7gHaSwBzbPL3+StMupM2NcuG4tFPnmOQ7uk4foI3Fm4B5lW3ru78PAY5RGF9c5u3r232MZ043N63hMtT3fOZXD7S5M746/Y0L2N3o1At1Ql+pvxXiT1z0sw6p+Xd3d9tPubRzroX5jeFvfwJt/rR3DKIlzBfMubd16oF2XIx5/fr15m9+41WaY7IG8wt9Im4fc1uDWOQFRbtxGNqxkB8Y8pJzhsinvDg6vn4crAXmmtd5IVvn5VZZhzfgcRjyMjs2mFsd0HJUmn0R9oKs217Wwezb6ktsKcwyY2ivr3NqrVJlXQe0G6J+otK6PcxxlG8jJu3jXArnDWgyY5tDwLlMeTN4yBfQxgs0C+2tww7QdNsy64FZ3nlt9emw36FvR5fB7G8fZh7O6WV77UTPJ92G87ANbZ8Lev5tCnN95lVu/E5h1gGK25wBD6XN6BFfxu3YNgPK/PV8e/udgbw3up6NjDUOQ5GNR38rbWCdTb11DW0Lb4q8imzyUL1N0UylQpmIoHqLaWe3xFPMg0nVFH7dMJgzm3jS3EQiU5f4LWhsQ12zbt++VXu7y/LPo8ehav/e3fqiL/yC+tqv/PJ62YtfWPt3n6695dh+yy1vgenfrZs3rifkqnKqZiPr1tlv8h1EfVr+m4a7eXF5/LHbSTLV/v79Gpjqm77hj9Xv/rzfVTsDdS35XhD9UXT+e4Lm9x7ib/OvshnoON1gXGdDMNNXq2ySfsiv+eCW17m0TulB/HdS2zKCl7z4RfXKV7y8/K3Jcch9pKhxXLR7VKU5VuNBPJPjNa9+dexfUctsvI6Zi+wstk0/+Z3cn9wQfPUrX1GvevnLqzKPtZ5Sx2mNw5gcO1WJX2lTMH8MIube/H2ulXNcyuVXuYcdZ2NzyHxc39vNvN+rj//Yjy7/JzLrjHc34zo52k/O49rZWWZer5dzlDJqsdzJhuOtunn7du3duFH37t0v77cveclLMteVTcjDmk4P6ubuUJ/72Z9Zf/5P/4l67MZevfn1P1s7GaDzfz/HeTcb0Mu8RFfarVu36oknnmhrz4m/RZq6hmGoVebqxrXdClfLnL9vecPP1m/91N9cf+Jbv7Fe9sLHi9VR3X3yzYl/rXYXY+ZqlVqOEvGX9wco4MpJgKvlVxr/MhYCD8zhVffM5zpFxrwqBtDEMFM72gr5R2HbZpvXx75YLBa1m+f0nayXXe41pwzmnNqpE0CNWZuEdgJmu0oD2nypN7ZUaNepvIj5Iz/ABT2c963J9XSVNcznQfvbUGaODph9leujbw8OtJqBLmpUOxnrBkpf/ZQD5fhEz7FN9dF+uyZjCaDlk9fGeNrp41ooVadMyANtXVRnTu2k9itNuw6gHSPrsV7X5UpT399l9ANKmTVIBczj2smaDOFzrOXHYWjj11Zfz4/yRpC45rEWzyHl0mXOK3M5tpi0PPLKrEneWPpqL4xrX8hbj75i295c6pV3bNsqs9/f8bU1V49h3zqtZb1et2NhTn26jfbKRI8nBdpxgJkay3q007+PTV45zHNsXxtRaeZRFnbzARqvXMB533pElxvH42pfJ3XGlO81weyvrANo4wU246g044iw7WN8YSyp8R2b0KCPDc7jwTmvjX6AbIPxReu8FV/dFticzzDHU9drA9qYlAlrdS56fqBs6rah7BcCV+WEuaZH5R8epVTnQKXAhQlQ5uCl4qoClHsBeDkq42IAABAASURBVEAvx1HXfYzjwZYq01YK84ltX+ijDcy16KNcaK9eeGDsqxfdRx3Mvur1szbl2igTMNuo71AutIUsWll8XCDtm087Y3jCKBPmFsqFvHrjCGX9t/Tk1UvVCWP0vvGBdkHVWTMW0GRAaSP0dVz7+/vl/HsRS5ULeWXaVJo+Ie0CAPJge9z8gHKMvrAIa3GsxtBeAJIG6xFAO1c670LoQgnkQXt1wdYNNuNak3NhTcYX5tJXB/XWCdhtML7/FzFrNL56NwmNo4E1yyt38bdvLmXm0c++cbS37zEwr9S+ANocG8O+tQl9jWN8oI1Zuf5CXhtppelrXO2FOvvCGoDNTUx/YzseIC+fN9qv5Svz2CVc+9y4caMdN2M5B8bR5/DgoNVDrJSZe2C+wSZJjcNQu3kgA0p9r6HSWm2RLxfLcv711UY/dQJoDyfjMMe0JmHdQItpTZcBlM0Y2kqNbQ6Yx69eOG/q5Xsc69TWvv7qup3UPlDqBcz5nDePu3PjuVRpxjKGdauT10c50H6DJ2ZtnOa0TusxlrY9n1QAbc71Mc5VPl0ObK4F7fUX8nAeB1DUrm3zmt8YCuW3fbpcmfVpD7O/9h1dr3+XSZUrk25DHdDmFGhjNJfz0e22/epSg3Mf/fTR3ho1tS+USYVyQPJIAJt6jN0Bs7w7G9P4l9H1z5bCnAeuplfFhXPbq/TPVgbnceFBvsd1Lh6Fbvf2QNenq8qqUTvZlDnYv1fLBXWwf6eyM5S9rpM6OTyKblnjkHVqNWUJm2o9TTmXyfCmbDC6TSXSveLjPA3ZJAIqn8Q8TSzq5Piwjg8P6ujgfq1Pj8pNvqezQXR9b68ef/zxWp2elte/a8lp+HU2mCobbMtsxDGtanc51N2n31Kf9smfWH/627+lfuPHfVTtpfb7kbE+qb3oT4/3a5HNqEpf7Gaz7PrOoiobV/5m4xR6985T2Vxd1cd99EfX93/f99ZnfeZn1OrkuPy/M69OTsrf/FuMQy0zP6cnp1nPd9q65rWbSWpjOjjYr8eeeLz8M/H3fI93q3d559fU00++qQ7v362jYJFN1rtPvaWefMsb6yN+3a9tMbyOTo5Pymt4GIZynsRymfoyqwSVcd6/d6c+49M+pf1J8clh5urkMPWetj8tXoX3NzZ/3Yd9WB0d7ucHWvHKZuje7l5y7KaebLC13USqKrqgHmjTmSR0Njvrz8TagIx/kRwHNa1Pa5Hj+SVf/EX1ub/9s8rNx9OjyFfHib6uVebUzd24NB/HtM4P6Yz2utf9bDtvnK+TzPGYp2c3C08P7tbq8G59wsd/dP3g931Pfc5nf0bd2FvUwd2nasix288xOj641zYlF9kkNqd5djNXOczNdiex7j315jo9vFfv9W7vnI3Hb6iv+fIvrRfevl5DNh8rc/V4NjdZndSU3EPOpd3FooYUChScw1p/PgDnOWDmr8rjnHVcpd+Wabfd3+aB7e6VvP7iSuWzFAKb+XyWIS65/eJ1L88NnI8Nck1lLdRGbFcJF+2GXOMCzuXaw9xXJwDFZTwBtLlU55ojBS7YuIacZo0U2z5wbuc12KFNC5Av4EL8niOqTQ3bfuYXxjCfuYFc17kAa24wz8tJ1k8lQNMbWwBlM26nxpEXyo1vHnPYl18ulyUWuW5hzqFe220/c2ijD2Ttip/vHva7Lcw1KNfXWo0Fs/22rXr9hLy6nsM8QFkjzL7GVK7t8fFxu1+oN75wrL1vHO2EcWGOpd6+OaXaSbVTpt5Yh4eH7TgBjRpbdL28tThvyoT1CeMYr8dWZ0x91Al582pvDKCNx/lSt5O51c9xShfZjDSevDa+F0yrtWlafcZUp696bZsyX/Lm0kbq+5g55dU5jpjVQd7NHLdxtBXKu123tWZl2jkuoJ2HlaZMv6eeeio/fNxvMa0nqlan9uqtQWq9xu0xgfzAbaeUOUbtjWk+67Svn4D5XFMvzCHUdTv9YJ5b59K4jz322OZ8t6+NPkLeuTGO+eSVCfvKrcu+9vaVawdzPfaN69gEzHLnQQBtvmCm3d54fRzWL+wDbT60qzRjOhYpzLHlt+09lt0mLi2fNQuY50Mf45tXyAvlQhnQrkHrFuqBUi9vbKDVZ+xK06/XIg+0/DDXqt+2baUBbb0M2/JJHwVjdJhDbNvbF5dl+lg7sK1qPNBqsLahSR7xBTxUa2KgnfDyGgItOGD3GWER20ZA81dmTAcir50nhicczDmdfEB1q6Ex+YJzGdDiwUVqPNFzSOHcRp25pCJhWw7t5AXMdSiD2Ve5ACTlRaReeGJZs3Edi2OTN756D5gyeZ2VC/ltWfdR7slvzK5XJoB2smorepxK09Y8wjrUyxsLKDfqlLtIusHX5S5mbhiqM+e9e/daDpjnwfqFscyRVG3ulWkPNHtr0Ua5tNKUGddaRERtvs1tLPXKtu2V3bx5s1102pnDBdY6td3PBqwbaNrpZz5jqZNqLy/sdxtph8cPaOPQ3mMItJzdRmpsYRzzuVCaWx9llQZznLBtbPo5x9o4Zu2tXd5Y5tZXXuinzthS8yjvmPKi5AuJN1HnUmqOhtxEjYVBAmV9LDBL1YsUV6u82Ks3trbG7rrKTwW9KTd5HmCBNh/WZF4p0Oas0mDmgWZn3doI7SvNOTCfMYGNXT2kWYswFszxL5uq7wA2MfURQDsfrcN+pZlfhG328ps5yFiVC7g6p7oOc8sbG87tjalOqJd22IfZVj9tlclbp4BZD6jK4Zo2UAC0udfHuMqEvJAX8sYXzn+Hx6FDu8vQT5kU5lyAopa3MW/lF9B8rFXA3IeZPlMYa9Cm021eGaCo5QA2VCEgeR5vxzOwyIvxtfwg5cM/7EPqfX/Ve9TtbNK8+pUvrZe+6AX1gsdv1Uf/+o+sFz7xRB0duJlV+WHCsl3X7mvlqqnshtXFlnNCZYVG4XrsdXHnztMF5KF9Wbdv3ayP+PAPL/8U+R1f/cp6p3d4VX3QB7xf/dbP+PRstn1q1s6T0hvynX2xcjMusaQ0fh39uoZs0O3febI+7IPev/7Y13xlfce3fGN95qf9lnr5S15Q02lezE6OajlUrbPZeectb6o3ve6nyz/LJZtlL8rY3vFVL6/f8VmfUd/5Z/90fccf/5aM/72yqflkNqWqnnjs8Vpn0zMVtMxS0TqthinsVGM2JsXdp5+u5WKoF77g8fqkT/wv6hN/w8fWh33wB9RHfNivqY/8tR9Sv+U3fUJ9/u/6nfWRH/5rs6G7aLG911ZGMqMutSmaqfwNzff9Ve/V/iT8V4e+/CUvKufsvbPR+Z6/8l3rg1/7AfWazOHjmdMb1641n/v3svF5dNQ2IeegVi7m3oPf04OiM4lr2/Fxjn3GvLe70+ZmlQ28d3nnd6zf8/mfV9/xbd9Sn/gJH59NwJ3yt1CPswF4enxQ+9k4dYP4+Gi/ru/t1ru/27vWu77ru7QN3TJWNppPclxOswn9gts3cixP6o0/+5MZ28vasfzB7/2u+rI//MX12vd773pNzsdxOmnH7s6Tb2ybuh5TYd/fdry2Q/3GbGB+x7d8Q2r6pvqNH/fROfbrGqdseAeeK0M2HclmMKFDaiCwlrOhPk+en4ErZ8D7oFAp3YayR6Hbeh2J3pc+yq/rtBP6Cvmug/maHnLVL4YxPxgYa2SYl+SzZ0z7DwPkCsgz2XbMzgPl88SYDSWggOpNG2E9XdapMuEzn/A5SKreeDDnVKbOOEJ9B9DyAa2GStuOKR9RszGmgNlHuXrjC5/17R9nI9C+41Gmnfmlj4L22/Gt1XjCeMbw/qa8xwEaqwxodcJMlTVlvoB81wU90Po9p/krbdtPXr33D/VALOYP0PztaWedvgc5fqA9r1uvfevX31iXUWn6GmMbEbf4QKlf5T1nyrtRfi6UewPteA3R1VnzXdgcq/zwzs0m3ymdM9X9OADNTzvrANrzuPG1FdYMlO87+lmTY5DXr86acselj3qY5wM4s8iKf3bOa+vzSZ9H+wJo82TsSgPamMO2urSxNvPIW7O2wlqs0ZiOXZ022kuBFrvLtZUHNnMAlLF9t932g4t1qOuos2bfsZur16NKeYf9DmWdhzk+0EWNGkvYAVqdMB8jaxdw7qOtMHbXyVeafedIqk3nYfZXJhy/ADb5YOb17QA2x6YuNZjPF5hrVa3f5ZzKHwZreZgOeJhqIzdfB8z2xuwAWv1wNd0EeggzPER+QQxz8C7sye0Dks2JDbQTFGZ5PUMD2gB6TJj7uilz8IDdTQ7lognPvuwLYHPAPWmU1UMasLGtS637bR9sZUJTmGsyh/1tAG1MyoDyQvJC1daTUrm8C8zl+Mp7Du1gPvm6HM5jd1m3h1nnnAnAEBegLbCpzxjaCnX2rcl6u6MyFwVvBH0h1cZx6SevvX2pMqC7t584dT/1Kswl+nz0GOq3/dWrMzbMc6E/zLy2vT4p0I5ppdk3HtBuNvaBC+cnzHVai3rzCfuV5riB5qNMHbDJYXzrAzbnJ9DslWtv3DprxpCVKtfGvrxzJNQ5LsfcdcaRVy7k9dFWJHk+Uzuu6r2JKofU5cNcblqOVB3Q5sNcxtFOCtQ4DEX+qzTlIoHTq3aDbky+lJu/w37E7SOvvNdsvym2voACmkS9sGN9zgnMNSoT6rehTACbOICiBm1lgKYH2jEzfqWpF8AFuXWLSrMObUS6D8SB89jqO7QXvQ+0HECmcmpzv62vNPsd6TZ7a+1zKC/UaScV8pehHGgxYK6x0uBB3phAs+08UFe17TzOkQA28wJc5fZIGdD8Lxv1XJflV/W1VS4VnZcKuJgDLva1eR5vfzNASp6yyTadntTv/B2fXT/wfd9TP/rD318/9ld+uP7SD3xv/Td/7a/UV375l9X7vM/7tAf/mNfq9LRc0yubN+NyVLQFI9qVzjg4OGy+N2/cqGu7u3Wwf7/Rr/rKr6i//EM/2HL8yA/9QH33n/8zbRPw9/2e3127y2X52+XmMpqY/Apy9RfZRKqAWlX525P3nq69capf96EfVF//1V9eP/pD31/f/ef+TH3NV3xZ22D8vM/9HfUHvuD31pd/6ZfUN/+xr60//6e+vb7vu/5s/cD3fmez/+DXvm+tslHmhta1bLJVNjYPDvZrlXXf3/bM0l9h29oj7zUyZRNrSuckL2CL1OtvP64zl2Pq+sxP++T6lm/8uozpT9V3/tk/UX/q27+lvvHrvrr+yJf8wfqgD/yAOj46rIPDwzrKxp57tQ0Zm582a4nbNshC3/i6n61XveLl9TVf9RX1fX/hu+uv/5W/XH/tR/5S/fD3f2/7k+Xv/HN/uj7yIz68/HcV3/KmN+T+U3X9+rU256c5VsZ8dmiVtL8agMx0zpFpvSryQ7q7Tz9Vd55+sm7fvFYf/7EfVV/31V/ZjuP3Z9Pwq7/8j9SX/sH/qr72K7+svvkbvq6+J8f1h77/L9QP/sXvrT/w+7+g3MT0HCjPn9yjsn6gAAAQAElEQVQrl9nAPc08kNi3ru0W2Rw+uv90vfM7vLw+57M/Lcfqj9d3/dnvqD/zHd9SX/9VX1Z/4Pd9Xo7pp9dnfeon12/79E+pP/6NX5+5+Av13+Sc/bZv+vr6Lz7m19cLsqFZq5MacywQmcc2n/IdOX7qUsazm56fRy+ggJ/HDM+HfjYz4PV+Gc8UZ53rRVz2s/9Mvuq1uwpAe55UB5TPWgI4W6f6ilntXAIara3mMy7QJMYRrZMvoNlvyyLefID2zAOzXT2iGaOjm/W+tMs6hfOY/ZnKOfRZTshrq05/Yb8D6Gyj6kXrXPrqcqCN95K6yeBBnX6i28NsAzSROuu0RgGzvCnzBbT5q7MG53pgk1dfTYwnFfJA+X6j3r651NkXcB5DnTa+a+mjnfMoVb4NoNUF83lUaep7DGP380yZcdSLZGznJMhlhc+667OCOnPv7eyWvySivzLvT9Kk2IwXsFvGFurNoa19fY1lHdu6rm/OZ1/AhbjwYN94xhKdh9nOMOY2r7mEMiGvXL28Mmtw03B/f/6NSnnjqtNGAJv5Bcr5Efqq197xAZs5qK0Gc23a9tzymli/VLnUTVBlxtTGepXDHENemTqYZXBOt/WX7boOzu0BxZv1x7jmVigv7Isukz4KMMd8mI2xgE1O7YDNcXf8wIW5hFnfbaXbAFoXaHFb54ovmPWO62GwPgHnMQ3V7YFNrfAgr+2jMDxKqQ6QXAmL6IrOA5uCuu5RFOZJ6CdIjyMVnsxOgLwnuSe7tsrUbcfWxr46mON6Mmuv7jK09QB3e/va6CP0UwZsLrraatp2G2N0FZzPgfGVawu0OJVmP2RzggBN1+OoN7a00uB8PM6D9alzDnoO4MKNXP9uV2naA81GP+EmqHJ5F3d557jS/AmI8rBtoXEDUp02yl2Me3zrViasRxt1yuUFzPMiL7QzdgfMevsw8/prJ1WuH8xzYS0uls6HemFOx6St9TkHQj9lwGaegbLBTOU7gDZPxqw0YOPXY1mXi6R5nDv7labenNaV7uZ6UC66zNgCaAuMtQttjOVcdj3MNRrXcQtttRuHoeXIyeRds7TsduMwFkSSm6lxgTYOiKyqjKGtUOKfaY/5qXFHixk7H/bUCWCOqXwYLsQzh4jqwkeZMI+0wzmSN59z6Tw6Zp2Vw3kuZZehjVDeqTwgaXUaT8AsU2Edfez6qRfq7EsF0GJ0XhsBsxxQ1aCfaJ2zL/sCZjv5M9WFeesy9R1d1qnyq+qG89jaiO4DtPq3a77MO/fKhPw2epyrqHlgjg9cMAFa3gvCKzrG2IbjE112hcuVom7f6WUj5V22zXfZ8/TtbwbI7gvZ+Lnz5Jvq9PignsjGzQsev1m3b+y2P2F2g+llL31xnRwe1FE2EneX8wuE6+oqL9bez85HPYUVIVsf1yOY11ftT46P6+6dp2uZNXInG5i7i6FuXt+p67vLqmzgnWRz7k42uNx8dG3bhGLDhZkKaw9qfZJNsZPsGR6nzvu1Ojqox2/dqNe+3/vWJ//m31Rf8ge/qP7wH/qi+oNf9IX1uz/vd9anf/In1Yd/yAfXu77Ta+rFT9yuu295Q03H+3VtOdTOgszDYR0eHLRl+/r1G8ng1tWQnHPGMGefqYqpDlKvG5A3ssHqvyH55JvfUKeH92t3WNdifVyrgzu1rNP2m3hMp3X/zp32J1+PP/5EXb9xM/HrgUYkCd3GeDtjObh/p67tLGov9V3bGWuZ2Dd2F/Wix2/Xy178otoZh1png3ARuhjGqtyrXAOA6i3VdvZtot4njTmkmnU2W29kc9PfYF1l0/D+3afL33q8thzr1a94SX3Q+71PfYq/6fm5n53NwU+uj/mID6sPfv/3qV/xmlfVjb1lpuu07sbH+9SY4185L05PVjl2qS41n2YM/hufh/t36uTofvnvQ964tqjXvOqlbXP5Mz/tN9fvzTH8wzmWX/Glf7i++o9+aftNx/d7719Zj9/ci/1h5QBWpikvwlXr1eoRY03OaM9nKJ1fhA9QMONyeuCy6Pn+L/AMAJvjA1zI7n0QuKCHi31txLYjzDbbsofxcG5rHNFtgfJaz3d12Bf2feaUb399k/Vaar/DWNqA1oaaoprRc7iOdHTZkGdWr18BFFDKYKbyHcv8cEa7SvN5UYRt7wauA/Iwx5AXgKTVArT4QJNd/jKe9TkWdUCz7/ldv4Ay12KxKO29D+ljbd1v23dbtl6vWx1dBufxHZcxjGs+wDAX7LtfU2x9aS+so4u7LdDG0PtSoZ1UH2EfKHnHpc6Y1iUVMMcCNnUpF/o7P/oK4wDt2Bij0oB8n58b+vXx9nxAq3c2rKKqgKzBtF+e0c54e3t7dX3v2mYTstLUmXcbyqJqn+1c3QZoNTr3laa8+wAtN8w06gsfoJ2rjkM4fv2BFtM6gTanPn8I9T1+pemnndT6rKP3lckLoM05zLXA3DcW0PI57/YrzTyi9zuNqn3UCTuApI212/VarEGlNXQeuDDuSut+MMcytjKg2QJtHpR3VBrM9tae7gMfmPVAG78GwKZWc3SZ/Da63Lqtf1snbx3SDkCXBwC0fNaojwZSj6eQV/ZMAJoJzNROzy21/yjA7Ae0erot0NnnRIfn5P1z4OwkdDipnX9rQ2v/MNuH6S7LzSuMo05e2O8UaAcAZqqdJ4c2MMvklUsBSbsA/EmCNw1PSi92oF28bvAZwxzqvACFvHHUVZonsnJpl+sDtDhdpj3MskrTJmRTt7y2QJPZN652wvjCOMI6pPpo50abN0LlXgSOSz9t7LsYSu3rY3ygLQb6VJr2wr4xI9p8lG/7aiOM1eX2rRHmxUG5fjCPSVv7BnWuran3AcXtmCjTtgnyBbQ5AVq95rA+oa2QV25Ox2ktUnVA2YAWx9jaaS+AC3mV6d/rkze+Ncsb09g9ZrfvcaXa+QDWqbJtrFfrNhZtlBtTyANN1x7q1lNerqp8m1TXQUR+pOB3tbFVmjYh7WZszdYHNH2r5+whTx5mufZC3w7nSF47ddanTAooeiiA9kCmrTBONwba+JSLroM5JtBq7fOvHmZZpdkPaTZS0WVSY1onnPtocxnaaS+2dTD7Aa1OoHrTtsN57XOjzJxSAbT6YKZX+SvTVsgLeSFvPGF/G3AxprZXAWhifWWkQv6XAqxFWItUXObtP4+3wxnIps9ypF6YjazV0X49/ZY3lv/W3rQ6qWu7YzZ0juvw/v2689RTtcrmUxV1cnxaFTouxgLmda+qqIttSneK9Pj4pA7ONvRWp6f1whe+oF4UuBE5ZcPRf69xnFa1u0y80NOTo/L/aF3+plqCtt8ODE24S58p/amW2cgaB2rIWDj7rbZsx9WYHbxF5Pfv3qmD+/fqaP9eHe/fr+PD/exRHQT7dXJwr/37gIvppNbZgD2Jbid1PPHE47WXF6U7d+9nSTfajCnjrUhyJyqpcCN2/zAbX+ZbDO3P1m9ms+3aWHVy76kaTw/L+EM2Sv33CyvjqsTILaPu3L2XOKTnADsiap8psxdkg/jg3t1ifZqNxio3Hv13E+v0qG22/uxP/1S5obuzXNT169ebp2tynvyryOMpD4tfrdG+r/5SZ6wh9yKfXVY5Xm4SjgnrPPl/k17neB3ef7rWOX+WZDPx+P68qXt0r176xM3N2I8P7ubcyVzE2XPn3v3Mf86pfGoYd4JliiD3w5164onHau/aIufN3VqfHtRRNnHv331Ljt/dGpyHoXK8Duv+U29pv/m6lx3Ha8uhljnejtY1CoYaxkUVY4WpScrcV0f6MNRUv3Qa8EunmOcraTMAFMxQABd5ZY8CXLQHmjnQ4rbOI77688uQaxAu+nie6yr1OWmVDXdhHyh95eusyV8GzDGBM6vK0jFtAOfyjcEZA7nasu72mIqBNi54OL1sZ52OT3mHMftYlAGljQDKpg3MvP2rALO+28Lc1xau5tUJeLgeZl2vx/geAyEPtHrlRW01oM2R4+72qrUTnVcnlPU8Xefc+H5jDEBxiymjfYd23eY4P/w7OvKf06h2bhhbewFIGoAWC2hjMHdtNfswH3vfuXr8nnPKzY3YA3Utm47qrdXnAH/hxT/HXgxj7UUXs/axFmEMBWPu68aWN599qXrH1OXLbHAL9UK5evNJO3ps/YV2Yltu/yoAbT66Ds77xjeXMJY1eK8U1qVeP+Xb9VuDfe2cB/cFgLZhayyhL5znMr7QFx6Um8c5E/Leu42hvX0491GmzhqEemMLeWUw28sLQNXmnID5HDCWUAm0udJemKPLpcZXpj2g6AKUiy4EWrze36ZwrtNHwEWZufSxFqDsO7faKlMnYPYD7G4APDBex6C/qGdoV9kCbUzb+Z8hzEPVeRR6qK4pHlUk0Gz8gpnXvkP5M0HbbZveB9rEOdlOAlCemF4UDlyZOu1htq00+yGbD9Di6CMqDWgTCPMB9aCKbV9tvejME5cLH6D11QEtPjz8ZNZO1FmT7/nkzSuAVpe5YeaBFt+xW0+dNaDJ9TOGc2FMeWV11vQRxjwTtZuzvHZugsq7uOvb8xjLxV5fZcIY+qjr6HJ9rUHIa6vO2PJCX3Uwj00dnPNdr428eqm5jCtvnA7ju/jZ1wfmc0S5vt1HP/tSoe12THUw1wEzNWZHt+92xujwpuQ89cVSG/2cN6novDr9pDDnsVZtzGG9QhuYxyKvvdCuQ7+93d224OeAqm7QHmjnhrbqlHWYR77OWqpo5xzM52+fF2m39YbckIe1LtN9O478ZWhjDQKS6RKUC5ivQ+ewz6W+zpv0MoDz8dWDDc5zOQ6xXbc5hfF7zT0KzL72u+4qakyPVbeTXgY8GAtotQN1ucFFmXmtEc7l1t0B53JgcxyNq69jFvJCXsgLeW2FfakAJM8ImM+Zbrgdo8ueiQKbuoE2N44PZnk9Q4Or7eBMfua/Xds2f6Z+nrwdzgCp+TQvJWM2brKH0zbPHr99I5tzB22zqLIh+Njtm3XrZnDjZrl3dniYja+86Lpx4xqaEJWzuCobcJXtHOVlM3iozxvXrl3Py8ZuHR0d1lPZzHzqqSfr6cD1l2waHmVjUKxPT1rexWKM7VF7SUqIzWc6i9lyNH6K/VFN2ZTSZycvI1NqOzjYL/8dRJGhVfZYq9E8re1kk3BvZ1nXGhZ16/pO+7PfaXVU2Xus05PjevLNb6n9bJreuHkrI3KTKiDISHsxbczRPvb4EzVko8u17P7du9kXPKyDe0/XlA3NcTqtnWGq6Xi/bZi5Kbq3u9PGdZqdNxgTgYTsCNs+Uxmf3C+WqffWjWs1sq7jg/t1/+5TLdYycRfBy17y4rp+ba/W2Rw8zkboKnPonPtCs8pcTC2e8RuTr20+3XzOJedcxO2zl3vkdPbbU2qdn6PDgzrIMVufHpe1XdtZlBuk08lh7aTO68tYnhzUnTe/vk7277bf/rydMWg3Zl05zUb0Ksf9xs3btbN7vU7Xzu1Yu3vXy2P8HgtCHAAAEABJREFUZDYW7927k5fXZY2LqfZ2F433+JBxrnIerXPe5mDVOhux62zyrkOHWtWQAz0MQ+UduE5O1zVV+MANyLVUMNSUOqbMsp/6JdQgc/dLqJ7nSzmfATg/NkAB58qHcECzA5oF0Pqt8zZ+wbmv92BhCOk616iwD+d28CAPswyyymSN0UcAkgv1jdkIEl5TKs0lzOX6IrV/GdqK01zr2sgbQwClTJ1yoLq8tpox7QKtJm0EoLjUW5sAWt+4Qp1wHZT6bGy9fW0E2rO/OoMBLYe86HJj95yAqgZzCGNuQ5kG+ujb4wCb+Mo6tAUkDcobky95Y/dYEbUxAi2WOnOoh1nWfdRZC8zvQYvFQvc270Dp1+GcqDeO/qLSpDDHTbf5KpMHJK2OxuRLnQhbNbXvlgdovh4D4buydHVyujnu5gZaX15Yn3bGlBdAmwPHplwqKg3Y1KO/41L3KDhumGP2OUuoVoe6DnMrN2enxt3u6y+Ui85rbz2AbJsL/QTQcsGsqzRtzWv9QBsTzDV2HziXx6XF9HoyL8y2znOvQb8ObYR9feFiLGVCvbU4duuRh9lWXrk2HfoIOLfpOphlvS/V1rjGAew2WJuwdvMAmzkC2nwoF8YRdUXrcu3MIQWaJdDOzUqDWRZ284FZ1mNsFFsMzDZbogdY/bdx2WBbdxV/2f5yf7gsuKrfA3cd0CbRvjopzDL7TrxU+TOh2zm5Amgu8k66B7LbAC0vzFRD9cDmAGsr6qzBbAucSbK25Ka1bbPNA5sc1tCdtDGXUAYX7WC+aLb12jkGbyJejD0GzLZeYD2Hfl6Afe7008cY3U+qvTopzHGAzcmov3GMp02lAfk+HzfQxqhQWynQdte7nznMJ4VZ52JqzeZQ7uYf0Obefr8Ye179BVA2Y0u1lRpLKoBWE8xj0k8AbXHSpsc1v33nR5mAc391+kqtCeYYyrRVZg1wLtdWaGOd29AH5jnQxrzG6LbSDv206VAOtDkCqjflwjjGl3dcHg9jKLNGadcpB1osdUKZephjywuY7dRXGtD8jAds5rrSlAmg3Rz1t99rA2J1/gE2/p4TvWb9tuF47J97zhyc+5sDzvMCrU6YZXWpwexrfR1A87EPs77OmjIBnElmAnP/cv5eL8x6mOnsVZtxwyzv9lJRZw1otuZW1HWA3TbPHhvRdSq0h9nGvvoO++oFzPOjrvsDLSc8SPWFWb7NG6sDzvXaXAbMemAz3+a2BiEv6qwBZ9zDifbisgXQxnJZfrkPNBHM1A7MPMy0y4AWE1D0PP4zmIFlNvvuP/1U+83AIZtCq+OjOjnaz4bXVDdvXK+nnsxm3P17lQuu/QBzNxtS3o9ds9r952zjcTMVOTWmoPeBvOidtA1Ff0Pv5s0b9cQTT5R0ysbhjet72WBa1mIkG4BDLReLchPNdUXUpdZiJ77vNyF1/fq1sjY3xKzH+m7fvl23bt2K7np060SYKvtSjV/lhfgkY9T+ztNPtj8hXmQM13dTQ4z2sjHp/31yZ2e37t69l9CcIe5J6saW19uUuZryHHT33n33ZWtcLMsfRu5lg3F3MWYsVY/dvFYZTfutPTfHTo+OsmG2qnEY2z15t/0GCKkvOSQzV+mFmxp1s28n8Ybksra95aJ2sik5+oaXzTj/XP1wfz/jy/xlA3adjYjjbM5573BdSqCtj0mCPonJsKU8Y6Pfkk8ZpxvHGX2N41C7Gd+tHMPdzFOpO0zuzMAYnGTj92j/Xi2yCXljb5lN3rFe+PitqmxUrk6O2qbltF7VXjuHduvO3czdNNYw7tbJquruvf1y0/DmY7frxq0bdRw/f7vT34pd5vxY5PhMOWcqG6vLYajribPOhrG5l4tsKqYe/y3Og8xzZVP4+u3Ha0W0LFKdNKgZOSMyXs4Q8kvoAxTwS6iiX76lrHM9Tbn2Ot7WmQDasYSZ9jidPlM8r2Nr0A6QtHiNydeQ6wDO5fZFVLlMclHJBEDzA9I7/xhfWI9SfYGNLZzz6kW3lQckG/vWyZc2ImxtU3mhXGzz9gXQ4smLbiN1LqRCHSBpUCZaJ1/AhTh9bFG1D7CprQnOvrZjyIsz1YbAHLvXowJmGWB3ExtodQAbuX5CAVC9NqDZVpp5xXi2CSwfcbsPL7PWw1x/l6sTvW9MYR9ofsbqx9sY2msjtLMmaZdLO9TpK+02l/vdVr3w/Ub7xWJROzs7ZU5z6XfkOh0HmMesHGY+4jZ/Xdb7UqDNlzrjG8tcQPXmOM0nFdoCD8yt9vCg3JoFzDo4n2tz6Sd2cw/yvn/9+vU2PvMoB1qNlaa9CNvyA+3+b90+RzkGqfn0d46EvDKYa7APXIgLlOMD8px1WsYyF9Dmr9Jg9g/bZOqN5TExvnL729DG+rZ1yrQXygFJA8w8XKTGhLkW/e0LmGXNOV8w+2mT7oUPzLoLwrOO9h2KgDbHyqzTXMoF0Oauz5c2QF1uMMuAdpy0u8rG2EDLB1dTfS9jOxZc7QezfNv2Kj5PPRFPD8fUnliv1gPthIDzZNvFxuut+sDsDzR7oE2KE+0kKfRgeJJ7UpkD5gVJXj0gadiWyV+GsZRJW45xKPJwKCph8jP/PB7P39uyVR4+13lIVKN80AcKaHn9Mq6Qh/miGoahhPmUu7B44SsTQDtR+vi0sS7/IftMcE15iFjnoVU6xHYcEi+02Q1jWxS94Mcs9ObwIpaqd77kt2syp7bi3r17rX5rIg4+/GtrPGUustalLLPUxtH9XQD8UzRrG4ehllmkF6nBOKcneWk7PKzKw09Hr7/b6KvOMYlxmMcFFKXrFErDQHTRW4f1OC7rcKzGMKYxrEWZdos8xAsjrFfrmnIuj8NYzr1wfNpdhvNlfCE/Zkzm0q7S9BNhs2gvazcvM4u8ZKXsiHJ25BxJsnzyACWfs2mgashXt1nnXDK+8ys1hxu6Qt4xHmb+5M2rzZTzgGQYDJJ5tbZ0EzdHRlk6fZxTxqqfiLgt8h4v4zkWoL30db2yDm08lju54Y5D5n1M/IFCEHqGMX1rMEbegWtkKP80YdDnzEZ9h3aithrM8fSxPnMu8nCiyWnmKAdf9gKAqjPoN46p71zUVY0ul4s8uIwZf8YRmymvcuvEXeXl17rMOeb4Vpq1ibDtAyQGNWQ8MFN57TuttG2fdJsPILvxbZ2zL6D0Mf+MnCc5R2D2SYASU1VeaE/bjVk7fYAWs9LWOcarnBM5FRIvgqJgKM6gxDpFr/kyn6usUk3IeoMp8zMZN9eMx/UyMpNFNgGSqSo1+JtOouIjnVGxeTQqzTGJdXyF/DZi8owfoNkABWx4GaDJALsNwAOypni7+/IMsWjps0H3lT4bmFM/6bNB95U+O3j9mvlmNuw8bw4ODuqxW7frWh6s79290zYKXQNOV7kfHR/kpfY0x77aWuVaM5Vn/+DVlwKoME0ijSCn9DqY6vjktBbLnTo4OAwOyrzeZ/bv3499lfcf80uPDo9a/yjrdyJGn++p5ushvXDJY15yba+KYaxlNgzJOnMY3zt37tT9xD3N5tSA1lOu73VZk9fvMuvj3rXrdePGzWxS3oiuSr+T1Hh89ifj3j+8l1RrSd5o/0pQ6/AazloxDos6PjrO3KzzAnBaKajFU2bMnd29zOOt5JlisyprWOV5xM1QI7XCav6eEldUaKVBLLJA9d/m9L6yzrri3DlfN/23JzPu1WnGF59hXBapJ1/JlwCRGTlRwk0RiJD0qkFtXWqztULrHxLf+/1pNm993rH2MWu+1M3Ek8yz/O3bt7Lxe7N8LnGDd8zkH+Z8Ojo6zFzfKOf9MMfUONcz/8Y4dR6ydi2ygesxAep+NiaPchx3cpxu5hiNw9A2sI/iO+V5YJFnhSEy4+zuLlOm83ra5vX69Rt1/dqNds55HtTZGOdRZuwOrdLC5nsWN2b7i5wqbw22fZ4dDxRwpTNcLb/S+FkJtydB/m2FSfWR/meJXENTzqV1o1OuQ/FsR7rtKy+eKZb39I6r7IF2/gDt/Peagpy7qdVrsraa/uJcNNX8/LPO+NaJUw1DrluRME0+5ZoTXizKOoaR9lw4jnmiiU+Xa9fhtape/1WeGYW88V3LptRZ7RmoqtOhqG3gKRabKetehzKh/zrPW2JKneWVS2UuaLX5T0ZY187OsqzF/K5X2u7s7NR2A7a7jV9lferzn8moITbjMLT705g1cAgv5Dtgnn/9gIJzVNqUMaszdlQbfVSbD7Dhe1wF+tpf5F1RepL3ROMYT502QMY+1iLrpzJtXCutM8lyL/ZefhyWauvv1hh7HCBzOGTITn41qm471zrjOMkxPc0PhdZ5L6ihSkw5MPY9JgzUECRco+M4pLYh94JF7WTttr4px5Y6/y+HsLzHWbPHaBiGMre1mpP0HdsyPwxTNyS+cc2xzrngMRfr1LbMvcLjLrTRtkP7VWyMDaSuMTUObazmPs4P8tRZY6fyJN+cd6j9/PDvKBupzrE4zn1Lv1XmtNKAfFerX2ZIX195c3Te+AJme3XeK82nLVDaCphttLe/zHGW2u957V8GzH5AG6t++lTati3M56819PxSYXx9hH2ggES4+FEnxlwjarSXmkcZxCfHXfmU+7/IxFebn+jGYWjXmDJ1Qv4qJFJdRrcznrruPw45/4KNrB7drE84lm4JtGMBRqlHNqCACzbGEsYFmh6uphccr+gMRPhM6JOh3TicT8A6J6kHBGhFyHtwhDzMJ4LFJs3mpPHE0QZQ3E5uB6MdnMu8IJQbq9vb107Iu5B5onkRGUw7qdjm7QObOrt/ZbXw4hbrXPzHx0flxT/lZiCGzNAqF7myuGcMQ2JUal7VaeT6mH+VuQDagbUua1duDfaFfKV5gXedY4so8daZ5qnBWMdZFHxY1m/KQilVLlzcptzMTvLSEIfUM8+zMbV10RNAOT/6mNMY5rIvgDzsXqvlMBa5mLLu1kjGlzV7lZeZ07zMXN+7VpGUff3HXJDGNM9JFrg6m7+EykP2YV5QTms3C+u1a3ttrsZxaNQbaJcdn83xcrlo9VmTGIZBUuvMpcxeXnwcny914zDUaW5WHudeO1D+Gx3WpUx/axPy2gI1BD4siJPUfDcveC6Oyyx8jkN/eX3EmDFujl/mYwyGyhxnzp0H50WsUs8UGVVtjEnTxu9vwEw5fxa5eSyXi7J/lJeYVc6XinwdKgaqyLjG2AyxPc24zWs9vY5KA2ochhpSx5TjdJSbxP79/faS6twA1eyHMTfGZbOlKhVXa2CvyvPDl8YpNTseYjGkCM/tg4P9Os5xse6I6iQvZb40qrNu5Q25RhzPafQnjj/nprGccwGkzkSWDkPZHM/6dFUtb2TWqnyV8a4TT6wyJ+Y6SVzpOvOUEDWMQzHEOifnlIcEsZ5WefA8LX2c13VeLGeTqdXtb5EYZ0qM1elJzqfTTPsqQaaCKuMNI41OqV9A+oFjEEPqrDSg5EWlOZZV6tYn3c11Kw80W9Bjx7AAABAASURBVKDUa+ucV5r+QLPXH2jnfkhqotmvMgcnGcsq8dc5zjDkeO7UuMgxHRc1BlVk3HnYnqr5p/xa5SvdXInVUAlqv+JvHR1A2eyvc9N03pM5onXDlHkVKSaB1oapXjfE0jwJPPuuM6+Z0/iQ4zIOVYvMqfD8UTbl2I7p5FNmNq9IsoKhhmEs5XOfAmQbBS7Qpjj7MsZlnKk2pOs3gjAwxwz7c/bpeR5GYc4J5/TnLHkLlAPS6DN/wXkNIH+1z/ZYrrbYlj46P5jnYdiO87bz2T+r45xjw86yjrO+ZFmrvZ1rWefWWctOa5nrxnWghnVNw6oYpyL8KtfZkHTTasr1MubstUckVYO9nOdSooUhPmMtd/bq6Pg019wydtEkr2vvYrFTqzVBxBX5VDXmvJ5W61qOiyL9huhKWPSUmDVWLGsVfhVZLvf0qXEcazcvlt43hlw4UCUGv6rapXma2CcZr791d3yanCxrWOwVwyIYW4wh4dfTaTxWwTpIIfmmyPcQjOHGWsZnSqxF6GJYZm3JyKdFjTvZiKudquWNzPFY+4erYsxaNMYm9susRUOiUJFnzipzVYm4zgxOGdtMqSHzt8p6dv369cReN6hn3K0adurk+LT8odWYeKvM4zq+Re6ZmZephvP5y1pOw1S9yYk5d5d2ShhqTFyP0cHBUY2pfW/ven6ok/PB2Bnz6WpdQ+SMYx3mmec4G6HDcrfGHO/THJcpNsv47McfhtrZSd1VdbB/v8aBYpjSW2Vcp1kPTxN1qGXijbWoKccm77ZVU3qZ2+Vyp8boJsiMpYah6jTn0Tr9SuycdokzJc66xqraWyxy6p4W65NiOknsxJ9Oyz9nH6n0qQFqysmzbuv5OveXqVbhK20YkiB0HMeSX+U4aHfeX7ejFpNn/ZlStDCA9DKUPxMe5qP8mXwzuY80AQoehrpSV2/nDc7H63EXcC7bHp5z3LEth3N7YFvVeGOK1slXj+H5JR9R+wDt3NO2A2jzXmcNaDaVpr8I22TG6lB2GYtlzu3FWIxDTVSuq6lR+Vwcm768Nh32J4Pl/K0zeC2JcRhqkWtGTLmWErb1d5bLWnpNQq7RVd5Hjktfn/FEpUF08bHmIXE6wCjVxg1s6EDVuBhqyAUtcqHX1Kr22lzXYpnxRXeaH6AdHh2UlCFxgsZTaVMRr8r6aLzFOKTOsRaZF2OOESZlpdisL6d1mmfiVe6BU9Ye61ynXiEPFCRa5kTZcrnc9BOgRufFOcjY7ANZc1YtrvGn1LBOXPnlTtbx5PF53Of0mNaQWk7yjN/fNYwxDEOZx9hT8jqXJ3kONv9p/GGuaR1dpXW7+9k8Sze5V6khc5W6jKPsOO8mbi4ab5V1T9lO7qsCqAyqljs75WbjkPknc7zOvJ9mwV7lmVZ5ZY7H5Vhdr0wbqTpjOOfrxD/Je6XvVnVWY6s9YzjKe7z1mtdalDtea/IHTJYyZE6cr1Uba9VymXtH5vH+/Xu53yxz7g0tlbaLccj9ZazFMARj5M7/ulHzhCnpcmcncz2U7SRz4ZwCRXK1uYlM3Zh4R3k3Pc673xCdIGMQ69RvninjE8sc+92dZYY+1WStFZpzZ4Dq14bjP03sKfJFjofjBWoYhnaMrGOVeECrE6henzZAzs/Tsl27di3n8CJDmseonzDGceb7ID8cNL62Ql65+jG1+swhb3znHkh5U8tnHH28nhexdQxRtuva42n99h0LMdRuHIaSV67eGFOeH4A2FscLzSImmZvMY11qfYzWoz/QfIF2Hlur47B+IS+0l/bx6Gs/ifK5mEvbOmvLXL/mPOsW0KCNMaTisl4fATQV0Pxa5+wL5vm0jofhzPShZHio5hGK7YLlHwUnsQ/EIh200AdoWWCmdpR3aK9vB7CZBEDzdmIDG7m+KqTiMm9/G6Bvxb8Si5wMQ8Mw0PpTFoKYNF6ZfMfcJ77EZ2zwJPSgC3mYD5Jj9uLwBPMkcmyV1sfW50nqBdHoMFbl4ZKpamRoGIoah6G08aKYcpIb23hAwZzPfqWZM6R2d3erX9DqjrIw7ruAJ74xgOq1AGXTTp1j2cmCBrPccQltjDsOQ7n4erGeZGGQDrFtv11w1veCzZVSHUbSZp3FSJl9+YYsXua2dhcR81ivMn+r4+bNm21hMpf1jcPQ5sQc1tFiJK7zfK39mVhlc/SoLTzWbYwxi47xgTKuc9hiRe5YHbO2zolx1NsX1gO0OZ1yfqjTRrl+Qj/rEfLmY6AdH2N0m5M8DOhrDUUVUNp3KB+UMVTUJe9iL5ajN6ppU791mK/Suv+U8yPdAqrJSJzwlabOusbcgMWQm3CjAzWcYcr4ctBK6DaOQy0WY8Myc6Ws0szb577VcZY3qsQaYr+oMfZT5I5JOgzncnX2BdDqrbTtWHAu13+dB4XFOI9nSlxhHOd3SOyKvx/l2+gyaUfXW9s2ulyqbafywjwC5trgItVGwEU52FcjcoHnZg60uYJzar4O62r82TXbrhuqnROVxhaGxLAfUR4W1uWGuT/dlE65aS6Gsdzo6OeeY/C8F4vl2ObffC1HVRnrASRHz6Ou80M6+aQu/RxbtabsASQGKK0CGioNZr6NN8c2os0H2PDPM86Ac/xsoO/PBZ5Nbn2ee25fNBtaKM8L8g4nqiibecQ6HTFFHuScmvX5ZoiOyOsM0Vc1vmyebx2REllHpb8N0qcq31eByGdstD1uo1UxKBv52ka61XRNmK9mT02pfWKMLmMIX02eblVFW+ThoaHmMSmdEftMXNTlHpp0lus1xPoykrPEuZWWtHk8i606+aegOqqqiasabd/RTdYaSdfVprWo6akJyWeWmOMcEZ99pkqYGXW5GeNR0F59p9uZ+vjVb6M26bp1uzdmxs6tiM1FnHvVhTaRrohHBR6HDRJzSKeDvCCLKfdk4drsSxiQl9ZlVfynHI8ha7v8YX5AnVtFnn2O81K3ysvsToNrvvdV1/qWut7eW86BzJXH4W3D2/u4f+7qh4tngueReK4Z4Dyu8USPCRd1Xd4pnOu77DIFKp+I53NgyrWxzgbYKhskwv6j0M+X7Rhd1qn+xhTyyoc85Ix5nm10GGochjzvpJZUwhm8Ptd5D5nyPiM/JEmH/SnXqs9YUqAGYwRghGTZ0lcakLFuQ5t1Qk0XYExhXmPHtdU3DkN7bxyHoSh9p5YTaP6r1NrXhu5n31iiy4DqY0+Uyg33AUxZq9Y5DsvlIjmMb53rimvD1I6TsqnlnjJWILaZR+sLv45Nn5ML1HkPrKHSgOZXaUCrbblcNgo0nf5gHef5Kg0yEwHmvAQL7e/rzo01CufCvhu55vF9w1rMkZCZkvMc2h7lXVs0Xb7cXD3NXOuTbqUCSckwkLqHGoehHaunn3qq/aLJ0eFhe3/1ndVjAuSdaixjAGU9vVZzVhrQ7gvW2O2GcSzf2V37rRfm7ECLpVx7mGM6XqC0rbR13h2m3FTGYazd5U6Lr67nlO/zMQ5DezftdVUazMfAerd9drK/sF2XY/SXhJw3eSDjXbR8Y8YAFND6CdvGbzzzC+s2hzygSbO3v+1vbdpp33VS+z1vc86XMhF2jtXjZunJbboq8yIV8pehvGMo2mXT6cjQ9nekvpt1ql4YS1959VLrEJBYgbyAi31lDwNctHUOhXMi5Ld9gU3XuRAbwbNghrfGByjgAVN4ULZtJA80Xzg/8RxYLxzQrKHL7MgLONcr71DXeU8YeNBOmw5t5WG2A1pd1iKcaPXaCfvKlQHt4vTENVedNXntRLdVpY9QDpR2+vYL0z5QNm20FfalQl7oI/SHc5/uB/O8dtu+eNjXx1zCvjV6UUnNoV4q1Gsn5LvMCxRo41fWfSvNGuxLjeUCYv5tu67XRnnc2rwDbV6U6SsqDWi5gNKn5zeuNto7Bql99ZW2Xbfz5YKmD9DyaS+AlhdoNz5jVFqvM2zTGw9ovHUIZdobR5hHVJp99eYU8sqMC2zGpFwfIa+NsYV8pXUati2sUtFt9N3Oob15hDbaApva1VcazHMRto1dOcwyaxEw94HmX49o+g/aBZrZN7/UvnDRHMnimpuG8ZVpIwUkGwDtWGkHlFRb48Gsq7OmTJ1zAfOxVKWPx0iqjVC+jS6TwhwXZqqd8m2Yp/e7XvrWAOa4QDOHmbZOvoA2ZhiKYDjrV16owsZiqoxuhg9pIrooYjLlpkUQGhl5YMuP8KpjiGxMkMVizEPHTsNyuahhIOfVaV5Mj6qiz32zTvNg4Z8rnp6uqopa5AFuZ2c3Eao1x9+YSKDXfJHOekIomLFOvRG0vlQAIVPOwXWTA41G2Cgg22Be0TpbX0Cz3RI9zz4/A8/PwNs8A1M8ngvi/pw+zyW3vs8p+S8xZ1KPCHnIZyr1/Y5Q5Q9Taeu563a154zte9+UzY/5fkidnhzXyfFRu18s4zN4v3hInufFvzxmACjggcF6zxUqOpV/JsDFWECLb4xtwEX5dlyYdcC2+KG8cVVuU/m3BvoJbaUd9gXMNch3aAOU1xmcU5hta6v1Z0dF2gugzYky9UK+wzzKVtmkkgp1MPvBTJV5bQvjSoFNXUB7hzJepcG5nzKhj4BznbF8rt7JppC5RdwvfPQFLsjswCzTRxhbuXwfj769r24bPTeQ58OsdqHqgRrEMJxT+cBa9TPm6elp83Pd86/VgDbX6oGyaRejske+W9zopOMw1DgMLQcxNk633darE8btANrc9750mefoOmvWKfRTtK2zDxTM0Fd0ufMItOPpGJ1L5xFIeVOT27dGoCLMM/4qZJ5Ddfo5duMCTW9c++YRQHWZcvPo0/2P/YWizHGlqYc5ju/hPX5U7aOPNvoL4zpmZUCbK/3MoW2lAU3ebfTrukrrPNDmyngRt7FoCzT/SjNuj5Nu+9jvaIJ8GVOEbb5dD3MOmOdYmw5tAUmbY+Wts/W1LYPZdkvd6r/cNzfQdMC2eiMDNnXCbANc0FcakO9Hf8wnYLaFmVr7Ni5H6brL8re1P7ytDtuJ4cED0/WdelL0HHDRHubBqtdeCrTJBdqE6i/UX4U6a8AZV80Pzvt1qQHNRnGPKS/gos7cyvtB2rYH2oWvzTa08eQX8kDbqXeDTrgIGVMf9cL+ZcBci3pjaa+NtUiVA+0CsO8FLuSFdkCrcdtfG2sQ2mhrrG0AbSFSpq+027pouNgAZVMH8xiNqcxagfYTd/20EUCLq6zSugxoxwQoY1hj1G2TxFjaA2Xe/lMR9fqr6/bbfeX+lqcyH9RdrByLi6gxex59gTaPyrXpMIdxgDaP6pUZ01q6b5ep776dh3ls+iiDuS9vTdsxlHX/bm9soU7IA61ewO4G+gjtjNMVyoRyacflvvJtmXPUxw/nubodsDlu2gmgp201arsRhIFzfT+XrHXbDtjEhXM+7i0m0NaJOmvAGXdOgBbjXDJzQGOApoeL1DF0bNfUnPIF5/bptnq0E86dkBfqRec7VVZF2fKIUMUg9J4gAAAQAElEQVRQMPcTsMSUnyAPEYmQGsPkk4ejOgN5mQxfab5MbiFnR2Ks89J5Uu03U/MiGqsafLgKPOeGcay9azdquXetxsVOMSyyvTjU6WoK4pv8+vRNRHkgJBVLYj2l5+fiuJQkfSPNcObiC+f9Jrz0ZZxtdLWyzkuB8/lS8Dx+Gc8AGfuzRVx/uX6e7ZRd9nu283c5zrPtP9v8v6T8HPyDBQHzOhdaRVXgeuwPjdZVJU7zw6NiqMVyp1ZR7B8c1nqqeuyxx/NDp93yHr7IWr/My/BiTIzcC9yMFJU1vJ5vv2xnACjgwvi377XbPJzbKRdwLutBgE1MoIvzSDM1dAHkKeXsB5Rd9rbSdc5l6xDddzh7vhlzzgOtFriadh+pMS5DuQAkF6CtAmmH/Q6grMF6BLCpxb7ofo6jo8uklQYX/SJq86geznXKAckD0FaYQ9oNpqwd232g1Wht1g5zH2gu2hpDuDkHVJ5cmw+woZWmzRCZsQTMx9sY9o0vhVmufdxKmZiylmkr1Ikpx1sb/ArUhbT5aPqz8wlmi67XRlzux7Em8wRtKfSBNlDmb/tR5/9t6weGssbVFZvEjss1d7lY1jiM7R3Ytde5oKr5jcNQ1gIUzIiqfWDuA2393slGsP5jzmdzauRYzS3kgXmdXyySc459enJSvqNqD2dznHrNq2zKXPa49o2lvdRc7lVoK8wh5LWVarctA1RVl8FcE8y5gTb2StO/j0XevL6X+z5oX51zKKwlLm0s6rXtNsqFfanoPLCZ222ZsbUTjt++eusW9s3rvAOatWOlTigANmOpNP070m0f+0CzM6aorQbzvBhTqNLHeRXKhLLuKy+07TL5LrvM238UjAFsagTanCnvqDTjd6S7sZF/LhjeVuftIt4a3z6R2gJtoDAP0liV1inQ9A7ck07aD0C3qTRgY6e+zlq30U8AZ5qHE/MI7aWeeFKhzJiiR5A3p1R4Andb7Ttgzq1th/YdXQa0sRhDdP9OtfOC88KTV25Oob3zK9RtQ5nQV1pp+vgnzS4sQHnBGy+qdoH12qTKjO989Lj6C+MJdfaNYd+NQWFOZerc+DNOj2FceHBuLuthttHXeowptW9c4zgnMNup6zGsRejjnygptx6hndC/Q7lxgbZ46quPenl1Ql7IC3mhbYc1Oa/KYa7NOMK82qkT8i5yxoLZVhuhvXUB7WIHFD0AYKOHmdfI+I6/x1BmXCGv3Ly9r0zYF/JCOwFzbPkOoJ032gHtPFYHs9w4wnFaj7x6Aec2ddbUC7vkS34chhYXzuzzoOBvVQ5FLYaxHa+YFtBgLqGs5+kUZhs4p9oKcwlA1xYLeKupTvpLt6FMKNum8qLISDLGYn4VVCYqm4k+IETcFI0aZAuZkZpiV4G8tCFPSlN7EKP94IPM0yoPmkd5IDk4Oq7D45P2b+adZqPxqbv36v7+YR2frOo0b7MTY4n1ROY2LwxJDO2rILSmGkIIhXwnzzoPbMKX3/nleCppVGfVxuGMu4pY68Nwlf3bh+zto0qgHVe4mv7SHwUp8dkirs/x87Dz9udK/hzLe979P6MZyDJbWZZrqqy7uV5nOrR/0/L+/lHtHx7XkB8kXbtxMzZDPfXU0+3fLb17927du3+/ptwnfHE+OTmu9eokL8bLRPrPaIKeH8rP+wwABVzIAzwg0wCQ/LzDLENydWz35R+FKQ8pzwSgjc/nSOGAfGZcZTNHug1jqRdAjZc2jbTVRlSa8WCOn+7mA9S2Di7a6G8sa7gKXWd+oGz6CHmg1aavm5A+U4s8uNX6dNX+zX//uR77yvOUWkK+y7LI1DhEmlj53swR0PhKM58//PA9x/e2PibfHX03tC+0sxbrjlt5LIEyh/0LODtm0ZY+vufoB7Q5c8zGN6dx1Qn5uqKpM47QZhuQtTb5tm3ktQFKXtgXPbz1O66TPHN3me+F233nVztwJN0qQ04+e8YT1iXkHZvzKDU+0OYaLlLjqs+i3+bEuXBOYlWVh3WPl/+DVmsHynjAA/OpT9cBbZPTWMbW15qA9p6hXNs6a/La2dXW4+T4pfb1dSxCO2XqHKuQB3RvANpYtBUw16sfzLpKsx/SapWap1N5sd2Xh/M8XQ/nMm22AWzmXXuhHpBsYJ3bgIt6uNjX0fodv1QoA1o+++rMB+TwTo+Evo+C8YwltIM5D8y0165OW6Et0I6FfF1qMPsClzQPdocHRVdL4MFgQJsUeDTdjgi0wutS6wMBmh7mmHXWYO4DTd8npvvVVoPZdkt0gdVHdKH8NpT3Psyxev8ytQ5Al3YiNCZfQJsbL0KYLxQvPuFB1E+d8WLebKVCvVDnxbm9CGzrPRHtG8d42gugzZG8i7x643lB66Mc5vr0qzRlIZsP0GJUmj76w+wjbyx9+niAWFYbhzG18d9wqLOmrTJph31r632g5QRaHHXaGM9NUxc4mC86Zc6NemsRQFtI9VvkJ0H6aNdtHEfXAWXtPXelwZwXaHXoq0+lAfmeP9sx9FeqrYDZThvzw1xvt5Naa49rv8M4MPsDbSwee5hlxhfdHmjzVGcNaHXDudw69AHKBjQf4ILttk2lAU1vrc6T1JrNXWmdOrciogc+3UYquoE3R9JR5vissQOiyQ3YmG0DLn2ILPbtYSQ6WaDVV1vNeNvYUm3GDHMsmGnLk5idbvvLA813O5a8OmmfNzi3g5mH82Pf7TvVd8rXOoOSiiKC+JSyvCxuaPhJ+BuJoRW0fuquOE1nKLKcBzBGPNa6hrapWOkvdvdq99rNunbjdu2EDsu9iHfqscdfWDdvPV7+jxZqXDafbDEWw1jDuEic/DS1qGqorTalvHX6GWN0U8cUUfhqiEnr15VtavVXgfHrgdb1KuCijTqh7nk8PwPPbgYunlPPLsbzXs/PwM/fDLjGifP7RM7ZvPQXWZezRvs/ybn1xAvrBS95WS2zrp9W1u2s7dduPVbXbz9e485uveglL68nXvCithnpRqTPTf4gut3Pf/5Kfz7y28EMeG6J7VIh59i24K3k4UG/7djAhXu9OuCtjH61mT+EHsexxYU5lnF9nhPARgcP8ldF1b+j62H27X31xu/9TpXLA5KyL7QVXnNSodznx+36gVImLsvrGRrMOYHNmI0hjAdsYtsX4zCU+g7I81yey6zTZ/5eZ6XBHFc/MQ7DHC/yqNu/aecG5VCzHdB+a81YmYh8prbBZd+4zSc2MNs7H+qkTZcv80RbQHrnn/YOEZmbm02TmmGu3Y0+fxHG9xZ/4KKXMQXQaobZFpp3q019r+v/z96fgNu2pWWZ4PfNudbae5/m9hEQgkhaaZX5lFmZWVlaqWn5PFllWVWPPSJIZ9A3AolIozTSSAo2kKAEvdikFpIqlikiqVVSVbYYqNjQo0AE0d8b995zT7fbNfN7/7HGWnPvs885956IMFTuuOtb/z/+fow55lxzjrX2udq0+bzYrjrsDZU1Dhlt+krr/sQoZIOaOZyy4QdKtl6XT9W98YvrNj8xOpAD2xDZPgeEbCIyRnzIBeCpm/8HAzmn5MS25jIxmGOAjDnq9jyLYUOfOAAb25CC7W0NFTvzjj1K2xAhB11OLT0ucozo2219YEef/Hw2Qekjp87ug5w9ADDXY0efPHY7rl0GJR+wd7ouZ/zEn/vTRw7wA90e/iLsNu4ut+/t2012MQ55bdecdr7H6dRu+t6H9jiddtnFPvIHgbFeBDE65r52q8P2XFxr95zgFXSGl2Nr7xLOC7N38vvFYUExsd0Piq3dFoN9bwxsABNjuw4OPh3oOuymJwd65FAAbzc9fbvlhEc3Bwv9MvRFPfeBB/fzR44e2IbUGGxvKfUSmzFi30Ef9FpsC7s+j8g5Mbg44EMcTkxgWzTsge18y72qbwKw5cLMpiD+tuvn3cgBfrbr4qxZo5behQe2axzEAejJRw3UyQUCGbn4IKBm29vYPR+1Y2+340IfdD0xiW+7xkAfXR87fUBN5MCXGpB1vvfxww7YFg0ZFBmgjx/+tutCCo8O2K5xk4sabNeY7CbHtuezdzLiAmLbrhOWPvbEAvTtXTz65MQHSh/edtWFzLZ6Qw/oY0cdzC12XW676scG2VyH7DJgB7AF8B307fMxiWFbowdxc4htrwdqqeoP0TgMVU/J42NbQ2BbVmvkIIYj6To0yAC+9Ld28UVmu+YZHcAWwM9hu7p2o90GCkp54Q05ICcqu/nCX4Rt2fdHPr9TZ/OysZOGwcFQMAbZkLR2bSo245O1nhztKHkhD0t53JOykciDKRhXB3IeSBW5F9EFw/JAi72rEV3VyZkLZ9OQGIkzLKRh1AQ8ygV0eeCVpYBfN0Kn8LLzil6WgpKF2oMcKI25CpHtAvy0npTCYQv2TleCvNlNZju98y9igvPSV3uvzsCrM/DqDPx7NAO5fgs8oORcKaPNdT7XwUmhINfWtUatvdSzL97Sv/ixn9L/9Df/lr7ma79en/W5n6/P/6Iv1df+iTfo7/6jN+pn3vwWHZ3GOp8Di3wejKt9nSXn7Tt3E/ffyderRf1bmgE+Q8HFdLZlZ63V/UfT2m7M5v1+fht1EWyA7YpnN4oM2K1fxps35B0b0X3J3O4yvsvuR+2W326URHbjbdMtzP0R2NY4jhqGYTsuXdK4RwRdZV8e03bFIp42be5H/o24iO2ytxvFz/a2JvrUR4zua+9yKw2d7aof+znw5RkiZqW3m53d1kSPiR5+yiYX8eCReVL5IQM8L62zIdf1XYZfZlCFxFYaOsBz0RCZ7XP3ijFpr6xNnnEsl365WNT48eO5kRhs9I0eyt62GCNjUxq10Lfjv+mHyHah62xv/ZAB26JZrtprvBkzMedYLZfqjfkE8z41grlP10NtV278yIsd48NHtMzBEBvqoIscG2zxYX6ZC/4cG71tYYOMOLYR5xkkxYezd32OGbEilt38usy2iE8ebJATD574HciwqeMUH2Ix/wCePQls8KNvu8aLj914paEHtquWiGoctmELts/pqAEflD0e/FwGb7ty2m2M1NN90QPNmu1tz97xCG1XDbbpnttw73E6paYy2rzZ3tahNLvNsd3qiqjWN3Nnu2LbLY/tbV7bmFa/mAe8UctFzM3R0adW8gK7xe869HOe/stFOzNfrvUldrZroPbltC9SXPtBhb8MDOIiut1cTpwO2+cOmtLmtulu64O/CCbWbrXPdbar2/U9ZgkvvKFDBLVd+fDjYHGiUyt6ZMBuC4qTlv4cdvO3XeO6ffu25icpscjDvPLrRnjbonHiAHgAzyYglFq4CEDREQc5/vQBddiu+pED5PiRr/fZYERGf29vT/DYMVbGZLtkyKmdXOQlhm1MKwd9OtSBH3aAOACeGPDMA5uZxCEnuZExB8SxW1zk2PGn18B2XSiJY7u+kSMeebsfPj0/ckBN2GFDHfT7/DAmciDHt1N4fOnjy9zbu7ps1zFVmt3q6j62S2e7PgzISMVdVwAAEABJREFUR03oiUcfHsAjs1ts+A6lMUeMl+NEDOzxi6piw2OPvMugAN0cxCAWYC6IzTwA23VBhNes2S459kpDD8/NQMU+W0vZgLIz1ty48CGZwlSIPaOyXWuEOidsIyeO7XCYTkJHPQjgiY0NMtulRwawAfBzYAvwA3aLj+1FzP0exFMLwMZ2jcN2hbMbrU7esGkbeuloKlvqoKbFOLQ+PoGHUTKyoSibhGfOQ+iw1DqYxpXAetjTFKyHlX7qZ9+sf/ovfkR/82//gP70//AX9fVv+Fb9sa//k/Vw+ie+6Vv1Z/7cX9Bf++vfpx/6p/9cb3vHs+JPscflnhbBuFxprWw8Ju/k1J3ck5wqB+WQBJOUG3ANViE2tlPbDLq8xSKRJNv3hdLspg+7fTFn286rzPtgBl4N+QtrBnIe56zOVTXDfiV8zN8rr1eSc277Xkn+fg7i5O8Ie+HFtQ5wvZ2Ua2+uh1z3Jw+5xo/ZXHyrvv4bv0Uf+bEfr9/3hV+sv/hX/pr+57/z/9df/mt/Q3/6z/9FfeKnfaY++/d9YcnvHJ/p8adfo8PQm3cOde2xx5ON3CGvvn5BzwBrbD4BtmV7LirevldWitmbvbOZx7V9LuZF3SxEsXN9CS554x4W9PutbjLkvgQQ40HAxm512ZdT/IkP4MmB37jZgIS3d77ou133sS3swdye+/Nuo03DlzEB+IuwLWIAdN0fHigNCogB4COuFzwyQH5oB7FsV63cs1Nvh53rTza88McOH20asrp/j75o5J4kYlCn7aq5bxIiw45/ZxFf+plBWa0hIwe9rSwXQeQAHTQ3oZryDDEk/nKx1MH+vngmPDg40LVr13b5E9l21WBbtkUMxla507eb3G52yJkf7MjVQR85z3hKQx4iKGOGB7a1zAak00E3DmNuk4d6BsXfbjUQrwO7mNfLtniGxBY9OuYcYEB91IDOtogP+CjHFjk2bPziwxyNWbO2q1b0q9Wq5gS+57Fd82M3ig8gljaNcTHP3Z98wLawBbbr/+FAbqWhB2HrRU7idFv61DAHevISg+dugJ4+9ugqWN5s11iURh5soHYbh+1ocpfDGg1nt+PDGrVd66HHJi7ymJ172S1GF9qtb++o3XhsqIE6qaMDud1skHU98jls1/pF1m16XXar13YdK2zsy3l09wPxOuydf7cnL7ztOq7dVmldF/bSl+1L5XPhwARcBoIDjLse3nYNGB0HCxl6+vPJtl2LgY0a5EqjeNvbxY8fJxCURQjgiRXzGnDPYbsWCHIWJYDvMW2XvdLwAWErFzE7usx21Udt5EOvNLuNz3bptWm2Kz6LstdJDnypARk66uonJXq7+WGDrdKwDamTEx946qAGdAAZJxvxbNc47LYgiYUee3IA2yIvvvSB7brYYWfvxoUNIA41oSc/x4rjgQzAs9lHLuIhA9gio7Zef+8TFz9gG3EBH2KQi7x2qw0end3GiJ4Y5EFHfvLYruOPLTboGC88FDt0bDpCkfFnRiQnFpRasevxkOEPiGe3mqid/tWrV+tbBuzoYzeP1eP0epk/jhl5yI8PtZATG+LarnVEHMD/JAeKLfGVtsg3ecRATsyI6oOMGNhB7VYrNtTRczDHfGgxDwAdsfAjDjkAvO2Ka+9iERsf9MTCFl8ATz2M0bb4kCc/Y+TfjZk2G4vKjQIy7PDB5uT4WNTD/5mOHLaFrOuxZ374pg5723XxtZwP7bynj62d/jCIRn1Q4lEzNSIjL/HstmawQQfgiUOOTuEBfdt13mM7h91qsC2abdlt3mzXPFKH3eTY9JhQQHzk9s7m4rHBDpydnda5i/745DS5Bi1X2ViUdZj+0emZJi905qW0PNC4f013T6Uf/9c/p//nX/qr+tw/8CX6sI/8GH3Ex3y8PuHTPkuf/0Vfpq/5um/QN37rd+hb/tSf1Td/x5/RN33bd+qr/9jX6fd/8Zfokz/10/QRH/Ux+uiPfb2+5Eu/XN/7N75fb/r5t2nvylUNi5XG5Z40LnScY3warDOGs9xgehgiXoh2mpojqvljrBwL+ujoF7I2uEmzLdt1XSt5bgqg2HbYO32XQe3ma5vuA0HMjgcavheVtmtstt+LUV8N9f6YAc7Fvn4u0vdWPba368Xe8Vx/5jnsnc5u/Fz/KHzCXJrbbvHtHb03fj+779V0yXzOumxOE/59mn+e6/3Bz8d/L98rcphgChqn4jK9Yx4Yz3K9tZ3r6qiT8Pwbvtcef0Lf/7f/jj7q4z5e3/PX/6aO1oMOHntaw9417V17snCWL6H2rz+lH/6Rn9SXfMVX6fd+wRfpuRduaVgdaHXluvjVey7HD7wG6yFtPqaHmF6qti37PC41vI9wnv8y/j5u/0GK+/jfm4OzvV0fXAsBecgx5LMfCpDNgQxgYxt2G4eO7aznYSvDV2m2S44fa19ptmuNhN3aw9uue2ns7J2N0qgT2E1u35/GXNhyv3K2+ZWe7Yrd66KeOZSGDp+wZYseGbG6zHaNR7OGHTWDft/a/aC2y2eu16xhQxc9lD4gru0aC+OgDu4fsbN9bu6wRbdarQhR84tddTZvJycnNS7icE9NHxW+trd5kOHb5dXP2iD+3nJVsakPedmEYdOQuMTsOuiUC5KjJx7+yLBb57hAS5/cxAHo+xweHx3p6PBIbLTZrs07nlfIUf65Z+Y5pZBNy6SpF3HIZ3s7R/RXmRt0NhWpxmu77vV7bdC9zY9wbDebzXUbHT+Soe69xKJPQmruYBMPf56leN6ExwZgTx3UwDpjHPCAmMTApviMhzHyP5wch0HjMNbzQ4+zzDMl9hlgPVcxtjGfLcRlrUDRIwfooOiIb1vIlMacMi6e5wB+XWe74tuuZ2fqQ08MbDhWtlPGVOsCGTry2M2X8dkuPb62Kzdy+tjbruNAnxi2a7zU1mNhDzRr9i4udsQCxLFdtRMPF+TUS982ou15iT250AG7jYl5BOjJDezmSwC78cTGjhqwAcjoK4b07TamdCuv7Vpf+PX4rAl4bPAlhu2aO3jkHdiB3u85et9ufnajyLEnDujx4dHZhlSu+Rygxw/YLr3tOubIymnzNmzoltjNgeKA3fq2tzYwtiswyUAPDAXIKBj+QaBwYJuwhbk9uhLmrdfTY0dUB4Q8yOboMfDBDtiumpHZRlR920W73G5923USEQtjKDngObG4aPS+7aqFCzULk5rsFgceO9t1EPqiwZ/FhJ7YxLVdJxvxuQBo06gN2C4JPvj2+YEHxMEO2O2EIhZ2dstPLdhSB3EIiA3ofthz8qHHnrgAW/rdfx7Dds0BeuyIxbdQXGSJjT/xQLdhvsjFWJERr/tiD2zXnGBHTKUhJw72xKAecnARZ17R8Y+vYxfzc8eXPrnwsV0nN7E7bNdxIgb+zAOwXXHgqaMfZ6WRG/+wdSGkLuIjIxdARzx8kRP/+vXrtZGHv93yYoMtduTCFhkxQNfhQx7ioMceGfbYIKcGAI+N7e14se1yfIHdalCabfW5TbeOAT7YEZMPH+T0ATz1oYMio35HQe7VYrn90IhIy/THYdA47GBjrZp/vh3lZgJb4hED3nYdB9vq40ePjpyAOaBWu9mim8Nucmw77DZ2YnUwP3083Z/YoMdHTm0A3ra6Xhdat+li+nO4K0Kn4Pj4JOvjik7z4PnCjRs6yQ3a1etPiH/Pce1Rjz/12vqV4zd9+5/WJ336Z2XD8fX6wi/+Mn3v3/zbess7nxO/iNRiT85DJ392zb8Ttnf1uvauPBZc15PPvLb+Hcjl3pX6n9H86E/8pL7rf/xL+vwv/CJ92Id/hF7/CZ+sv/X/+QG9ePN2bXg+/uQzWuxf0a27x9KwEJujt2/fSaXON88HmsKd5GZxWCzqC5F0z718rvdq59UZeG/MAKvqUUBu/KC/EMHZyrihj4LuC30UkBM/6MORy2qM53bp1hUH+u8nJuUzJ+jVz1cjPJ9vq72VxnxW3jk81Lhc6qlnntH3ft/3609+0zfrdO1sJI7is4Bfw/NvQJ5Mg6BnXtT1f8i1//qTr9EP/N2/rz/4lf+d0PPl1XE+U8jfc79KX52BPgPck3T+31VqW7Y1yBqde8gZ+Od/gCdt/23CizyXjn5vx3jtFg+e+z90ekizc/7my1Ps8cPc3sWxjajQ9dA5um+XlfHm7Thf3Pc6+n0qdsjQwWNqe/vsZVvYatOwOcs9GXTMphNA3/PmZlsXQdVgysZW19EfiB2MQ+Y7sZjDTZp7CPY8I7Hhh9J2QuWApEN+7v/3snnX6+F+GnnFzJzCA/RgkXz00Z9lM/E0X8Qzpg7GeHZ6qpPcM/NDBubItojLcwjUpiplxUSeeNiwcTcHMfA/ydynYM3HPOep59atW+IaTWxyKI2Y/NCC+eXZ13bZkINxMG7GwPHDFn94KECGL+OyLdt1PPEFzAE6bODJDeCZA2KAs8zRarUSdeE3DkOLAyVmQBz80NuuNUR+4nQdlFxKw67n6nKo7WhV/vjSwZbYwG56bImFDbAt7OYxscGH2pVmezsHyO3Wj6r2Z4iHD7B3OvTIOu08/Q672ds7Os9hW30+qBNQN7Gor+cmnr2LYRtRAVtQnbwRHxAr3e3Lbj7YEpc8KOl3Ct+BjBjEsl1zhAzMbeg/Kux74xKL+FB7p7cbb+8oNg9C/QKyG9g7RwYFug5qNz18x8VCbJcKOajOA97mE3iZGQvTbjGpBxCXA9Ttbdfk224nWC4s2AHbouEDbJeN7VxbpoLSbG9j2I6kvTiRWYD4AvKyMKCAHIA6oci6PTLb25PSbnHRE52LLz62KzeynoM45Onz03XoO5Chh2JLXPzo2y0mcmRgLicvoEYuUJxM8Nhgix8gF7Juiw0gL8Cm67EBdsuNnljEANh12K7jQM3YUYPd5kppPQ7xiRFRzVGX0ycmfXhsui1y23Vhs1styNB3YA/sZkcNgHhAaeixt121Kg0dc4UtOuLarg855MyN3XJiS58xEstu47ObPf7IoYBYSVEvexfDbjwK21ULse0mJ0aH0tB1UCegbzta1ZrHnpxQhLZrfqkB2K486Lud7fowY5wcL+KOHtrN3+ac06bZFjn5kK54ue8o+9gpDRl922WHbYfSpmy0Tbn5sb2tl1ocHTm56YRHBiKu+m1XPNvVJ6Zt0cgJtV06u8Wey+DndsTufXS2IeeAHrsOlLbP1aELDR9E0C0yZmQtA+8W/2fpvf0D8auXJ59+jdj8u5ENvyvXH9dP/Zs36TM/53P1mZ/9ufrDX/PH9ff+4RvF/2DmQ//j/7WeeOYDdHQybR5QM85hlMalhnHVsMg308NSdw+PE/ss90Oj9q9c11NPvzYPuB+gg2vX66H2H/zgG/XZn/P79Ls++uP0p//cn9fPveVtWu5fzcbnazQs93TlyjWNOaZnOVYn3PwFHgYloNrGJCN6Fa/OwPtqBvweBH5PfN+DtL/AXG3X9fZlDvsXjFk+EjNWBy/KmxgAABAASURBVHW5LHrxjc/ak5OTuoccxjHX7oXe9vZ36ru++7v14z/xUzpNkHXmd/KY6/VQ/ZO1dKZB62GhoxjsX3tMt/OF0Z3D03wx9f36f/1P35vvpA50GruL+V7tvzoDfQa4L4G32xqF77DvlXXdvy1KBf2eq1NqnuNBteDPfYptcQ/DvTqAt0urhzW72fWctrfXOmq66N/toOihF21eSR//Xi/xgG1x36tNQwboIscePjfWRS57Iy6w23jwA3br29YQWKoNXt2nselGnEGW7XNWtqtOagPatHreyJcj4zDUxt38+WkcBo3DIJ4rqEdptisOfTt8YSgbYlX++NjOkKfatOLZgmM/DsPWl3npMZSGH/6A+uhDe9+2HDte6Gzr3PrZ3M93fdmkgw9zB5AB4gL4mGxfxKMmBHOd3cYynxubyKoxjsOg5WKRTl7ZzMWOuhl3zwON8Xb8SsMGoCOf3fL0PrX0eYp5+dIH6LAD6GzLbqAPiDkHtvS7jtwAme363INHbxtSQIZvdfJmu2qxXTmVhk1IhpgPSZigy8LWy3bRi/IS5g059ZCL8UXU1k/mlGfgrsMOne1zdeAD7JZHad027H1f2JATilGn8B3ImHf7fGzk2Ng7Of1Hgb2L0ePOqe3tfBPfPt9H9iDkHPA5/Tw4vO1zCTC2m8zeUSYZMCFQ25iWr+0HUgzJ1UG/g1gcCGC3ON3O9nZx2U2Hvd142xUGe/yhJcgbPAh7z6vLO7VbHNu1uJTGCc2fuobdvmzXOLvAbvXZTd7jMUe2z51c6AALuoOa+3jQ0UcHb3tbi91426Kh7+h9KLBdNdouf7v1lWbveHIxRrvJbJc9tXNR5OTj5lhp2AJyplvx4amVOeIGGjljAfDYE7/3kcET3zbdioMNcbAnJkBpW9iis9uFH39y8a2b7WyOXKmalYY/tsSDj6j8bVce+vPYtrdrq/uhJ4ftiss8ICMeUBp66gLoI6rj3OXEwpY+vv2bL2S2tzXRB9hjZzcdcfHtOo4Bst7HXmnIyA/F3nakuxcx8UFiu+agy6B2m1M2yYmDjNjdh5jEtpuv7ZoTZNijzwTW2PnmWWn4grD1mvO2y99OPAFVs12U/MTjpsG27AbydNje2mJPvfZOVsq82d76YzOvA7+YVC2Mg/EActhGlTKmGlf3xWcO4qED5bB5wwa2U3hAVNutpgjsDe9B1x97TG9/5zs1LJbKs6ScDUQeKr/hDd+sj/uET9Jf/77v11ve8S695nUfpA/6kA9VDPXuF27kgfNQw3KZB1FpLdZyaD6HuSc6zc0dv1wEe/s5R4h9NtVm5N2jU+WLU52unc1P16bktcefrI3HP/xH/7he/4mfoj/7F75Lz734UmKP4n9kMCW+h1HL5UrXsnHp1H2Sb6fZOJWSW6+2V2fgfTED3gSFPgo27q+S99kM2ByX8+Fty244r3l4z340v4dHfn9aOMk7ws5eYzYd+WLnbFprzHWa6+w//MF/rB/6J/9Mr/3AD6zPIsz75xOfLfybwpMSz2Ou/cr1fK3j07U+6Bf/Yg35Eurbvv1P6YUXb2hvbz+uscv7q69fmDNgW3bDv4szYHtblu1trbabPBsBOQl0EWhBHnB1P9iWW5RHfrdbBO75CGJbnItK41y0mz7deiED2EOxtS27oYw2b+i5B8UGET4Afsx1oevgscEeve2qgT5QGnrb4ZiqKdM1Fc+9eW0OpgvfgQzwK9IO+ujFTWRAbOa2AuXN9jZuusVT4zgMdGuj0m421MmzWozEJuXZ2VmziR7GzvPHuFDfMMMeGyh5AaOBdnvbNW7mY5V731XuR7sNfkqzXTa2ZUm2NQ6D2KxrPktB2eAEjA+7TpX1Rk1QZFevXq31xXMuUNpqtRI1kPPk6DimU/U5BowBwPPryJjXy3bVhRwojbExf/Th8QPwUZc9fEeXkRsf27VZxjNvB/4pSIzJ5h2vHWxXXLsdpx57TrVptsU+QK8Rsd1idntk8FBgu+JTI0AHmCuovfOn1i7Xptk7PTrGSZw5kNnNbuOWIe/WPDLbsi1izIGuo8vp282WmqgTWafwdotnm+42H3NDbfZ5eY9NrTgQCxm87ZojdHbzsxvVrNmuMcxE5/r4E7fr7fP2c123uUjt5mP7nGruC98xN0I271/GtyvDRoMDYCI6NqoHErsVZzeKMXGA7ZoU+3KKTc8Fxdc2pIAeoIPa3sbDADmLAqCnDzpv7+zt8zz+2F3EXM6f87KIkAEOKv2+qMjFyc3FlDh2y9HlUGzxgycGJy19/oQVP/zRlX/80ZGDCxnjQocf8h7Ldi1ydLbrmxd8sOs+xCMG+fCzdz74YUduagDIsOs+PR4xidXtodgCu8UkDsAWoGNzjRiAuNSPjlgd1IYftnYbBzpyYHvRl7jobddFHV9kxKZuQC5kxIBijx458QA8MnQAu25ve3sBwBY586NNIycydMSAZ9OTMRDnInDr+eDRkxPfvsEHP7dBD7CHdp/e7xS/DrutPXQd1AqokTi2a96oHeBrWzT0PY/tsuvzqTRiEIu5YKyMGZ8uj8l2HRIROX9+0cdFH4zDID7c4Xs+bZrl+kC3wwXaNENzkwSZg/rBXEZNoMvgO2zLbuj6B1G72dremvVY1N6F1MA47WaHjvHZrnzdDt/OQ6MVGPLODY2d3gzvfv55XX/8CQ3Llfgz6Tf+0x/WR33s6/VlX/mHxS9dHnviKe0fXNHR8Ymef+FF3Tk8TP+gQHzqGgbXeh6hVuYXTMk46Th+68lSbvbG5BgXq7ArLZb7GpZ7Ojw5kyNb7V8Vf/r95re+XX/4j/xxfelX/CH96E/8lFb7B3rsscdzo7PWSzdv1TXJtlgnq9yIkUWVSa+2/wBngPX8ILyvh/yg3O8N3fu6/vc0vm3Zj473NP8r9bf9ilxs1/guOtmXyy/avaf993QNPSz/vfFV19Au56GWB9XFYlnX+Cnj/lc/8iN68eZNndZD+1pjvpUbszMwJNlgKXdkShTFtB4Qb8b2iSeeqF8T8bn0pje9ST/2Yz8mrs8xfJ++bKeO++N9mjzB+zw+Kk2IV1+ZAdt5by97xzfJo7/bPrc+Lh6nHtl2Z8/RYRjq3mZOx2zO9f4540s65OOc4F6NexYAjwzdJS7nRPaurvvZ2zubc87pUGev13bNRcTbl91k9nmKge26RycGsJuNZo2a0PUcjIvxIcfMbj725RR7bDt6v9NtjEm1wahNwx6W5zs7V6T1ujZ7BrlqRs/GY69tHO49juj28yXJXu4jqV9p1N6PEXwulmJDkFjUBIhdSM5xGHO/m/zZOIy7FotFXROhxO+x8APYlG/sodSP7Zg11antWnPIxmEQduQnFqAuYgE785q5URp2IfWyIw+QAYS2NSQePL7EgqK3m71t1C1nxtefH0uYN8ZkO/fjZ3W9pz+Hbdmu+pHbFo08AFkfJ3kBMsYKxRaZ7TqOSsOv12q75LbreNuufHajSrMbb7vqsFufHMw3n0v25f52s7UbpRagNLvJ7B2N+KEv/EE3tN3ZGgM1MSeME1Anc8GYbdf4tg5hiNWR7gNftks/tyc2Ochpu+Lb5yk2trfrgLoIZBtSPthU573wRn2E6dRueboMOaAP4AH8gzDYu0DdEMeL6DroRV3vMwkdXYb9gzC3x852TZ7dJpeTmVjoui0Tazc9cnvnYzceeYft7ULXptk+JyMH8aFAabbrghW2Tubj4+M6semzQDhRoPTxhdIHtukWbNeY6NiuvEpjAbPIAD6MK+Jzr54THXacDPDUyNz0vMiA3XKht9scwQNsobarBnIC2+rNdtVqu0ToiUsHX2KQl9pPTk7qJhYb2+WHLX2o3eaPvm1CFOhz4eR/EmPvLpbE7349D3PMmPGxWwzsCGS7fuUIz406G2LwzBP22FErMvrEIi/xyIN+DnLSt11jwY9Y9q5PPI4J40ffY8FfBLGwI5ftUsPDEMd2HYdux3wiV1qvt+enNvQA3nZd6ImvNOyoBZpurVN0xOk5kdutDnISB529k2EzB2OlJrsdy56jxyUO+g76RIOy+QglB4BHBw/g8+xUF1F08CVLAbbrGJScvlo/7Na+6+YU3nbNKznoA11oyEAfR1fbLpa5Yf6gANtS5M22bFcOu1FygR7Ptmh2o/CXIRfgukFCZ7viwgPuWx5/4klNHvRYNiG//Tv/tD7103+P3vqOd+kXf+gvFZuCt27fzXxIPKRyPnHDxjEi7tnpqbSe6sbQ0zp0rdwuabQKi3EQY3PiDwOPsYNOT9c6CY7je5zNx739KzqbLOcB+Go2Gvk1JP8DnO/9vv9Zr/+ET9Jf+st/Rc8+9249/cxrNOTmqW9CLlfLbG4eM4wNvKGvkldn4NUZ+IU4A/ajXwNsy/Z/wNPG2MD5IfIZxHXVubZ6cD7X1/rxn/hJDWMerCMbNGnQmYZc34Hz4Jy7Ps0xxO/k+EhnuabDr5YLve2tbxGy89le7b06A8r9xLSFvVuTtmV7O0X2jt8K3weMfXke+14592nc03Q8rJxxcx7Zu1i2xTmHTg9p5HuISantFt++nJZR3mxv59i2+v1+VHW/T022674Nne1zx8re9RmD3eLZJkTZMjfUbftcLrv17UZxIAfXIO7v8emwXXOkhzS71dP9bW/HQX1KG4ehxcq1q9cGJXfUWZD1XrXiwxzwnAPqXjf+ZRF/KDWSj7qH5JtyDzxlsw4ZcbEB2NHv6H1oB/mwxQaZbbo1j/T5n96Mw6CDgwMd7O9XjeTFnjqRE4OxkB8ZNePLMyt99HN0mW3xTEss9Pihs13HHzkgLpTCbG/n13bVMw5j7WMQQ2nk7vbpbl/I6YybcwLedsXAF9itbzfKuEAfMz7YAdt1XOE1a+QG5AOdx8Q2pOaXceFrexuH/hzkxQ5cjGO7ateFZjd5j2O3vu1zeezWZz6A3fqsO3zJZzdfbRrjgbUNyfPUqahtLre9zaNNe5DebrFs13hsb7xyamTNUwf+9nk5RsihwHb5w4O5jv7DcNHe9tblog7FZTLkcwyXGTG5HXNjbMFcZu+KmMsfhbddE2R7687k2q3Pgex923Vge51zansbB3uC2YZsT9w+DvzspsOgy23XIukLXJuGfo5+USAOsFss23UhUFqvoS9ixgFYyPhDu47Y6Dps11iQdyRkveymo0MO9NRALGC7TgDGAIiJne2qjbzdHqo0bPoFBZ6YwHbNB3a2RZvLydd1tsuW+D0vtkBptkuPDzL8On+xT73I5lCa7ZoX5s9uF2RyAeqOSV10bcPWBY0YPR5C2yXvvO2qy24+xMGe2kD3t1250dnNh7ECxqI025UfG2RQ4rEJSizqJB4yeIANMpAQlcM27LZOOnaTweOPH7zdxoN/B7kANdg7PT744teBDbCbHTWxFrC1XWuGWIwTMPfYA7v58E0gcT1pa48/wBdbeACvTZtyk5BB5hXHjQzCOGzXcen2+CKOnVDtAAAQAElEQVRXmu2aJ/odEZcM+y6Ddrlt2LoW2I1HD1DY52XIQdfZrvi9DwXYAHhyM174i+g2yBMqsRS0+UMHmA5w9/BIq3wL/A3f+AZ90zd/Sx41LQ0L3bp7qNvRsfFotxtVbmj4VfWd23fEP6A9Ru48oCoPp3M4/SFydNRph8u0n56eZbMxzDBosVxVXn5ZyUakPIp/e/Jdz7+gq48/qdf94l+io5NT/f4/8EV6wxveoJ/5mZ/R008/Izb4j49PNIyjFtmE1H1b8rBI7qt/VfELcAZeHfJ/gDNgu65v/wEO7b0wJCdGkMthmHMvRHt5qD3OF72n2TzkWg//7HPP5Tq7r3q4zbXc61Pp7ERa57qb/hBwjZ8iPzs51tUrB7p184ZWq0X4/dw3xy7X3tPT+ORz4FzSVzu/oGbA9kPHa99rY98re2ig94EB90od62wyzXn6D0vJ/U8H92ug96EP8+9629trHDUgtw3Zwm5922VrW9QIuk83JrdtIQddDqXfgS/Xhrrnjj1+6JDbLQ999MjwxwbYprsFdgBBp7aFLbC9rdve8UqznXflS27lOjTlTedqt5ueuIB4i8Wink/po6W+KcfQpqfS8fzB+Momco4PfmC5XApKLBLarlqx6TKlVTRKymYNsYjJfBATW4C97XvGhw0+oOpLDGRzxKv+ootaxmGoGojXYTtVnJ+PEuSt24St+YLarnExPvIgww5KH1Az+uOjfLGU+/CLtWFPPcxnAsv8l7j49rETDz+obci59Wi7xtJ9sLUt26L1OLZFPcB20jHZKjt8ADGgQLPW+11PTEDfdsXAnP5FIGecdrNDT7wO+tjYTW/fS9EDbAH8HLZrHXL8yVVzmjXQa8Rnju5ru+buYi1Ks5339uq+tsueHLbrOJBTF1q3vyCuru2ar54TWor38I2cF0PYLZfti6qqwXbRe5QXBMO8bzcnu1Emg+Qdc9suwwbYzQcbu/HIu91lNCu1isTO9rkDoDR8QkpuO+btmzlkgAnuwLbzc8pCAV0Gz4GF4sM3JHarl5gddpNxsbKdm7dV/cqIk952LRBidHsoOYiNDzwy27nhO6vaF3kod4T8H7a4MOytVoLnm2n6AL3tGjMn9Co2UGol7vHmV5h2u0gxd+iohZy2z10MOGGwURp22FAjIC/fsBC36+Zx8N3q88GQQYj5AtSZkCIG/7fijpNsPgD6VubpbC3uceEHD8Xzfy+7e+eubt+6Vf/+R//3N4jPBhbzBBzHo6PDbKYcxS432dxYR4Z8sGRb/HkRY+Lm/MrBFY3DmDk9jc+JGMuYOVca42WD5igX7D5edIzbdsVinjqU3Z8ptTPf4zCIGqmPY0Rt9C2JD4D12Zngh8Qpm1yg6BM/JiImtTAnzClyagbjMGpMjciXi2Xx1ETew7t3M+62doZxKB12wzAkzZQL40nyJlOu98RmjIBctutDjD4gV5xku+L0nMgY66DIPYh/74X4yInDesfWzqxnPpi7k6xBwNrtc7HMzQTjJ88UO7vlJxb5iQXv1A6PDN6DFVOxMKYc3zm6DDqMsRtilgenSeuUB6YaS8VtQSKftgiTV+uHqZujuBdlzIBaO+gPskYPW9CfA3/swJTjTFwoYwI1/shtq9dlW71h2/kuRQaU3FNwNg3ZCAw06PoTT+m7vvsv68/82T+v517IQ+TegabEW6728hC6p3XW6Wk2DvE9yPoHHBNik38cMpbByiuRp0wl87Yu3tQZMIaE3NabkDrOTQ2bnx4WWiUn/xOcabKeeea1sgc9n41I5K/5wA/Sd/65v6Av/6qv1o/+5E/ryrXH5XGpw6MT8e9A6kJLBU2SAhvf3puQd/oPAjb//uF+I3rlI2mRcjbGFT7kvfriwNwHivyeXNQA7lG8LAGeU+KeR65vmoO8HT3sFCbImlRIQ5ipYb62Wd/n0Vzznlfsm/PD+U3seazmPT8aTZITLfHWF7DRbeNEvRFVCdturlkRvJz3eS1bPr4t/yb4Nl/6cz75ml0xj/BGvLjNYxaPrME5thfLoY8cvNL8thO4v5ihFiGVEPY+wK6hrKvGnceOK+19Ylyua1KO88Uovcb70/lImCZi9Sq7F9dy7jn4jOJzCP7atWt17X/++edTa9ZeUvM5wLBqDeCcz9J8OGhan2nIh9a1a1dyv/WS7t69Xf39fT4/VrGMc6KQ+8GI6X1fLzfGRTsCIoO+J2AmHwUtZ2Yw0z8V7p2DZvPo71NcH4So388vm7m7rAjkD0L3edD4HqTDv8WfavbnR2LOt6NiW7arw7mA95D7m4uwrS7TQ9o6zzXt3uu8ITJ056X39rBDaqeuMPRB2EtfdrNDOYTnnpFzG4gbr6Bb2Nb8fh9bQHzGh44aT/PlBHJi2pm3XAi6jdX66LG1vb1n5rTHrkObRh8WyvMnzwCAfOS1E3UD7B4E25VvHMdcdyxq4C+jckmqY7Q+O5Xt4i0Vz7NEz6VNY65sLHL4Mz7Gc5IvV6Zc54hJH4p5r7HzxFplsxK54ss1lEjUNA6paxgqr40Urx3s8zJijIwlPvDEJvfh3cN6FsST+tEh5zkO2WqxrHlAdpIvlGzXNXxKPV12fHRcz648y021DnL8x0XNTdnlOPPMNWXN8rnALy6JTS7qsF3PvMQHxAX42q44dqPd5+Kc0Wc94aNN67K5nLjk4HmRtcE66TXgiw/u7A9gC7oMue2qhzqYT3zh8QXwxMSHPpQYAB4ZwIb8xLDbsUIPsLVdx1YXmt3kU9bPlGNwP+DGOIHtqpm4zIU27aKv3WJTEyZ268MDagPEgeKP3N7ZIScHujmwA10GD+ydLzr8AboHweeU93aIhbRTeLt52a65tS+n2D4MOa93zt2YZIABsBCAvbOzXQcCOSe0crJM2XQA8GBQbAIuNAAZgAeldx4yNgffdkJNdQL1A6M0u+UlF6Au9FGJhccC5EAjp14odixo9FD0dotDH3mXEYsLYq+919YpcvgxtUKxPcvDOTwn3102yHIRXedqzj8UTn5iA9uiJmrkgsHFiHxslgEWGDrGAm/ngrNY1IUq1cq22DQbQle5gBLDMQbkIR6y9WYDDD6TKC5QgIsV83xlb1/Xsjmxt1hqmKRFxrK/XOkg8sVqofV0ls2CYw2DtVotk39IbuXDb8ym656csSnY21uVfrEYM/cLLcYhOtc/2ru3WoVXbZg5NY7DoHEYtjI26gB1LXIBr4t0xjWl9kXyTpnDITkA39o7F4aT+rOhk9poU3Rj8kGPIwdxT42L1JTc6XCRYH5XmSvAvExZX7Y1JiegIo4dyMBrDjq/zMUe/jCbo8wdF3hATI7ParHUXuZtylrHdz+bQPjAg9GDiD9lQ4g42KJHju2QOm7fvp3xnG5rzsHSarHQMvWdnZ5onQcGHg4O8oAwZQ7iktqHmuspG2+nZ80GOfO4YE4yxikfSsRfJBZQ2hR5zXnqpeYp5ylzEFXVsM7cM2fY2Rb+U+L0+lnfjAeMOZLoxyE9bDfUtuyGIbLyCbWzapKf9c/5tsr6IA/zOEkaxlHYTxkj8CA5m4zjclRhHDQMLqA/zfpYY5t1YEvjYtByuci6PalrxhDhIjG36yrjINe4kS1ybIdhqFqVhpyabCfHIOYMdBvbJceuy6aMB2jTyEkMuozTtro9dn3dUEfXkwMb9Mipl3P8LMdIw0JTNu8Orj+hl+4c67EnP0B/5+/+I33jt3yHXrh5R08+9ZraGDxgQzBrVDmey6zBu9y4ZLwpWHe4Ecr1ablctbGmprPoYqohc7BAPow6XSubnFlRmdflOGiM3TprL04CkzJXsXdwOxvh8qiD/Ss6Sa514h+sVkpYnXhPT/6iX6q/+Xf+vv7gV/1RvfVdL2h1cK3+jHuZ2jJlotlO2GCw2p5RaFeKFQHWMZ3krHPOf37JM4djX7rYO+BaEIcHvuzk3OCBhpNqY5q4DwR2qdDucePn85jXZW+Uurwl3OWKe6RTsq5T45Rr+Dp0HToVfWC9macH6XM4BDwpsdygHHuNyTdmKMMGVg7LBjHOuah8buxip6ZLcnF9K7AAL4BzIIdUHessjHU23zud1kN0yYBsHbqWSFsLD2a9To3KPDgVTzOsIz8rtG38s+iQTZFNSpSAV+OdgYEmR4ZuDmRTfIlBrAZnvIoUDcB/Ktlaqt8qr6NtdbhywCPDuiNeU7yCdTBlXFO8MxXxiNzR3wfRJP5UYxti3XKsI7uIKTKg0B2UfHoFzbbs82DtcO04D6n6ssZgiM9FWPM2pXM5aj6YkxkYN8DDtuyGMJqGzMI5xDJ9BTHDRLEI2rHIDCuL/l5o1zgWlwE/5zj3NQZPbG3XABXeC0ff0ddyjdOpZgbiHx8eaelBzufDafgnrz+uX/yLPqjuC12fFyutxz1psSePueYvllLs85bDO+UzcszQJ925fbP4VT4zp6yVZ17zTKpYx4z6QiPzBpzXuZGT83nQsC5eOd+0jn0ho4Tq0Zpt5ZUgUob8yBjEf8775XhY7POfL+tcS+aYNn3olBo3yMw5qOJnFNl5rNX60A2yjntO1/k36b3VbObUryjclBrA3MkmBsgIL9Fjiw9Q1gxwJvoyoLs/2tinaUjIITMZmvsMbRGZ2wzGoF5Jk2OdiLlvOcsX4dQAuL+CAtuyrWGIf+rXptlNbnsjaQSfDiR20yNLIAEqnQMZ6HmVRj5gp+bkxZ97QNDtkMU0ri4MsaUPpvjYkSv+Ode4N8cPnW1Ioefg88K2uKcE4zjKtjol70nmiDlbLZZ5xsj9JdeR4xOt84xSuZOT+2aiT8mJDOTiUXHJTxwAb7tyMA5kS561VqvKqTTb5defe7odtoAcxEE+DoNW8VWO/MR5MVhjcJZjuw66LCdeylnHLE/ZuSadZuPxOM+Ap3leun37ltaRrVbLXN8Wirum9POWOlW645Oj3I8ea7kYdeXKQXIuS5dZTr6suXWObMA8jR40yOI5ZpU54x59SJ3Mrx2PzJdt2RYN/Vmeo2wn/lLM5TrzOAX4oT/JhiO0x4VOiQOIwfEah6zV+KwTa0gsRc9fM6EHZZPjiw+17O3tVQ3wI9f02JOXnNjDc2ycuKyT08wnNaAjBvydO3fqORCf/f39zM2VzM2q4mIDiIMP+cllt3HDX7lypfynrCnmDsCztqDKnPLcuxxGgYM8D+xlTtmDcHSMkxyAPMwj/Jhx2q7YyJFRg+2qDR4Zuu7TZcgZD/UxfmwAenvnj+wsc8L6W2RdRKV11g2yKWtxHIfMRVsny+VCw+A8ax4X6B8c7Jd+TK1gGHJUE8Q2qQpTjgl1oLddtdtOrKGAHP1ycw7B222NKc0+z5MD2C1WTComcWyn/nUBG4AeSh1tvGelR96xzrFTjgXg+GUUAvQ5hvBg9CAAjx1AD7AF9+OxBfgCeIDP0At5GLW9NWFAgEHl2rGVX8YwOR1Mhm11arsm0L4/ndvqktZPburpanhOMHTI6J/lnA5PbQAAEABJREFUxAbIodSOfGLyY2R7Wxdy9Pj3RUEfX6htMSYWDvUBu41Bad0f+/LfyPqks4F5uvkQgOdAcHC7nv6QeORYZXHaTgTVXPVcUPJjA2xv9eiQoT/JB9BxQC3UPq8NObbL1Sobjfs1JsZ8dHQkbNExV/jAW9Kaecw3MVMullZOysQmDn742I6Vcv3MbW5s8J3HoC5APDZfljm5iXmaizSegNjjMOja1at1QWcOuLCPQ06CAL9xaBfscQjNiU5uco3DcO44Ugy6Pn7y9vzokFMfPDouSPu5uMNz88+Gy+hBfCARp9c2ZJzUPA6DruZCjA/948yd3S4GL730Ul1Eew7bIi51EstmtErLB2BOpGGgP2nKhXDiIph+XlqMQ45NAza4IVvkwhnnS1+2ZVt7uegzplqH6WM8Zb5sJ+aYi+gq8UdZUs1DzodhGEq3zNqLuHTlkzJZo0MknSr28AA59gB7QAxoXx/UQT121k5uINZZI9jblu2qgflaZ/zI57Cbjd0odaK3DTkH2xWvhKm70TAZuwKOI4B3lKDzczrnsZkjbnV8odRiW4yHeWTMtut4owNKQx5ScuaCmww+/Pm/6a1TFxuIz79wQx/wug/Sm97yVn3jG75ZL9y4qcefeErykPhZH7EbTCXSjayxJ558Uldyrhwe3s1xG3RwcFB13c0NxpS1NMTUWV/wyryydlbLhZbBwX4eYLOpfZqbtFXWE/KYa4gTNxjjYqG9fFERd93mT7uz+TiO8c1G6STr7vG6sDy4rn/yw/9S//2f+JO6dedQ+/nCgxsc4SjFstWtC21KvyPsfV5UBFAzEqLSB8geHeRWqlPms3h2GnSfFl3ZxFZqdaga0o4SbN843mArmDFdPlUs4l2O5sJYAT0o6Dz0ETBlHnP+TsE574xTQZZKDJInPP3zNud6D+7gXxaJlbGqYytX2mW6yLAB5ROzCy+uOyW61CYD1EWUdXsrnwwxPaxC8uIY7GRNnjqiuVgCuilCgHrirQCX9T7Lfa6XcFP5lfG9b6WnhuZ13/fY8XB2b4D7S6aoOlJCeu+NV494gXJwwGweGNUOLfcFr/taX7Rr3rxf1KRP3g0maEXd2KZ/71Ge1OrC5lGQnOfc7s3Q1Vh2cAiV6zm5uwweEAGsFkvt57N4MQw6untHv+pX/h/q1zZPPfWUDvOF0OR8LuSadDf3Hnf4siiJ+GzJJTwbj7fzmXGWe6krOozvSR7ef8mHfqh+xX/6K/Jl1knNyuY0aHx8H/5yTDqo9P7gM62Pa05LjqAWYY/1/qIZznvhxXAehEqRIXabGnoJ339vHAewrWlTip1CN3yRbjCnUVQ3pqyhV4z484o7ZItdHNeabPN03iqnsOzI8tnVP0cJYEcWxnbpue+yGx9xvbDvQGA3vZ18ORfXuSdFj+5hqPMs5yX23Pdx7wpP3v6cAU8c5NAO27VZt8gmxhDeKJIfO8vqfrqkMe+IsbHP113+kaGb12AnaoAfNqCP1Xblw0dp6KbMQ9hzL+RdYLvu1xl3j4MOmzmIucz1i/t+5mscBhGbDcR17k87lKOdkKnDCZMR5iAvlmPmaNQ4Dlsscp+6XC7q2WVILHzwBVNuWogHzazUPe4i9ui49h3lHvkszx1T8lI3z2scs3XGCuBP8iwKpU+9tnMNbZs7yPBDf5Tr7ZhjB1odJk1qb68pxxKdbdk7YNsslLEtCsvlssbDxiLzBPjxix0/jBNLG/BMz709z5dNlTuE6Gxn7oZtLmollweLRj0AHjljA8gYM2Bs+GGDznbFow+wRd8pcZgLnmPYB6DPWOw832UeGT8yfImPre0cl4w3n2s8Y/Q82GJHHOpADpBfBnS2My1TrUPqsq2ebx4DmW3RqB0KWINT1sw4DqlpkWMxZrxKvNM8Q50Uj9uQOYRygLFnjZEPKG3crAPbVQ9y8kf1wBc2gHmB4gemHM8HOs6Ul9naTu0NwzDk3BkL8HaTU7PtimR7a2/v+FLmjRwgbL06b+9s57E7X8YPeBseoCsViTpKsHm7TLZRnSP2rkC78d2AGJ2/H7Wbj32edvt+sOax4AE6JpnJAN0HSr/rWMicNB3IsSFGp/C2a3Hja7eFhlxpdquv6yKqhUgfGxYXMgAP7BYDG2B7e6HDB1tqg2csdstBH6AjDkAPOo9+DmKRg7FBu+4gmxW26x+75QJBTDZEsOFCQEx8O+j3HMiIgwxqu+bHdo0dO2IRk3hQgD0nHKAefJFh0/tKwxYZFHlEdZLQR46/bcSVD8Z21aA04uJnt3oiKl2X0ccGSn7iwXPxJwcy5sR2nbzYMia75cQeG2QAPXURH9iu44kdenQAO2C3OMRQGjrbufidlR81dF9sAHGggBggrpe+bNd4e1xsu7/SqDGkciFHTx/Adxk8sjls17FAB7rOdmfPHZMutF1+tkvUfe1dn7x9fNTegUOzUsXG1/Y2nr3jy3bTh+/Ap4McyHu/8xcpemRz2C0XtaK3Wx8b+sA23W19dMgJbNex6Xb9OHM+chOCzXd/93frh37oh2rtKY0NPdsVj2OHzUG+iWPj8e6d2/XhuVou8nB6V9P6VM889WT9gmMvN2BgnU3G2y+9qJsvvqA7N28Ubt96SSfHd/OtV75hjs86m5GazsRN2q2Xbuj2zZv1pQP5Fgu+CRzybfJZYbXaF7WmtNr0hP+u7/ou/cAP/ICeeOKJWlfOB7dyYwkMzYc9fCFjwVeyJEfLxxFWg9pD9aC1N0iFk0etoeeAb9wf4TWVD/mqmuQMn5qmih8+dU1bDDN9s1fpNGu9lk6b6nwvvrm54LhfrkWKxw69hjV1zeaAuZkyP63e1If+lSBjJdtFTJnlaX6cNOnyja75HJF/3u/8XJ6xa4dMX3q8Ej85yiNzk+eOqJoMLR7ois+0TNu6rXX4LeK1LpAzyNxsdbHDb4peG8BP5+bLVYUim6PZWevIp5p/1uGoKfG1bQ5nTYldebb5Ugd+5xC70qOL27lX4kyq6XZiWcr75UiyvKx1YoFt3nhcNq4pwc6h7PQeNeKtE/ccEnGdytahZzmebHC0fq0sdX6KzZQalLl5NLi8nTz3YIowuZOi5jK97atUmTPFGz9sGtJrSs1brcfIL1J8ptS+3qDzUKDI50B2Hhabo/XLMU2pZpqnzbKfNOb6ybX4JBuH/Ck1tr/u//Rf65d+6C/RW37+TdlYPNDJ0aHW+VL4Nc88rWeefkqnseXzYG9vpafyGcCDarunWeqll27qN/2m35TY1jCMm6xZhw5S7xSsgyn99RYW/JQ5m6pKx08KG2o9rE05DuCi3YQg7tBHQ5yJ8R5gyiDWm3GeH/OQMTvo1JoYP4gPftpQ+MsxqMmhg9aZ18Im3zr+xND7qU3J24/LlkbWXpPs8/NLb45mx2f2o4JoRMlMZI1khtNJ3vBZoMUP1DCFnb3s+OWhWmoeutDs6Dcy27IbNqIt6WMeEgvYLt06m1FdV4IHvNk+F992WeMPelzbZVfK2Zu9k9sujW3hN2ZTQw9pdvPBjHwd9G1XTtt0C7bPyS7ak9fOvOYYMA92s5/bEchu8rOz9qzS9VD0UABvN1u7UXIAdNjMYTebroOCbgMP8AfMkW1EW8xtqc92zSdypXEf266HC3UZcYDdYtnezhM2zAUUm75PQJyE29rBA3vnS412m0/87abDjpj89RMbmTxrn2TDDjrv49NBbnIC/JHPKTz5ADzx8aFvG1GBPnLGAc+zB7mJZ7da8cUYO2yA7XNjtV3ziq7b2Tsbu8VCb7ueB/rxUBo5ALmhxOhjs10bsvb5eHHb1mA3HXXjD+16KDLbsHWcyX0R2GBgu+LCEwfMdYwB2K5Y6HosbG3XXNjn9XpIwxf0eFD6uNmGbIEcbAVhLvZt1zhsR6uac2w6iA96HyO72cLPYbexYNvl8KD3O7V3Mbre3sm63UU6XBRc7PdiL8pfbh9/DhSUwqBzIANzGTwyMOfnOW1vJ9q+P4+P7VocfQHZ1stt1E4dttVPEOJQVz9x4IHS0GEHtdsB5AQnTtTbOrDhZIN2W/Qd5MSnU3h0tmtRkQ8QG4odekC/g/h2G6/tGoPd+kojLjg9Pa241MKFCT9i2s0WHsSl5h1Knws5trYrNjwxtGmMkX6H7TqByQmo03Y2T9rmRrcjNhdjKKGg2MJjA+1jh0dm72pFZrtqogaATY8DBdQL4MnHxZ+6sMXHds0LervFR99rwQYfwLyx4ao07OGJAw8irrmDB13XY9nn46NHxzhZa1D8QJfbrpjY2iZFzS8Mdvj1evHpPDpseh+eGMwFFD2+UHRgztMHxLwot1sd6IlhuzaqmCvyMc/4MF/ksps9Mnzs1ic2emBbdTOqdlFFR6x0a7z4zoEcIINehO2aty7Hbo4uv4zaLrHdKH4IbG/Pb7vpqLPrtWn0kdNljWDJN4hnp2c5D5a1effGN/6Qvud7/qoee/yJ2tzjRgU/5rDNqVK/dJKHTTYdl9lkPDnMg2g2EK8e7GmRoM+96+06PT7U8eEd6exYTz1+Tf/bX/7L9F/9yv9Cv+I/+WX6Ra99urD0WmxM3rl1Q6dHd7UcpCv7S/HryP3VUspm1JRvjMm9XO0p96Y64af7GeOdO3e0n03QcXB9Y/j000/rO7/zT+mFF17IWBZSHsHy1l44Bi7ZJJc0vTATSB/ppCEWc2BDP/ScLk7xefRX8285if3K0PISowMJPPQ8kAImD9qB1b35mbX71ZJ58KB10ObpfnYPlytHYNoWMomsU441tHZt5jsuOSIl7zR+eIgYhbn2Qu6sk+kyxO+cZXJb60jBFLpDRacetbbTOBUNOzAvybUGFaHrsEvRkbcIeU+3xek2nTbbpoPv8g2tHDlJEj9R8j5BtphKgl+QfOfGXrpNHPjSZ3SppQdw5IVJOQzhisJfgOJXSJ74TPdD5bjXJq55OXi01xS3S5GQUyFbjDlmbLKFyzG67J0x3FvbdL+xzORJn/mJZa4p2yjhd9EUa+0atVTvvIVj1aANB305IA7Hko08AA+QXwTy81CuZaJNvDXg1bgptUh2JLn2TvlyKJwWWXYf/LoP1Mf/7o+ta/Q61//9VR6kc91/1zvepheef66u29euHohf+9y6+VJ8BvGZe5oH3F/za36NPukTP1EH+eJ5nY2WZMhxGXLWDZo267poapvOgeyOOZAUMqm1KZ2Xg/UkTZfZMsZHQEIlXqvhUd6pZZ2864yz4/yYMydJMr1SJOa0RWLM53XOJ+/0KIW/l334QmDK8SSsbdkdSKhwEkefozdHTicM8pGWMU6vHDj73Pna8pCrI8GTG8uJtzrecHZqZONwHGSH3wCjKTE77Tz9Oezm0/X2vf0h8ec+l/HcgxID28ViUc8btuuZoevws1t823QzrGlr085D1TiIY3vL6xGa7a0XsTuoEwU5uM8HtisXug67ybC9CGyQ2RZxiI0M2Jf7ocOO5xeo3Z73uOV5pywAABAASURBVP/vNehCs1ss5hAfYnQT2zV/yGx38T3Udl33UJCng+NE7fjDI6cP6AO7xSU3/ugAPICn/l4fdqDriAnsFodcF4EvcQC25IW3XccEGSAmQEdO7AB9YqKD2q5jglxpyEIqFjJiQQE8wIa61+t1rV3i296uTfQdxJqjy6llb29P+BKLzxp09HkuhidXh+08K5yKZwfAuiCu3cZNffic5POKeIC5AvBzYNd9oWAuu2g719mu+VIacuJTCz4RlQ45PLBbffAdtmst4ouf7fJT2tw33UtfzAnjtXex7cbbjV7qGKHdcpMHRHTuZbv66KgNILCbHzXTfxDwneOiLTHnevodyC/aX+wPGL1cdGfb20XdZfejDPLlFtTrmMfqvp1iM9dzAG2XCB2gY7tOKBYxNXS50nos5IBFh10HfWxiWuOE4j8HeoCuw3bZ2+6iot3Pdi1OFlyH0tBTB7DbxRk98ZFBsbG9jU8fedwrJhcBTngoc4K/3WJhgy3ADyAD/E9c6PNTaDYTmQM2O7ClTzy7LVjsbNe82k2GvudSmt1qpAbq4WI0H0NMyh8dYK6xBeTEFp6Y8OREDgX42y2H3S5kyLoPtvghIwb9zkPpoycWemRQgIzxA+yISY3w1Gm75hp/wNjRQ/G3LVq3Jw464thNRw5sbNexxBYZQA4F8AB/YncZsZBB0duumuwWT2nYgrB1cYS3XXbEsi0acvqAeHPaeexeLmzXmLq97c4WtX1Oj5Cx2K4PPPrUscyNXCyrduYHTHlYol6A3UUg70A35+kDO1EDxtaBvAOfzr9cSr22q1b8icuYoPSpnVi275l/dGM27qKqzTr8bt++rbt3D/U3/sb36dnn3h2fUUfHx0Ufz2ak7ejvbuZxit+ok+OjPMpIj12/plHKZuINTWdHeubJx/Wrf+X/Xp/6ia/XN//Jr9d3/Q9/Vt/6hj+pr/0jX53+N+h//At/Tt/49V+rN3zD1+mLf//n6df+6l+lhc5068bzOr5zS4e3b+n6tStig/Ps7FSHycN5wCYkODo+0d7+Xm7yjnR0dBjb6/Vnfh/yIR9S9TE+nhicmjJBeU1whZIVd/5tknERD0RTxtr6ebiJfJ1RTqHThiq83stt2sabV9j4nW5rtGHQd2xEwrqBEQHVBtuUqhuwZI3cH2pRmAeQca/Lm/noIMqjYdq4Tckypfx1tiFqsyhPliVD3oFsC+pq3u19E6hIAhXl7SJPfw5sVCNycju5GhglmKJbi2x5u/CKZUJNzMsWzEmE8dJ9MKm3ziVO5nXaQPfxU/Sg2zXqWE8FpX6da06P2I7G25FVveWx0yv9e6FqrA3xQL3FWso66mjiHK0w2DbEZNOvIJu3aUPfm2TKMF4ekj3rJzuG6ii/TZ2t7ovjeHhfaTW7iZNRZyanhJ8inRq/mXl0EW5eKTpaXYYpUrDxq9gX+eRyQWmxcNYd2KwRFXXpVDkGaUOn6HZwarV66xwUID/LQ9jeapXNxn05n4FH+cJnnc3GD/8dv02f81mfqZdeeFaH+eJob5SeeeIxPZHrtaLni6QxK0+5bj/x2HXh9x996C/RF3z+52mdL7rYmOSza1fLEOsZajwZW9VNJYA+9NHBcZ57Z6rn3VfEl28mCno/KNeG+yKfvfPxX+SlBC/o0kbO+ynQTfFtGLKC7oWib5Ckf0fbJHHatvNnSsU7NBlzpEds+PZ46+RZ5+wIzUp0rnHOOdZyTLv4canrxkZiW0M2Cu0otGuss4tAa1t2A37dBh2wm852xdVDmu1zFnbr242ebX4hiJHtyg1P3rmOWsBcx72W3Xzsyyn3WMSyXfXOY6BTGnp4aLrnXlwDEKDrNvC2K54uNNslse+ltmt81GA3npjlkDfigrCCouOelxrsXFtyvJGhs1354ZVmu/rd1rZ6wwbYrvzIbW/tez3YMOc8lx3nnhoQT2nMNbnDVgxssaOPDXXaro2zo6Oj3PMeq+ttY1Zjwq86eSOe3XTp1stu/W5HbYAcAL7rbOf+flH1EAtQP5jXW4Fnb7bLx271Es/eyTAlFiCn3XTIgb3rkwu7y0Bc9GCuJwawW3702DI2YO/i265fOjK/2DEuu62Fvg+BnPjQOZD1uIwD0Afkpw8FtrfrgWd2wP4Gth1Ks5339kLeczTJ7t12zTHjwYa6ARbkBejoPwjYdDzI7lF1jJP4jIUYzDMy6qMP0AHGAeCR/9vA8LAktrcmFAYQ2K4DAP9yYDd7+3JKDLvpLvI9J/KLmOvgQbeBB/Rt1wK0Ww679bVp2M0nn4MGOGBQ9CwwLlpQ27Xj3/W2N5FUFyJicbLYrg03DrjtmjPi2RZ6gC0gh93se1yl2a7alWa74hGj29suvW3Nm91qnNvCd1ATsNsJT7yuox7GSt/exbVdY7BdqfDBFnQeih8nOOODB9jQx9Fu/p3Hh3lFb7suvNSGHzbo4QF9u9kQEx0yAN9huz4welxsiQ/FxnYdA3hyUS8UG4Cc40BcfGzfM898GGEDmC8AD9BRLzEB8YDtmkOlzfvwAB+7HZPOQ4G987WdCO1lexuzSdo7dQDyQ+cXH8ZETADPmPlQhdqudWZbvdk7fi6zz8ttb+eJnMRmXjgO1ME8Kw0ZucPWOQMdh0HjMJY/c4EP/0YoMejbLt04jrVGNGvoO2bic6zt7TzZjbcbnRva98q6nhzwUOq327FCZp/363rbVTd9arct5bGEOeCXKcj4Vcpqtac3//zP6x/+4D/SuFiKP188PctN+TDGXrWel8tFrj0L8W/BrE9Ps/F3rTb+XnrxRe0tx9zIn+p/8x//r/R1f+xr9B3f+k367M/4VP3K/+J/p9c8+ZievH5Fr33qcX3A00/oNU89pv/sV/xy/ef/6X+iT/i4j9af+Y5v03d++7foIz/8w/Tap5/Kc+yhnn/2nclzqCsH+1otFtloPErV0nK10un6TPwPk9pD8lK3bt7QE088rs/7fZ9b8iFjBCFVO2/MGVSybEuJxoMGDzn0gMS7o4k2NvXAgUgX2+zB5KLqZfRbBiXbdA7JqoaQek15n87Z7HyjetArD1K1eZ7NgyzyhJ22mKLDlViXI8c9BjU3cQub19wy3XqhfBSo1teUG/9pU4varCuLKNy6KPxWLhq5mqS/I70X2IF7NV3CaLbzkozKw6eK4geUeVdrLITi8GJBAATNDg7QuwzExRMKWHfYE+Uc4tznfE6xBVFXhfDEc+aO7YXio+k+6O+PXZQpIwQKVcbY/Q2vtEl1CHyBRqrWzlUfUQx1L7b1RQcfw7ywC3kPXkR4EHahz1tRw8XKX2mf4wharBa/8xdpq4MMjbvsfattoRI6TM6P7RoN3+PiP+WYTZtffynbJ8ict46t33q6JFYM73nhGWGOfd7F5x75+Ayccr1VMGS9Xdlb6eN/90fXF0i/5lf9l7r5wnN697veppO7t3TnpRd0O18iORuRi5xPt2+8oI/5qI/Itf3b9F//V/9HrfIZ8cTj13Xn1i2qJ82lmHLtRTGVFXU1ro+JujKojbbpkM2h1DrvwyPrqH7WI3FeOZpHCtAjQa1NGdocTcp7FJBt8Ops39BeBgyQQ/99gL2rdsr6nmOnYSRT3ubQdmawexSoWotZayH5oUBZu42WkagLzh6kAhm1bfb5flfs/JretmyX2k6G5MQG2Bb3aHbT6yFtzH2o7TpPz7LZyP0qcYjBvS/8HPNwdsth+1xO4gBi6SGN2N3Edo3LdonQ9fps1/whA+vcjwB7Z4scR7vJ4OewfS4+OsYJbNMtPQwy0HMwFwAZeRgbf/WDrW1RJzqloQ+pWPBzEG8O7NBDbZcPPDLb22eEuQ868vHXR/OcyO1dDOJwHJBjB+ymt101E6dDafM8+EZUxxabuT88MuYBYIsvPM8EABlAho46iGe7ci+XyzqmSrNbXWHPyfAF+HcdMQFyjglAR5/nP/JQH3Ko7RoDfAe1w0OJzbMu/tTUnmNWoqEnHjYAme08vyzrV/g9Bzbkxgafvb292pi0vT2m+AK7yey2prsMCogFtV3nJX3QZZ3aTU9OZOSlfmqizxzhB+jPYbvmxG61YNOhNOYGhH3oa+7X+U7nzpfJ7Jbf9ty0+G7fKcLOQ+l3zPtzvus7tV3Hw95Rxtlhn5d3v/vRXMnvp2pyDgYHxnYJKA5U52W82d4WfNH85cS5ODBi4HcRyLstfNfb9+a3XSdwHxt+jHEOZIA4douhNPohtfiwt0230HW2t2NmcRMH266Hx4ETFpntqkdp2APk6dYLf9u1WYaOfo9hu2yQEw9w4tBHQZwO29u68QdchG1vv9HpMnJwEcRXabZrTPR7bLudwMhisn2hR2a7LobE5MRGRn0YEh+KDjk8xwPQJ4btqpe+0mznXTUPyLBFAI89lH4Hsp4HHbBd47BdFydssYMSD9iuuu1GiQHwhzIWKGPhoglFRwxgu44ndhwL2zUObRq+AB0ieNvbepgT6iAmtdmueHaz6fns1sdOF5rtrQ964kCVRj5gn/dHjx11QWO6nSv4ObAFxOly+p23XWPusk41a1MeypBb0jgMYrOqyzAjNjJ425B7YN8rt/3AuhkbeYHdbAlsG1K+MLaLt033HPAFCG3XWJXG3AF0trdycgKl2a64YeuFPToegvif0fzgP36j3vHOd8V31CIbfWxEcot+6/btWpd8wIcpX/6h6mff9U49mY0//mT6HW9/i377b/0t+vZvfoN4MD2681I9lPrsWPsLaTWsNZ3c1enhLZ0d39XtPKw++dhVHaxG3b31gn7FL/9l+qov/1J92Zd+kf7L//w/09Ur+zo9OpTyIMkmZErXyemxZKW+QTdeeEHLxai9VR51z071h778y/VL/6MP1QvPvzs3EEvFMeDFCKDAEoEkOQ+fDWs126lkEW82XdLPA4LB5oHEoUNgjOL1nryGjKuwifegmOgAucsnvvfPnTGWstPq1BtrA6AhXqPKeDPWjMlVyzrzMMekoXTN5txc6VEbsea+U3WmjAtUp96QAzqdKvV1HjqHLrS5bsc741Ed1ymxFMxpeHRT5ECblpMk3U1HzafspvBr9XlpNN16oQPo12XnzRwP3XdLz+u7nVMra5Bw2+OVDrKBWJmzAWDXkZjUUb4zmWM/pI8uIcIREe48kDrjdSreaRy2wZPOaVQtwqK7t2atrK+OKX6Aseo9btv4iXSR5/hOzAPX+ksQl0d/Tco4tGlTxhdkNplXjgt00y0WnvqaA1wwKX47aNuiK75R3jtKvHnrMihJoOQ+D+Z5Sp7QzEXTKX3NmlMe3kRpQMm9AL8EOT05zvmvXGeX8TvL5uENXd1f6SM/7LfoG/74V+vP/5lv0xf83s/Ub/wN/41+8//91+t3/Y7fpt/523+zvugLPk/f85e+W7//8z43Xzg9rhfyhdJjuaa//effpMevX838TYnb0CpInamkVTBRQqHrkDvr1zpLHevyL4MHvHGFx8qKAAAQAElEQVT8wQNMHlE1Jf8jum7dEmN7TBqvjN8BdGtW/V3vQRxHkXNz6HGZr87P6INi/NvS2VQr2Y1q1h52zJrHNPN4peykFmPmx8TVXKMLyiB0a1IC2ZZzz0iNADXUjjyoe8fo7da3jckW2NLBzs7RznGhb+/suCdD9iD0ON3GdqttQ+fxse0xkXNudz90Hchs1/2VHtLslg8z/IkPtZvcbhS93Xh7R7FFB+ydnH6PhY2909lGXWActmvMCLotvG1I6ezGI7DbfBOf56fu02PRB9j2OcKW+2QAj872udj4A3T4dzsofWItFovygWeTCzn2tiH5uMpaC48eW3wBdsTmma4DG9t1nOzmrzR7x+MXUeW027jnMnKAHnNOqY9nPcaMj+3KRR3kXuXZQJtmt5zYAcTYdJ4+PGPpoA+wA8jJha3teh5FDshpezuObtN16IG9s7EtxmO3WHbTkafnxYecrAPbtWHcYzI+9L0P39FltuuY9Zi9LigyQC76UPqAeSUncewWAxviczyQwyOzW93wxIAC2zVH9q5u9IwH2v2xvR+oBVv0dstjm27B3vElmL3ZruMxE9VcEA8gZ5zwvRZqY9zktZu/3Sj2wDbkHGyfy2W3PrExtA0pdFl1HvK22YC8v1U/EPb5BK8kib3zJRO+TADofKcXZT0/E2jv4mDfYXt7YmIHbG8PBjGZeA4GlD6+Sus07HaCkQHs8IEnZl+Y9q4ObDqw63Gwp3bydXmn6AB9KHEBPLHICeCJhxxbYgFkdqsBnd147NFDbdecsNjYSOzxiAOwwRbY7QSyXZt72BKXCyB2dotlu044fIiBjd10jJW+0vDBBso3I1DsO8WW2AAfdLbrGxFk2FEzMew2tm6T8FUjNrbrmKGjD2zXuLuMixhzqzTbpSO/0rDvOviISg+1LeyoAQq0acSkz9z2evGHR4cccPFlLnGzDSkwZrvNJQL6AN525aXPGAC5iAVVGrlC6mINjw1ABmzXOIhBfkA9oNtr0+jDEp/aoT3PxZjYgS6H2q5jgLzDbjLbIidyYhOXWvqaINf69Ezcb8ajKDF7TeMw1Bg5RowFWGk8yJ6tay3arvz2jsbinIw+IHYHOQDyy2C7xPZ5WsLZG/Ho2s2OmIwRue06DvCsI4CevjaNeQF0+fdQDo+O9Pf+/t/L2CbtHxzozp27ynBrHiTO02Vd13goPdjfi/62XveBH5ANv+d048Xn9bt+54frMz7tk/VBr3utTg7van85auHM8fpEw3Sq0WsNeXjk3xJb5e1gb6GX4nf75ou6sreM7ZQHy1P9N7/u1+pbv/kb9et+7a/WlYOVbmRDcZ0Nxr3VUoNzqLLZ4hy469eu6ujubT3/3HP6Q1/55fq//YZfr7vZKL129Yr4ZaSqTbEMg1/mZAqrjEVpxACJGMlU6Dx0Duych7khMPlBi5xIj/Jq+ZwYzgOIE4981Ud2AaWLjbHd6JDdP3OLpIz5IqbIpq3jlDkPEnNI/CHxh1AHHKvteBl3QM4WeaoInX8UWgGUA7NFk5DjPLp8but4TTNoxs/l4TMmX0AWslpzI/HeMBsyhe7QrVR2refNHDlrGt6ZH2ceL4PuI2+2a9U8xx86hyNrmOo4qTfGcyEmY3Jk5ALwVFr0nP2DN29cY+yJHOY8UkmyRDa5LF0WXXqeVh3b3C1vm6spXo/+qpwJwZ7BQ5EqfSkU6fRIUBqeineDqrnelWMVSButi06q2ZjNnSO53wtdw1TejdeWVxqykBYxObFsGCLbgXlfb9bYlAhTnLguZmXUtSC0pNDclrt58gUUnxt8Bi7yRY+mM929c1tPPv54fXl04/ln9fQTV/V//nW/pn7p/jVf9RX6E1/7R/VH/vBX6kv/wBfoE373R+uX/dIPqWv/fq73q9G1CflB+cw4un0z8tTF2giGgOwp7NyryVq9np8LxU/bqp3x/tsGR/Ncsa+w88B6mQ/wno7rvjHWqXYK3n8v21mTzrrVudbvUXbVOfo2W8oRB13XpFOkrwxKmwLFEzT+/BHtWbsUmyn2U+pWzpF1bo7W63Uuu5N6sy3b4n6xw7Z6Y2wd6O2dDhs7I8oxIy79B4F7Pexs130797jEJD7nbe8rDTvktqs2zmlkc6DHH91qtsGk+zRsUeFHHChAhu6izHbVSXxqa/qp5st21WXvxt9j6ZKGznb5ztXIe58a4MnDfAD65F4ul/XDF2S2t7mV1mNgA7CPuF7EpH7kdstvN4oBvuQD8MDm3nlROThm3D8D+LkdPPUQh5zksS3kgFiA51P84bHtsFsd+FInsboNFPQ49vm4PQY2dotju2omlu1a59TMcxU1zG2VRh/YzR8/YDva3ct2HTfiIGWc3c5uedBRK2AcHeQH6JExVtYq/sju3LlTx5W4yKC2axy26/md2onBMaReQAxATJ4RiYW/3Xw7b7faex9ffKjTbrZKQ0Zt2M0RVc0j9uTDBp56oNhSFzq75cIHkKuD/tyeOURGXuS26b5s2N7OETUAvYxm35un1wglDuPp9SGz2/lgu9aBvaOktFu/81Bg7+T0icVYoWDO08fmQcidzoPUqg0EJpRgtmuCGJBt0WzXALrMbn3sAXJoL8z29gLIhBBbaXbzC1vxbMNWPrvxtrd94uIPbNcFggXEooWSz25y2xUTnw7ycgHBv4OFiN52LVDqZlMJOTw+Sut9ThLbYqHyS0Lk5Ofkipnwhdotv+2qkzh28yMu9siIw0KhfuLgS0zbNW54QI344QPwQcaY0RMHarv+ZBNb9ACe2ORQGhQZOnygzAe1MybG2OXY2q1uZHGvY4lP55ETH1AH/1MK6uKihI64xLxx44Zu3bqF2zYG8wAQYmsbtsYOQ0xiMV4Af+XKlZp/agbUgpwxEQMf8tmuPOiwYWy2xRqg3+Nhr03DDxYfKHZQakTGWMjT8yIH2AGOTbcnru1ah8hB9yNP/3MEaiYm8dHTxxZ/YnUZ+p7LbnG7HzpsbdeYqYVjgS8+5FMacuKHrQ8F/IhBH9CH2i2+3Sgy7DqIA7CnVuTwrBdyYk/96Ox24ev2UPT4zJETMK+p1i9+xItAqaDWA3WPHjQknu2oJsLIjsUGCGyLHPaOatOISWy6xLObL/bI0IFel930dqPYYGvv8tNnzFDbdb7b3h4HpZEXEDfdrQ2/bHzu3c/rx3/iJ7P5eEVHJydaLFeY6CQbteNyUeNkXpe5eYOyCfniC89rPzer/9GHfIg+/VM/RR/8ug/USzde0Ir/m0xtPK415iGKP9/z+iy8gknw0+mpruzvaZkH0/XpsdignE6OdHJ0u34V+dVf9ZX6bb/lN+rqlT1N0Z9Gd7C30u2bL2kv9fBvjQ3ZBPrKL/+D+rDf+lt0N+f0ajlqSp686eT4SMwHOD451WK5lDzo7uFRSOxyo4+dQqfEAUqtdszyxvzji54N0FHKJmkwTBryAJzuA1/rCw8nGE/JBU0KLfJQP61Pc3yGqnWIAtkq88maxZa1cXp6kvEuxS+RUpb4P9Kua4zZREg87OJaL/iIKFnDMObYrbWeXBjGxDibNC5WOg1dU182050xL6uWMy3GQXurhTgeyqbvOrldm8cJnw0IjsFZ5NiLOas61hoHl2+IkBNzig4wd2eJA48e20TbfEOdmVxPWgfUjXyozf8x55MiX+vs7Cxipz8IG2wj0DiOGhNwyKSQD0ofnpyjBw1KL3WcZa3hPA6DoMfZbJ+i5/+UfJq5IK7TH4ZRyRSTKSkCh9QrfNH+Nmk6O5ESm//x0q2bN7KJvspa3a/jVMcn84p7ytOQt2SO85T4DWPW/Z1sxFy7fjVhjuXMs7OZeXZ6lLlU4hxqyDrjeHdMWS/E3s95AE3YmgMlVwKIPmuA8Q4Zzzpzt94cYyfWmN26AdvUXT7wqaq/mAf8c2gzvrUWmY91jg3rkeDr2PPPHyz39jRkzeA3xZi8w7AZYeyTRo7tOvPOeUj91OzUcJa1sBizxlLDOmtwmfPyNHbE4rORXMjpPxCMK7lWibVgrDnHFdmYzGfwa2l9mopzfAeNmcuc81lKWcaxyCww2CSwLdvhdi+79W1vddQEsBrGQUrOw+NTrUOH5SprdZLkXPtynRGNPlSZCYfZYQp7mmMzjmOuA4voFP8UHM7DKGI3OmrIeXucceSltYZcm8/EOTxkvlkDyjhGO5nXuY4cahn3kWtUvvBZ57qpzLMzz+uct06Exei4ZF4saVjIiT8NOC0rFzm4XvLv7K4ODnQSv2EximO0l3XH/2BmtVhkbUxaH9/V8Z2bOj26pen0UNPZkYZc98es46PIl1kIp0d3tEp49Ae5tpzkS6OD1VJjDsSKWnIeTalxwXjyubPO581e5tOpb44ULVqqz1inQBqswk6G/HJ02zEMUNbtg7AYh+SYYsKiWVeeMb55UYbWmdNxzEg3x9G2WLt8lh4fH5fN/d6ol+v5lPOZcwM4x8ZZKQmcnOuc14OUY7tOHjCFJ55tiMZxiOlZjstJzGKf/khxGdeU+VzmmEFzUBLnTMdHd4vurTgYZxlbhXmvvlFjx2WBt7qMxW7j6HbDpo/NmjHH5izntzyI9S6P4jw44XzOmsUPu7PMP8DPtuyGxWKBSX1+sHa7TQnzlkuFznIirrHPcRwXS43jovynHAfOrYm5BLG3nfdM4aTM+1rOerWbrBR5m1IzNfV88AA5iEnFhyIHyKEd9G1r2MS3vfXRrHHdxAa/PjZ8ATIo5rY1Mr7Ads0H63OPa/gmB/r5fOFvO+tqqrESy251wJOPMcJTA1Aa/Q5kgNhQ5JwfPAPwzGH7XF3EQ6+01Wq1uT9oOSOqc4u89k5GncS1jUmNjRjEYjw9LzYAe9tCx/zZbT6ISwC7jRl/4lA75zOfS/DEQM78EQM/eCh6ZMShj5z8AB4/bOjz7IcNferAp9dmt5q6jFoAemT4AHIRy241E5882HFssbVda8d2rSd8gNKIgT/2+JEj4jreHCP66LFn3PSxxY/jw/MvfcaCrvvCI5+PizjUxDwip49NtyUmeWxXfnTYdNgm/HYMxOK4UBf5qR++20NxIBdx0QH6gLnHBx2x6BMHardc1NCBr+06H6gZW3J02K7aGAcy2zUOpfU+MUBEZdvnmL7tXMdPxXmBnLy269ihp0/eXh9juDh+23XOUIPtqhVfu/H4AmroNaHvsF11oceO9aQ0cnG88aEOdFDsoAAePbmB3XKiA3O97ZqbLkcHD+Bt13XBtuYN3Rx20yPDzva5+UJGzI5uR50c93y6YnJ/4HA/dK+u732o3QpBRx8KKAQKkFME6BNmuw4aemxZoBx0+hRtG7e6yCHHZg6U2HHAALzt7aTYxqT66IiLPweUeFBktsvmYh8f2xWDN2wBvN3k9PFj8TC2Hh9f0HX4oGPsADl9fOjDA+Jha7tqmvc7T9zuZ7sWF/FYtMwD8XqMzlMfPL7oyDUHsee+6IiJHD9iM2fIicUFA21MZwAAEABJREFUgThXr16tDxc2GJHb7aQkD762a3FTLyd6P8bEBsRTmu2yw498QGnYANu1gUgO+sSOuuYIn86Tx3atqy7HHj3Aj5xQ25WTXPghvwzYIocSE1vmA+CrNHLQR49dRNvY8OgZOzz+tuubIzZrGZPtOo7dF7sOZOSf95EB5BwXQG7b3azmxnbNBXZdjx/1IMMYOceefgdy2zUG6kVPnfgpDR8Qts5PdPSxZR6gdqvFdsUhrzbNdtXHTbDtuhDbFg1Z7keVwgsTN8cz2C5fu9Fec6fkAcSymw210QddBz+H7eraPhcfoW3Ie4STk/lDkvXss8/mA/BQp9yZK8dpA1Uu+penO8sDwP/11/9f9MG/6HUaUtaQG3bn4bJoHqqGAG+QCdwGISz2cREfBjyEgTH2Yx6eD5ajvuBzP0e/8f/xG7Lp+KKeevy67t5+KZucr9Vh6NnJob7qK75MH/U7f4fGPOguF4MO79zWS/x7lHlQ5rhPeYA5Pj6RhzEPG8pjsbXY21cEeY0bDDneY/FhBJzClnlI5hiO41Af7DzI1QZcHi6jzn5PnkR0/2Y7U7fD3BJPzhGOPTlWqekk8/jSSzdrg/TgylXxQMQD2HKZDcOstwU0GzW3b9+uLz5qTSao7by3lz1E7MLh0YmuXL2u5Wo/Y7fYLOGBS8OyZJOG2mxWfE7z0D8Mo46yMcdNEJtFe6tlNlMWUh6qjo8Ocz04EzdryzzYcr2tcyo+mWKdxJ9Ni9OsnUlOyFHUD5+OGB/1Mx42Ns5id/vOYfnt7R9ob39f6+QZxoWGcdRLN2/qLGMeF4vy9TCU3sMYfWrykFqPy/8sBQDyUwf5lqu9bNScJMakMQ+Wy9VKsivGcrXSE089JWIt95I7mywaxop1wgYI69dWa1MICMms8g7QOvUqGwjKw/7ealG/CH73u9+dnOv6Rf06cdaxySt5paliWpOc/lSfU3t7K9188QWhYvN5mTW8yro/y8bRY6z3bNacZQNosVjozt07ORRTxX4+a5y5ytDrfGUjFX6tQWM29FYHV3SSOR7HpeqmP2M+y/q6e+euzrIBuFpmDlNJFnGGMxVMv5BuXvaQd2m5XGlv/0rirjR5TL5JN2/fCV3rNEnP4p5UOskO2WmYdGPnjFHa50u6POjeuXsovvg7YWNQrofJVY4RCWxrtamPtY3s+vXrkPsjSa4mtpP/OLEz6Vpl7SyGMWt2mY3gq1qkv1quMs+pe0rO1Jfy5GGRMe2JNTlmXmVqnVLvpIQVfXCa+QIcQ/rDOJYO2eHRca5SlpPjNBNwlI1Ixs/6Y4y2db61PvGBZA2s6axxzn/bcvqTLY4l4PjdSZ7jFM3xPLh2XWPm7EyDkJ1GPiY/a+M0m3jEWyxGnWW93L51M1YS16kxb8vlQuMwJKuiPwvWOX6TjnLeHuaYHJ2c5Xw5S9xJXixFrrNYc64uMofHueZxrVoul5FO2lstE48xKDniU4v8TFPOhQ5nNldZy9evXdGNrPFF8g+ZNTbC1lnfq9R05/at+rX6chwTb9Aq62CI3d3Du/FWrDeYJGVulAY7yTlea51l/gDH6H6Y4oMOO8DxA8gfhJNca7HvNvMYzAXXLPRzKDUSexjHqr/7XqQpSXyBt1oscgpONW/rrDfOTfI4c3Bc16JJzpoech7LY8431XE6yjE7ybobxnZ9HBdLcQ3nGkgNq5xzxJsyP+Ng8VcBjz92XU5VbCAnYUqYgvffy0k9B3MakeRIPYgxDZmfk6zzW7luMeZxuZIz5rs5L04z/kkWc4CtPOg0tqxZzs9buUahP8hn6dWcO8ucO7lcZM1kvhVbOsOYdWRh+9LNW7mGnWpYZC0mb0Jr16ZieQc6r9SjNjtjjbPdaFjZjd/OB8LAbvKw9UJvW5z/4zhu/Wxr3temYQ82XcFfBDq75Vln7diuWMMwlD0ypdEHdrO1LfrAbrLLYqMH1KdNs121264YtkU7y/nQ89HvIC5yaJdBbVcc4gP0AJ58fZ7oA9u4bYEtHdsVhxxc97gfgtLHj1i26zOMPnHRUS86Nob2cv7ZLY7t7bjsJsNvmWspvvBAadTQY6HDBsATGzsAH3Od5hoFkJGXz3rkPMdhg5w+cakPYA+1XXVh023hbYtGPChjxwcbaiEWc0IM6sKO8WJL7cSgb7vi2xbyk1zPiAWIhx2wXfNtN3tk5CIP+QA8PlDykh/ebr5Kwwdb/LEhDznhsY1J1dPt0PeY+CAHtmutY99htzzYAcY9j0t8+j0fftgB+7xvl12k+ABigc5DQbeHZz7JB6Vvtxz4IUNnt3HQx4axUTdxuh0UoO+wWyzs7BYDG9t1LegxdKFhA7r4oj860PXU023sXR5qB93uftRuddqN9ljY265jjQzYVm/UwJwMXXA/imHH3MZuwdDN5XPebjZdhm1Hl9neLnzbXbyl3b5TFPBQYN/rY7tiMrl24+e2dpPZbcKZCCYbCnp8Jq3Lkdk7P7vxxO3AnoVBXnjk9PElLjJAzPlJhw0+2NmuG0BOYvrYYQ8PiEMfEJ94UIAeCmzXwe926AD2XJhWq9xEbGyQKQ19jw8FtqNRzafSug3U3n0AEKPnIj71cyE4ysM0OvJBux9jBuv1OlHPv7BBYu+ODzL8bdeFtPehoNtjw1zau7qpxW5+6LClNts1R0ojBrBdMuLoQkMP5mKOD2DsXWd7e5EgN7HQAXhqsJ0HkLPtjQsygB7YrjnHp0OXNHwug+2ythslhu1zY6NmjjE6pdmunHajEdWHAHqALUBuNxvbWxu7ydAD23WsOg/Fv+elfxFDfGxXnXaLhyz37LJao5YO4sGjsS3bsFVT16EHpcib7bJjntMtW/QXgc5utrbpbmG7YiDAD/ooWOfhM6ESSzXmt771bXUjLieac8MJE4Mp3fMvJFOtoWGwYqJfnw3I69evacpN4zI38FDHyUxeIZ2HvJyHWOeRcwjGbGBOZ0e6srfUV/+hL68/y7790vPiT/ne/pY3a3856Ku+nF8+/kZNeZh98d3PiYfavTzUvvY1T6s2zFILD5GTcl1jgy/jzfOJhsVKJ2tp8iKZks1jNiaHhil0gyEPfWwmnMXpLA/1lM+3vgcH+xozbvoPgs0M7Cz6sep0zENjitGdwyNpGLXav6qr15/QNCx08+6RDrNhchSMy31lf0B72VQCw2Klszw82c5jlPMAqwwmyDgZqz1IHhWTjHHU7bvHIsb+1etSfA8T7Cx64kOP8yAXUeJfjd+g04wXsBl6nM3bMQ833Niu8gBnWzQPYz0Mn02uHM5cjcs9zUGdYK0hYzwuYI8MuyefekbjuNALL7yoO3nAJAdzc5j5ePzxJzRGNwyjOJeOswHCsVhnUFkmYrNn/8o1jdlcFXbLlVbZJFukT76jDOiA8UbH+M5Sg1Ijx/1mNj6ff/GmmIcbt+7opVt3dTpJbEiBcRxlt3Ey1ssx6dpj1zLvZzrMxiCbCftZF/vZzGTT7ThzuE7OdY4FYONurYwlx3btMcd41K1slu9fOdBytdJB/FirN2/dqnR8Pt3IJuNBNtmWq5WOs2lI3P08TK8Tl7GfTVKGmVgLLfeuaAw4nkcZTJZNdJMWWfdsYrFheDUP4Y8/8Xjmc6qHJ2WTXzkDtlSTcjSTf1KY9JTNjlOd5Lw5ybzfOTzWOuPZu3pNbIiRS+NS4+pAi8z9MutzkQ3dYbEnj6v4rsWmNz5Xrz+mJ55+ja5cezxLfk8axnzZcTfH/U42ko80jqNWGedyudQwDLqdTXY9oDk6/rkF6uXfot3LA19EOs1Dzt0c39s3b2udCcozdK3nKXO2TJ37B9dqvm5l0/Lu4YmOjs+ij6cXQr/KHC5yvg3jSldT617OSQ9LrXNNAMix2b9yXRzTvYOrWsVmmXXXNvv36tzkmiEmUTSqhZ7HkHGuU+Apm3aYpD/FJ1Otderdy7Ff5PitPdb14PmXbulONjrXWUNarHK9ctbtJDaB2aRhs0YeNIyjHnv8cSWUTvOAepJr15T4k3I8cz4Tfy/rbVztacxYVxkD14Yxx+4kRneOTsW5ce364xmLA+k0c7mMPXPKuXqc85Ha1wk2JdFky8k7jAuNua4tgtOsGzaeh9S/ii8y1sFB1sk6454y7jHX0av50th2ffac5rxhHJMHnU3JnXk/A5mP6ifXWSGDyTz4AoZxqY4xcwR6/6LtlLr45ef9QB50zlgyqKybUWsPgtcwirFxjzlm3KvVKgVJ64wL2TLr2LbshlLmjesbYJPxNJ9PZxswV87xP8j5vUisk8jH0CFj4PPgVBbHfcw62796Xdcef0pDrrenGnU3F7W8NCz2tIh+yBxkGnWYTbr9HOdhGPX888/rxo0XqUDLcaExsnTer68pX9BI07aGaZrEvNis4UXOzZP0rWXWDtfyvZy7zhiVc3PIvAzhh/DyIlFGOecp5+b1x57Uk0+9Ro8/8bQ4l48zOZzrZ2sLe7DWKObKy1WuXQe6kuvTfs43jsHZ2VrrWtd6nzbbFd/eUXvHMx8dZZg327IbTnNuox+GQSDqup+E9j48wA4K7Oa/zlpFPgf6DuTwtiEVu/vYrjpQYAfs8zJ0AB2wm34cRy0Wi8zxumKiw842pNBlndquMdquvLY1b7ZLzrg7+rlFzXbT40Mf2DtZz4PeduUiDjFO8pkClIbMdtUNv7e3J8514vVrYsxKbxu2YLti2o0yB/ZOrzS79XstndpNTo4OdNRGP67bsdutNvS2S46efgd9cLFv7+zRE586V6ucI5vjxZpDhww9MejPgQwdMrvFpE5kAD195s82ZjVfyOnYrrk6yvM7Muy0adQD6FILevhOWVe2hQ4/bKF2mxfyA/Lv7++LceDT7YjVYbfa6BO/w3bNK3109q5PXOS2UZ0bVwlmb7ZrnLYrnm1d1no8xgGwYQyMER195Hbzpwb0yNED22KMwG5zoVnDpndtb+tCTixiKs32A2uNSY0ZajdbeOLMgazDdrH2ri5sS/iQN9vbeuwdjxtzAuzzcmKDfJJj9spguxzsViyBSrB5s10FbbpF7J1sbs9FhYPYJxid7Zp8Cmdh2i0PNkBpHMSuw67D3tkSO6bbF7EBAtuQLWxXzXajXcFB7z5dBrVdNaKnJoCd7e0io0Zk2jRs6dstB33b9SGAP2a2IbWA7MYjsF357CazW7/nYA47iMt8cGIj6zmRA7v52i0WeqXZrR92WxP++CAjF3Gxp96u4zjw4MqHQNfZFh8M+NquOUEHiAHgqRE/QBzk9q4O8nAcQY9l7/TUBOw2j9gQF8ADYtInlt18kdutLvRKw6YDPSA2etvn1gcydHbLy1xwsQbwxLGdqNr6KQ05CFty5sh2bSQhZz6YS+aC/LbLDnv0AN72dj3YzabXBAW2RcMHwCPvdSPr84qcnOiwY67QIbdd65F6AOPr4LjhQyx0AB4ZY4NHBuCJ3YGs81Cq7TZQgCx3tiqK0QX0+sLeGngAABAASURBVBBjD+Bt1/zoZTR8QDeFB/QvUmQd6EDvQ+1dpehsy74cQ8mlxTDiWufIO9/5zvrglgc1ZO5lKZh0viHNgdEY2+vXrumDP/iDdCebBqcnx1plE3DKw6WYvJnblDgKJicugA94yVNUU1iwDg0S49aNtun4DV/3R/Xap56o/+Pqh37w6/TffcWX6cN/22+uzcebsXnmqcdTy5SNx7vaWy2zwXKcsZyINo4LjctVHtQlj8t6iDzMzs0Uflrsaxr3NC2CcRV+lQe9pTSsFBPVA182uhY87OXB5CgP3oeHh3rxxkt6Oc32PWa25cwbG0PLbNxczQOTkv9WNniO87C93L+mg2tPyouD5L+ideo6zI5Se9C0HnvyaR2dnCaug/ayvJ1uZhB4WGhYLKVxkc2KIZuu1pgNhyG5lPFd5SF2dSDGzsMtGLMJ8diTT2nyqCdf8wEa4383dR0esVlzUr/OZPNvkYdCJY6JlxhDsB6WupVNnXc894J+5s1v1U//7Jv1Yjb3xmzqHFx/Qlcyzv1s6uB3K5uib3/Hu6TkeSL5yMMD/VkeShc5ftCTbJwcZ+MNOowL7e0faLnaS02rwt1sHh2eTBnXkGO6FPlPMn/Hawu89Z3P6eff/i5B332DzZuzOr7U8uRrPlCLvSuZy2d05bEndHI66WY2QU9zjMnFdOoh7UYe6jnPVivqWep2/A+zwXNGDWdTpnhfzA/Hbz0udZb5oUb6SV56fslTm3vZLFju7Wk/GxAaxmxO3tUym0/O/LNO7mTdrT3obuKzecaG39U8YJ+NS737pdv6+Xe0sb7r+Zd090wasin2zAd8kF68fagsIl3L3D+fNXvz9l1dzcbSusY25R0O2hFRvSYN4yh50LBcijk5yQMroI6jjG8vGyFa7qemtW7cOtK7X7ytZ5P/He9+UW/PGmCsQ9aFsTmdYnOo21lLx/E9mwZdf+xxPZ6NsuVymXP1tDYilcZ8rpMr7ANfg6VlvuxwKL+IOMoDCxvI165d1342E9bxXudAnk3OZv5ZNtVOdRJ+WO5rlQ3EZTY0TrTI/N3Rz/z82/XPf/Qn9Q/e+M/0A3/vH+lv/cDf1f/7//f39Q9/6If1Yz/9s3rru57PXB7pbk67U+ecWuzpKPN8vJY4Hmxk12Zr4suDqCPp83Jwn1dUa025jAapkyNwmvU/2RoWi9qwd47vQTZHDq49pmU2Cg9y7PYD1tMqa2XK+cMaWUWn2LI+Xrx5K9e6SWxKrrIBtcp5c5yLGf2DzM0qG4B3cz4vcmyyN6MbN+/ohZwfL2bT9qWsl+OcA9OwjL/EBuhJrj3OtWQcFzn/72Zse2KjTNkEAlPyYr+ODZvSpxnLqYasuSc0RMe19uDKteR4KZtgN+VhLBxmze+nttVqT+spY44t+RizwjvHCShzDbhOFcZVncfThq5Ta8epRnWceaE5uk2nc91lPPErb/Lggw0U+ZDPg2XO1+VqldonnWbDkOO3XK2Kl/MZJ+XoXo6oNI4LTR7kUNbLpCFfhtzR3WwAc36Tj+tZulljpzm3bupn3vQ2/bN/9RP6ez/4T/RjP/Uz+tc/9/N6Z863W1mMpxmvMlfUeDpZe1ev5RhOWUdHIv6TTz2txWKZ+EeiVmp4f2Ka1klPJVn/m81HyaktJ0bm5SAb01xvbucLKdb1YT7z+vVj3LsiL/e0Hlc6zrXkVibp2Xyp9K/f9Bb903/5o/q7/+iNeuMP/8uc0z+hn/yZN+ltzz6vl/KZU3OUdTVko3bKGruTz6sbWffHWePrzP9xNs1PgmEcRcs0ph64dhwbd57vskehdsYaR7vRsLJ3PH3A5wy0w7a4Rp5l3QH4bgNFZp+Pg7z7Q/GBgrnOdl2T7OaPDmBn+1x9yIkD4LGB0oefA3nv297Wj+1cB49sGAYBe5fTtsYcG6CX0Yg1B3Hp42obUmOFQW67xkdecgB4YBuzsu+2UGKWIm/MO88nyGyXbcT3vIjXbbs9Rra3+dEThxwAHsAD/GznnF6UDxugR/kMJM5qtYKcy297O3eLfL4QixzEAfDEVZrt3EOf1DGyW03ogO2K08dAzpNs0tLns1xp3CMTH3tgu3zQM6e2RUOHXQd95HabO+pChw++tmtNMD5yKo28+GHLGCKqcSPv6DJiYQOIQdzuiz88PsjxsXd14tNBHObQds09Ph12k2HTQdyOLiP+HHbzm8vwoW83nd3mhRjIgW1IYW7fbWxXjRig76BvN53d4l7U0WdeAGOnT1x4/IFtSAE9jN3iYTuXMUfokaED8MgAett1jPWQhh+4aIYMdLntGr/tLio61PtD3mxvne0d/xC3rdp2DaYPzLZ6o8gOZLYrF7YAHXIo6DwU9MmzXTnsNukcHE4OfIBmjX4HYvKw2FnMgD5yYtuGLdAH+NqukxkeGYuDfOSl34GMeMRHB+DJg6/SuGiBsPWCx8925cAf4AfgATHsVh+xAHnJAeCxxw7YFnVysSIHPHb42d7Ou93mEH+78dgozXbeVRcXZFxAoMShJrtdNInd+7brIko8nJHjgw11UaPtym83ih02tmG3+ejgD53nJDbxADx6/LGhD+gDdHMgux/IZXtbG35266OjfgCPjjjk7OA4IrObD3Wgw5ZxwyObA/sObGxjvoXtWuvoiN/B2Ofx4HucTm3XWKgXKM1usrDb40Q9+NhNZzeKDMz19PGdw272tuvYYY+eueJDjNptIxLvgDgAWzDxADxJQ+xsy3aNm7o7iAOvCw0ZOrv52d5akAOQw25y+t2g8/Z5HfI5un2ndrPv/ZdDe429lpu3b2nNmIex6KTM3wYK1aZVpkmZm6FuUp544gmtlsuc37lhmc7U423MQ7zFpCE39IPWUA+aUveU2FMs2muqnmOxtxq1txz10ovv1iL9r//jf0Qf+7s+Qn/0q79Kv+O3/qb6c+wxj5tPPnZNXp8m4pn4U2z+DUp+kXY1G6PjYlm/BOHPq9Z5ULmWTQ82Cti8etPbntXPvT0I/dm3Qp8Tsje97V36ube+U8/duK3ns7nzXB5snIftVR7y+TXFMg/Nr/nA16V2PbDZjLuZcOwat3nP2PeyCcLGEfnenDre/tyNPCi9oJ/OQ+aP/fTPZVPkHfo3P/+O1PQuPX/zsGr68X/9c7qdXY9FHsCU+NZUAYkPpJbTib/Y29OtO4divG9/13P62Te/RW99x7N601vfoX/54z+lf/zDP6J/8E/+uX4kD7I/kc3Cf/IvfrQeau8m/u08mD377hd0fDZplc0Dxj7k4XbMg9u4ty+Hv5MNwDe/4936//6DN+pPfMuf0qd99u/Th3/06/WRH/eJ+sRP/2x9ymf+Xv3Oj/l4/faP/Fh99uf9AX3Hn/suvfGf/6huHU968rWv05NPPZP1c5qNp2MtcpymDIVfWHH+cF2x21jGYaHlcqV1FuddfrkWnJxOWhxc1+LK41pno/bt735JP/D3/7G+/pu+XZ/+335e5f2o13+yPuYTPlUf9fpP0u/4qI9Lbb9bn/E5nxebb9Nf/d7v10t3jvTCS7eyWWM9nofza9nYuZsNvpu3bue6Iaml1+XN2svm8SobtvjciI+zkf3kMx+YzZGlbmb+OKY/m3X0b7K59dNveqt+mk3ZUDa7fvYt79CNbPa86/kbWl29rsPM8827R9nMO82KtvazUXSYTSPispHwVDZM2Vw40aif/Nk3ZQzfUmP72E/8dH30J3yaPvoTP00f9fGfmrF+8haf9yVfVhtqL/HgHb/HnnyN9q4+pqM8bC9T98TAnEnPuSXWUfH0S4FEZ7kOnmXe2YRk82o/a+EoG1TPvnBDf/67v0f//Td+qz7nC79YH/FxH6/f/GEfqd/2ER9T+T/+Uz5DH/uJn6pP+vTP0td87TfURt7hmbW8+kSO2WNiM+12Nmz5nOCzw3bdb8CzjheLhR7ccvxXy9R3pqPjI02pfUx/nWN2N/1bd+9qPYzycqWDnPOPP52xZxPv2WzC/uA//Wf6nr/+ffq9qfszP/cL9cm/53P0+k/5PQX43/N7v0Cf8wVfrP/287+o1vTHfdKn15r+3Z/8GfqCL/mKWut/8a/8NXFdOJ0GXcmm+tWsnXG1l7W01lEexk6CabaAUlYNp1NpyhpbK8MOchZn8a+z+SjFIg/ezvgfe/LJrIcTcR6+K5tM73jueb05G+pvfts76xx+27Mv6G2RvS2bK+++cVM3s34ee+o1Wu5d1WF2Ftc5bw5zrDmHmYcpc3H7+FR3s66UTZh//q9+TH/9b3y//sgf+zp9yqd/pn7nR360PvKjP06f8Mmfqs/4rM/WD//LH0msK9KYY+Eh6+Y045t0NRtbzz7/Qq3xG4enev72kd6VDcx35Bxko/bNuZZxjfnJf/Nzentqe/uz784XE8f6wA/+0MRaZbUtNHmpVTbJJy/0rozhMDXtZW29dOtQbKK/dPtYL4Z//uZdvbChz4V/9sYdPffSHT2ba/Pbn3sxG90Nb8tckLtT+DmQg7nPu164+b8Q9x6AlmVVue7/r7XDiRU7AQbMXPUar/GaMD1MCJJzTtLknDNNzjk2OUlQFFBQRFCQCwqSVHLqWNWVTt5hvf+b66xzdlVXd4P43p21/z3nHHOMMcccM6y1xt77lC6+ElxydKW0X3j4WPx8tIDyRQmyX3LkuAhULeUawxomAM66HQ6H4vyCpu0Efbso26XI2thIENiZIwVbnGeDBe07eJYI5n4p58Rb//yv9MKXna+HPPKxusPdzs0+v5Nuc+e75wx7QNbuw7P/75I9dhfd9NZ30A1vdivd+g530aMe/yT9+bv+Wv8e3ycmqUGuMcOcL8z5sQSaR5Mm3Q3i/yp2tLak8H/h1ZQ+rUYFMcWmVMihSnxYkuWrOmt1LuNYzgdmC9lnjOUbuY6946/+Wi9+5Wv00Ec/Ptebc7NHbxef3KmU73rP+8Y3d9at4hPO/+vd+Ob64xvdrLQ9/inP0Kvf8Jayh3q5lh/IB22TWLGRAOd81vYg1ze+lY9lCp1XE/u0nZrt/P92ZsdfOTdYa9Oc07Zl79Jm1x222iY7CbaLDET4bVMsqCrWiHLdneasagrfLK0wXcmb7SJj+3Jc9NURKYOu3uW2izxtjI+8a+vs6Oq0dYAXDAYDcR2xWz22C7vtskc1k5DtqnbLhw766ff7RQ/t0Dpe/M6+30zQr05QtNv7tCMHP0CGHNAGujI6unbbZby2d+yz2zL6gO1yncQm9ABtJ8qz2CZfaQY/NgDKwHbpH/9BX1tbyz3a5g4NHsaNPYwbUAZd2W7XIWODX0m0YTd5Rwu5rC3qHezWD/gTGjqQQT/3B6NcW5GDbrv4w3b5Ig3tSmLesR3Ahx7bZQydLsbFODY2NsqfH4NPSbYLH3XkdEqyXdrRoyT6SFbsgGabahkXOsCpeqhDB5SLQN5s76yBjm7v0sJS9NKGP4BtyGWfUoCGHfDYLnbZLu34B3tpg8926U9PtzAhAAAQAElEQVRJ0Dp7KNMecumvo5N3oM1u5W0XPuQAbfB1ZdvFZ+i0d3m1nexWD1XbZN8yuj7IQSfY9T9Ls13GazvPi7ryZLsw2G1eKjNvtouyGdKOE6B1HXeDJp+ls0gBk0WbbZp3dDBZDMJ2mUR4lMQEsgnIaT+1H9vFro4ekVK3d+ldm93S7DaHt4N9Mg0Z0LV3m9l2Ryo5PNiFfbbLxCsJuu1St9tc24mx2e3CsF0OXLutowd9p2JbtOjDFnxJH/iGQ9lu5aHBS44ucnyOPsq0df1T7sABCB0eAN128SXytDNHHCDoggYPNIKc1JGjjZw28g7YAi+gDH2WB3n6ALZpKn3b7WGHbR1s7/gBXwAloRu9tssBQBkZ8tk+7VZ/RMrL3q3D242BcmHIG7qhow8bObABfWN7p99udVEH6KCdeYoadfzow2/ohEbbqbC94wP0oA8gQ73jt12KszTKtos8NrNeyKHTN0CX3a6/oiBvdiuDzbPo+JHv6GEvFyL0YBPoyrTZ3tnfVcq2IZ8E9DV56LZ32+y2bLvYb5+cdwrsk+l2W+/ayYv+3Djaplpgu+gtlbzZrZ0pFnvJZ4GOrm67K35bue2yJvEPgvjKdrn5pwzttGgkeuzlpmucm4HaVfH58vKymM+NjfVyfqgkOFvk0UdN9E8j3QRybnALLCe3yYFUWeV/uF5aGKrnRvyHBj/zU/9TT3vak/UTP3YtHb3sUvUjrslYlSZaOX5E49GW9iwtyvGtMn/cYLBGhvPzWlreI/JPffqzuu/9H6Ab3uSmusFNbxHcsjy88QA3ixvlQfy3rvOH+oPr3UB3utvd9YEPfSTyS1IexvlG4PEEMiTrytLsHHV8toWP5ErHVtb1zOe+QARrfv+Pb1BsucFNb1Xs4WGS4M0NbnpL/e4fXE/Xy8PTjW5+a931HvfRa97wZrk3lNK/7bzrpOToxr9V3dezn/Nc3eVuf6ob3/Tm+pMb3FjX+f0/0p/c6Ca6/Z3uqruee2/dMgG6W9z2TrrJLW+nm9369nmAPS9ByC9qef9BESTiWyKrCWAdW11XU/XUG8zrUB7AP/ovnyyBpfs84CG6y93vpSc97Vn60Ec+pssSHDi+tqWvJwhxaR7uL7jkMn3hK9/Qe9//QT3mCU/WrW53J93vQQ/Ta173Jh05elz7E2TBXn7uvZw56vcHOnb0uOaG8+Knm4Dp3EpgcMw3U6pawzzkzyUYfCKBj/f9/T/qoY98nG6WoOed//Seev6LX66PJKh6IQGJiw/rSIIWiZFoNU/jX7/wkD6QYOkLXvJKPTDBudve8S56y1vfoYsuPVQCtQQSFxYWtScBK8WHWay6otSkoazl8LnX13yCUHsSxPzK178Zex6j6/7JjcR8zYL1daNb3LoEQqH/1nV+X+fe+776x3/+Pwk47hHfbsPfKxtb2kygYE8CtAt79inxYH3281/Uc1/0El33hjfKXN1aL3jpK/Thj38yweMv6xsZ62UJUB9N0ObCzM1/fvkb+pdPfU6vykP2Pe/3oNhyEz0hQaYvJwBKYIpg1erG5vbwpoxE2TSSyqi2c6mKr3uZDyff2NzSN755gd7xzr/Ufe73AF3nD/5IT4zOl7/6DeXbWAR3NhL9W584waEVfSVBsn/73Of1yc/+ZwlU3uK2d9T1soaf+6KX6vNZD5kO9fKAaFvsU86g+ezTKg+94/FY1GPIFb4aKwGgkbbGI6myyk9Ne7XWE3wcZcHM5yzqz81plCF97YIL9Zd//Td65OMfr9vcMQGKuySQ+NBHlG85fuifP67PJABPYGolRk2qgaoE8PoLe7TV1BqpV3ICYXwT8p3veV/m4WV65OPO07V/+zq6573vp79891/rUIL1zv4gKD1MUKPJuE413tuELp/GzirjdcB5S72Uw7eZ9f70Zz5b97j3vXXzW91at73DHbNn76Jb3uZ22UN30J3/9Fxd/8Y3zXjuotve+S469z731zOe83xdHDvmEmgl+Mhacn8oAjbH80FEzZ4azOkf/ukjuu8DHqTbJ9D42Ceclzn9K/1H1tfRfNhyNAH5L33l6/rYv3xC//SRjyZY6AR5lTxGuSrBxy988UvCthvnjLxhziTW8o1vcRvN4qa3uq3++IY3ia13TEDzrrrnfR+gL3316zmpa20m2EZQdDUfAGwl8OjeQPsTIP5iPgR59OPP0y1uc/uM7eY5B29Z9hD7BtAP++cG6Zf8Jre8bfbCFaOzBz7K5Du41e2K7E2j48pwY8aX4B55hxtRv9kt9ed/8c6ydlm3nEnxUD5QGYm5ZF45/wH0WdiW40s+BMjwpZzTzNOnPvcfOi/BsVvd7o669e3vpMc98Sl6/ktekbX7t/rUv39RFyUQenRtpGPrYx3JXt/K2tyc1gkEj/X1nHUfyZn8qte/WQ9+xGN06zvcWbe789300le+ShdcfKn27j9D81kXE1Ua5drIz/azNWbN+v+9nG1b7m06H+Gzqq7E3hnnQ4465+q+XIcWcl246JJL9dfv+1s9+7nP17n3vE/OtBvqYQk8PvP5L9bbE4j818/8RwkQH1sf6XgOfPJJPdS0N1ewMa30jVyLPpj9/orXvjHn4TN0vRveWLe49W318vNfpbV8YMQHYgQ9V/MB19Wv8V3xh4WPQCqnvE5PPYXpKqvd2LscgdkydWCbbAfwdPfPHdG2qpwlwI7tOV+0nWzLboEsoMluaZQ72K2s7UJiPV8Rv+2T+lSS7ULTTLJbXejp9HX2296xrbPdbm3oeJED1MFkMpnRfsVFZAAc5MiCrg6N8iw6Gn1Qtl2aKQMq2Ako2+3zSl3XVMv+h89ux1CI22/QAdXZ8aMLQAfwAMq2i3+6ekejP2hcL6FxBs3lmkd5M0FRcttkBfAyJoAM8raLbrvNscF24afcT/B1kOs0tkLsfGe7nHXw0C+60Ns9UyIDv+2in76RJe9gt232FefYyViQRR+y5PRH37ZLbAb7bO/4njqwrdlku5w56MNectuCt9MJfYtfnCSo3/Vnu6xpeAD8SkIepFjGSd7BdqHZbY69yNouLOgGpXIFb7aLjq55lh999snt8NkuPul4bYuEnQC67aLXbnPaoXegbruMuetH28luZeCFZJusoKNRmZWzXfqDbpus1G2XvBDyhjw2glSv9GV7px050BFs76yFWXrXTs7jI/mVwt7tBEaUdbBPbqO9Azyzg8AZtEEHtEGzXRxgm+YC2oHty7XBQBugfCps70yatpPtHZrd6lQSOrADsOjJodku/EqyXcq2RaIdPoD9HdgQHBbk0OAlh99uN5jtcmOPLHxdjhz88LJBgO3SLzwcAoDyLODXdrJdfLVdLeWuD2ShoxebyOmTMqANXYCy3eqyvXNY2C6byrZInR12Ozb6Qheg3XaxAZ3ANuSyKClgg72rH322y5htFz7sRi+HqW1RR5e2U1e2XeTQCT+53dKYV9vFdspKgof+kLdd2jq7oQHNJOqngmZ0gK4NGnronz7sdszQ4SGfRbV9s4KM7eKvrh1+7CW3XcYHn5Kg0S/9AOh2K0+dvsltFznbInVylG2X/mxT3YHtIoM8fSCjpK6PLg/pSl92O4cwdTLoY0zk6O0AD7BdbIIf2G3dNs0FnQx5p4cG20WWctdGGVAn72C3vPTR0chtkxXQZrd1u81Lw/ab7bI3tqsls3f5Tu2zMFzBm+1iO3uyY7HdFa8wpw/m+siRI+U/sGHOqENvhdARO1NplDw6p8mVh6AmmKbOw0bBNg93/G6UeEgTzqb8pHpuUCewuKCN1RVd/I2vabK5oWGCDVUei9dD62cdH9i3X73oGycgWgKjCWIsLCwUH3FTtLa2nv070aWHDutjH/9XXXLoiLZyD7uZgAnfzNqcWi2qEnDYzAPLcHGPTuSB758++nF98jOf02oCQ1PVeZBbVj0Y6ltJ+ALAa1v2Nuqe3v/BfywPlwTqxu5LeVhaS7RpLQ/oTX9Ol62sa7Op1J9fVpOHKWz6yjcuEt/8uPDSw9FVxU86TaKPSl/72tf0xje9pYx3fX2z/PS2NxxqnIe7jQx+NQ9q0+gl2DK/54DG7ulzn/+SPpuAzJHj61KCMQQLCGYs7dmnJu0f/8S/6ZnPeZ7ulqDjG9/yDhGUQfac7/4+oedEdOLP4dI+1XNLmkQHWNx3hs7+rmuW+nv//kMi0PCQhz5c/5K54FtEcwnabCXoUlV1bgb74kMlzttJbAU8Sy0kOAjvkcuO6qMf+1gCn/fQ45701PjwfeInv4v7DpZvVvLNyLVRo+UDZxUbsGc1fuXn9gt7DwrUg0X9x39+IQ/5T9SdEsB52zveoa3RWL0EbDYSbKNPycqgdfqUG/DYxsP8pLHWY/vhBE4/kQD3337gQ+XnyBuZR9bXKIGssQcZ+1DjKkh5q6lE+2djw3vf/4HyDbGN8TRLYD5ra04Ee9djzzcTPHjOC16sm9ziVnr281+kS48c1zDBTsYSh8sZx7Se08a0KuvWg4WQ9xTsP/NqauqBTiSA/KrXvEHXv9FN9do3vkUHzjpHS3v3bQ+rUbuIppJSzjsvSusbG1pMQH89DzN/9a5368GZL/D+D/yD9h04U+rHzh7j6Wt9bK2Nsl8zrt78kpb3n6mlzAfroTe/rGv+wLV00aGjetx5T00w6oF69evepBMra1rYty9BrcUy38w5e6XKfq7rGjOuFE2mp+r3RL6WDz228mHEcH5Og4V5beYB9bP/+Z966fmvzDq5u+513/vpDW95q752wUUi2FOCvbG9H9sWsyawdyF7wP15bcWXK1nHvbklVfEnNPhoX8o6JuebZWecfTW97+/+Xufe4166013vpte+7vW67MjR+Gw5dsc41k9Bqqd5MVblPCCfqpEZd8YzTYCIb2y/+6/fow8nOP3FL39VF+fcuuTQZZn/nLWXXaZvXHRxguurOpygIX/u4OOf/JTe94EPpP2oxqo0cVUCTZxZS/sO6OxrfI8+9q+f0j3ucz/dJ8HHv/7bv5NyBg3nFjS3uKR6OCf3+oU2tTXK2v56As6bWYOT2D5ppJilYYLE//bpT+u1r3+DvnnxIX0jga8LM6+X5sMGbDm2ulHW2/EEguoEco+cWNPnv/x1vS8fQLznvX+X9b0o/K+sy7nF5WRzGk+tlZxPf/+hD+utf/6XCVR+U3wz+MKc0ZxzFyUn+HZxAnAXJ8B+yZFcB4JD+bDjUMZ/OH1wVh5J311OuQO0DvAWFLnWf4cpnwaHjq0IdO1Hch5flr4uPXoi83FEr3nt63T48GH1ej0NBgNVmT+uNXFXptXl2sPcAmjAdmnLW/HxIB+kfCaB+oclaMi3UF+X8/qrWaOXxZ7ewpLmstfnlverN7cs9Rc0znVikjO12/8j9TRSX/2s4z0Hz9beM85Oeak9W/79C3rkY5+QD9tuoac8/Zn6/Be/kvlbVPk7w65ZcZj0fw3xRDl6+LAXI/AfYJ1xjeKDL11dTwAAEABJREFUoM/++7/rec9/ge6VdXuvBNmfkw/sPvbxT2iSM7XJtauKT/rxTW+4JPfm1VRDzdIm8c3mOHMR+uKeg9p38BwtLB+Q+3OaVj19Ktf1Rz3mcfqTG95Qz3zWc7SZs/+MM8/KBwqXYdLJcJN6o2hL/p2/unUxm8+W7XhoG11vtHewXdZcXdcl7+hKwo9d3T69HttFzra6ZLflThY6uuyMOhfh6XZQxm7rtNuW3daR62jwAurANlkBfOgF9i6dRrutIwuf7ZPshM69gWaS7WKD7cKL3kmuAQB+JdnOe86xjAEaQD8oDTNv0OxdfuoAFts7fbHvh8Mh5J1nayr0iw22qe4AHQCC3bZdUX3WPsqAcaObMucOc2+3ejqd9AsdvaCj2y52Uwe2Bd8s7HYe6Yc+0MX4+v1+Oc+gK6mrp1jo8GJX1x85QB79lDkbgW118tA7oKsDNMp2aw9y9IEuxm27zDN8ADo6bQu+jkb/lJVE2XZKKnMFP0Af8oBG+BkLZduln06WNvTTDihrO3VtVDt+28XntoseezfXaRI6AHrJYbFbHR0Num2aCmyXPkpl5g0bqHZy1BkjOfQm+5n8VNitPvqhzfaO7Xbb1umwrStK7A36ox0bwKxOyh3gAbbLWGxTvVJgA4AJPeQAGqA8S6cOoIGKylUBxtMhq76I2i4Gl8r2W8c/O+DtppJB73Aqb1cnP50DUYBTy8LNwV9XlQyRyQwogwq7QqdcV5Wo11WbQ0tThtCUzcJC7kC/tNku7V0ZhwLq8GD/JDeH44ALONdG26Wfoj+29GIfvIBNhjwHCH0xhq1E+ZVku3yaQR3ekAQfMvDZLguQMjo6KKnYsX3QI0sbvuHQWkgAgHLYZLvogIf+Qa+qi70ixd4MWAD7wSRBBPgoV67Uq3vhrzQZT3KjsKGtrc3c+PW1vLyk4XCQPhDPQ1yvLvTUBNK16sqKR9VMJyXHrlPHVzE/ge3IKX1slrze9iO2THPxKnyxB99jyzQ369ABPPgOX3Zy8DNWxo5C6pTruhLoxV5yup3GPjBpJlIV65nY5LQ13DJaomxbfPLOGlUSfW7mQZGHOHL6r2bGEpbIWVXkokJNM925CMCLPPz4REnoYCyMKd3K+ccc2PFi5oq2On5BxnYkJLvNlUTJdqHZDiWvyKXjDKqhIv6XRvSjg34BOm3L4QDJTnrB36HPnNeVpjGQvxk3zZia9IEO5rfK+NFJmdxubYfej89nFduW3YL2qo7Tw9BaKk2jF0wy/wVZ89hRxhO+ShZgusKsJmui5JGzrjrZl+eyLfuKcdVar5wjphWGqqpVxVf4yU5/oXJ2JFM8VqD4eLZMfZwHfr55dOnhQ/rmBRcmoLAqOWu612fo2xJKctB6stUx3dbZ1pp4rkXqbqFwsK9Yr1XE19dWNNpc0749i9J0S7WzfutaiwlKra9vaGVltfQ54eklY6n7vXKGsZfYI8PcJPZyE7WaQOTFF1+iuTz4EVADci0HJS++SD1nzYk80C7u2RvyQFujibZy7oyzP2WXgAk2Xhla/8Z4nQbxUy8PQWsJavYTfGO5NLGBwGYTf/AtDIIAdW8gx5/8nao6+cLysi5MUGphcVlN7GhQLaWH1r9Sm/O+kYeprZyhB844K0GVRkeOr4jxLi7vKzr7g3nV9VCjcRPfWYPYwd9hXFtf1579+xJw3VDVH+SBbVkXXHJIL3nFq3TfBzxUb3jz26OvCn2v6sGcxjFiczxNwEOauhbBM8DfMhskwDEYzmtldV3HT6yqH/7lPftUZ+x/9w//qHPv8wD92dv/snxDZ3NrrGPHjuvAgYNSRlTXvZxRgxQr4ZPx1Pry1y/Qq97wZt357vfUv/zbp3XhJZcqysTPNyfx29rmSORz8c9K1sU0NL5p1Eu/ci38PBpPy1wOsgbOOOvq+sJXvqbHPP48PfFJT9NXvnGBlg+elQf4qSaZo2lA342lmJRXI8UaMJdg16ScB02xc25+QatrG9kLF4l5G42b0l+j+MQ9xZmK4+OjStPQ8AP2fD19LiQINEqUZyuEpq5VZb2+531/m2Dd/fT0Zz9HG6Np+Zucqwkmrm+MNJ/gOLzT2Oc8SBfEX1VVS7FylPXKXA7jf/pcWN6bIM+WznvqM3SfBz40gaNDxQZsU2MpMkrip8xTW2DfWWfpAx/+qO7/kIfr4QlkEORa2rtf2Hrk6DE1kekNh+LvATJ2pe/N3I+sJZjE+p2knf7ZO4eOHNVcxvjd1/w+ffUb39QTnvSU8q3Z//j3L2qwuFf9BPsmCV4qc1RlHFxf8PEsGuwrcOl7K/NYD4Zyf6gx8zyXs6E/V/7221Oe8ezy7UCCt5/+98+HZ05zC8tZ55Xws+Iz7J1E32b2yFqunevBKGea60rDzO04e31rPNLmaEuUVTliPTW2RjkL+Kn+3v0HdMbZ5+hz//EFPf68p+hBD3tUPlj4p+yN/Vk/PU1VB5Uatam1fBrPdJSW3mQd1VUl7hMYO+fZJfmQoZ/AID8RdT3QWvZz3RtqcWmP2FNVynNZw8NgkLV3+Mix8jcENzOeGp9MpbPOuboOJ2j9tPjjAQ9+qN7/gX+Usuc5A7JEsldrOf6Wq9gpVVWtXq9fsJUPc7BlmDmu6lqrORc4XjlX5hIca9yP2CAgBz1Vdb+g7g2yZicaJ1B01jnX0L4DZ4hgLWci11GundyrcN/Rz7k8yDyeOHFCk6z/s865WtHhCn2DlAeqe0PVsbvfm1NBxqf4S1VrvzOGKnbX/YF60dXLfq/DMwvHtlnU6PwW0OvPxd8L6g8XonteVWzgfPt6AoVbk0YnVteCXPskDeOr4aCvUe5NlfuRgtDFjDs+DpCdVv0EMY/qMU98Slmn73z3e7U5tVY3Jzp6Yl2L2Web2fPsiWJzxjZpnPXrqKrUz9imqbvqx/+90Ctt5EOljchMPdAgQbnE0HX21b+36HzWc1+kO93tXL3xz95R/vREnbO/cbc2q6xPF+hKEiu2YRw7uBLmq2yyHF9I9L2NzPc0a2qcNcOHNnzL+N73f5DYy5/49Oc0lzN9ef9Bqe5pPGlib5XiQH3mujco9XHWz7RJ51WlcfZUIysOin/cXsNZ9Bn3IHM5zXmzkLNnfz6ouuCiw3pWgpt3uPPd9fo3vU3L+fBk4vhVveitJfRIeUfjNDlo9J2kIhtjjZouT5l7WNrs2E5hGx19uyrqtlVlrEpiT01yXwq9o4VcXrZlu5RpB7YLzXah89aVsIl72EpW7SqzlPWBb+NTeOqqEv01rPF4iHya8xJQVmhduatDa7vK3DWNbDSFmjK6QJMy4Iwgty3G0sv9XJV7dtfpt+ietuOX1GpJvs1bxTaAvJIo93o9gbquiz5oXXtYdl/b/SvzMciHCvDTiG3koOtvPechdXRxjo1yXlLmPKMv27HNsMhu81LZfiv+iT+bIIPBEbsITyWLZy502vH/tm3YDaAPBn2BNGsrZw7/+WJVOffF83m+GqvJnESpaK/rSqAfP5LbDj19VNDr4hclsYa2MhY7eyYxgpWVFa3nw8gwZ6+xz1SejfFPrCq/PJrmuone4XAQPdY4181p+q5iC1DmbBIeaPQ9NzcU5WnGzlhmAQ0Mc5bO5wMv/El9krVtp8f4YTPX6pia68WkwHbGVosEH/MBmBNy5KuqEroAtit6Ot6OT0l11gg88HcIOfZOM66x4N2KX4rO9MuzUl1VMkzRSd7v9TLkpoD6qYDVtmxTLOh8gF4A0fYOD+2zdPwHTwfbXTFDazIPVckZI7K2i48Yn936EbpOSbZLn8h1/c2y2FZdVSI5b1XqgPIsBrmu4wfaGuY5iEGCBxr6QdeH7WIzPsdGXUWCz0bbLqNt2S56dJrEeDtkCGHOHCmbHTQ54ABlUKlt72jUa1cCaSnq7ZQCjIGAcrulMQjqLEBA2W7bKAMWE05A3nZZYF2dRX6qHHzoxbn0h/OAbaplM6AXHngpowMe9Hblwp03DlWQk0ZN6q4zyoCACpukipeQYcGT2y4HKRuEyeylHURUk9x4woMhtNO37RxE0/LATBt22S519Hc8i4uLAtTho1/6tJ0DbiDkGAO6bYt2+KAhw9go21ii4sdjx44Juu2Y2hQdHMzwsyDrqtI0N/KUsRd7lIQeFi4B1kHd07A/iHusUTY9Y6yrSnM5nELMw8GmVhKcOL5yXKurK0pXsbef/qYJ0M2VfJSDua6rjG9BwxyQTS6aW6FtRR992RY5SPfR4cixMFUO2rW1tTIObMdOeBhXk8OmrqqYYdVVVeRYM+gd5OLFRZz/cZD1i25k7Vb3wkIuENgx3sqN40YeaLZiw0RN/vV6dbFzmgMcu6nX/VqDYT8YqMpYRhMejDbzIL0lgpWuLXjI04Xq8CBXVcxHE9ukXmjQCy2244M+h0TAXI7ij7qui29LPjcn5x9jjUNSUot0gC9mLzL9fk91+mpi82T74jPK2JqMsa4r9TOm0m/Gp6CKDgJM08w/84yPqqqSbTHHXNz7sauOPaGm+3gmNtsWNIB/qop6OCw55Sp+mCZ4u7m1obn5oepe1lhsmubiJ2wJT2ZATXQhP82hSFlJ9A+gjbKXpuGn3LWHpdhnW/Cl1/IJvnJ+wYef4LVdbKScjkSyvSNLHVSh9apatasSsGxy/rFmKlno7NqgUZ8FNPjx3yw6Htopk6NvFtCa2FzHt6bvRtpI0OC7rv5dauIrfBrTVMfIaht15gy/OY+pQKkTgFnPjUCVPfqOv/iLrEMFlaauNY7ORsYENfGjw99Px4OqyS39WAQRm8xBVfcFJo2zl6caT8MZeUUnD98RzQ3ORHPZT/O52ZpsrmsQwzwdq8ncTSMHr3rZ89E1iWzXN+tzGJlp1uEkqOLWlQQq28CPVVVZs+GvXQn0M+ielDmN5bFtmDNmfWNTg+yDdfZG1ngv63h99YSGyXUVyc5Yoodx2uk8/FNsBpnr5eVlLSSAupLA3HwCCNPcYDUBfUyzXtmviI1Hm5ob9ssNJmusn33BDeI4/h1HP+u0iX+doGwTv8S5cUklAhG9BBX5+bR7c6ry0Kl6kEDGSHIerOK7cR5a5/PA3mQfVtE1PzfQ6tpxTRLkHU221B/2ddGll+q8pzxNz3zu83VsbUvze86IrgXRN/12iDmq6kqurCnriL0YeyZlLM4ZkLbsTTdj9Xo99ZcP6OKVLT3iiU/T2971N9G7X3zTkv+xtVfX5eeNc7kBXcvNby/++dyXv6a73fdBetFr3qDjo0Z1gjODoBd/TJuMOqiybpJpM/PlqhK+4Wxr4vNwxMSpYmLpv+oNE0i1hnkIXdh7hl73Z2/X/R/6KH36P7+kQWw7Ed8sJsC0mbkaB84U9iM8zhrspbyFXemjSlnxXTrTsQTaFuPzLHP1q1o9V+Kf07MaqSmGKoVG/E/NSwnKrZxYEUF0R/codnrQ1wtf9tLY8hD9+xe/qL0Hz9Ak8hsJrg7z4DzIPMer1+8AABAASURBVE7yIN3v1aqyp+Jt1ckrfIvfs2n6Maofg3t1Le5xxlNpYc/+BDmq8tPjhz3qCVrfsuRhfDWNnr6q2Ms4J5HrL+/R+W96qx7x5GfoL/7uQ6qXD2p+3xlaT7913deg34tF05xb45zXuQaNN0sd+qAfuyqJNQzquir+5rq4mfOiH9mlvfv0hre/Sw9+7FN0wWVr2qpyrc4adX8o9mgvY3N86oyFMSrOa1KexH8FquT4YTPBirUs58HSAR0+saUnPPU5uuXt76aXv+bNWasTqbeYwMV+qRpkeipVsb0XTCdTVZk79Dq6K4VF8UOgXFvH+bCjyjqt43lg1nH24STIwNSroys29rJ3VhMQxrd7zria/uq9f6+HPvq8jO2v1F/cr3Gdfque6HeSfbCYwObW+qqYr7qqcp80VV1V6gXO3G9urGs+a1pJ/f6c7EEe/sYaTZxzaElyT5tElhpp0B/oRNYO3x4ejyaaZo1Oso+HCchs5NwaJvh8wYUX64nnPUVPf9ZzdPzEWoKXe3PPkLGiu9fXJHoa4QFpnLNHSZn+rJnNlKax2ymPSttcAp1bWUhrCYSOI9hkDpQgjnOOuInOwJkfp94EdW8gZ+wbWyNtJTA9zfia+NHxA76dyyaabK1rkHxzYzU+UQH7qp856ld99Tq4Fv+q6C2YSj1btRUrGrFGnHlU0DQ5kbAj47KqvFd5r8Jbl7zafmeqs6SyJyXKp6LJGJX+lDE2XJcmYZtKji1V1upW0xPfzJzWAxGcrPt9jXJfiV3ZFBlXpdWVEyINcn5tjhuN1JcGS3rvP3xYN7vdnfVnf/FundiI0sFi+YY0wfi5fLiwmfNNGXvjSpP4bcrcZH9XOePrrEnlelZnr/fi8zpoMi+Vag3682KNrG1Ok81rFBv5hvSBs79LF192Qg991OP1wATJL7z0qOaX9uUaEV+5J+ZpGp/VOT83Nze0tLCwcx2UwhNEcd6tqVtQ1ynJtuwWpzRdrtrEt1m2qrMW+ZZif36vDh3b0Ctf91b9/vVvpvPf+DZ9/muXaJizp55b1mrOY67v/azrqtfLLKaf+Easqfimjm96VRP6RJ6OxBqL9wS9RZNyE3oclrE20yrj6WU/WMt7z8wHPN+tT3zmCzrvac/VQx51XuZjUeOcj/35pey/RnXO0kn8Pt5a09yg0jT+t62qqgrKumuiWyq8tnd8AY/ttMSb4WlLpSrkKJFDt0wVxoJmOhXzTzsNtkt/dVXJ6W6aPQ+UMdWu1KvqjLMqbZT7mVPaJtmD5NCGg4EmWVOjBJrIbct2sYX+7N36lP4D2/Ft6OkTnsqKzOlRpbGX85E8YspALsc7ygc7k5wFXds0/tzK/hnl+SHDUN2r1OvXmaNpzo8twdc009g4jX+r1EPBl+mgl7mBsJnry0auy6OMC98wdtvleRc6PLYF33zuLXqso6oSObAtS2K+RjnnJvGR7dJepw/bwh+TPB8Mc/6Soxca8sg1sYk6c4Z8BhB7a/X7/ZLbTh9Nmad+dPZ7dfpzGRc+aDLG1NSrq8zhVNP0VcWmYb+vYb8fWs6RjHMr+3R9bVVgFL9V8fkg9w51cvTEO5FqSl/ohEaOzU3mE1+Xe6PYa3tnPbiqtLS0VMZcpTwcDjWXe2DGB6iTb6b/aeYsosX2SeaySb30kfI48zuKnXFYsZv1AP+Y+Y0QOvAJOf3Yjh+qArudI+yjDZ7O/+SdDbajflpst61B1jW8TcY0zRiR7Wjo4rmyrI3wTrNv5voDLeR6W7tSFdog/u1lTsZZP03kAf5CBn3Yiy+Gg6FI6Led8TfFjq7fTcYdBnu3jf4nWU/ooS/GgT7stbMmAvRRpw2gj76RpW2XX1kftVg76UHj+BpUVsYhTeN/yr26Kjw1layrJvOj5KW67aNpxgnoS0mUQZW5B7ZDlWiHzhiKPaF3NHLbgr9D52sldWOyY236hb8XPzNGu6WhG9BGDiJadNotD20djXZAfRbwANuyXZqoAyq2C71CeJaIMTgYDLKQaAMIdbBbYdtlwjsd8NkuxuIAdEHroO1ku/DQbre6tJ1slzbbIsGDLruto6tzPhNAXTn0Oeg6VHIOCJ0WtNWuxAWACcF2gB6g7dSVWcT0gz8WckPAwocF2jgbxN7tCztm0eRmFEBzhGyLsQDGBegHMKYO1JVEDrAP0E7eARuYI4B96EN3RHcWqk3PEjLIA3QyduSohzkbxvGaxGafZoMqCxRKFXl42IDk6Kcv5G1nPA7r7sbXdoIXGTZAGMpBSr6VQ2GUB1PKBDgdfuzugG3YSk5f9EMdULctxg1siw3U0W3LboE8MtiRLmJnRbbjB+SZW1kxpSlQZHv9nhhfE+5RLjo8EHDziT6AHBfncQ4X6vDWdRX9RrzkVdWWmxwym7lAcNinl/hY6X+iSQ7/gujgsE1XoU/T7shXslTGiO0g1dLWZE4YE6Bsu+WPQJO+6GeUQ3ASvWmKz+vonWiaG8Mmh940IO9AvY6tSprmAJxk3kGcEYrK/olwjG50akqXsq0iF9lpbGu2Ybu02dYoewSfNeHp2pEB2FvnAKyqqqinHTo5NNroubEE4gQB15VAFTl4HekOlS2nXsYQe0qZ+hWAB0Z00Gxbdgvq0LEdnwBsA9A7sD4BtgJsslsddpt3ushnga1S6yOC+Zwt87nJOLB/v7by8FrGoCYccDUiOW+cc8nKC/8iV/f6et/fvl9/+3d/r/mFJU1VJaie8FjoVW5+XdWFfys3SRvra2qyFuaHQzWZ81H2I4i5wg7WNGueb+E16b1JA7koq03YQQn6LipNDawGmY5JLUdmEZECKCr6YGrRvtMCtJPaWtvaEptkTZGO6pS7tm8/r+IXx2YQRWJeyYumjKEtNzE9oFLQlTPO1BslLwJNqUnT7bxRLk0xsVKTfqbpR67TWgWRCVeduRnmOss8bmUeqqxp8uPHj0e20cEzztBFF1+sBzzoIXr/Bz6oM8+5uk6srcuZ1/ItsuhQegBNzoBp5hVMcgYA6IWl8CiWKqnJ3m5CidG9gfh5NA+VD33Eo/SPH/ln8czfTwBllJvD5QTBLkz/B888W/z0+67n3lOf/8rXtdnUml/ep3GucdPsbdBkv3VIJ1fyamLWtPh6IwE9V30N5hYTlN3KQ+gBfewT/6aHPfLRuvjwZTrjnKvpq9+8QAQW+oOB2I/TnGd1ZfWIfGQUdJSRlDGVHEK6IPN2Trmwpu5tL6ix+vVAx46eKHtmMFyIz6tiy+Oe8CQ9+anPkGJbFR5XPTF3dh27q9hvSVZcrqaMO3NOJb5woOwr8ib+aW1wHuDGIlh28KyztZFgxYc/+nE99RnP0XhSa28Ci8cSyJrEJuVMdOb3Ja84X89+4Yv171/6ivoJiEx7g/Iz8ahM15VsKxYE+DLn/PbcT7fnfjqZqE0ZtGbRUasyhx/+2Cf10Ec+Vo37WZd1gm1b4huWGVbG2UQ/WdMK8e68VZWU9TxVleBBk3BMrY9+/F9101vcWs95/ou1d/+ZqgcJoNRDqRpEdy/8PTXhD0HKOB35KnrquhZ5E/816bSyNRj0tZQPZONcUedeARpnHfcttsUZtZ4H3akaDfMguxXHgOX9Z2TNXKRHPfaJeuFLX675+G4ydQI9Ew3yoHP06BENBz3hO3UJexqFFiRXdKaUzJKq1AIHKVMXnJFhPba2S71er/CPEmRYXV3TWWedpQsvukQPz75617vfoz17EwydSOPYsrC0R+ubYzHfTXQ1GQ+5SmrKO28hJ2tkuyAVwVvOldAkSwW8h0+NYkSQV4pN2uDt0MTHaYGa/TJVVVm2xZkBfZI1VNe90OtULdgzJSqI3RI0KwtFdFXoeWvAVGrvA9TyN9I0HZ+KsO7QlRRt0ZpCXqUcOfYMZXxrWkNDzyT6mtiRTGA0npZvnBLobcLHhwisJ8W4OmOrXOngwYOqM6ajx46L9TFMMOtpCQbf+34P0kb5tmKtKuddlcD7NPM7yTiiNhqcPprsz4nKXmqmqi3VtMRPSoBtmvstVkUdHzoD4zrKT4ibxupHn5w1EWwl8Lm2NVY6UpP6Bz74Yd3j3vfVhz78UZ15dnum863lpZy3nP+L84vlp+VWk1F1iIN2Xt4p/dcLFv6T67z6Yk2++2/+Vg962CP15Kc/S/yUv+pnD/fnpN5QTd2XqiD8TfyqgDVvW5NcK7ifYx3ZVlVZtkUiY056vTp7pFaGpEnOJp6fejnnquiNuFbywdok15W5xX35wO2o3vHO9+iBD32E+Cl8lf6VfsdhJGjFlwfWEvixTRc7sE+u7zSkwBpNVl62i31ODVTUUyZPFhubklVVJWwnBxDRA6Y556dZLJRtFz547cxa04h2uy0z3q7e6cFntls7kuuU5NTrqhI2nR5VkaX/Tn9Eyou+uKcolbxRnwUyGWRsroI689XmvZxhBf1eoSPT8kZJXnasChy7GGtIOUdUoKS07ujq2kMuL9vFXiq2Cx92o9+2ZhM+4tmu9B8flzw+tV3swsY+ayd2VK6Ef+zW1+gDSkIPbdTpa5xnOnTZVq/uiecwZV/D08/6BL26UjRlz49VV1ZYRb0JH6Be11XWcu8kVLGlyeKmn4L0VVfRhYBOTvBW0T1MYNG2sKubrzrXwyZj3crZwnmMLto28+xMoJVr3ii64en3+xlHXVBXVfED9Co6B4PBTtCS3hk3behDz4kTx0Vf0KFRBpQBZeyijJxt2UaVqCMHbKsdTyUSbdSZo64OH3TqgDI0+LoyminTHzyMDR5o1BmTDZdK/032H3Gc2hm3rGob1KET+IbmbGUgLhjboI5ezmvOW8ZJX7bLnHa+UxJ8yWS3fVOGBibb91qxKO2KPytVlUsZWrO9Zroc2i4UPos0yXnYZM7xB363s+JShwbgsV34bVMtasral8v+Y6y1KzF2yqeO93J1SXZkTwMl2Rb2KAnfYIfd8oekjkYZ2Ltt1OEnvzJUXaPdCttXnsOPYkD5qoAzGYTtk1htl8FDtHfLXf10MrR1/ZIzabaLk2yLZLvonW23TVNZtJ3TaIdot22U6RNQ7mC3C4G+kGWhsmCps0Fs7/TX6STvgD5gt3x2m6PfM2X40Q9oA7azoOsC22WcnT9P1antNKun02W76ECG9g62xTio2+04kQHaTt0YocFru9hht/zotC2S7ZPaOv7OZnTQF/XZw0lJs3rgC6nYzAENv+1yMHRytGMb+uAHlG3vzAc0Dm540U8OT5czl7aplrVhn9wH7ehIY+Ehp75DDxV90BgrOYeicshBB9DDVsbCOLDDdrGRMuPp5Gjv9/KQloMHOYAO5O1WhjKw2zrtHaDPwnbbryvRV121OWVgW/iQfu1WH3QADaBbSeQgxZNe2A4YN+3ebrVdxljaMh7brQ25uKLfbtvpw7ZI8IKiJzT4oM/CbnltF/20wU9utzTbVDNdufKkZLf1FHdedks71cf0abdt6LXbsu3SH+2z4IhEAAAQAElEQVSzsFu63eY7HZymgL4OdsvPWiq0rJkYrKtf/eqan5tXlXZ82qlplP22gyrkKrc61mqCUXVuxMDynr16+CMfrb9539+KPxzPTxOneRBaz4PP+tZIDt/inn1aWN6rqevc8K9pcX6oAd9YyMNUNc0DUvJmkk+6c+Fkbaaj9JO+Ys/U5HWRnUa+CRSb9G0mux277W9Z0v7Web9lpWFk/QHbcX9uH7NWmY80yW777OrQZmG37bO0Kyvbl+cfj7eEG8d5oG0izDy66uUIqbSwsCcBjEv1hPOeog//80dV52bz0kOHBc++BKlX11Yi0SiWy3ZBtb3H66oS5TBsv1zyJu8F4VdIdfbjUj5pt63jCYA97enPFD8j7Q2HImi6mQe+vfsO6CP/5+N67BOeqC9+5Ss6dOSIFpeWNZk2qqs6a1WBAylqtuHkgZLoMNnsqw1UNOJhkpthzulx+lpcXtYwQaIPfuhDeupTn6bjx0/kJnpedc5FzirkbBdV7F0Kdlvv5olx2y2N9isELBl/VQ906PBRXXroSNZAT497/JP12te+WfsPnCNrKDX95KCXclXUZZmEtxRDI3fmLOsnxbiltE1TmOThya40KJ/WW+UDufBwXdvc3NKfvfXt+uv3vi9BlHXNL+0V+5Sf5r7xzW/V+a96jS6+5FLxDdR9+/eJcVVVrV5/kD3pBDQnJY862SYT77Zlx87kEBvz3oKpaOEiC980N/Lvete79KpXvUq2VVXt2tlKcHhnnDtKXHhs8ir3D1Pt2bNPL33pS3XuPe6hr37t69q7b5/4Bm0/69WGzyIxP9P4hFxqaay5jfiBee0P+qryEBgW4ZuVBPHqnFlNePkGHz8pX8l5x3/ew7dUG1fip+ecgVv5oEvpi2/dDvMhzr79B+KfkV75yvPL3wlcWFxOc6U6wQ6ATke+0XeWGIttTePDuu5J0bmeD4+Wchbz8+CnP/OZ+tv3vz9Bx6mGc/OaxKFbeXhcz8PkYvZdYwtEUG1q/dKWJdsF2klYDLLsomuHfBUF7ATYSQ67q0r4cZo+prG77g00bSzOGbkutjbhUdoA5UaWoFV17K4FXSmrytjJI6cOVdZgB6c8A4fXtKFPu6lJMSZEt0Q51fKiDAR/ZTm66qrScNAT31itQ8tL05yjdfb0OA+GVebjxOpK1sFY+LyfPbi4uKSHPOyheslLX6beYCDWyzSKezlf6rqSpazpsZrMZ4ptnrJzPazT2EsndVA5QvkgpM1z3UwZeb69PujXxY6NjfUEFkYFdWzqZS0TKGdtTtPppz71mZw1T9B73/d3OjsfLB088yxdfPElSpPGOTcWFhZiQjrNe+cMp1CQuccEmv6ryAjygc8e9XPW8z9O83ceH/HIR+nv3v/34j5kZXU194cDYTe+dHwupXcE1abGqW9DaXfVrgnGwPWhCT9jYU+wT8mnER1kjy4uL2ucvTDJw3dVI+ey5haXl7U317dxfPCe9/y1nvzkJwv7kMHWE2trquJLsc6iq3vtrGu3PqNux774inIH27JbQOvk7ZZmu5BObauqSsBu22GaZm10fLQB6NBos9v+JxkjNNrsVp52+O22brc5PFcGe5cPefSiCyAHjbyrUwbwAcqzgAY6mt3qt1vbu7YqdXjqqvVD1w80eABl6HXmE1CHzlotiA7bO/6f5MOaJvMMD8BmcuRsqxc96GNn0oYfuzVDbre6Klfq7EO2w6wuaOgAHZ28wyzdbvUic7p2bGJ8ttWVyZWEHpCi4OnonR7otlXFj5SBbbIC20UncoxXSbYLDR3aXs9Kgoe+Oj7a8Qs02gC0rr2fa/Iw+72X8y7iZR5om+WnDJC1XXjQAW0WHY3cbtcKfQN0dnT6oQzsVl9How/o6O1oyEMb5HzuaLbL+OG3277gAch2oK5Tkt32aXunpeM7dX7Qg+2gswMh+2RZ5DsgA7ANfcBu+TueLkfXLDpe28XP1DvYu+PsZOyWz3YhdXq7HCJl7GEM1AE08g7Ugd3qsV36t11Y7DbHFnvXDttlHpSEfnSkWF62i45SydtsW6qnfWXP7gohgOE4ngcCgFM72C5K4APwnq4NOsYBFjqDgA/hTg4eytA6dHV7t5+OjzaAHttloLbLBu/0262jlAQv46DNbvmhoQ+7AO3o6wAvZdvRoNIHG1ZJyNkuzrdd2jpeu61rO9m7dXR2sF04sAN0Ou2T6bbLuOzd3PZOn+iz2zrjAOhCp5KwC8AH3XZuInq5megXvfAx9q3tb9zAC62D3foRvRwC+ABddkuHD70g3RW7aO/m2m5tg8Zhh376A7bV0egfefoB6LVbWbvNabfbMu3AdhmHbWFDByXRF3YAyrSFXGwkB9jVwRC2QRn9nQxkAoLkHPq2y/yj13bRyZg6/iK7fTG1W5/bLR9tSrK9owM90LnZJe8utugD2Bjp0o+S4LG9I08dPqAk5Lv5SrV8+7B2JfoxhMB20Wc7Ne2Ube+UC3/qSrKdd5U2JdHnLEJSy6GdXNvJtuxA3qa0me1iE+NTkm3ZLVLdedktzXahdf1SoUx+KmwXXdDhsU3xtLBdeOHrGLqy7WKj3eb4BNgWyW5zfD8L5GcBLzgdzXaWVSO+1cMncQRifvD7v1/79u7NXu2prirRS4OCgvCrUuMqQcCq5L3+UONJkwfcRlXdV97EH3R/+fmv1mgiOe1zC8vqDxe0sr6lixNkOXpirXxjaW5+sXzKW+XhqjxYWWry4ManwvTEtyGjQaQmlqQHTdN/izxkpdzQeCWwozTtjD+ZbO+A+rcDu5X9dmSuipc1ODuv8He2nlqmbpusjKEUruKNtTGrb5bdduZolDNsrKqy6n5PowThev05jSbWBRddqmc/5wX6+3/4kPYmCMjfVOsPhlras6wLL75Qy8mneeBuMn9NyRtZahHdVUBdjUpq0tKUkkNqMU5/qzxoRu+BAwf0r5/4pF72yvO1srYp131VCUpccPGlevRjH6+P/csny4PyWWefo9F4GruzIqqqrNNquyO0KvbsokmvKsjqKnnun6VSkuib9c85SyB0jYfLutaZeRh/5zvfqTe+6c06cPCgFH6CNsxVVddSOpzkoU6nSbZl+zQtp5KcAMRIiwkWjcZNgvlbeurTn63Xv+EtCWzt1XCwFIHsKfXVNOmTn4E2IQVNBgEk+gEpucpbEFpY4mOpquv0kSBz/MQ4txJsW4u/B3kQ4Nutrmo953kvFP87MT/7XN5/ht72F3+pVyT4SABraXlPrt39+Gmt/By+jr6qqhMkadSPDuYfYIsl2d4BfNgRqkqgQMzOLpSED88++2wRmHnBC16gf/7oR7WU4DLrAp1NZFSgJAfdqykFftb78Ic/Que/+tW65NJDWlxeSuB8UXJV1geBRfRM86AOKGs72db+fXu1mEAL1+uu3bbqupfxDUQgcpquBgneLcauhQSQ5uYX1Mu5RhDC8SvfOHT6o62KHOco+4j6ocOX6RnPerY+knHt239QfAtuPjrkzGdkpNkx6XLJbtvtNj+VobN7TCAlY1TsmTZOwLnWq1/zOr37Pe/VQgLLi/nQh74Zx559+0ughT9rgL4sJTWxA1CfptakAJx1bp/cd1trZLelsF7pC5/PYoc58lujiaaupKqnKutJWVtKmT/tkMtKLMl6sYRNZS5TbqJgGjSRn8pivNMQp81sOTKhNWlvwpssfG2Anjqwoyw90Hx5OC0WQSz6VXhZz1UC1OR12QeV+skX8yHaZLQl5dyZy4cXrOmtBDactoXF5ZxVE7nulWvkE857st7yZ2/TYDivpewt9DeKHY4PkjfRQc9RltdUe5aXtDA3EIHGyWhTWxtrGm+tyzlvhzmv54bxWyIr49GGNjdWtZH2Jh/kDQc9LS8tajgcqNufVVVpM4HnzdhG//wZks989j/0oAc/VP/yr5/U2saW9maN5hYy9wTzuX9LYFO7yfFIjMLKHVDf5fj2S3zAMc45yh4570lPluOHvbn/WMk5fPDgGds9ppcsUuZhmjXepAyoM57ROHbaquJj19lXrNnklPsJdhB0nV9c0Fz2ed3r535lIoKbR44eVa/fz/yMI1upH1/xq4ujoY/jhIXFxZzDi3rb2/9cz3/Bi8T6GoXe6w902dFj2VdLxT4lYU+ynZedOd2ptYVZHtuy3Tbk3Xap205t9zWJbwCywLaYR9uFX1eRZmU6VmiU7VaH3ebQOtguRXivCraLLZ1dCFJmj1AGXR0aZduQdaruQuStaeecdqodkIJGDs126Rtatzbslta1k4OuX9tUix8730JAnjp5pw9766qiWdlmxd5SyZvd6kmxfcXmjmK76CeGgT765huP6FMSNPqCblvU4QWUbQte7LgiwIcO2pVkt73bLn138kqyXfxkO7Vd327lGdy2egkIgs4eZPvZK3xLFoHBYCDux4fJCw/EbXR22C42067thH0AHkjopZ9+9h3guoX9AB5y5AFleJBBlvZOF23QaOt4Oxp5x0u73Y7Z9o5fkLFdfAIvMh2t64N6J0+73fIryW7LnWxI5WW3dCq0ocNuaXab02abrPh9tg/8wRrgXAP0C6PtYitlMEun3sF2VzyJvyMiB7q67TJn2AA0k2xfbr3b3tFrt+12u346+U6/7aLN9o4MBLut26Z6WqAD2C6y+BHY3uGnDg+wXfjsNocGdpivoFDZrUDXjhBg8rqFQL1r73LbxXG0nQ5Kgm6frD/k8rJdcngokAPKtstgqDNIaMBu6baplsmBB0DAZnJkgN3yQbsiMGn2yXzoA8iQA/QNczFd5KI4P1/s4/CAbrfytgu9o9lGRQE6SuGUN9tFBjL2w2fv0pgDwMYA8HSAbre8tnc2N2PikAHo02kSdMABg72wUKeMHHX6s130QqMNHvolp96Vuz5tl8Pcdh4gcrORmxN4sJm8A/JKQi5ZHqgmZT4p260OeDkEoAH8DWxTFWXkO2BPh46G3bZP0o2w7TKuZtrk5jLl1LFptDUS46bcz0UBPRHesQ/90OxdndQHHOjcgG3T4aNvgK5J/MDB1uQGznaZc0u5yRwV3dmILS1t8NvxX6/f0sKH/0CKxW5y/IONyKIXua5f8p1PFtMnsh3g68qMlTI0dJKjFzpAD7BdbIEHwIdf6qoq9tRVm9umuaDlSTE3rPSBXlDoIdsuayXFoqPrhzr8wPZJ/ULrgC54QaeTcgdoditvuyPv5LaLbtsZSlNsQfesHPXTAd8AeDvsKE7BbnWneNqX3bbbLhfBJg8+CvYkqPSzP/PT2lhfz7pENHdVZHLeY2fyqao8ENYFypqrB0Ot5+FlIw82qmqdWN/QQx/5aD3xKU/XF77yda1ujrS494D2nXG29hw4U3NLe6TeQBtb49LPOA9W9F2li36vLg91Vewa8a2i9NoESr/kecZUk7am1C0l17eRbMv2tyGxy2q3cnabN1lXu63/tdLsmkMf6DTZbT/Ur4hO25Whk7O9Zn6avQAAEABJREFUM+6Oxh31cJgzkm+d5u66zkMbQbZJY33lq9/Ua1//Fv35O9+j5eWDeTgdJ0C2oeUEbNY31jVpJkx1um6EviZrp8lDcYdpzhvOnDQWnrxJlhQ7GiCrzGF8SL8rqys6dnxF+w4c1F/+1bv1T//8f9LXQR1PIPKRj3m8Pvnpz+rMc66mE2vr2iJoIQnfTdPnNA9poElO/4otiWQrG0qUsS2F9Bih8nLerXStJmfTQq6nJ06cEOc5OksQMufJ4vJygjiv0Wc/+7kEDOYSgFvPPUcv5+W07BlV6Imq7VeDwpTRAahfGXiA7g/mil9X1zZ0/qtem4fdd6av5QQA9uro0TU1TS+oYz6oMmWW7dJ1MqUhyKsJXWkPwpBXFaISgBiWcXEdw888SPBtjVEePAi+DucW9OWvf1PveOe7NZpW+sjH/lXPe9FLC21v5oJgBUES2xl7LVd1Htgn2mBvxkduZzFmTGPnNC6fFDSZg2nmBpfkEpe2sOhkQK9ZczlryNdybrz0ZS8X30ocJJDTy8OORA9KcnDyKytPn/70p/Vnb32bWBN79uyTXZWA60YCrYO5YayDq9kRdNTYVpW5S6bVzPvqyvGcQ2u57o6E1ziDejmHCk8VStBkIJu5Nq+tb2YdbJTzbjSaaCtn2HICSVXdK0ENeurnPOTsOnb8hPYniHIkwYqnPO3puuTQYSXOrNGkUZXzL5mkGKQrT/blebAHINlEB3CVc7kJJT794D99TG9569sTVJlXnb42YquTr+csJrjDNzdHnNdh59XpYk12dWi2ZbeAXhBf7M5koXzbb7YzN9Y0ueu+GlfFL734bpK1Q1CqN+hrqkbYxLBkpTwNbQo1Zdqg7QLTWjRZc42m2d8dGA9l8lko/c3WkS99plPKDR0XOys5dsLLtX8yHmk959ZZBw+ozvlJnfuhSYJUVVWLfbOZNTO/tJyy9eKXvlyvfu3rtbC4J8GrZZ1YWVOVsaNzms0w5vxqpCrzmOWZvT7RsSOHtJE+cgpoIWc16FlpG+eI29LW5pqUj/P45uPi4pz6vSrreEubCURubq6nXqc+zpk1Dl84Sz9TjWPjZtYuf2LiokOX6T4PeFA+cLpEdX+g4dy8+M+G5Cp+VkE6jHwjlxr5NPVp6sm+g9f+/Qf0yX/7lP7yXe/SOVe/evbVpnqxgb5XVtfSWyP83aG1ptnpcTCIvXkuIsdv08z3KGcTmMSffBgANhN4hYaeuq7LuTifc7/OPt9K8Bjf93MPPYwu9hGyqwmCKnNx8Iwz9ZrXv0FveOObtZhgft2fE+fmRs4Yu9Kpyc4EhUhfyb7ll93K2W2OIDo6zNa7sm3Zprqz1qnYLnRkbZezm3FTx0dKop5s50XbTiUF23lvX7aLPtuFYLc5fkIO39tZHdkw1G2re/YoAnmDB9gtH3Z0ddtFP3VQV5VCidTJL2SazPFOv9tydnRmTdPuiGADPDa1ELZfaFX2AFXbsq3SnyuVNu0mdHCPjZ4swsLLz0tZa3yYx/qhP/h2pLI0nYptoVfbCVoppr3kM2+2i+6OZHtHttNttzTbItEvoB1AA3bbbrd5x9O12S0dGcZl79bhYU0wb1Xo3X6B3gG5DtBmx0gZ3wD00A5s74wHf6KXnP4pKwnZjkYZeWwH9Gd7Zw3Tbrd2w2dn7rPubJc1R//97GXalGT7JP+GtPNCN31AQC+gDA0UX2QtQoPXNsWiD/22Sxk5eLt+be/w2S489uVzfEA/6EbAdvEV+oCSbOd99wWv7aITGzo+ONAFOh5opwPtAF7bxbe2c52YlJhAR9cpyXah2G1OBRsYO7BPngtss11stS+fYwM6OlDvgA2U0UEf5NSh2y426ztMFQqB3RpHJ7M4dYLoz3bpHKMwBqBDSbZ3JpB25EHHY5/c3skpiTKwW1sod7bYLS1s5YW+Wb1dmUb6ZSEyIdDRA2wX22gHtCsJXbNAhjoy9G9bbE4upFt5cIBu7050VOR8bArs1k67zZEDnT54be/Y0dHR2ZVtiwSNHDo2dXX75HZ4AO0dkAG2Rc5BAyjb7UGBj2yXxdnJ2y62MW54GS85em2XMSqJdnyIXV07PJRBWMoawWfQOZQAbZu5GYFGMJc5sFu90JAjhw9Qtl1sUpLtUqZ/JZHbTknFNuzB3wB5xkgjZdtlrPDgC3LaQhUPhU0ujNCQjbJiPxcCZKGR20akoLPNtsq/5DTABz++o3++mQjdebNd7Md3oMnFvKMrCdlkxR47LdsHu936iHb6BdiIfnwAHdvJaatdlYsBfdNuR5ck29tocyXZbsc6c9ArCblkhZ8c2CbboVlWXeXWYZuu7YQNTfxZV5XQY7u02Lt5lXJnr+0dviKbcZPbLb+SqCfLsNu9Rtm+fPupdOqnwm7lZm3r9MNL2bZsF7vgA7ZFstucMrBdeG0XfrvN0QO0neyWjyp0wB5hLaRJKyeO63d/57fFo8fW5oYy6wWFn1KYeFgEU8fvVU88YJ+5/a00/sYVP5s9eOY5etHLXqE/ufFN9cjHPVHv+/sP6pLLjuUB3Jq6l0emOnmtxTy888DTRPdWHojHuYl0HuYV3axh+j0tfFrq5Yh2y8g4u0bbst1Vv6Xcbvntk/NvSfi/yDRr8+lU2K0tp2vraLM67JP5qfb7ddbzNDceeaCNUJOZr+qBvvTlr+mNb3qr6t5cAgOZs6bSYG5OBOo28mB74MA+rSRwU9eVerWD5JUinZnM3nEeHYHycK/UsQNkS6pA0jRoAs7h0XiiZb4JmPnnJ65ve8c79aUEr1+cNfTev/t7HUjwmod1ZDfzgMm5U9ZHdKv0MRX9OfU6A+tl32NXkyCYEiwtPLEp3ck2WcmXE2RcWTlRbro4k4d5AF1cXtZagmFz8wv65gUX5MHzTWoi009wpMra3EpQQbKmGCPJbvUxPtulblvfSqp6dfbENA//F+uNb36LCEj284C7uTnWgQTr7V70gSr5ts4yngQUmsxZGd/22Lc7tB17U4kPJvgjN+OqnGDZVmyeajgYJDCRPZgHdPbq0p79+sv3vFfvff8/6NnPe7G+fuEl6s8vqu4PxXjxyaA/kDJZtjVAvt8vPuvH/l7N/Ft1+gDJFAvCv2tXRBEPaNlGdBGk2WLfZ/4JRnz84x/Xhz70IfX6gwRtmvArKePOK4X2FWWtBmnfvv2SK/VjT1XXZX1S3r9/f/nWptNmW45RFbDkIMYlptJoaXFeywtzJbgz7NUikDTlP6DJhyKjrc0smwRvEqAYBU2ulb26Ev5YWJjX/PwcalTVdfbPJMGTDbEkql4v8zjU3tjG+Pjbix/92Mf0qte8RmecdY44OzcTEJw0jELfVmKNgU5okv3SS/+25aoXn0kXX3JIL3jRS3RR8kl8RdCTtoXFJaWq4wmMsnYHWeutrkZY0rCPCodSb7FdVZN1BKw22ZbttnIl78jQbLvw220ODTBXdfzepLKVe9vl5dgYOybTsfoJptWVtteVVKXc215rlGmrMqd1VYUHOHkHpbyNBAcjKsYYdrZC2lo+aCoJC0qhDLmB26lHwIFiN2OZZr9NJuPcj4+y/re0d8+Szji4X8MES8c5l8YJSjYRYx+P4/y8cs7V+ou/epdemQ8Yzjz7alLdK9+gW8q1z1UtdBPwnGZ9NRk73TE2p7w4N9QgEUdnr0/Hm5qMNjTJ+TsOplmTk9DWVo9rdeWYppMtLS4MtW/PohbmhxmjtLa2ojrK+PZSFT9VVa1hgvuDBBnZ31vjqfYkCPi1b16gxz3xPE2yJo+trJZv/rmulKpk7aZGqeZNzXau7yj1sm+v+f3frx/+4R/WSgKOG7k3VzTXWdP9QS+9qCTbquOYZAIpCvDh5Sj3KVv5UGy8taEm/o+7NNfvZU8PND/olzL1Ya+OLyv16xa95KPMWd3rqYpvxjkPGykB4qWCXn+gMfur5I1e+vLz9cUvf1XO/M3nQ1Q+dA17eTXZHxRsk50W9m4b/MB2xuPCT70U8ma70PEDttlZqekDHtbJJLaS0xZ2dXRolKHR1pVtQ9qB7aK/I3R8Xd7R0QHslt/ezaHTH7y2yXbs6PTQDqgDyoAyQIj8VBSe7Acr/6LbNqw7+lPI2dvQKrttgyFbnUxQ0GFTgjW8Kdu7foQR/wLGYlu2Rd1u+TSbOv/nWjXOB6wAu2Eh30EuAg7RtvpZ3+jGFj6QZd5Y1JWr0g8yttXLGuxA/xEv1xTbQt52sY0ysHfr9uVtLf1ljWg72S3/djXuy7U1dnIuQGMfMB67tQU7+aVEsd9VzpapaIfuCPTqWv3YzAe/qZYXY6Ff26VeeFPGXmC3dsJnu4y/47dPblMS8jyr069tYQvAT7aFLIAPUI6Y6KsDNPqDDqiDjkZuu/iWdrstQ6df9ECnTt5htk75VNAH6Pi73G71U7dNVvqmH+YdUAZ2216Ytt/ohyLt8FIGtose2rGbvu2WZu/m8M5i1m/IUEeeHF32ybLQZuU7Gfg7OWjgVF671YW83ZZP5aENQAfooW63/JQ72C3Ndruet/cncnbb1vFeUV7NNtitkH36fJaXTqjbp+e1WzoD6HjhPxW2TyLZLgvYbunIgtPpgW67TLySqIMUr5DGwrFPlkE3E0g+K88Cs13soY2/37S6upobn1HRT7uSkJlFSKWdHLkOHQ/0K4Ld2ma7sNguuuw2x376BZQ73VeU02fXRhmltsnKomHcpZI3u11IKZY+0c+iBvChh7ZZ2K0M7Z1+2ikDdNguhx2HF3X0oYsycpRtFz8rqZODf5CHLduljTI0u+0TeW0n2+VARF+nnyZ4oAF81snTJ/3YLmO12xwZ5822nLzjS7G8kAFcaHtVrQquXEjQD6/tYit1buir7ToXC2zRdrJdfFLnQgKUhEzRjU7quchSpx27yZvcFExzAaZ/LqJdn7TZ2z7IAyX0rm/6tS3bxTbq2A2Q44JCDl3biTp90j+AbJ+sAx7otM8CGhd5l0L7Zrv0XVdV8Rn2I6PtRPl02G4+KbNdxmK3OY2zsrYh7fCUSt7gSbbzsl32AATbxT67lYWX+bDbuu2iDx+dDnbbbltdQkcHaLaLDsqzgAedk8zbxvqafuJ//ph+8Rd+Tlt5yHEO9VgZ9kZ5Yo9bnQeqFo2scW7QCRxddMklOvOcc1QneLKVJ95JvHz21b5bcwt79Fd//T7d+e731K1vfyc95wUv1ic+9bnybas9CbAcW9vU2H1Vg3lNq742J0qb01ctV7sPICo9h9yAaUwJYgl0XUVifB2LHd2p2G2e4rf8sr99matSjm3givhoA6e229+aLcgC+/T8m3lo6/Wrsg4z1er1h6qCI8dWEsC4TFUCkI3qPJAta7N84yMPaHm4PXb0Ms0N+8qdqXKnHIxV5YG5ypwQxKkrCTjzpqDkeZpl3ym5sj6U9TPJTfKxY8e0nKDfVIq0tbK2oX/7zGfLf+Dx6te+UWeefQ1tZG1OHaWudfCMM2z6IwoAABAASURBVHf+lqG3+zRBuQQtFEzHCbRtwwkYOGeWwldsUBYQiD8obfLwmsDHWWedqcXFxfIQ7PRT9ftlbfNNMf4m2adjz0LasbGRRWAJNfgsZp/0si3bJ9GuqLK6tqo9e/eoN+glOHWmDh85ErUuP0O++KJLoydjRjj2Nxlb04w0TaBhMt5IMGI9w0o9Y2xoD8oY6bqJUGPxPyPXVa0qmMTXXJvIq6rSwsJiAmVzWt3Y0sr6Zvnm4yc/+x9q6kE+GNgX+qZGuQZwz8EHE5wNowTlbKvXy9ynj2nalYBMQeyIceLnolVsoA/hoCDVGNS+N8JKyi5+5Nsk/cFAk9gvV3r7O/5cx06cKH5Q7ATIKHIiRV+Ta16T/PsTvLjOda6TQMua6qoSug4fOpSAzIqWMr4oQUKmu1Jp1MTOaWxmnaweO6KNE8e0lSDO1uoxrZ84qtH6ivh7tPP9WnO9Oqt/qmnGPU1QUllnsVqjnI34ZBI9a3xTKr3sSQC9zvV0JQGcE7lP28h+Wd+ID+P3peW9ev0b36wvf/WrUt0L6qz1CMm8XSHsK2tPWyPZleIKOTnr8wMf/Ef900c+qmGCyFOlzXVZy6tr61rKPuM/RdlIwIa5VHxihMm3AU3bKT0IX29XS2ZbtlXmV996sl1k7Faefuyshcy74w1wtXPO1Nyg1mRrXeP4OAXF+dvYVDNp4ewBTXMfnLlkzTl7YxbMH3CCydALb4J4Cl+UqAXe0kzK2kgt20ZyWCQ5a6pRyrFxmr5YO46/alv9zPWfXO+PtY+gaea4V1ea5qypM79NFLjqaf/Bs8rfz33Jy14pVfX231jdo8WslYsvPZRRS/RRpR/bsoGy5qRoU+1p8cPG6om4YlNLcwNd42pn6lo//AP6qZ/4sYLvv+Z3aXFhoI31Ezp0yYW69JKL8kHi0Qx1K/KNBv1a6B/nvm0rZ91a1gEfsEwyDvb+VLUcW9/9nr8p3/Q748yz8qFIU9ZMrMvg895sgzUSOSdXSWko+X/t7djxY+LDghve6Ebi/F3O+mRtruVcrOKT0nn6shXfSFUK9N1kHzaZy56b7NWRmgRmp1kzYLSxqhNHD+vQxRfo6OFLSnk9AdpR9vVkc03wjMPD/0RvScME4uvMJR/E8hPslexnvgG6lXubXq6FK/HXYDhfzqTnPf+Fkuvy7dXh3ELKlTiHlNTlNlpDyAua7di+C2gdbIerfXU0ctsnybQc8UZ8T9l2mVN4tZ3sVma7Wuyy463ITLMuO17bamZoXVvX3uW2O1Un5fYuvZcgFPPUyVAGCKCXst3aMMkegUab7WI/mjKFauLrJjbSji5AubTLsk8PJdm7bfRXu2r503bqC71AuX4A24WFvgC2dPLwsS7Qabd82DjONW+cDyE3Eyy3W7rd5sigp0F/fGzv0umorirVVbW9jqGo2KokZEGKZe4o263vKHegHZuAfXI7bXZLw46OB/osbIu2bC31qlqMmTkYJSDP+JRUZ0/0AvvkMdguNtsWc4oe1gFlzhd00Df22o4m7YwH3qI366afeyyeqe2WBx20I4su28VGaHY7JnQCbSd4uzo5cthPTh3AarvYTPlUGvqhowtQt13GBi80cnhsk5XxQLfbOv0x7lP7hgcgP4uiJG/0BfAJObB3x2q3+sNa+iS3XfyCDP2i125pditLn0rq9NmtHrvN01T0IYsOQNl20W23fJ28thM8gKrt4lNkmXfGTpttmov/SmH7jTZAlRzYLa/toss2zSeBsdAHOQ12yzMrD506oAzslo/yFaGiwW4ZEQZ01OU4uYPdOhdjAAPu2shxFvqQ7WB7Z2C2aS6Opw902D6p3T65Th8AfoAC22WS6I9N0/Xd9UmO7o5fM4k26LSjlyZo5B1sF/3oZmJtl4skmxUa/dkWepDtoNMkux0PTR0fcgAbbJe+GMupsK0uIUvZ9o6/qHewvaMH+7ATzMpBB7bF2DnAsQFbbIsEP7AteCnT3kHbiTqy8ECiDmwX+6Ahy80FOYdD104bfl3PjcUoF5JpLn4cxJFUh15uIoeDoeoqDwpphwca9XEehoEd7qDOId0BHzJuDteub8ZK3/BAhwcbbJPtwLY48OGjBbsBDNA6OS5udnhziEODB/22hf5unaCDcWfBy6YmMQ5sn+RmFD3Yim76QAc0dCJTZNMAD2MhiGk5TY3stq+tPGTRPzz0XcllXU63bzZoQ+8VIep3XvAwpwA57CAHHZMdCwLaADJglocxeFsA33f6oNEGP3T8YFu2Czc6aCOHYLd0ysB24bW9s9Zti4QM6Mrk3wo6Gds7upGDji3Yif2AOqCtg70r19FOzdFn7/LZhlTmkXmbn5/POnf25Ehzw4GWFxf0+9f53Z0gn/PwZTaISA1vqUHxjs08fH/jmxeIn/Dys8PjK+sJJjblf82tchNfD+b0xa98XS98yct1+zvfVbe701308Ec/Tp/4zH/qosPH5cGChkv7VCUfq9ZYlaau1AC59GlNU5rSEkwC6k1p+3be7FbftyPT8dqW7a76HefMFUq6nDI4tQ7t/wsQVJqfm1OvV2uSB4BGrIM89E4a7d13IDSJb6jxc032ziiBmBwimh/2EtzayEPvirY21sS3T0YJZk5HW2oSlHEeELv5stDaoh3DLoUzgzW4Wr79sqW5+QXNLy3r6Mqa3v037yvlI8dPhL6orZzVtnX86FENBn31Y3OTh9DpeCT6HSdgMYotPFjywL6xupI1PFEMSj5N142qTF1UlDI54NtsBNlAVVWa5sGhqmqNt/1BcP0D//BBOdeEca4FnK+21csNdBRd7mWnk8tRL09oQuoNetkz66p6lS45dInOOPMMra2vlr24mH3YZO9hvxI8aab4dkPT8bomo7VgPeMaB5MCxeeCP3ZjQVPGUeVGMPOZh6a6rjWfvQ6dsfKw7aoWD9cbW2N944KLtTkOb1OrPHwnyMhY8dlCAh97lxazMxutnjgeJCASv2/GVkBAjjUwTeC3SV9Nzn9t24Et2k5N1td2MatCYv7bIN24BCBYa//8fz4m/jYcf7NN3f4vubalGyljA1WMu+c9ztV3X+O7yrcflQe/ffv2aV+CumuZ/+KTBI4UlLWStTnJGh0nmDhO0GLPwlA/8aM/rFvd7EZ6wmMeqZe96Pk6/2UvLvkLn/ssPeYRD9Vtb3kz/UyCPcvzAxG8AP2q0WJ8srgwHzOadDvNnI2F/XNZw5yHrKMB3zYLGAcBp7e+/c8z31ta2rMve6spPtB/MTGP/V5P7MtJ1uUkY5drfeifPqy6NygYxJa1jQ31hwPBj08mCcpNg2HWXpX14lhR8vi0LTdZT0HoEdrx+ew82rO1Kx4AfdJqW3YL6sB5ww5lTvjW2rBf6Zys//nYhY+31o9rtLGSgPCJFmvk1Fdy5qyEtqJx9vs4QaWSJ6g02QYBJsroIejUYl2TnFHjfOgARilnIcWK9tW0WXmfLbeEUOKrKpV+zh18x5641S1upuGgn3NwTb1er6Cq67IOnP3zzYsu1vmveb0uuPiSXL2qco4dT4B6NJrowMEzNMk+iWbVkamrSo7PnX3Duq1TPn7kMu1dXtS1f/1X9eD731cvf8mL9JY3vE6vPf8VevELn6fnP/fZevWrXqFXvfJlesRDH6zf/I1f08F9e8R81omm9HOubGW8qysnMpXTfOiwoF7OrWn6YO8vLe8pHzT0cn3mm5D85zhf/trX88HDJGfFQkZ7xS9sveLWb60Fn00y/9e97nV17Wv/hi6+6CJxr3ngwH4RiKSPHZT1Oc2UTaSc+8oa3siHBj1N9N1XO0u/8au/pDvd/tZ69MMfrGc+9Tw9/9lP13mPe5TOvesdde20nXPmfikBbAKRdc7Txexnx8dbCcqC/qCfD4P2ZtzzUtYqc9Ik7yf4WMdno5yNH/jgh/T5L345PpyTq3yQIIvUrXPKHU6l2S0v7bQB27IN6bSApwMMtlVlnWAboE1Jtoseu81Dynw3hQbPJOuszPlMOzTaOl7KgHoH6qcCPR1tMMg5k7Vrt/12tiEPH/OLnXY8nflDjjb4umcdyvDUVV2ef6h3gN8INLypjEdJtosfaFeSXbhKO7K1q1ClapteKttvyHTARoAvyDs6OXVEbKvozDgZzyBrgevWMGNHP7AkgBxAdpozuck+o2677HHk0QWNe3vKSqJ/1iCAHpLsXZ/RDp0c3bQjS7kDOm0XOduwlD7ho0I7oAwN0B85H9xh2yjPcwTibWtpaal82WmatYOc5fiz9St2jBKstC3WALBdroHYY7v0XcdntgUNGUCZsdA3ctpO9A/god122Yv4mv7pDxlydNgufdCOHvqCD1naKdsuc8cYgW2RbBfZjgbvrIySOtos3XbZV9CwE3vREfbyQsZ26RN74IPW5ZSVRA4YS2dvyLK9I9vptVubNZNsF75O1m7rdmsfuoHtotNuc20n2ijaJivzQwGbGRO57dKH3fJ0MppJ+B47uzZkmQty+2RbOrGOl7rtYh9lYLd1ezfHd4wTf9stHd6uThmgF1AGtsmuFLG9KhOKMjqyvbMwlASNzpkoyrZLu707OOinyuPAKC8XeDsPC72eOqcoiXYclWJxPjq6Mn2x0OkXHfCxQXF2x8NAbYsgGvzQabdP3oTwXRGQQS/ANuqAPu1WD+OCBtDT2Wm3zqUd/k6+a5/lRbYbL7zIAGjUbe8sAuQZN+3oIIdnYWGhHDT4hQMKOrzoQD+82MBY8AN1/MLNBO3ogH99fb3MN/rgow1dlGkH+Bs6NLu1zTakAnQBKvBjA7z0D52cNmylnTLt2GRb2Gi364cyD+B1VWnEjUg+1ZrkAQpscuOedcMFZpzDditt5BlAuVBy849e/AXohz7okzExVnJswkba8Ak022Vz0wZo6w76uqp21ji68OGg18891yQP+iPVVduOHsbIeOFBB3XyzjYugNCYs1Ee4JVULvzRAd8kgUjb7d6Q272wfcGhnXGt5RPhtdVVcUGlL8YcNWVvYTtl7GxywaXOhZnxQrMt26rUIvfEpdzpgQefYCPjQY75R09Xtx2Xt3cgtkWCn4doythpuzzM1lVu27cv+tiJLvpCCvvRCT9ytlXnAklftst8wAug2965oCoJPnTSlmppQxd1+qHNdvEh/TA227J3gRxArmunTrkDbdBsF5vodxa2RbJb+7q+oAHbO31iG3aRo5c+7LYdXuqsDbB3z7I2MtfTPBD89m9eW7/8iz+v9dXjmh/280A6ycPghtgryk07cugErCvq83nYrbNOT+QBqzccliCGqp5c99VUfdV5yFlY3qfGPX3m3/9Tb3jL23TbO99dN7/9XfTgRz9R7/2HD+vE5kSDxb2qhwsRHWorN/12VXw6TRBhmIc/HlabBBEy02Jvsn4YG2uCMQ1yYwgNn1GnrdfrbeuYqqqqUqbtqoCs7SJjW7PJPrk+2/btlOmj46cMqHe53faDjwF0cvZHobygAAAQAElEQVQmfB3slq+rw0cZPwC7bbct22VPzc/Na2N9A7ZCs7NTqyptKusbn/bzYBZ29epK45yB0wSZxpvrOuvAPv3Cz/6MWCvX/YPf17V/7Vd1ze/9bvVrZa2siaAgc+UExop85q6zuUofzNE0Zw1z2O8PYoO1vrEluZazbvh2Dt/Mq9O2lTN5kDU16GceE/gaRtfqiaPaTACM/n74h75fN/yT6+m+9zpX97/3PXXXO95Bt775TfWD3/e9OTPXEzA7pqUE39bX18T6RY8SUKA8iT7b5fpmO2ujEbEcxRdVry9+TsnfpeTvueEfAj2NrHFst13OQfZBFJcXZeaHvBCu8K1JEGqs4fwgwc6R5ueH2kgwZe/eJR0/fiTXqVq1x3nOXisBl6X5vn7yx6+l6//x7+lWN7+hbnzD6+rnf/an8/B9dvyd62rGQeCC8QwG/YxhItaAbXW24HMlDbJH6rqnaQZaJZfrBB8nGeu88H2jKrY1WRtrSlwoAY2Jxgn2bK2taO/Sgn71f/+SbnOrW+ghD3yAHni/++rOd7idfuvav6azzzwovjk9SqC6X1fq9+r4Z6yt1KvMOZjmfK7Tp+NfvlXb7w9Up87cD3OGrOch6J8+/M+aNlYjJ29iy1S2lbcyJtGSai86r3bO2brvfe4dG+Fucmatxg2TjGCqQQIwIlgRDLNQpgk8biVI9WM/+iO6333uqbf/2Rv0ihc/X4948AN0sxteX9f+lV/SL//cz+iX/tdP6ReD6/3h7+qhD7iPzn/pC/WqBCZ/+9d/Rb0EL8YJhnmylXuGDVWVY5aTV2JsvV6vfJMWv7Jmxrkuzi8sxbdz+qt3vUebCfZuBVWdczVjsq1Tk+2ij/nTTLJ3eSlOWIPpv591muf7yNSSK1WxQVVV7FjIvRvz3u9XOcen2soeIKjVZB8TpBrUEckebcabqrMnnPIo+3uU+5/peBxXTzUcxFapjG+ce4Z+fyDykE77wm6AP1h7tsV9xCDrzu7G0GRtpZy5yWpT342+5xpn66nnPV53vt2tdZ3f/HXd4Lq/pz/5o+sEbf7HmY/r/v7v6Lq/9zv6w+v8tn7vt39D/0/W3e/8xq/ot371l/Vrv/Rz+pWf/xn9cubuF3/2J8s8/sT/+GH95I9dSz8f2o9e6wd1rR/+/gSsz1GTfpV11OyMILaoQ0u0Le75xrk3zODjh55G2aNrK8f0tKc+SWefdYagI1XOsqrOHt5MSMxaWNqjN//Z2/WhD39EVW9QvvV4/MSK+oNhWc/MXa/XL/p7dRV/bmlhbljWlGMb195r/9qv6MlPfLxekEDjzW96I/3QD1xTe7L/WNZ1bJ8b9Er9B3LO3fTGN9Rzn/0MPemJj8u1++fK2cgZPIhuPmRZz7WdOekngKKMc5x1KdcJNk6l2N3rD3XhRZfo/PNfnWrsyodQcpW2gDwy+m9OTc4CAo1zw4Hufvc/1Y//+I9pLR8cbOY5gWtHnbU9zp7F51W8OsxinWadMq6rnXVQ9/zTu+ilL3yO/vLP31Lye597V93sRtfXn1z398v6uPGfXFf3ucfd9KLnPUtve/Pr9ZQnPiZn5v/UZHNFm7m3qbLmmqz5waBfzqhR7itAXddljpqMt6oqTVNwVevwkWN6x1/8peYXl7WVIHLDpguP7bxL1KcZEzmEXvYh8oA6sC27BfUOtrti0YMOANH2STLQ6Qf9tAO75aEMaKPfDnXGBB1Z8lPb7V15eNAPkO9nzXRAznbW61i0x1gB5nKS84L9Qr0KD3XolHvpv64qmc7jN/oYj3K+pG47IrnuZk3Sblu2RZ/0Mcr+4/6dvjlDsAl6GVN0OTrgRed61s4oz2tz2Wfw0P8k5ySAn2c+eCMi9ixAH3qHuceAByt7VS1l4rNEii02vSAl1VUlbKE/bac64xsOBsVm9NFmWf2sAdqwBRtoA5Shj/FZQP+c1eToxhbbggd7oVNWErLI0QcIqdjD2ADy0LfwW9Yj/SFLDh1bADq494cPGfof9gdlLvAh/UIPQcgOMj7bJ8U94EMP7fSBXmjohE5/tos87QCd5CsrK7Jd1hLXB3QsJfDJ2OFBF3oAeqAhB50+8IOSkINObrdrKeTyggdebLFd/Gk79yUToUdJtvOuYkunhzZk8cF87h3pGxp2KAm+ZEUHdMr25fVAB9gGKNsudlBHH7Z1NlKmX9D1QZk+sIH5VRLPv7R3OuCxXe5ju3lCBtAGKNOf7Z35QCdjRA/tXf9dmXxWBr4OtFHu5OmDuWIstKFLSdhpu/gKnpDK+MnRDeAHlG0X+7ryrPwsT0eHD9guc6gk+rHbun36vApfedkuOUo6FELe7LYtxR3llEHHe2qOkaDjodwBXowDtM/CbvuyXRygpI4fecq2i/M6pzMBdiunJHhAijsve7cdIu2AicIOyqcCPrudNNpm69hCvYPtYi+2KIl29GIjC4yJoq3Lw1IWA3yzuqF3sL3j746n09HpYYHRZjtnVCMWXxeUhU7/s2BjDAaDnU0CT9dfl2MTtqObgwgZxgDoHxnaAe3YgixytFG2TVZsQgYeckAZ2G4vQDmgqXPIAPqzW3kOZ/TSPgtojJV25pC67eIvu83pCzB+cvwCsNFO3+mXC3S5AKbO+LqLFcZ3OtfX1suBj10cPoybfsnRBR85F3jkHWHa0I3N6O3lAY8ybfDTTr9hlbf/0Y489tJX51tuHnKvu7NekKU/QFuFfG7QqMfheaUSxfbuIV/atmnJii70UMY32Ej/8EHHRspd3pW7uu1ywUUee5Gf5MFokgu5nREFrB/4YxAWlv0BH/2QA+SBbbLLAd3Yhx70MefYhz3QbUd9HpC3b3BQAJ0+AHzQTs2hgY6OzCzs1h50QLfbfuDvgE2z7egD0DvM8nZlcviaeIXxoWOStcjY0k0JIJx5cL/ufMfbqY4Z/EH7bBTt37dHR48cjlSTB7G+VlZOSLl5bwoaVBY04ZCzKqo6jwwOKk1DmySgAFT10tyT6oHm9xzU1y++TK9989t17n0eoJvf9g567BOfrI/966fE36E78+yrh22oxs6aacpDLGPjgaqu80gSv7NOl5eXE7CZU5ObUdqrqm0rBv03v9HHf7PKK1RHX2CWwfZs9bTlU2VOyxQimgD8AN+BSeaUdX4g6+DQpZdk+kd58F7X8uKc/uf/+BE95+lP0Rtf+2q95IXP17NSfvxjH6VnPeOp+vO3vkXv+LM36653voPOOmO/Ljt8aYJAdW7CK21urKuqrK085FV1nXIVC059WY2yXlyJb78O5uZEMIUb46NHLtM4AdB9y4u67JKLdOb+vbrpjW6gZ6b/N73uNXpCbLj9bW6pO93hNrr/fe+pBz3gvuWbQc991jP1K7/0i/rmN76muTxI1bHhxPFjwo0+tXvRv8QaBnn+SLnSkWPH9JWvfk2uak23ZfDXdvG02VW1p6us6Ulkm9wMj+OXjeyrOvtvTQcP7NUF3/yqDh+6SD/4A9+jBz/wPnr7W9+o177qZXrYg+6v+9/nHnrak56g173qFXrBc56pxz/6kfqRH/y+ElxyLJ5Oxhr2++miKfrzltfJo6WGjcx3letDlbGN8wA4yp6aJK8ivZzgFd8oveySCzWoJrrz7W9b5v3pT3mSHnT/++mWN7+Jzr3rnXVuAgFPOe8JetMbXqd7/OndxM9SV04cSzBlM+fGXg36A1Xx+4QgaSzp+q3Tr10pjk1gbqS619e0sf7t059OYCS+qVgHsTQvZJRkp5KcWdra3EigZV2/97u/o1vd8ubx3XrW3QGdONZ+c2x95bh6VaPNBE5Xjh3RL/3C/9ILn/8cvfLlL9HdWKPx89LCIIG5UdbWqiYbq5omwDQBW6knXz9xJMGxafkW5LOeep4edN97ae/iUJOtddUxvZe3aXym+L3OGLkfwFbbqjM+fAlGedg+cuSoPv/5L2SMUp02yfp2Eno7fiSb7FOU5dij+1gg2awAKQUdOHBAzO+e5SVNc21sJltivCvxz3S0oZWjh+ObEwneTrQw7Gt5YU7780HUOQmsfdc1rqYf+ZEfypk61UbuQSYZY5X5qLN30emU9W0kG4t3BarU8V2VMRBQUtbs2Wcc0O9c+9f1wPj4Bc9JMO1xj9KTH//oFk94jJ523uP01Cc9PkHKx5XyM59ynp79tCeX8+h5z3yqXpAA3Auf+8wEnJ6tF2eeX5rz6WUveYFe8qLn6YXPe45e/rKX6EWh7ckYCRbsWoNt+I18lpqgSD74OiuB9Tiw/Kcw+O1B97u3/vcv/Fz8lvbYnaGoquoErZpA4n+Y/sS/fUrvfNe7s67HIrA+yv1JnfXd3ndYrJNpdC8tLor7ufm5YfQf1mJyAsME95/65PP0G7/2v7M+J5mD1fQ3TXB9LEVuOOipl46HCXDMJ4C2duK4Es1M4O06eswjH6Hb3PIWYRuVgN7KsaM6+6yzSj/dn7yYZI/zU+NhHq4bxZ7YN7+4pA/8wwf1la98VU10T6ZN5j/d4ZLKsk2pIE0l/07eolJ88Hn06BGddeYZevjDHiLnhJ3kGjGX9ThN8PHMA/vK2uQDp0su/KbOyVw85EH305vf8NoSgPzFn/vpsj9Xs6b55ms2svjmK2iyxrt8OR/0/OF1fkcvecFz9YBcH9i/fFgyPzfIEBr1+z1hT5PNxPpWLNnY2BS+cea21x/IuXf510/8mw4dPqJegjG0aTvZlu2sg2onRw/6OiiJcrLyslsZ++S8yt4ChelK3k7Vj+4OtF2J6E4T/FTsXRvoG0Cnnb0PuAdGLzTbWRisjwa2MmbbO+O3067LJ2Q7XL41lKjrJOkTXmypoo8gJLRwqXIl7vc7e1iottXLfoAfOsHDfr+v+bk58WwDP/e5yLP/B5nDOucZsoyNPbmjP3NA3wBds4CXQCs2KRthmr1DHfkm99L039lh8U/pIgOj44B2+iXHPmC7nAmbuccBRVfWIv1H5CR5OzoD7J+VJYi3kQ+OGAP6scHOjopNxWauAdFJv7R1z7vwMj7k6K+Ob2mn3x1EjnJd1ZobzmlhfiHHzbgED5ErbfElNvGcupB7B7u1k/6AbUm7vsB26IB+sR1QBsyVbaETXmjYWacfbLdd/AKN8eEzcmxBJzno2tFHO3rQQU67bcFvt/bZJ9fhA0qyLWTxD3qRwzbqSoKGP+C3d/WlaedFG0CmAzo7oBMgQA6dMuNjbaDfbtc6bfDQ3vUNH4BmW/blQRv8+APeK9IJn22y4mvsBoWw/UYdULW94x9ss9s5oh1oO9mtzu3qaTPbO7YzRmDv0jq7T9ULH349rdIZYoUDqNutUhRBI+/oXW6bYjGIgm11vB0/eQfabF+h02jv9JB3wHhgu/SFPniZIHIADX675bHbHFqHK+Kxd3lnHWi7iHZyVGadSJkJhQ5my7bLBsJu5AF2Kom8sx16B2iAeth2Xl3dbu3p5Dte28Uvdutb+sQ2cmRZ0OTUGR+bsXfTRwAAEABJREFUnk3T5XxC1YFO7V09tsucQqdf5EHXN3R7t//OB7QDZOi748OWjkY7oA1QhpccHuxlHLZpLv6kzXYpK8l22Vz0iyz6yZEFditr7+YcTsB28RtlUKWOfvoGXLjIATpBv+6prip1iT7om9y20AMfsraLnbN1eAk+coAPciGmbrd86ECOhydAucjmQkOuJC7adVUXu6HN2ua027ynwCtyXTtVO225OHMTYLvYZoemNnX6bJc27FES9GSlT/QBaIAygJe5yuZW7UqVsm7ygERbnYsT7ZRpzx2kbAuavZsrCZ0AXvJT0elCNuxRt3vDRR0ggzygbLv0hQx1oO1kt+O3XWyiDdAMP7DbNrvNaet4yAE022RXCng7u2YZoVPnochVXS7wTR4EB7kJ5+a/mY70q7/8i3rsox6u1eNHtbWxpvU8xO/Lg1u/V+fBZqyz88DgONd5YMimzV1FHo6yBpTUKLa50rRJayONE7WZJG9iM4El+qzqvtbTUC8sa8+BMzWtB/rcF76sV73+jbrX/R6o69/opnrjW96qy46d0J79Z5Sf4/LH3yfRzc9y8/ykutcTnwTyUNWkb9vlhgg/sjdiynf0sjOO70jDlQtjc4cr44SHdtuyW1Dv6KeWqYPZduqzYF/GZVnTUjSKFNUCypw6gZvDl16ssxIUGGX++cbJIx7yIL0lD36/8Su/rAPLC6qbiYa97L7pWMcvu1SrCdZ8/zW/W3e/y530qpe/VNf/4z9MEO0S8Q2ius56yIPzXB6wOf+rqkqXWRRZQ03WXiopKYg1WTu2tb6+kZvdYR6c17RnaVH9WunnkK5+1kE9JwHP8x73GP32b/xaseNYgp3Y6djCg+t4cz0Bx1p/+Pu/q8c++hG6xU1vLGdc6/nUnZ/4lYHT6Q6cvqk4b5Sr1K2qrkXg6NOf/ozqXl+KljrnMrlOkxqcehr66UisUa6L9DaXh6ET2WuDfqVLL/6mvv+a19AD738vPf2pT9Sf3uX2OmP/so4fOaSlub4W4oivffHzWj9+RFc784BufpMb6LnPeoaud90/2AlC8rNLvBlzS4anlUqbK6kpNc79uqo0bZTgSSO7km1VccNlCT4P43O+afbKBHIecv9763uvfraW54c6kQ8j8gSor3zp85pubWhYW4PgnufeTS9I8OdHfugHxZmxlSBhk3mnAx4g66qS4ln85PA3qSl9jhLI6fUHcvz9L//6CfHnHBR6QRNjBLT93iQo0yhLL4GVMxKcWdFd7nh7/XaCVxd8/auxo9L66gktL84nHrGuH/qB79XDHvIAPf3JT9Tv/uavJ2Ax0Vp8N5/ADd/6m8RG1oumowR5Jqr52CQ2ezIq4+LbeZddeqHmMze3iK/vefe7KBHIEgxiHTM+Z96rOG3Etz1tNXGo7ZxHk6y62FtV4n/GZmxpige0k/DFTuXbKOCRIpu+EXP81YIWaSVBqSOXHU5g67LM51Tzg1756fJc3egnf+yHddc73rZ8+5Ng3dve8ka988/frre86Q06/xUv10te/EL9+q/9avbfIKobVXUV1Kpy/o+2H2TTcJUv7AMw2pZtisIBW3lYxm9ZBjkjNrSRD7XWE7jeWD2ulQSM+cbt1lr70+vx+kqxfbyxEtevZao2NN1aUxMogaZMtKrMX50zqRePg83ILAwHZY04B97ZZ5+p5z73ufrsZz9THvZbQ4op6pZYs03MDGZ5j3K+1eWDlOWFOU1yplw/e+zOt79N6IxjqknOLleVMjCNc1Gqcl0bZz7e+Vfv1n98/otaWFqWqzpn2KYka5xghRR/Zq3kpdWcR4sL87nGbhRf8628e9/zHrrhDa6fYPCSpgnGbaytiqDkMOsVu1hjk62tyKzFJ0H8OJ/zox87Ljt0iQ7u25uz47661c1vnuB/rX6vSj/Hhe5BdIwzf7ZlV6o505Jj22A41Be/9GW9/+8/UOgZhlirSsIvTWSUPho5FF5dTvnbRaM6DjiR4OO+PUuq45P//Uu/oMc86hEJmh7X0cOHyrl+8Te/pnGuP2flw4I/vcsd9I58yMUHIYvDftrHpY32YV1lf0ZLgpZb6yfit3V5Gh+lXOWakAWm9eyHMxPAvEl8+8D73Tt7dKRN9n58nBnUlD0fO2yrrmuRWLuT3FtWvZ4Gg6E+mcDy177xjbT3aD4JtmXvAtlTMSvQtXU0u5Xt6leVTxNYOlVHV6ftquThneWxnemtyhiqzLOS4AH4AJ2U7dZO6mEp/LaLLHLAbnls69tOjYTUrH4lNYw3e0xZlFX0YlPIsi14kWHebGefjYs9tdvxwAcPOsipw9u1I8vYOnTtjCUaVBCf2BY89G279A2PnXKEaAtDXk1pC0lN7FU2E20AGjI822KL3eqkDLp2eDtAA3b62QY6gN3KYxN7Gz7GRt7Jk1O3d+WhAfpEFlAGTfyMLsrIwdfE/4zDIdjOHqgL7LZ/eGeBPDqRVRJt0AB0bIfWy97q5/n0VLpNTyp+tH25HNlOt211CRrAB+ge5GwE9NHRoHfytotu5Gdp8Nrt2NAH4MFu22IM1OEDdssLzW512qa6g04HOaCBHND3qaB9tr9uzWA//QNkkIfXtuAH2k62y/jsNt8mFxpynQ7oyNmmmKluSm57h7frCzkayTtQRx5fAMq2IRdds3yFeAVv8F1BU7Gja8MWyrZ36MjaLj7QVaQKZnjskxWcSrcN2w7s09ftdgHMyiPU1XEIjrFdDLZNcylTsHfr8ALoyNttG4NmowC7pcHTwXbR18lCt10cAm0WTHyn27ZI1DvYu+OxXfTShg32yfVOlhzQD3z0waLFXmSh4wM2I3UAfwfbXbEsmk4HegB1QHmHcaZge2esbBL66kDfSqJPQB2gz3YZH2VogD4ANNtFr93yoXMrN2GMi3b0AfiVRN/UUyzjgA46GnR0IIuezVM+ebJdPk1DT2cLfdkWvgO0dUCXvTtf6IefPinDzyHY8dmtnh43Ork4wQewx3Y52JXEJz3I8cnQ2tpa8QGfMGHTMDeMVXiLXG6SugsEfSAzyc0u43X0nPqyXfxNewf6xmaArnCU/ugLnYAyfaKPHDiVTgd5qkU3vLZLGRqw2zpt8NInOW3QdvrIxX6WTpvdysJrm6xcBBg/FbulwUvwtMmFHx2zoL9pfDXJTXgp56I62065o5OjF5uYP4BuaKDrFxroZMltl3HbhrXA9g4N/kLcfkMGULVbPvoH0MlpQw57WHfQAO2AdttlzuCxT16PtkWyXXiYZyWxjtATsoZ5QOHv543ysHWTG/6J+CbZZLypPHtrkpv7SR6wc7enw5dempuyJpAqR0nWcHpLoX2lmrFW3M6HYGUqCqDLlZx1P8pNDj9lGqWx6g01nF+U8gBH0PELX/qqHvCQh+uOdz1X57/2Dbrs+Lqa3lD13JKWD5wl94ca5JPYQW4u6uhibsjTWfr1SQ+Y0P67Yfs7VtnNWafI/q/pPFVPpw866Oqn5nl2lpr0mfsM2/GbVFVWLxGBuFRzc70ELy7VT/3Ej+oVL32hbnKD62k9QbKN48fUV5Mgz/EC/ibegb3LJeDHt86cB75rXO1s3evcu+t//cxPlUDUNMGcfq/OWTwVe4913MQAECOijXdLecWc1C3mdJLA1FYesJ3AQpN1+OP/44f0F299k376x6+lo4cu1pE8cLsZ66yD+7S8MNRqAksbq8e0d3k+z5xrOnbZIf3ANb9H9733PfVzP/PTOk5gI/p6VdZgWYwqqeuziQFA23k/Z+z6xqY++7l/V439SoqvsD+lk17Ntj5ycFLjdmUna5Qe6sBqEp2fS6DEkV+Jfw8k2HjnO91Od0vgkb9vdtmhi1Q1Iy3ND7SZwNo0173vvcbVtXL0sBaHPR266Jv6ngQG73G3u+i3E2A7lqDTWeUDgvSRfvIupSemOll8q5Jsp1oYypzYFvtJORPHCSouzvX1//zWb+jxj3q4fulnf0qrxw7ngX9VBB8Xhn31PBXfSF0IXzPZ0iQyzpz++I9eS/e8x911jatdTYcSxGy2H+y51tGj03sTvmn6iQFqMu46gZCqqnPd65W/AUmwTq7CGf84gLFA5R1KHfo3vvyl2LAkAuWPf/Sj9Ou/+ssa9JzAzKpWMte3vsXN9OLnP7f8JH/fnsXYuF6CioUnZxn3RqyxKrpq+q+s0mvs6ydwM826ZWx7Fheylg6rzphvfpMb6Rd+7mfFt3qbjK2qIhF+ZxxKzjibjK1JfZxrje3spTlR/8xnPyv+PuQkZ18ZiNpEG2hr2QuRpdzRuhwaoA7wJXWQGJvsloJ/FubndLWzz1KvdgIym2W+mM/XverlevHznqX73+tc3eImN9TP/+xPiv0zF78RpDw7Qe0fuOb3JnD7fYpk5qSS7WJ/Gasox8bk9HtFsOFripxtIWu39impir/5JlKfuY+ucJfrz0L23HyuQ8qeN8DH8WuVwGIBZegdct44UOaqQ5N6q2OqCy64QHalV77yfL3xTW9Wlf6W9uzNPkiPMafsi9jT7oQUtl9VbEXPdLyllZwrv/nrv6LHPvJh2lzLubdyLA6YbnNK48wn8zq3sKj//MKX9Dd/+3eaT3k4t6CNza3SV6+XAPDWSOit0u809yCDfq2tXGuHGW+Ts+4WN7uJbnKjG+QDlwUdP3pZXJAgaHiUMW+sr2kaX6CHfD7XPr7V3URPMxrlGu0Mf1N8YDiXDxPvlg+Cfvvav6F+r84ZvFrmcWlxsfx6AR39Qc6T3PdOc/11XeWaOda+/fv1rve8R3xIVCco4MyR4jvJClsB5Zam/3LK8LWeDzX379uj1QQG66rJflrVzbK3+Ab9/r25F0hAeWtjVWedsU+PTWDy/jnDnaDiiXwQ0+S82VxflTLPw4x1kL3aZP45t/JgWb5JupAzdcz4Mn+L88OwbunIxRfpQPq8afr50Wv9iFYS8M7Q495JfD3JeBrVmRxnxrjPnmYfb43GmmbwvX5fq6tr+vKXv6JUwyvZjEQlsR+vCLYLr72bT6MbfvIO1EFReBVv8AHY7FYvZWiA8pXB9knNyACIXU4ZVFWlDrbLWKB3fPblabQD22QF9kw5lN1aKrOvbMZebkLoE7Lt0qedmcnZSL912oFtdf5zmGnj3hZZ8q1cvyeZw9qVWPeKPM9Tk5zN8OZ0E3r6vZ6QgUabjTaVZLu00W47KppSL3JZF4P+IOds5NOG7Dj7ET2dXVlOQltHIwdK6nLbxQ502m0ftAFtJ9uyW7TXrkmpM65+v1/Gh42wYweytgsdHnRDo40/Mzbh7Ig/4LdbvZRpb3Km2S42dToZD22Mr+sPnbZFor0Ddfoi79C1QQfoQvcgZxH2AfQxb9CQ4/mcOny0oYP5Qx7Y7fiGuW4gY1vw4x/yjgd5u22blaePDvCin7rt4lvbVAu6dnhmAd32zprATmg6Jdm7uhh7h1N1IYvttKMC24HtYhNleDrAY++22YZUAE8pnPKGjWUSM4UAABAASURBVB3sdr3RX2fLLDs6ZkFbV6dsu9hFeZZOHdhtu932Qx/w0QZsk+2AtqsCPujspww/9s/6bUfhaQrVaWg7JPtkg3YaUqAjQKd2y2fv5nZbhifsl3vZ3nHW5RpnCMgD22UTsjnoU0mdA2nvEHLRa7f6O3qXn9qOrlnYhqUcbp0MOX2dDvbuZNKOMPx2uyGZHNvFJuiA/jg42Kjwnw52KwMvsNu63eazMkw4G50cOvzk2EPZdtmU+K4DdmGDkmwLWWxLtVxIkAMcKPABZJGzDVsBCw056LRTRhd9dzR7l78I5Q3dtJODkIoNyKKjA22AdmjoJbdd1kOnAxptnbySkLMtDk/8Y7d2UIYWlnJRQAe2kyMD7JYXnfDZLn5BDkCHr8kNDGVybIC3g+VyCE9zkcVP2HYquj5tlzlCJ+DC36t7xSfoV5Ltlie5SLlo2eklQMY21LJ2bct24bddaOjpbLTbNvpXUteGHmjkHS9l0NFtR0LFH9AYE+PreNDFmCtXpd9OTxGSFGJeTUElyz4Z8NktDd2Xkw8DfQH6stu9xhzaLnZBR85u9dgW/PZubu+W4acvcuSUBH9X7vKQT3rZLvWuvcsLMW+2d8aHPtuhti/bGs7Nq725npa1srW5kZuoSoPc0PMwRDCEINJjHvEwcbM/HY+0kZv+5cV5LeaGvs4Tb5WHwoxa5g4L5EEpzs2rke2gajtUOJq4P7UsndI+x01HXanZvpsfDIaam1+QE4TcmoYxQcb/TCDyUY9/su5wt3voL97zdzq6NtbxTWljUunwkaNlD3E+sK8Aa2IQvfgyGv5bXvi1w3+Lwm0lV6aTNtuFkzIF27JNsawzCl1bV+7q5LOg/WQ4a7IXfXWBSmpk5UEsAT0l4DUcVDr77AM67/GPEt86PHLpRdq/tKi52qrzIMzfgWyyJo4fOZz1saIK2TwY8kA9ykP1d1/janrYgx8kvuGyeuJEWVcnjh3T4uKCpnnYzopIf412U0tRqGCYG0oeHviPkZo8RO7NuuM/Crn6mfvl9HNg75L2xR7ajiXQuJkH2uWsy/l+rZU8vO9ZmFOeS8s3mM464wzd9CY31ndd/eri74yJtRqYxZhcpLiWYEQTHwOWZZ1z0FUtfoI94gOdji/5rOWplhc+L4WrfLO2tsYa9OZVuxf/bWVPzSeAsKW7/+lddKMb/LEI5g771lwGsbW2qmkeppfm5tW3deSSS3VGgr51s6WFzNPK8cv0Q99/Td37Hufq4P69OnTJJbGgCVS8qe1UKJFXqFX2ai9lvD7NdaJX16qkBAbSVz5s+K0EXB54n3vqe652po4fvkRLw176qnUgwYGeJzqRAGi/ltZWTmiaB64zD+wvQZPVBBT4j6z+8A9+T5wZg+itK6tXs9cnmubBpkq/7FHswc/DfJiAfxV6FqYuuPAiOXJyZORY1b7s7fK27fzcezO+6YfMOnjUwx6qH/q+701Q7af12gTa7ni7W+ma3311VQlUTLfyIUaC2NPRuqZZT2UNRH+VOa7qOqugETbwbcxp9G/G373Q6Xkhwbz9+/YmWHJCw0FPN8qHM3VljRLE7NWxMeuoyZ6IGeplvias71Qwd5rrdC8Pt+BrX/uatuIrxs1aAejvQB10dfIrqke9Slv6pkxfpozyOJW9Nsk4j2eefuLHrqUXPPeZetITHq0f/aHv02LWzHhzRSO+Ubi5pjrBvGHsBlXGHgflNc7crpY+GM8ka8Tx1yDndL3tF+y7IthZWbEHG23L9g6r7QS7h3LVy1kmbSUwN8p+GGePcY7j+1xe5PIvM4WejElBE/ua+LqKNpBewtVcDtg4ie/POONMffJTn9Yznv1czS0uaTC/qEO5drDHkYqazD3vLTp908zhXIJYc/1aZx7Yl3PwMdmLzv6bapAzkPaYEv8o90pTsY4Gc3P64D/+k774pa9IrrW2viGuscO5YeoWaTDoayvX2iwfzc8NVGVsXGt/PkHtO97+dmX/bSbYyLfF+wkepis5HTlWDgeD+K2vSQIHg15fG2vrYg8P6kpbG+vav2ePzj54QJdedKH25my8/W1vk/Ngv/iWZZN9x99ctK28NI1vxtHTpH/Ko5SX9yzrM5/5jP7jPz9fxlNnb8i1po0DFTRCvoo1jOa/ikbDfl/9DG6cfcn+zeEn/nzC/e9zL93j7ndVP5N73Zwhz3/Os/Q7v/lrqnN9ObBnKWf/SEvxG/4ZxB+2cv8yiiHRmWtGLz7byoc0YGFhXrY1yVwuxR+D+J7gQy/j+qM/+P2cd43ms7erBNicETm+UHJkq0xQqSotuR8ZZ23yt66/8PkvqvA7BqZXXvgQ4EcwyV6Bblu2KZbcdsmRL8Tv4M1uddne0WK76Le9Q7uygr3LN2s/YwDI2j5JJ3ygayMH0Dp0stCBbbIC2/F7fBrnws8GIj8V/azvutr1MT4DSsK/totdyNEfoFyFDh/nCLSwFz5onCnU4WMxlzyEjt7J2s6aGhfQF2D/dDLIAbu1ISrKq9BSsjO+7K+uf86iKuulkoUOxsza7fV6wq6IyPZOeZy9qKtI9IV+ctuiD/QpCXvt9JUy7cB26cNOHnrH38tZjg0AGqDcL/uztQ95ELFiI+30AWbp9I/c7NhsF9vQC5DtciUxhmRFL3TK0NB7KmjrgB7asQF+6sjbFnVsgQa/7WLDLI022yLNlm0XW9AL0KUk24WuJGjoSrH0RR1bbBcfU6atyyl3sFse24Vku+jFdnR2ue0sk6YAGn6lXUnYRR3Qhv0hF17aAH0D6IDyLKAhi05AvRsH+uzWPujAdhkbZfTAS9lu6XZrL32zfmmHz27bO53Q4EF2FrZnq6Uv+2QaDLZLW6fPNuQCdAP6LoST306qVV0NAcooxCHk1E+Hjpc2+GwXY6jPgjZ4AXRygGHkwD5ZFhq8HajDT50JYrLJ0Y2dtAPaT81tQy5Axyw6XvTYu3y2y1hoh9+26A/YbRv9AttFN7yASpfbLgva3s2VhE4mHsDb6aUMbO/IKYl+AOMG8FOfhd3aEfYi2/HYFhdxLgKAvukDdLxdmTbbZexdGR7aqXf2djTbpS/8hy2dbdThR05J1ClDowwoA8phKf7t5Mk5ONFJn4CNhA5oyCALjTbkqVOGBh80+AAP0MhBhw90fNApQ5uVgRf6Vj41ty18B21xcVELCwvlgsjNORcNbqSaXOToC9i7PsT3g1xA6Ge2rSvTJ3rpn9x28amd3FU5rBlX1w5PTre8GuUtr+RSmTO77VdJtvPevpAB6JgFNNCtFbipzwJ+bKXNdumHum1IpX/kSyVvtAHkJrlRJA/5pFd3c1FX7fjgn4VtzdaVhB7mg3kA1EMu/iEHtot9lLsxdHzQbJMV0E6B3D6Zjgx02gG22C422S0v7fAxN7R386sk2gDtwG5l0lTss9sLBDzQqqrOeprk5nySh+q+qrDzYBQuzQ162pMb9ksuukC3v91t9MynP03LCQAR3OBvQfbqMGftuTwYTYtsJcs2qoUOe7vsqtByX5952y7m5lORrYI86Wo82hLrepKHpDrrdm5+Uar6Um+oem5J//yvn9Z9HvwIPfQx5+nf/uPL6i/u0979B/MwNtCJBLeYm2EePrq5Yh+3Pf3X321fobB9xW1XKHRKA/PQYbYJ2mzdPrkv2sEsz2y5a+vy2baujPtr91TlsU6ZLeZmmiDEJIGacYJ7k8mmjieo9aTzHqfv+97vKg/c+5YWdOjCb2o5D3/93LGP8sDLOuFBd67fl/KQBxw9zWQkJUjwYz/6P/QLP/dz6tWVthLQYY7qLDTKolPNpDJMy1kvtsXP63mAbKJ3mkDK05/6ZC3PD7Ry7LISCDty6JKsm82yVrGjZ4mH1uF2IOVogpLQFhfm8lC/ol/4+f+ln/rJnyhrfZTAUdhnOu+KHZXcJSDFWrr4kovLOoNrnIfLBgfCEkIpJ+9e1EFXP11uWb1qgLs0P1xIAHJTx44c1XX/6A/1R3no5ls6C3P9BPa2pMzJUh6S5xP4Gee6MN2aaHlhUY5/CVLODWr18kHA177yJX3vd19DN7j+9dWOr0nXHVIsL+94vYl8lVqvqlRXlXp5EBnlwd3R9UM/+AN6zCMfrqudeVD8xLr7G2u9BB4vueAbWTWNzjq4P+tnqrg7o5mKn/wuzs3pjAQijx05ouv87u/o7LPO1DhB6kmCbpPMo9Jfpl88XFbps7iR+S5n0VjTaaMq5QsJQLqSA3iAtpPtUiK4Njfsi/XG37nbl+DET/zE/9Srzn+FnvWMp+knf/zHdPYZBzXJXK+eOKppgqqDnFusj2RS+p+6ymitHDsaTxXkLbRef6Cq7oU+VRW+SxLQXV1dSSCHudrQL/78z+u7rnH1rL8tOWNSzrFpzsO6is2hYGAVO3t5wORsArZ1+PDhsq7rXo0UbFeIU9cQddAJOP24OKYpJPqzXcrTzO1cgmdHDl+qO9/h9nrG056sn/nJHy+Bxma8oWo60vygp172sbNXm+wvh+Z8+NB+sNSUNaSMqx9bbcuOn+KoOn7JNJV+vtU328WPttUm68TKWgJ0mxpHZ38wp8XF5QSDFtQfDFRnLYKqqotcFb8C28UO21LGnvedel1Zvboqsszd4cuOqNfr65JLD+vxT3xSPrA6ps1Jo62gTn+NkI6a7by1a/s9urkmjbNmnBXytKc8qaz3JmdjFpRqT8V8E6hW5JuoqtPX0WPH9cEP/WNIVebXBcME1/HXKv+ZX+ZlEL40CFuPHz2qJvt7PteuO2WeBv2e+hkD+xesrqyUNTbI+VpXlcpeSnCiSplvMDmKq0aqq0rO+jt22WUJ4h3T/r17xDd0r/XDP6Tr/fF1dfzY0fA4580o18y+sHsr++L/Ze9P4Gzb7rpe9Pcbc65V3W7OPk0aIMGEJiAQOhvggTQBAoiKSIQQCBATIHmAig1eIAEJXSCBBELoREVRROTpRa/Y4PMqeoGLCEJoA+kITXK63VW7mvl+3zFrrFpVu/Y+JwkB7ufz5lm/Gv/x70c75xyrdh1+y6/ve3GxN1+7fp3U9FM/9VOwQntVDunzFSr37fuxnT2Nf0lx+eJO7YOSfmaNbk47fcYzPk3/8kf+eZ47vlnv9qQnap4vtMZ/mv9Qnku20p6Hde3aVe0fHGjOfpwxKJmXXdoyhD7MgfZuDmc3Nrfk9A3/A6CD7J0HuQeBSQ4iP/RDP0QX81zNODNSy/QfrS3mZ+ZJdFlvmxmbTIe8z9B3U73hDW9Ql1i2ZY9oPYF+g+3GrnqtYo98xtD2ufNbj+KyfcpvM7HP5zf5eSU5Nz40oE4J1mnqA31FnEHKFqJMqApokNl4qt548IFt0c/AHml7zNseS/onE1Dtske+ndHKgJDHImNfxy0821XVtlgvR9zLQjOvp9lT0J9n7ZDLZu6l+Lct7PHDASM6XSmaZL0pl+3ax7ZTGz/YsWbQxQ6f7O+UQ9Zjlz2LeOjZXo0FJ5+NAAAQAElEQVRvlz3NdvVXXIQtPhpsC50Ge9S1rXY1XUpyIEbLH3+AOnLagBya3AAy29kX++wD09pPVSfjiS26LRZ82zXP1j7bNUdio48/SuygG+DZVuNT2q5tty0ufAB0D7PWztrCQ4++RA8f6NI/W1tbtQ326fzQsV1zpP3oKhd2rf20CxmAtl3zOktj03Jqfm0LPYBvYI/tRAd97IBy2c7P0x/0Gk5Lxhq+bdc2NJqyxVqPAY0v5bJ9Kjf4QGcueID+oLR9qv3EArarJTEgbFf/9sjX8WW72h9X65jTfnw32K62+FUu+Clu+dhe8WxXv9g02CPPdl235AYwsl1j2KOOHuHK3uOabEumBaFct0XeAL/R9kkgeCRCaY9823UQGTh8IkMHKJft/Bw/yM5ilKjmCG2f6Le6fcI7a8+iIS5AHzklsF07Fx75UK7zoQG5A2gADZo+PNu144kDH38N1O2TWEwMwOTDj+3VQCoXPkDIuvGs28MDtlfx0G2wrXbZ4yZHDPoBsOCpN9iu44M9mwxy5bLHnFqe5AoNaFfLCbuonxof27Vf7bFEHx3iA2zxQ4kMH/DRAdDkh4w6epTwAHzyaXzqAB3btT221a7mjzo21AE0dpTrQI8b5IkH1b7Ghv6hzMKpY7PMzZec4Nmu/WC7th/f8Glf9Rl+08UPgL8eG5sG+LZRqX7zo84TSmRVkB+2a37EAcpF/kVjPqnKdtWxXWl8VEi13uzwC5SLXG2HUm1rGzPb1QYBPGwBdqDZNZltVDX+VC3tVtMdL/oCBduyDZm0hxXoX5jMB+LZXo0/uej4gl4Hfqnbrn7Jv8F2tUIOaiU/bFdd26mNH3uk0QMjV1VPuWyvck21ftAbIXGDH+eB6/jwoLbIQcEsDwOURwd7upCXhGUOB5/+cU/TP/wH36cP/sAPzENLJ/7GHAcAyxwq8BJckkqXH4x7CnEt87JFLGjbNa+SstZ5gMzBRJfJsjnttTHphD2yZR7i+OfZWxcuaVkmmg2d7rrvndRtXdIP/+iP6Uv+1pfrxS95qR66ek3TvBxcuHBBvEiR/zIPUrSLEl/vCNj+fXHb+uZ2zkoptc+a3B7jYkf7KJtsnV7nncdfl0vxuVS9QqUc5IwJePZnP0sf9iF/Oodju3nJmGt/97p2cvjIb9vs5UWV+THPSyxzQDl0nPSdtiLfyEt0iTPqN6P3sU/7GF3Y2RYvzDv5EmVvdy8xopA5kE2lxsyP+rHDD8VPXsqZZ7wgftLTPz4HKO8nXlYvbm+K2HdfuSxeWvltIWWuQR/s7wkQ//GPe1wOHncTd1/8/bOLOVB/6vu9b5XbRBgSaf0Dj3rWTQrnhYEX2cnGVFevXatgfzmvTxuvlTF/hE/uj2WSbkvMoWTud7py5Ype8Pzni5cjfnttSJtmR3nB5kUqqU5Kpz66XjoHSIMOdm/oysULOuQ3ADvrie/yzrGd5JD1/UTf6+w1OA8zMFPmza6EdF76lUOmjg4Lb5bxfOfHPV6f/ZnPzFinn/d38/K/pye8y+OVcwENOZB50rs+QQd7N3IIcFXLvNBN0k/bWxt17G/euKaHH3wge0Svd33iE/Xe7/1etf+HxFlkr+i6kr3GKim70udwZa6+78ULjm11XRf9wxz23pRFhjp12eSuzEepS84HOdSZ9J02M0Z7+SLi5tWH5ewBV+66lD4oWuRgTTlUu7C9pa2NiQ73b2ZO3FSfOMv0xzyHURw8Lt3FaSeXHMaELqXLgdgF7WauLnJAdvc992gjB0nOmpznC6777nuMnvrUp2qZe/Ay7XL6TsxnKTHn6kpiR8ZzzTL5LEJ3ickh1LXMJdvRHD+Pfs6M+u2n0z1AxK4YJUP6esiYHh4e6NM+9VPF/6CHf4o9S71okf6Zi7XCwSxQDsA6L8MbIluKA3/Fnn7lN8ZKcu1Lp8lkUsdpSBj6JMUjfob0CUDRNkXFEPLS5Sva2NyW3OWgf1kPI2+mvw8OjnLwm1YsRyyOyyVlgreSPp1n/s0zHuQzzzhVpL8pH/v4x2svh07f/LKX6xd/6Vd13+PeSdsXLucQUtq+eDk95grVKwnV8uQHvzF3PfPpRV/5lXr/p75v5uN42D4/2tcs67LrivhtVmesS6DgV3711/RLv/wr2r5wQV3fq+8n6jLuHPYtsp6JAr0xnYh5Qz8//PBD+nP54uG9nvKUzM1dsU+VKF6+eLHO6z5+6EO+cOafRtvOWttSSUZ33XuvmMs3uBcmFv/DoSHtn+WePe37zMWZPvUvfoouX7qkmGUM81VF8lBaTktr3iFs1zyJwf30Z3/2ZzX260IZQtXLRTjJEBxb622+0jztZ2+5kC8197J/TSddUlpokrXM38Jlv35C9rM0QBvhOfeX7c2NHBhuZd95KO25oIvpn618EdNPNjLjpYPskwc5eFTGYTP3melm9q/Mj8PZXNA7Fy/W+TbImmc9PuYxj9ETn/gEXb96VfS30lDbonGTnr5bqCsl7rJa0qeM4yJ2fIkwj9/1xtuxC8O27BGprj6M31nYp/WafGX0CITtlcZZW/tEtlK6A2F7lbc90swNYGedpG+I0VxUfqukbDLbtb+QKxd8ELJ+7GPfx6Xt9P2tPNuir9dtoYFyMRYpMmQZzej2GS94y4wTOsRfB7oNtmuOOr7sMb5tFVn1SnuxxyeAtkdZ5yL2w2X2G2Iplz3KbMu20Af22Hdau2wLn0eZr7RRx9d67sjt0ZftYw3V9hITwCRG08Uef8hs1xzsE1utXeigSxviNJ8B53kcW1YgQwdgZrv6I55yIbe9amtY1Qf8Wd4haJvt6os6/OaLEsDHn+1qSzvwgy7jaZtqhe0ai4o90viwXfOyXWNhazv7bp/9ZV/kQRzKvb293M93xR7H+m3x6DeAv3WQA/kpV+OHrLlSEosSPwAaP/Ap4WFvG1G1g9/QfJ4tm7092tletR1bnOGXNoCmD992nVvkrly281PV3vaqVC7i4g+kWvuRnKHh2a45oweI2YCOPfqDXoft6su2uLBtoG67yuHp+LJH3eNqjdvo9dI+0bNP52e7+rVHvh7hKmfltlcO7JNAWrtIusEedajTYZSotpLOXIc96qMDqJ1FWi4AvytFlNS5qS9z82lg4Ev82VUjKsMK5AImeWBjIpADA2db9jFIICBXdEGqVU4JnxjwATSABtDo2aO/5h8e8jYpba8mJLk0PUrysq31yz6ps2iJg7+G5pf84DVbaGToUy7zUGiPE4G+A4vctOfZnGbZePHdlVI3CvKa5huq6WSqrnRy/sM/hwrT8JF3ZRwL+r/6ia8hD6TEYoOhVC7a1dDlwQ8ae3xt5LACXtTqPCMGNLmTN6Bum0KMnz22oTLyA13bNW98A9uyLXy3Or5383JEXvCwUy5ysS1yJh/qyCOqH3zQZr7hIR/qtlebKTlhwybaTybjbwvk5rvMDZOHqtxGVLpOXR7a+Cc1xMEPeZATsRrw00WXuj22AZ1lXj4okTcZdbBMnDRW8EnYHu3s0yUy9CnRJQ6Atg07D+CLutbqOgpnWHt4oA/sse/JHTR/tpPC2IdxkFych5V5bkAL9Wn3ZNrnGXJZ+aWgG+dw8uA9z8siwN9yOd5sGRuAfwAN0KFO3vQ7IH949Cn8RlMnCjx0oAHyVkI34B9+mpK26FSuQ+3/pepvOyRf6kr+Z3UXkS3TpvPkXVfiflgBnYZms8gBIC87+GGu0letjTGs83+RF3j+bt4iL1zv/R5P1itf/lK95Gu/Wk95t3fVsJwF86S2lPMKkK5OOyQOr0rCEy9CLWmPcoU5gDRkAGlTW8/0h+3Yd9GXjrJ/3NzNA0ROB9xNlEKUl6/co/sfvKp//E//ub4uh5Cvee0btJmXyoPZQlev3UjO07yYXBJOSvzz2yGmDMzcTSku8+ORYZ8oDtX+kW3eGo3b+SQqwFcroQE2QBolNS2GWlwj7zRFbQ3HBow7c0HpE9vp+1LXz8akry99z84hFH9zcGdjoqMc7G1n/2TvPTg41FZe8Lbz8seLmrjic5bDK/558/z45fdaXt4f//jH6f3e933rWp9OJuIhkLXC/jYkf+aBUo5QrspNSoMWdX5uR7rUMz/j0+tL59WHHhSHklsbUy1zD6C1ffa/rutUul7dMU3/XH3oIV3KQQCH6M785H/m8P/6sA+pvsmlRkq7lQjiShvwF4XK6eJznnlYMv8ODmfZgw+yx/cqLlXOfHL6Dv3RfKAIZxDxh+qs/qj8kRpiO9T6Ue6DW1ub4reTmKv8T1Q+4H3fO31vLdKX6YAcQGxULPKyc8TLdWKT1yJ75cUcKnAwetflS+ILg2sPP5jyUE9+0rvq8Y97TOKwLsdYNWB+kAN5h5TTvmUI5oDTP85BlBZHevK7vos+4xl/SRs5FGAsbYvfWJ3lRR5czwHaZg7jptONWEtD9qBZvrSY54BrOwfQHBIPGbudHBS/93u9Vw6TlnVdlqz9vp9okeeooxwMdaWI+UR7jtIXXeZHP5nqMDIc22QrjfmutwN+Ms79v2S/P0pfzTLn7rrrLi1ScnhR2HOSwzL1WXKbRSeZaiN5k8M8c4d8nByUPi1dpy7zHpq+3s8cv3rtuu6+596a/zzz4CB+DoMuurThPd7jPaT08iIy5TIjn75g30bnMG0ilksn/PZ5lsH37u5Nse/RCr0d15DYQMbTIOUQ0e2AMYeuf/IDn6q//aV/TfyT9Ife8mbtbG0q3y3kvrLIFzehY9elLV0p6kqRMv+ZC8xdcdGHGSt+k26Ze00f3WXmne2ENBp3hH2rjt141s30w376cxkvk2mfnCbZf3p1XckB9qTGKNHvSqdS0afsI5+qL70mGftJV2rZJTf6eSidlg5S7mbN/tC/+Jf6kf/9R3XfYx9Xf+OS+ctz126ezSTX/yiVi/GzluEtKq4+9BY9/wufp4//2I8WX3owvwf6ITnxG9/TzFfmgR0/iUff/Pqvv0ZvfvNbNM3amGfNjnPmKN4lDgf7vqv7l8MpXSdy4cDvAz/g/dPmPveuC2Lf7NOu/RzMMbcXGYNlxmaS/XfnwkWVfqIb5B/7h+9/QMiu3H13fabkf9w1nU7qOONnmjl3Xw7P+RKIcVTGb7mYiTUy7UsO5Pey3g7EdZT9ZWtrJ7PYesNv/ZYOU59nnQyZ0yUJd2lnSc/UeZK2YfO2IrNVdqlrazv3ksPsHYu8G2xkHnTJQHnumOWActpbfNlE3l2SaAewtHmR9c/8Ocg6U8Z8urGlLn0zz5cK/LP3QRa0EmdQ0d7+YT2kVCliHe7kS4l3e/KTNIv9Zvop7tO03HfS37SrS/86uvPU+Z8NbW1txd+i+mBcs8ujtoLtuC4rsI6Azlzw7oQlYxScMTtTTetIOH01ZJ0qJWh0Uon+cAdEO3NqCKJUP7Zle5V/3/eqfRCe1q6SPgFrrEraJ/bY4RtU4doP20qgU7Ad1mnMMh/oixKZcuGLuu2ahHQ3jAAAEABJREFUFznYrvmSK3XkzNlF+o+1pVxHGd9Z7gUqVp+1QTnLOkYPn9hNspbr/h8dfBAbGYiL1bxYZC4grzz2iuj3k+xF04n6lKXjTj5kfmUPSW7YA2wANLaOnW2VrhO5Kxf5HGY/JF/odEg+riNrOxrjBx9glnsbJfbkXzIuo4YETa7IodEB0OQxzz2LWPQDs4TxQg7wgQ4l/Ol0Wr/gZ/5DwydHfHWlE8COHEClM3f6tM026rUd6IMu/K6UPE/tCyl6k+hvJA40POqb2e9K7GeZB7QFW/yT2wG/+Zy9yXb22mkFfmuw/EA3hdDnXw8C5gM6Nb+Mt52+zfzHN8Av/UVJHX3sscEX/HXQB9Rt1/5WLuopap0cGmxaNa45dACyrpT0X6n9gMY6hsxhkMmHoRrdlVLbhX2DcuETkPv8uG/Clo1XnSptJ8ex/djQbttVB3rdnrpy2Y5Nck2pXMS2Rx/ogLCrDn1mm6rgtxgwsOtKgRQat0MMa7vXy9YH8PBjj/FxZuMJkyG3iyWsO6Is08Fo2KNh6zhK+CRNR1DSINAag7zJbAsZsEdf2KCLL/SAcrWkacAimxDqXZdJEAzZyJe52cLr86AAjazR6JfibBid+ugXFGOTLqj1SWy64vTAMg+Y81ryAD/Lwy86yHiQA8TnwVi5iZYMw5Ab+jKbQqvDY6EssuGxAJN6bWMpkSRuxyIO4NO2tiDhs0lgaycXFAJ7pOkXfGLDzXzdN7bktUzMeRY9CxAeunGhzemG+OZnkReRIfna9EVfeeRN/jzgghanbznGprjkIWuqrnQqaTN5tPg3b9zUXh6q2HiWib/IAiI/2ruVl4bpJA+dXa+N5ADwix75gCH5DNlMaDex+WeZ+IPGDw+cbLi0Y5qNjrjo0zZ0bIsSXfJis0UXfwAaOflAo4M/fNiuNxx84o+S8ejSdtuoCxrYFj7wiS368Olr6KPcLIeYcAO1LXj40/FFXB6+aAObIz7gUaICDVyK5szvlJPpVKXrpPjD71HGdm9/Pw+eh+Kyx7bjo/qNvpKD7Zq3cs0zJilEnsTFD3VikV/rG9qlrIF51hHtoq3o4btB8QvfTpAI4dsOe8xjlhfQvb094beEv5F8mBfMTeYFMW0nl2nyK7FTLZVb9Sw35Xna3XVFy3xrzpO4i/KosIz5UqW4rt/JpBf9bDv2I0opkZ+AvujSb0PmFTFpY9KNn6GCOjLsmh7jhy48yqaDnX06zmI5r/Om6eBrXc922tXVnJChZ48+1ml75NkWF7pglnGmhAdsV39jrsusxU77e/w2UKl9Oc/+w7Y9RG+RNhMD3e1pr7I41GL/urrZTX3iR32o/tUP/SN9yRc9X+/zvn9cu3vXdePGNSkvv0PaNJ9lXqXvl7zo0N/TidIILenfrN9lDnT2c2B4lFPFpSxnXQO5iN98nGdPJAfmEf0oDXU/XWZcJ13RVubDNH74bcgXfcPL9MY3X9Vk+7K2Ll6Ru6n2c3DZJRvA35Ya0g+T5NFlY5plL1b2bHyOiOJtPsvcn+i/efYi+rIkf9tq/NuYncvGzymBlUPVhUqfLJMbPm2rK0UlfdKXTkP2tHqAGn7Uk+6gckwvjtdjhil8q5ZLSek7dAFrhZK8IxH3syHrckj7a5nxkhdSgjh9w56/TF9dfeB+feYzPk3vfO892uqs+cG+pnlZnaUfSvp+UXrNk99Rxi8p1thDcu66XoxL506LzCX27RvXr+nSpYt653d6Z9GPysV65iBA0RvcZ212yaFIttKSLNmlSri8JB/lQZOX8/d//6fq5s2bmm5MtJWDlKPsk8uMj2LDXJkN0mywFvhLforvjTzA7u3eUDpSSaj6vHL5su67916xzy9lLQcn/xinT0LV2E5nDvEdlrq80LpM8jK+0NWr11UyR8f73BDrIXVpmX7puyLbx3uq5ZI2JYcQ4RcVh2elDIqVYVY/7fICfpi15zg50Od91qdr//pD6nOwP/VSnSTmwDwv1EMMhq7TnHGKbMh47B3NNdna1u7+gfo+fT+JRdbcPXdd0r1XLudwYT+xJSe3RcY9jav1OE1pzVWUJJQuENNQs31NhiP9lWc/U4dZ06zjSdbZ0r2OFsmx21Dpp3LalpSU2StlLS8HSemsSedMpYX4J9vOAViqesITnpC2duJAQOmPZVWOnp0hmWlrc0Pz7NmM1SIy2tr1E+3mWUDJ2UHJXHD8K4hKakULFx2lskzZb26pTCaa5dCiS7+kufF9qEnodHXKTvTPIknPMmcHdRpUMh9ncryhr5RLYsWg63t1yaGPz/3MP/pgljGewC+l+rOtJ73be9TfsNtI/EnXS/Hax1lEGdeFusm0yvmfbPV5hpllTbCP7KVtffwMyT9Gsk1RYSejzD3m9yJr3B7rtqveMrIu82CQlS1U7jIeqR+l7cvMm42p5OWBLmwUvfDLvlRd9u2jG9d114UdHeztazlY0+2Lunkw0zLjEQdS6ZJ5iWFRCZ0uEFDWQRdi2jO3JjrIlxAbk0mauVTXRV93vobY2659z9ofx2ARt0MMh+qjyyRJC7XIvAXWIi1bZugZG/Qk+ilDn9IaMg+Xi1LLks2H3WPI4cIkE5h71lF4nmyqTLf1X/6v/1vf949+QM6cPUrf29Z2DpGO0o6tyUS9O80O5yr8Z2Vcrb4sNT/a1ezguj7h4z9az/ncZ+nC9lT8bcLNaZ91saft6WYOxY7E8/t29iIOnG3LLvrJn/wpbSbGIftT2l8KfSsi6CjPNYvkyt8uxCadkPlxqHuyH/2pD/nTOdg61H4OHVkTaaG6ouTUYazBytgp62iRtTioJIe5rJL1cyRpL2vIfa8uSFjZ1lbyYMzn2dM/5qM+ss76aV+0OZ1oiX6+bJh2Q93bbSvLI3GSb+n1u2++X6973et0YWdHjsNJsYbY9ClnOSTZiI+EveOH8T+LEwPLGZfD+aAMmSaTqRIhW9Bu/TMBmzl4nGYs2EumXdEk48s9I9NfKhPFWPMk3Gf/2UhfFHeaHaVvMp5ZxrJ7LZeWhqIS2mm9VdSVvoK86B++vLGGjM2BGJONjalipNJ1UrGWkVGWrtN+xnSaPn34+vWM1ZFcivDDmoxRpRdZs9Rtq0QOlKvpUTagC2276naJsa5vW+uX7apnW3Zyo6FSpfEDbNc85tmvqAMdX/YoI79lbId0vLPEOhcBaC2HjLdUZC3yzgbQQ96XrvLRs62uT18e52xbXMQDxLCtCessetRB02F/Uyro0g/IhtT5NJ5t0R9OLiUgh0mXmE6/LzMy2RSGYJHnwqM81zF+XVdUgiEj5yLRmK4vmkwnQka7QVxrsjFVyRgR+yjrkr0ZWlxRsBM5YO2pWBxQ9vHjLvGtakv8WdYFIA/qSVUx00EO1amX2CrzCPkiz8fgMPmWrhPxlmkD/cR85BdlbGdNLOuzxCzjqFy243NEF7s+66GU5BFbYtN+fNmjTkzEOyg86EXm5VG+UBjXUHona3o63ag+kQ2pp4JqbRf5zLJvHCRPSvygd5Q1QB3FZXwyz5DZY1xogBz9acYfX9DK3NqYTNW5iH1po5/UOQYf3iy+D7O3oEvZZ97QVscZceCTJ6DOWh3S/qPkuMgcSAq1CYwv9VIs6FnGh7Lrivr0G/RhxuYwsUrqjGtmk7jo/+l0mvvRooI4s/TDkP7pShG5ZIFVGXobecbsMh602bawp07f43+RPsKWEl/QyCdpO/a0kbigxD99BQ89YDvhhhoPHWzRo+/RJS58fMEnDjxgW/Zojy/0bAu9rivqCogOczPz/yh9Mk9fpdu0kXmu9G2XCs80KVJdVEBPJ336dql1v1q77PgNSmI02GMu5Aa6kv4Mzx75+GrAVWtL42EDqCMvscO3PdrTvwC5Pca3Rxm8BnuUxX4kbOOvNqYpUdqunWWPcuWyXTvVdmq3/2C/DjRtr2xtw1LSY2+p6IozKK48pfNTrXx01gEf8yGbuDJ4gHoDgzvJAC2yKJABJj1Ah/oQ/0zeaSY7E65hkgULDyyzySqX7VP9MGQxgNbZJQPZ7G3XiYEM/iILgE2j1fHbZcFgTwns0WaRzQ4+vrbzraRuc9le5WOnvwJiYYc/aOWyXfWKmeiZbMqV3AVC0n7bYoG3HIlPH/CtMHJ0eVnkoX2ejYD6kH6Z5+ZYYos+iLv6ob30m1Orm0H6Bht49AGxIlL1HaLZknfLH13yQQbdQD0mon2g1W1nY+uFD2A7IfNgdzy29lgnt7NoOZEXcfBZUeeVZLvGwy8xlQu9RfqgYUl/Ri/KarAt+MvMs0XmKSUY8JvOsV3zxSeww1RmZnw1/5RhreI7fblEHpAjNCVAl7bQPur4hLcO+PgDjWZWNHQu4iGnjcM0awE/6NoWNP1gp21pP3wdX7bT9BOkUseA+C0nd4kUZNushz/YI6cE0AD6LI7D1MIe49TKmR+2K8d2UhgBwzZF5VWCcQjhwo88etWnOkaH7EYgAzxENQx5sFoOuRGkbDx0QKtTogevAV5DldX4g5xyRPI45zPK8sKTeF3idjlY6IdZXhLm+oLnPkev/LaX178v9uEf9qd0uJ8vEW5ezYvdUl0Oti5sbyhvOvWfih4e7OkwB1l7ecFSYl66dCkHU5e0zEPJjZu7OszLWUi5WF0eCli7Or7GnlNyDYZAXNblu+/TT//PX9BXfvWLde3mQV7IB83zUtJ1fdb3Zm0usXiBontHqziA+AOG3VpxEphMAJwha4oSoNmwXodO19Vi/HGeFrxI4xifQOnYWoZ98hnUp5+HOFzkPkVZZcnj7ruu6H3f+72Vx1s566xkD6EPkQ9pxxKMUljxQMxjDMdlJDa0xEvD+niW7CPKaA7HGGnlGoLxw7zrMheU2B/0AR+QYVyqUI94mZy4R4RM7Ijw4yLyGhKT2VrLtKWkji9rtN/Ig9XW5qZK6SSX2LtCuaBSxBs/G0z3Ka60rP048k/8Dmf0yQcdV79IB6prGHslPZ71tMjBS8nkfK+nvIcee9/dWTuDHL7T7lFv/KlEqW1KdYj+QFmKVNtBrGUCL9UVa2Paa2dnW2EE42cYi/xsVNZKGrWMX9ta5t7f5SD6Xd7psXqnx95b81D6LAZjO9xpiN7gIqVULmyBZHE5/upciV0Jjdp2Xtgnk6nSdTK2siJSiTBUzOgHcqI2+lF00kRJQ6ggBvgO4/iDbtHFS3dlzS91c3evvrCVrqsP6svc75gfvAQs8vzDuM1y8LjIYUSXw6luspX93+qTl7uiIWETQk5fltxz+o0NTTJH3E9UotPB414eepKXNuzAYx77OF25+54clu6JZ5RJ4ju+7PxIpqXQV6Cr7RetSSBe6slRb9flvNxP046lDrJ3cqjV50V7P18oDTmM/POf9HQ98Z0ep3suX9RGV9QlFlkxDgvycKdBaXsF/RmFfNBJkU/6XUPK8VP7v1brj3gY+W/fzyF+hrgYakkW50ORuwJKDFhqk77TPBbg+gkAABAASURBVC9MdPc846zMr+nmdo4wi37rd9+sV33399S/+7iTe03pe3HNor+MLvNrnkNJfpN3Ej99xmrIvJkd7Ws7BxNPftIT9f9+/ufrvnvu0v7N61L2nIxk1tZUzJGulMzjce6yt4KrD1/Vm9/C//xpbAXxaqrJFVoaUgypDbXczZesy/h93OMfr7uu3K37HvNYbW7vZPXEPnOxy1wD/WQzc3VDXQ7aRmyoIEtbC7/1l8Nt6iXzE7jvRXtLN8kL8ZYu50uXdr/dzeH3fg5gp9OJ2HcSqeYyJKtlQ5JmnnBfJj9lLxrSN5TMg66kJzKPHcu357PIAdjly3dlzS51M88APPOzX/Cc0BWr77rkKM2zN/EFBu3ZuXhZ080L+fLBKbfkrNE6n9Nfk3wRwJ9tAZs5ZJ9sbGu6taNJ+gm9ZeYHuur62p+ldJqmzzgM6PuJeCdYZjwODg4TcyGlP5RrCGoiKRlnwLN3qnf8oIc/ShRtyx5R6EOYAfJ1hFU/9qhbK/mxroPfsJQmrZAbhwA8ytLFvkjQYGBmpd5ln+jSt33mPaVtcTX/7Jn0OTLyBMgBOsRmDVEuMjfAMnO7gTqgzygBNGg67orq+wNOE58+xncD7IbGO1VmgtpWST8Ce6Rty8XisseS9pBrtY+AuPBA44ddxyY/0hJqEu2HQgdd+oQSXkmMhjFMbUHatBR7+yL38JL+p68pAXTXFZFfl/4vxzR5EYMS2FYpRX3WsW3BA8plj/VRfxlZVq1V9W1HI7tM1iZ5Mp/xgS8APcl87zL/7bH/6QthF9gOeYJu0uceM6k83ofHvYMvNV3/fwT460pJDkPWy7xiyPop8cPaha59lvVLPrO8v+MHmvaTn5Mx5w7MJzq+K0WTtHtjOtXB/n72hkXtB3SJZ7vmQ3vGPhhq3R75ykVfIbOd2kl/wENmu9owH1GwLfwpF7nZ1jTxbVd+kykXOUwmk5rjQb6cBLSJduIbXeTkG/X6sS3aCx97O2OYfjrKPjNkD5xkPPrSsUTzHLaoUOZ356IiV3C/greCpCX3sfjqui611OPTdo1FHuRjj3U7MTMv1vtgmT19yPqNKDZFpdAvynguhSyUADoAHljkfWGR2BFGd6BYlVSGxFkHvAabGEHatUzbh2Mo7W1t7VwE6BN4yAA8+ooSf60t0MC2aLcd/0GjW2mfyOEFcR+m1i4Sp0ppj47ssfMaL4anAqG/DvSoUzZQb7BHv61OaY88eyzXedDrsEcdfMO3TVEHofHIkQ6yXXOFD+AzYaDtk3ZRRx9A2ycye/Rvn/CannLZlu1Q4wf7BtsrGTw0Wg5MosajpM4mse4bfYB8nW9b1LEB0OjYrv1AvfGxb4APTQ7IWbjUWZgAH/CQ2WPutlGp8bBHBwabBH5s100Ke9u1vSx2ZA32SV7YrvObT3iMDbBdNz9kDdjZruOJLvHRVS7yRc+2iM0LN7wGZC1vbNGxXX3BRw7fHvNULntsC3xgj/WIah9jB40MkEsDdduIqy4E+sB2jWuPcuWyXfsNeaqnaHzh1x5zazrwG7ChDbQXuX1aF/l5QBe+PcbHn+2aH7RyoQPsUSesW+YCPPRtQ66AXQNMe5STK/U7odlRNj3btW9sV5Y9lrVy/MMeebbP1bXP5x+b14KYtKdW8sN2fqqOJTJQGflh+1QcZLQPe/u0LOqP+mOPtusG+AYZAA3zQ13cnOiTn/7x+t7v/A79o+/7Hn3GX/oU3X1xW0e717V//WHN9q5rsxv0mCsXdc+lbU0013z/hhaHe7r20IPazov+Y+67V5sbOaTIja1LzNwVtJcXEkofB7dHqsauvNRddJiHmv/4H39c3/U935NDiCFrb1rLWV4ul7EZGuQ834zIvS4eQg+n+xPf64jS2/Wxk2M82GMZcv3z+0aT83nO4K9jXcc+yYm5gow1zvq9++679T7v8z6wVrAtewRM/FLeCbYzTZb1xY6/14WN7bpXD3nwObEd6sNXfcgaTrjKQHWl6MM/4sPVchzycEOOttcUzyfRZQ0ghbZdfyuIF137Vnt00D0L+MQE0Gflb2ud3PBJ2z7wAz9Q9957b73nEAPZI/m1Xcek6WFnO4cOm+LQgXqT2W7kygY5IBZ5QD/pSU/S4x73uFV/r4zeRoKDDx7G8W+PORDHHunmFh607dUeR/1OeOihh6Kr2l5erAZZXQ4SSg5e5vkiYsoBxGY7gJiKw5xJDiQ82dAsh5FHS+vm/kxveeCqXvdbv6Nf/rXf0M/9wi/pp//Hz+m//9TPVJr6z/3CL+sXXv2revWvvka/FJ1fec1r9auv+c36227KxXMHoB95frLHNtiWbcGnfYCx5oWFUm/nhT9848seYx4eHuiee+/WM57xaXlJ3KoRTv2GSHF4Q144upR/eB+y0GA5r1cluevcawg3WG0Mg+zYlOzbkezl4HX7wkXJJZ9OPeOag+Zo6RXf9m36hV98dZ0P1I+OZppMN9LuXl1J221t5J5zcDi+UC/ms3yBtq+t6Ezz4v23/8bf1Ae831Pz/dlc5Mf96TCHl/O8ePHSlK1J65dtPfDAA3rTm96krov/deFt6I0cdG/ni/7tnZ36dyNf/cu/ot98/RtzePoWvenND+i1v/W7FczNijf+dubpm/T6N75Jbwhed4zffMNvxe5N+s03vEm/8brfqnjNa9+o17z29fr59MHP/tz/0ht+67d15d77xD/hZo0ofTa4yxAUjqVEH4GlLA4lFtlnWV+0Nx1QefBtq5TYDXq7L9u6//77xdq5cuWKrl27Uf+ZNF8sHM0Wun5zT3xp0OeQtWRsly5Zt87ho3LfX+rNWbevf+Pv6NW//Ov6yZ/+Wf2n//wT+tf/x7/XD/3wv9T3/+Mf1D/9Z/9C//xf/Cv96L/5d/oPP/5/6if++0/rf/78q/Wrv/5avTZ99sb0CXvFhQuXxPw42D8UvyHW5UBgZ/tC3VuU/mD8mYJJN7yh7tHzzCc9wsW6ZI2CddVSimxXwEeOLoCGZ5tihcZHp8F29WG76tljWStnfmDTWLZFDkC58A1sV39haV2f+nlAB7uzMnjAzlzKoQh6xALwQZc1Yo/x4AP8IKOkbhuyAv5Z2K75oos/Stun9Im9yJpd5BAM+66MfY8SdUrbq/6wXX3armOtXHXshxD5YNN8Eg+sx7YdLVVb2ytf9gmNje0a07a4ml9K29WOdYEuPGKiZ48yeOt19IBt2DU+dSq0v9lTB9Rt1xzQA/aJLf6Pjo7qoaJtTXLoxvsuOTXZerubfSvt0bc9lugqF7nYrs9h+LRd55ptoWOPOdhe9QFxkRG3nQ1AA+IB5A3UlYs6tD36CmvVXtphj7Hxg4w+4f4NqB8eHq5yazq2EVU+/u2xjhzQPvwAe5RhYLu2r9kgpy3KZY962BIbP+QN7FEG7yzQt137CX/Adm2j7ToHlMsedZp9WCsbaOIAcqOEhy60PdrCA8QAxKYO0AXQDdTX0fj26M9+5JL42BGPkjqwx7bBB8js0/7gEZ/yPCAr5wkaz3Yl7dsHqwqP4oc9+mqqBIduJTSwXQcGPg2zxzoyeADaHvn2SYmMQWFSUWIPjw5jYJsdE5+67bq40QfoA2gmIWg2lAA5PqFt1wltj/1DTICOPcqgicUCJo/mGz51SuVCh7yA7dyMj7SXb2cjWn2Ii34DdYSUjUfddl0A+CceIC/0gHLZrg8d6Niu+jyMkadyoQ/IAZvNHFIA9OETD5p8o14/1AEV27Vv2EDh4bfPQ0VxUVc6DXl6PDo6Und8E1QufOI7ZN1siUds+JT2yVijc5ZHHPwB6CLXTQqf6GJjmyLPc5ZtdaWs+gEb2kOJDbBHPeVqPkJWW/RabshsI6qgDvDX8rGduGRl8R987IkD0NfaZUfrDBA3PeLbrvlzI8GfbSEH6KKzDnv0iQygdxbk1HjQ4Dxd27V/kaOPDrBNUWFbLb7tmlvTt0/LbMse0WyUyx55IW/5tLj26Ju6fXv95gA9YJ+vi2xdt9G2G1lzpWKf8KiDZm+76tmGvYJ9ur4SPALR/NYyB0g3r+YAcVLULY/qQeOfeP/30Su++Rv1oz/yQ3rVy1+mp3/Mn9G7PfGdchD5kN70ul/XtQd+r+pu9arlpQvb2t+7qQfvf4uO8iLYd1Z6MlkMeUDZrGV+1I/5efwQmIHMZ9BBvkG8Jy9Vly7fpe/7+/9A/9dP/pS6PCjJXV5Q5quXqiFel6nlnUpZ+tWWlylcvqNh18xvCWOnpSS0Jqn9mnorQ75Vn2ZHCdpch153ZI85sTfbVne8D1Kiu5MXYl4I9ftw4Y/9AZ/QuLQtclPGZATcEV7xhvqixz/ffo93f/foL1RfIjKAtsWeZVv27YFH1jJli829gJf+MT6S02h661x4xMMG2k6WZ8ZuXf/R0uSGP+71T37yk+te2u5Z9u3bZY+yFsd2I2t/0N/8cy6Y+KdssE9023jbI4/5cN999+nChQt5EZ81k7e5pL8Yd+5D0PZJv9H2s47tMQ/46FPeCRyyMpaSxd++29s/0DwHj4vUj1IO3URD6bVQr4McTL3ht39PP/5//oS++/v+ob7+m16mv/IFL9BzPv/5FdDPe8EX6wu+6K9WfOEX/zU9+698vj7nOZ+vZz/neRWf/XnPFXjW5zxHz/rsz9UP/tAPJe5+PQClL8kZtPa2vrdP2q1cjHGKug9RgqZ7tkR2Pob6nMZYT3Jghk/mkW190Ad9kJ7ylKfUMTzMgSTjSn+Tl7K+iBG1893+QXEH5XnEGakEDJ2f9WOHdwpSqvmxlHJUNmKQi4JO+4czcbA8hLGb8b94+bJe9d3frR/79/9B3Be2L1yov13Pb6zR/kUOI/p+Ep8W/zJkMp1Evq9hudCFrS3tXr+uF3zBF+jpH/ux+YLsIe3nizAOH23X/oyhDnNYuUg/QtsW1yT3HQ7s+B+UsMfYIx/Z7cB43Yh/Dkr/9t/53zLXnlfn5OdlXj7jWZ+rz3j2X9EzK56T8jn6zGd/Xp13z3r25wo8M3PwM4Jnfvbn6ZkpR/pzK/2Z0Xl25utnfe5z9NwveL5e+q0v12t+47XazT1zOVhHs3lakHmpIvpuSL4V8tjLy0FX0xcDzUjfDrURtSLm0nj/pF4Fb9MP5iH7w/gngQ508dJllX6qBx+6qoMcQO5cukt8YTCUia7mMPJ/5suBf/gDP6i//eUv1Oc89wv0jGd+lj79sz5Hn531ybr9q3/zy/RlX/lVetGLv15/9+tfoq99yUv1VV/7DZX31/7W3xFr+nOf94XV5i/95Wfqkz75L+if/JMf1MPXrkvucjh7SRcvXkr7Ol1P25VG+xgcQiqXw1zmMIs19da23h4taDewx7o9lnG/+tinefZYty37NDCyTbGC7dwzlysgIGbD8vhgkJI1Ad+22Mca4CMHOr5sp3/yzNd1apftymNe2F7lp1z4BfbIhwa2I1W1I57tWueH7cq3vfJlW1wFUGOtAAAQAElEQVT2WEID27foZIhEDPKntI2qwqwlv53X931ta8u5CvLDdvUHnzGm7eTH+sYGPrxZvviGPg/26CPuEnK4LchzHfaJHbb2WLdNdeXH9qp/tHbZXuVOzrSfXOkDAA2gMbNP9G3DWs0XbGHQB62t3GtZr7bz7H1Qn8HwZbv2Jf1jj/Ou2ZAHfceeCE185UIXGnv46FBSJyagTv/CIx942Niu8eArl+3aN8jg2a79AA2iUj+2a8mPYRiqj0YTh3joEwvQBnw2GaU9xkLGmQV5r/PRX8+z+YNPLPskB/rAdu1zbAD6toUMfQCvgbrtOv5au/CPTsuF/G2v+gVV29XOHnOwXfvJPimVyx7rIVfy5reV9qhjG7WqB2GPdejzQI4AGW2kz0HzCx95A3V79AmPOrBHHjSwvcqh6VG2foFuaLzSiCZojkgGrPPXaXvsWHjY3A74AE2OfgOx4VOHpjwL5HdC00fHNkXtBHukYdgjbbvK1nnQgBwZDGAbVgUDY491cgTEtL1aPLarX9viQk5pe8WHh63takc86s2/PU54NgkWlO26uaDXYFtc+KIE2CO3vYoFDx/4so1aBXqgVvLDdv0159Zm8mHRRFQXH/YsSHjI4DeQA7wmO1sOxzdX7MmHGNhgz693cwOa5waCD9u1T+xxTuELKFezCVnbR/72id5hviEhhj32H+1Gh39idXBwUP0SH14rya2+LBx/u0SMBvSIRfyWG3XoBtvVL21qPOybDSUv6myQtBWftlVcahvqiOTluZZS3aCwD1k/0IAKtpQtDmWT0R5iwUMHXds1BnVgj3V7LOFhD5qdbdirPJAB5PQtQnwD+ACa9kOfB2zg2171le06p5tP7LV2ob9WrSRxbJ9qE3qA/Cjt03L7pI68AYeNbiW8O6HpEQs92xQ1n5ZbZRz/QP+YrIU96sNvqIL8sEdZyDt+sFtXaPWsAj3m7ru0OLipw5tXtVXyoHW0p4fe8ibtTK2n/ZkP03d+28v0/X/vu/RtL3uJnvWMT9UTHnu35ntXtX/t/npgOc+h4/bmhi5fvKAJD7Q51OyKBBZ5ySMGqA//vAhIsk4ul04382LiPEwq8/s7v/t7xG+HXLpyt+ROvFgtVVLiZUQEGqQ631L8gX5sy/YdY7b+beWdlM/TOcs7W7dP4jOvbKuUUh+C0LUtHjLhUdc51+34Z1XRA7bFwxr0WZ2xXkdkJNd+LnMowG/j8U+mM2B1/TIX2GfZ39ZUb0uebUeXeUYu7F22zx0P8mxojukr0Oq/HyX+Wn733HNPbR88ciT+o41hu46hcmFnW+f5sK31Cx36AR40sS9evFj7xD6ti85bC3wzVtiRVyvt0bedNZl7UZMhB9QB9G0RF9dySLDPfbafaHvngja3d6SuF4cYmxcu1t+Wes3rf0v/8t/8mL7uG18mDhjBN33rt+lHf+w/6NW/9hv6td98vV6fg8nfe/Cqru0eaP9oqdmyaD50mmxeUNnYliebWuQQ5Ggo2p8Punk41439Q73l/gdE+5iLPAvQf13mFyB/AM92XV+2xcU9qJQCeS6wO1dwhjlkvwT2iX9if+iHfmiNVxKOZ52+7+ozlT3qsa6yW5/x9odftX2cRNsPWrnMnIyongYtQyzrHj7JF9N7R3PNM177R0tduutu/dAP/4j+2Q/9sPhtx9l8oaOjWdZGly+0tkW/81xG38/mRzqaHWhjs5dz75pMOt24fk2f+emfrs/4S5+mvWvXNM1Ybk2nUg7j9vf3ax9ubG1mfixUJr10nC5jTL9fvXpVR3mu49liOJ7XdyrJA91FmsRvKP7eAw/rgWu7euD6vh4Mrh8sNWKhGwdz3TyYVezuH+lmsJt5uJd27x8NmZeqOFhI4HBhHWSuuptqllPEg6OFplkf081tTbe2VfpJ8u/EPXJIQ4bcJ+VOogzSZPFPxDvWU8lcdZGDevDocR4N0X6bPzFkf+gnEzl+r12/oWvXb4rfSLx05V5dunKfjhZF//knflJf/qKv0Wd+9nNyOPtF+rpv+hb9m3/34/rlX3+trrJeZ0st3GtIO9VvCHiyqX5zR2W6VevwoPnbpwB6WSY6SP9t71zSXVfu0VG+oNjd3Rcgn630UVKsH8YQItOkzgXuRcvFHNYdYVu2VdJ/ttUu5gugbo9821XXHktkxAXQwHb1hT+ADGjtsr2q0b/IbVe7LvPZdtIfRHxkrYRWLts1D/yn+jZ9bD8qO2I2nGdADrZrPshtU9S6PdLNnrIK+ZG1p0xOeKwv9mh81bbm3RAV6l0p1Rd6QxZhk9c6PqJou+rYVueSlXFSp3+xAVq77FFn3c+auPY/9SG5OESJPvm0d7SwFKU6RlW+nmfysl33oqqXH8RvSLXmy1jDs0dd+sH2SjadTqv/9RwbTWm7Pgc2Pe5v7J20GV98wYl/6g3UGxqv+bJNajUm+/As79+UMGk7JbqAOjGQExdAwycfxhM5uoCYyAE0vmzX/Z48Gg9+04dvn6wFZPjEP32HXotju/YbOvAp0cUvfijh2aMe9sgpbdc2r+vRjgbsmk942FDCWwd6wB5j2BZ69uh/PQflIp7tTKPh1HMleWGHb0p71MEexLS2FRk6AB6wx9jIbK/i2xZX49vn19HBHyAW5TqPOmg82gDd/GLDGKNje5WnbdROAR3QmLarfqsjK1QgQKMpgT12DDRoOvatjpCvwz6tY5+uN13blcQ3qJX8sG/l2141AF1Ah1AC+2Sht0lku06+Jo/rWqdjG892HUhsgG21y3aV2SMPG2CP/OaHAcKW0h5jIqNOjix26ky+jY0NoUvddp2gDGrTscd2sPiUy3bNAV/Adu0He7QlH+WiBMSjDEssZmJi1wAfOXo81BGXOrBdY0GTEy/Cdh6k8pLBgx1585uJ+FUufNiuNsplW10ptW6p0tyIFnkQpb1s+GFXOb6IQR2aPG3XxUosNlvbiFewXdsOgxzpI9v1m3Hagk37pxn4RKfmGANuMl0p1b4rydGlbpARVZ7telPBDtBG24jrGOGrAaZtoQda39oWceyxVK5qw9Nk6Diq84+cQLO1XXNABT59RWl7pY8f26hU2K7tZvzW9W2LfGwn3HAKyoUffFM2PdvVZr1uj7Fs19zWZdDkblvrFz5b3XbNnTr69qjbdGyvcmv5tBIdgO1ZwAdn+a1uu+bb6q3E5nZoOq203chVjvYJD6F9Um9+4QPbNQf41EGjWwnvkdB0KcFp/UE3rj6sIS9yOxsTbW10mnipXkt1Q96CFoe6/tADOaS8rD/3CR+nF7/oK/QPvvc79dJv+Fp98tM/Vndd2NKwONLh/q6OAvO3JZ0IseV/fjE7OshclkpY5qGLMjj5OHOmE7/JcZiXzLvuvlv/42d/Tv/+P/y4un6qxeAs/aKTFyzqFi9QcadBf7CX7VVA+4SmXxtWCm8FgS3qrYReh+06F9Z50Pa43zQ71vB8Pq+6HEKxZtBrsE/7aXZNfl7JerItdLu8/DQd+Gf9N9lYMjpD7JZ63OMeK/QTXY7QHvMeK2Hc4WNbtkf7lOQB2Ospm6ntRt5S2ieydZt1+hajR8mgz21rMpnU3zrErPULY0H9kUAewHZtK/qtTtnqlOuARg6gW1zuufC4/8B/e4Af2xnHYZUbY0ksZLfzjQy928kbf2NzQ31epPYPD/TQtet1ze9cupzDmUP97M+/Wl/14q/Tl3zp39Lf+LIv1z/+Zz+s33nzQ7pw173auZwvQtTVQ4uSQwoOKyZbF9RNt+UcXnCYAQ6zjTUcLa15bCpyOLnIztRPpvUezDgyvwH0UQ6hptNpS3PVdnscI8aWPkCBtoJGUz5aEINnDvpqMpnUXODx2488j+AnISnqGiAuusTuCjtrFf2R+GF7lccQKqs/e/Tpn/ydhspxfgazRY7N+Ke5pdfFu67of/zcz+vbvuNVOsphQqn3AGmRZ59+Mo4F4zJJP21sTOuzy3Q6yTPYkYblXDdvXNOf/hMfrC9+wfPVJ/I8Xy5P00d9V7Tktya7TtM8Ox/OjnQQ9PGx4AAheTPmjOHDDz9cx3oZPnU9wjXNHOk5CJS1kfl3OQdvzLu5J+p3LmvuqWahqYOFey3dBckp5aKij15fD+E4VMPe/YayMNRNN7Wxc1Hqeg0ldslnCdLBR/U3ICXuh+mitNgVualWHvfIeZ6bHbsh+cVMTn8MEL9PwB9/+7FLH1y6fEUlY+PQb/rdN+uf/LN/rk/7jM/U3/yyr9AP/8sfFf8EfZ6R6TZ25KzZkrbt5VCV9Um7Vdu8Uddvly8NWM+sa2hnTQN00GUt78ewJNb+waFmaSfjMM2B9jxzB9B+u6xa6jTcqYGhHvyHkfqdPrZlj2h6Qxw3NJ59Wqfxz5a2K8t29dv8tLIK88Me5fZYllLUdZ0oQVTqx/aKZ1vMW4A/5TrPBhk6i6wJaEC9gTqIef3YYw7wgH26jh2+KJFXo/ygnqK282xpu+at9KVyYdeQav0UdFzU9329v9IW5cIv74Gs6SETv9lRKvWVPGuYvYL+QkaOIC5qXyKjDrAB6K3DHttqjyW2wDbFKZBvZaxPq7TPtpCRh31iZzvNH1YgfkPLgTp0s7Vd+9MeS3IH6DTYru2jv2xrOp3my5utyuNdj/sKfmk/QE+54AHbVReZctljrJA1dtOf51kTHrlRUsc/8s2sQ9ByQo4eY0kJH33bNRY2tsWFnDqwrfU6PAAPcD8gZgN+kQPlou0pco/Il1zJF31AO8kFfWhK9AA0PGhi2K7tpo6MEj729H3Tpb6xsVHnKnrkhAwaG3v0Y5tqBX7OypsNbUCOIjrAdu0Pe5w79okv5A3KZVv4AvDDOvWxvfKlXPboyx7LsOrH9qr9lbH2gzYyjq0fiNXEtitp+1QccgHKZY86IW/52K5x7duXWVcnwnUPBADwbK8SsE9o5UKnIdVbAjZZK8/qtAGCjw6lfZITPAB/HfAAPEoAjT8ATWcyCZABaGTQyOwxTqvDa4CHD2C7th9bYFtc6NiubaYO4AFo2/UwzXbdhImPfwYbHdt180IXNBly6uhDw2/68O0xpu26MJvMdp2wTCgmFsAHNugAaIBPfPPNBnzbsCtoIzxkLEgWJgJsKJE3wIMmju26UbPxYWOP7WbDAJlsdbPCBqCjXNDAdpU3X/Dwbbv2E3Xysl3HAz3yQwcZ7ebwERoe/tEfciOjrTq+ulLUla5uNLbV5cHAHmMol+06pvjGPqxat0c+dfjEwZZY9iijjbbVlcSIX3TqH3rlRiZVP9gC5TplGxvb4Y4fe8yp+kgb4DZ9aHy0OjrUAbIG+GCdb7vmYY/+my6l7dq3+G1QLuyBPdqGVeda07ENawXbNQb9DsjBtugvoFzwbYc6/2OP+REXNC3b1bc9yu2x3nTssY6+PdL2LWX10WxaiU2DPdq0eivRpT3UbVOcmp8wbNd+RBc0fWgdX/Zoe1w9t0AfrAtt19yZaxcvv5B2vwAAEABJREFU7mhrc1r/RwD7N29qkW81J31RXo+0d+O6NjrXw8iSFzzod33nd9Kf+8Sn62te9JX6wX/8/frC5z5HT3mPJ+voYFfDfKaNSZfDyD0t84J3z5Ured/kaWyE83qk44ucwDwvCxubW5rkZWR3/7D+FtS//jf/Vm9442/JpYtFiQWWVpKu/RRCUnhxi487QW/nZSdufNhjGfId8qEN5zm2LdtVZI9lrRz/YI+a58EK+y77BSVzhW+3qR+rvV0FfvCJb9t1XlKHr0e4sOFvCKLbbCjb/+3yEcxr2/EB2CvssQ/wZ49082GfrsPHjtI+kdmufuG/vbBdXbR7FjkC2miPsqpwmx828/jkJWRdzR7t19tg+1TuxCGefeKHf2YF3/a6u7eJxje+yIG5Zo9xGr85RQ5tn8RsPPi3A2ucQyAOMO66cnfdB37xl35VL3/ld+p5X/gC/fD/50f1mte9UduXrui+x7+LOIzYy8EDBxAcUBzOBh3NVX+Dbr4smg1FyOohYw4b1U2lMtUQuN9MdVuTHIBMc1g03djWUb74IE/a1l5WbIs1VXI/bXlDo2e7spDbI10Zb+MP5vGwWKrvuopF1vLlHMDy27TEJA79D6DJAX7nIicmSPGH+rEt26scsi1LVG9BJOEldaE+yDmI6+rYlX5Dv/HaN+irX/z1Gc9Bu3sHytmkNre21U9yKBUDnidta2NjKv7pdZ/7lD2I/xHLfHag93z3J+urXvgVKlpqOwfbk2Id7O5qfngk5WCC8V3k0OUgB5OKbJa+pl/rGOT5Cvrq1av1GeMoB9B2ktWdL/TQ4BAswygOF/ePljpaxLbfkHJf02RLoOQQjXaOmKpMmJscLPZSl7KbaChB5ix/eiAKAvMh7TicqaCTPpNL7ovSPG0ZEpw5AULKNkXK6ES4TLsd/QXJySpd0TLPgujbo67exivuZZd6zz7IOpqnD6eb2/pvP/lT+vIXfpW+4kV/V6/JmPJbyZPNC9q6eEUla662rZ+KA8WtnUva2NpRn35y2r9UEYfSB1nUewdH9Z/nH84WmSMSMjC4U4n9JM8NXT/JXFjmuUBycunSdyV+uq7XPIeS8CKR5OgM4nJohzSVlBSPBna1WKnShw2NaY86Z/lN3viMAWj19bLpUpZSZJ/2iS6yBtundJpf203ltqXtlW1TskcesYlFCfAL7FHOWrLHfkUPe/S6rqs+7RMZcoAOsEcf+ZlnRFVkgPIZBwQ/NlKpTvYUfGyr+ScXcsAv+vArMg9sx270pVzopFh90quZadEJx/YqX9vhnP7YJzzbVRcN2yKubXGRTxoAKec/ZOTjylE4QXTtsV/I3bZsVz/oA+UiX/y1El1o25GqngvM8qyOPrBHPjoNKPLlFrbkMc1B5GQyqbHwDR8dgA2l7SpvPu2xbjtNG2quzU+zabr4g0cs21l/cxEPNB5x16Fc2CNfB7yITuVCHdiufPSVixJ94rMfkwN1e8yZfkIW1fqZZ98HVNADtqtPe7RpOeJLaxd1AMsedanbrn1jG1HFWb7tqoMQGTEoqZMD/WS7ji28jY2Nqo+sAX3sADoN8BvdSnj2GNM+XTad9RL9s3V4DU1mP7KvpstzlT32EzzbtZ+VC78p6ge6AUZrL3SDPcZtdcroZSlHQAU0J62EZ4+G9ukSGXqUZ2GPusgb0LFNIdt1cOyxrMzjH/bIs8eGY38sWhXwgO3Kg4agZHCZsExcJrftGiuNrZsfeoA6sE21LlDsayU/kLW67drx8OyTvBggeOixKADx4SFjQTEx+ZtOLHxy2tvbEyXypocMUNfxZbvqNZ/4Jc46UMUGXwAaOe1vwB6cZ09eW1tbtV/IiXyxJ2cWUKvjm77EDzxKYtcyDy70IAd9xIAGCx4g5LwkHOWAZFY3M3yigx254pN45ArPdtWjL9BFhzjoYAeowycnHmqRoX9he6f+Fgs0emzeG9m00etKkfIwx8sCeREPHXzZ43gSnz4AyPGLHNiWPQI+tuiAZR4kV+DhEKRP0BuIGTqTa2Vvj37sMS56xAC0iz5pIE6D7dUcVC749BHtww4/IKL6gQa1kh+2V/Zn/aPXoOPLdtWHTyygXLYFTX8RF9gnbbJHGj790xDTOs+IDQ3fHnXt80tiA/Qb7BPdxrtdaZ/o2iN9VvdO/mmDPdrZrqboA/oABjQlaLTtVd81Xiv1VlzYNJxnxv8Vj35kHmzmgZ58h8w/ygs723Ke/vin1PxfLcHsYF9D5uvFnR290+Mfqxd84fPq/7zmm7/xG/RBH/B+2t+9oS5LZXtrQzeuX632jg+glCPGTIYUzrraOzjIy4WybqfayAvML7z61fqVX/t1be1ciAWWJ1A8jr0IpT+Qy24RH304+vzRa59oNjtKYI+x7dNlsyjpP/Yb6uxbtuuDn+26xvCB7O0BMfADbK/mJXyyOgvlgpei5sCfkZhM+kp3XckD1rzu511eVNB5NCB2SVvRbXSrwzsP6J3l25btyj5PXgVvxQ/a0PywnqEBNPvqI7myx1zQxw5gY7vm2erwzgNyckDGOsbPJC8ZlAD+2wN8EwNA4wvaHucX9bcVrP9BzjPKQtONLR3lfv8j/+p/1xd9yV/Td3/v9+kwJ1CbOxc13dwRhxaH86U4jOHghkMIvrBw6VRy2ADkHK4MyoHEUJFbZ1idlHkz2HWPmWXv4jfHDnIotX9wKOy6zEPb4n7PWuIAlz48zEGVbdkj1tvZ+pa+WOe/tTT3febJRl428Lm/v6crd92ljclU0zx7kBvyuob6XpVOe9Elv7c23u+3vu1zXdrhryHDkr1cJ4hYxWIc+Q2/qzdu6ttf9V167evfoN+7/wHtXLxcx2Y/h1DM6wyCnHGk/UcZlxvXruWLs404XGj35jVdvrCjL37BF+qPPeGdde+Vu3T94YdU8ty0SR/aWi7m4j7Gsydje+HiRe2lr0mePradR6yh/j1Q6sSkRH4n8Awzzpepuj5zzSVl6Mm0HqQtBmfeBSkX6YRlnDEvGwbiNsjpD6vJ0GW+phlS/G5sbtYc+fLGGrS9RR2tiFNPZwiYvg3Fp81P5suKHh3K8YnO2w7XdXb95q42trZ1/cZuxvA79Ve/9G/pP/2X/6q77rlP3TTvBjlcXLrTfg4Vj3IQ6hwQKvWDHKoe5KAX7GdMj3IwQGsK8zzj1gdd9rJWKuM/z7PJLGuYkn5a5AdreJL+Zl3zd2Rpz5T1lHbaY2e0ttNNcGzLNqp3RLNr5bqybbV+PSunjsz2Kg68dSBfr6/7brTtSqLHnATNDsE6TR2gazvdVdT00dPxZbvKuq4T4D4KbNdc7VEOD1+UABrYox4+4QN75OGvAT76Z6Fc8FKsPrWe9eFjju2aIzGWjPdsXvsan+wBpZSaa7WTqi581jZl51G+YE5lztgWtuRmu64jfFOH32CPerbFhf87Abt1PXzGec2tOHtB+tiOr8xF9LoSXhBOHRvsyYGcATQ8dIlL3R7zhYcMQDO2tBes65FDg+3cX2erexu206wrYuHjkHWXNYg+dQDNfRAZdQCPva7lhB9oYLu2Fz17pNG9efPmit/syRk9cmbfJA66yPFFiQ48AG+9Dg+gh4y2cP6wmb2x5WS7zmvaiC26toUOaHrYNygXfPoRYAuafcQZ1qECfw322F7k8MgNG9vCHr496timWn0QF30ATWz07eypme8obmQPo0RGTrbrGsA/dsgosYe2vepveADbs7BHPdurXNAF+KE8D8ga7NEHOZMbII7tqtLs4dtjHAToNF7LvelSomO7tgNdeA3og1anzD1+HBQ6hc5HAScYt0AoAtu1A3kIANigZxuT2hnYrwN5A0r4AU0Hnu2aMDQyAG27TkTlIhZAhj86DkQk6gAZsEd/9slkIB45A2j0aG+ztw1Z86DdAB175FdhfmALQlZdFiB5EZ98sGsyFhfgwfjq1at1E0EOzx43FnvsU/yQG76wxx9goduuh3jo2KM+OTDBiYkNbSEOfBY0fOybDXXbNWd8UicO+sAeFxxtZuMiF9v1ZRjfLQa6AD3saQ915PCg0UfW8rvr8mVdzAMjMnwTG5mdtuSlxblxccOZ5MG8L52giyww5IEHXn2g7yf1mzZ+y3GWFxDKjUkeFl2ErT2+hBCDNl68cKH2WyamuJnYY/tti4s82UTpN2zIC3THNx146JA3fYlsHeiV+EJW6dyYqNtW5ZWubmL8dgR9w1jgq4t/5I1HqVyUAPk0NxnaEHb1QX9hQz7ND3XkADvbdb3Ap44uJf4AsQFy2/UGCt92umioaxs5UC7btR34gIcd+soFz3aV25ZtccFfB+2wXX0zRxrQxRe68PAPD0DDR97q8KBt11yR2+OcRYYP8rNd5yx9ZI80MnSwAfihhEcMYJ/kDx8bYLv2qe3aX8iIw9gwF/CjXLZXfQEP25YD+ui2OMi1dlEHa6xK2mNOtbL2A13AP93q+6mWgzXLyz0P84PSPyrpI2m5HCRnFQXEJmfKastDXcSLo0PtbE71SZ/wcXrlK15efwPlSU98gg72bmZNEX+prliHhwfCtmSOM69sx/8ycWf10H/GA+Yg8WIx3djUf84LTH1hi95R1jipKNdiOY/dQn1HXmE8wmeZPIE9jjW5l+QAoB/B/BaxbdknoC2MFSAOPu1Rvk6vO0IPYLPObzR2DfSZ7YzHUOM2HUrawBxhv6YOjV2zYc7AB7Ypqh90qNgjD/pOoI1Nji0g9jIPSrgA1G0nRynDXdXZl9HZyRc75NZPuqytWXTGsRCDOlTV2/4gFn1Fm6BRJBY8QB0gA9AN9thv6K3LGo0fdG3XnKAb0AGtTmmPevZJiW/bdW2zx9JX5GqPPOzuhGbPWJGPPeZMbLBuSx19AI3MHnOhf1mftoUcf8jfXrQ5Sm60jbj22DbbK/e0mQo6tmt/8gzQ7O0xL3JrezrvZGBr+0L9jbev+dqv14v+7tfojb/9O7r3sY/X4L7+U2z+SfY8mwG/FdVNpvXQQ9mTyIl2D8uFGkKoywQEKerB0zIvoXxpApyAtlQi7HNgNJn0dezIlTaUUmhGvgyZ1Bc32rs83kOQUV9k3rf+tV314QPbte22RR0bYDsxS4V9oqNc6M1mR8ljLuZQn7w2Nqbi5RnbIesEnahKocnHds3RdmWf9wMb0GTYTSYTkf80zweNT2l7lbd9K938kI9tOYB3HvC3zqev+G1DuajL4dIs+/mgxCi99vIctrG1pVd99/fqX/8fP6ZJDqIv5PBxHp1l7kv4kj0eDGZshoy1Mh53Xb6kmzmEHBZHmh/u1S/CnvbRf0Z7+QKMPwnCb/U7R38alrIGdV0JOZa267M0fQAO8xLOi+kyfkti2K5h7/Sjta/Psxj/bHsy6ZPWMnPmSENiKjFDpBhSLNeQevIaMg+FXkryI2KmZN07CW/DVc07pKbxf5R7aJ/8umysA/fBxazeY0v89V3RxqQTNPM9yWiIf+6uN/cAABAASURBVNqN/ebmRsZ9nvvwYZ1jy7TV9p2auJKVxJxnDU0yd6Bns1l8D1W+SP6ln+jm7r6+9hu+Ua/49lfpMGN36a576oHjULp8sbDUxtaOnOdzxr6kXMa8dMk3vvvM965L5hnbRQ6KlynJHXDYOsvaAMiclEs6ihI95pbtNHcp2yql1Gf2WXJkbIfkZ7vKdHzR9gZ7lNmuUttV13atn/fDdtVBRnxiEqf5hA+vS/vgIYNnm2LVd+jQp/gA1AFK2ADbNRZ+Ftl3ADQ69iiDBtg2oEMf4Nce+wceerYpMh8Wtd/gA+IhoCQO9rZzz55XXXKlT23XnDZyQIKd7drv9qjLXootspYPfWFbXPCJsQ7b1Wd+qoRGDzm65DJkvvIOhj/4yKFpH/rslaxjgL5t9aWrPifZc+w842ZOkBu29tgn+LK9yp86MSltC//KBQ/gG9ijDLrp2s56Hec0OSnXMu+frB1s4aFLDvQPddoQtdq/zRc84gI7PbIG7Jtel/llj+0gBjJs7dEGGuAH3RYHXfKxRz3GlX+lwnMkMvS2t7fr/YU8Gw89e+xH7PGLjBjY2GOfwMNuZ2enzi/b1RdzBxt00WGssCU39KnbY3uoEw9d2kWbiWm7jhU0OvAp8cN8RJf3cfxDI8cPMntsLzQ8ZMqFL0AdO/wBaPJFlxLYo4+Y1blFXGzRJR51gBzAwy861CnRpc30OSV+4fGLZeiQH3rXr1+v/QfdgD+AHiX2lNTxA6DRt8e+hCYHYgBobAB1SnLGF7bUKe2xrfZJ2fTskbfuy3YdG/ukZExbDPySCyWxaKc96lIHtuv+iA669hhHa5c98silNOcMEhMMJxiTGLI1u1tIe3Rk31o2ZfwAkoFnuzaSOIBYwB75JKVc8NZt7JMYEa8+tlc0Ng0wba8mAHzbdYOhrQw08VtuyIlHHUDDA9TpC3jkh53t2tHKBR85eujbo4xFgH6DPeaKDjboN1kr7VEHOYBPrsAeZfbon5j2SKPXxg8+MXgos13bvJ4zfpHb4w0HfXJRLvoGoJ9qXaTQgByIY3scwzwsbE431JUibjDKw0KfTZUbzexopt3dXc3y7Qy+7dHGHvMlvvIUwyQmnm2RF7oNrf+Uq+qnJD65UKa6eljBBh45AnLBvvZYHpbQxQcxKG0LP9ixcQP41OlH+g5ddGzXG0zrJ/jo0WbbouQGyss6PpSr3bhof6r1tyFoJ7bkRWm79iN52zXT2gfE4SbH4kePWABauWzXcQm5erhAto6WR+2LKLY6Jb4oiUsZcfVH3TbVmkfTs13zVK4WI2Tl0RbyRRcZ/taBT2C7xsAONB3b1U/TUa4mwx99xhiEvcoJvu2VHbbnwR5j2qdLHV/2OK74g2W7+rRPytY2ctLxBU17kUEfs2thnx/rrN7ZejW+zQ979HmrOHMvskFZfy5aBgNQ+BUlJo12aOW1aiypIDna39OFram2pn0O9+d65jP+kr7pG79eH/QBH5C1e6AhL0lZ3tqYTjLXZmK8bYv+ZlymeRHePziQHW9ZZ/M8ZMtFr3vD63Vzb1fQjgMQsdo15OVKWf8n2TTJ6dIeNYbsLfQ5YwXQskcZ9NsK2oFtn4dc5hp080/MBvhnYT9yfPt8HXzhm/IPG2SY0dOIMRt4I6XwAaMHjumMh/7/1zukB/4w5sV6zEZTssYpbcu2WC+sD/Y+aLnkoGKmF3711+jf/rv/kC8gJH7LcTE4B43SfY95nN7wxjfp4qXLupwvIq9evVr9cL/MjVM72Xv6ziHnFRzOTFLPblb/DETJPgEP9EWibLCWunnjRvXHcwR5AV5gAC9Qehsv2vxoTG0nvgKLK9VK29SH7KkSlHI5u6+CVoaVzxD8Uf1Yy+zRHQdOKfscVB0cHKl0E/WTaQ6t9nTf4x6j7/rev1/Hvs+zIIdZfBE2j/4kB159wLMMz1ccRm3m0GPSdzrIfefuuy7p4fvfos/5rM/U0z7qIzUpziFcybPWTIv5UfqNvmmgj6ApQXo1c2yZgw3AvcEeX5ShmbfMUTTvBObwpYsXNMsXcWmtpplkgD9BMsxn6hNmEvRlyIGIlKlZ0SfXLvE8LOQcuNUydE7MBZ0bZ/Jfar1kTnuYizlNaQ4hczjX50BycXSQA9mrmueQcmPSqe8sfLXcljnY6/teIJLaJNpZiUf4YZ/0C6r0DfM7Q6RpDozlXl/+lS/Uf/mv/10XL9+V8Z1qY2u7/vPpo9lCWzmIODw+/GFMicv/QHJIu5d5PlhmrGjb1sZEgPUJbzE7rHXaM0l74KMHoPsi7ecZgb4fss6nk14bG9P6m048U+/l/YF8h/V7jcNJe2zLdiqP/nPKz5rZW8M/q9vqZ0t7zM12zZM+XwfzDqylcUfS9i1yOzM285/YtmsclGwL33WuhNbxhd4y+utovPUSGhNKAA3sMYZtqkLW2kQ8YEeWZcr4EQe57TG3jOOQSQcfW+g4qb5sqytl1JPCjpOU034i9Jd5rizRAYvQ8CbZWygb8GmPscgFzHPwDp++mOZZdSP7DzQ8ZM2WEh4lQLaILXSf/Y92QCcxTRN3I77s9H9yIR9szwN25JGmxHRYgbrtPFPPK/CNfePbYzuoI2tAp4G49AE6vCtyz4NHPOLSXmjbNe5ZH9jZpqj93nQrIz/Qx4892uObfgHQgBj0J7YgZtWXPfpFhg9kwHaVwwe8TwB8Eq+1DRr/2EIf5RyBNsKzLfjY265zHd+NB59+Ac2vji97bAtx8EvZbCmpE4PSdo0DX7nQt1334FTrl0GUt4M9trXJbVfSPinxCdMeedDEA8gogT3KyQsgA7Zrf9q3L/G5brNuh+xOIDawvVLDvgEmvhuovzUoGNpeDaJ9MkA657JPEjlHfIpl+7adg6I9xmp0a6g98mkk+TW5bcjVYmKi2K4xqiA/zupTb4i4flqd0nadZExaQA4N1MkBEIvSHvXtMce2odljHiwC7PGNjXLZXvVvk9ujvnLZI42d7XC0aiMxsQH2KINGt/knFnUWnO3Vhka96SLHMf4ANtTt0Sc0urSZknrzjy18gIy67domNoZ1PWQAXTbqtrmsdJR43ITyLWvjkcvZnPAB7Ojr5LJd4yIDyrVub1vcpPDHDcTEk0715zAMVacredhNHtjb43hWu7Wbin2ajzzuZJuiltjDp7Qd30VcQ2728NZlfQ5o+9KpyPkPrRG2K9H06Rs2T/qxiw1C23WuUqft9mhju/YJfNuyxzq2QLnIIUX94Js6PogH0x7tbFNd9Rdy29W/cmEHbFee7RrPHuv4tEeectkjbY9lWLd87FFmeyUjBnnCsF1j4RvY45iQGzqUABsArVzQ9onPsOrH9ipndAA2AAV7lBOr8aDpXwCNXpNBN9ijrT2W6JxF04Xf6NuV9ujHHkv0bFNULDOTlu7yKl7yansW6Sed6A5rdDWOxaWLO7r20IO69vCDuri9Vcs//pT31Iu+8sv1nu/+7prnxr/gJanvNOSFIyspYxG/eZjEB3sMDwZDKkNCLbO2+36i3/iN39T16xwOMNNLpBLr0slhLKtF+JQp7vCxx3jsJai1frNN9RHR9M9TRMY6sy3Gdpk1C9oY65zLfnRxMbUt25AiViX+yP0YH4zHtKDz4py5kTfpsFpdtZp3ZXHRoj+67SHDtw3rbbJp5dvm522xIjZotut04/1+l8QA+KUE63Tf92KPZT3YrnOZOmukn0y1kPXt3/Gd+tf/9t/qwavX5DLRxUt3qR1UPRzeYx/7WO3evBnc0MUL2zmTmanLgQ5feuxdf1jzg5sqyyOF0Gz/hvZvjDwvDzU7uFF56MwjA7O96zravaajvZvqu6K2L5Tcz3kes11fDmzTlHcw2L9G2OvxBo3VIfEHmfUU6vRnOF39Q6mRAzgTnM08WTPG12/czKHQdvp0Jv7Wb99P6/jee99j9W9/7Mf1T37wh/Q7v/fmKpvNl+onGzl8Xuow9w72VsZkmQO0Se4h+3t7WuY+MinWgzl8/LiP/ih93rM+S096wrvoMIdRXfj8TcjpdKJlDqWUfquppEw6fAKPe1FS5jZkezVHOehkfjJv21yO2qnPaf5Q72cH+7s6SPzZwZ74H7lt59Txrp2pNNsL9oN8GTdrONIyh2vL+aG6HCh2wyzlTH1WA7aTbJINXe7MoPdSXeTjQeayxpiUpbw40tak085Gr4s5jL+wOdWQA73Z4Z6mOaF78h97V3EQueAwtCsqaT3tszOjaPyplt1aoa2sVe5trBPq0PBK1otKr7///f9I//4//n/rgaO7idR1lZ7ksMZd0SwHMRweT3JA6ByyznNYuhF6h8PCnNBOnF1gcZj1eF03rz6g3WsPapjta7OXrj34Zt14+P7KO7h5VYd13Wb9sob3bmh7a0MbOczpMzdKxv4w7Z7Ff5e423keGTIHGlats1TnRPog3bFiP1piuEO/2XG+5si27NuDfgT4BGum1a7VbWeeZfxKRjC0HuVl3xq7mdqupO2Vb+UiD9srXklM5YLf0HJGZrvmCg26jH8DeiDmVccedakD/FHegkGylKnUVdhOLR/6Ps+IWdxVjr3tqkNstOA12Jnni6WoTyYTsa5TETnZlm1xIQfQ9siDXoftlT589Et4RVbnoq6ESt22VlfyJa8SOTFB6xt0qDfgDx5l49nJPz7gA2S2VX0mXtODr1y2ZXslty2us3Lq2OIH+byu0Tlkumeo+yH7BHL7tI+qlB/4SFH7ktI+nSv+m19K6tjYruMwzbqlThxK0HTwB91ktmu7bCOqMZHbXrW19SulPeqRv3KhC4iRav2s05WRH7ZX/rAlPjijW/sIf/aoT0z00WuwT2TK1fTRRYcDX8qI6scec6Ziu7b3PLrxKMnNHnXxjz/8t1zQabBHPdurNtrW7S7bqxzQwT8gBrANewV4YMUIQR62azx71EcH4EvnXPao10ToNvpsWVjQtuuEoDOaUwKDswbUbdeG2aa6gn26ji/8A3zZXg08Mia17eqLJNeBU3vUhwa2KWqu2AN75CHAnhLYrn7tk8VCHshaO9G3XTu3DXrLkxKeji/qgCp2lLZvsVWuJg9Z29vq2OMTkAslbQDoAGzsk9zpI/j22Be2a0x8wcdWxxftAvABtrarFD1QK8c/0CGPtrGv+8QPQAd1ZAAaXsNRHjJti82Ib4r4zT/sJn1f/2kmNsQllyE3EuxB41FSRw9A45uS/mk0dUAd2K79QP7o2R7nRQ4PiZWOz1OKhEy5iIMdMRqPPKFpAw9n9ANyNhZ41GNaP9hCIMeG0nadY9ArnkZeV0qNjQ9ic0jDgeh0MlX79Xj6Chm+ge3aJvw14Ncefer4sl0pbCBs11i2ZVtctqsv5Woxms+w0j1D1bVdS3jnwR7lxGp+7BMe+TXYIx8/6NK/0OuwRx17LPGL3DZFzcUeaXwwLpS2602P8aYd2DHOyKAxbmWjW90e/cE/C3zZrv2BPkDH9ippI6pEAAAQAElEQVQX+/Y0ug22G7mybQz8glanPFuHdxb2iU9k9kk9IxhWctf5UPjrOE+Lv/l4910X5eVceZfQkBfF3RvX9H7v88f1+c97ri7sbGt/Ly9geYiir3hRsF0fcMifMWD8GWvbdc5N82Dy0MNXdTWHD9jYyXlQvUIlq0GOP+XlojLv8IMYtmW7frFCLNThA+g7oemsl9AAO/Ind8BcAvDt9BY5UjkHts/h3spatf9W0R8JTusHaTxoPKmHk/FpdVpru47DH4nE38FJ2H4HR/ij654xB6wF5i9rg9Ie+wQZaxzef/2J/6bv/J7v1faFS7rn3sdI/LZIP5VcAtULP/N8iTHJIQO/WdbngObyzpbe/DtvzCGFNc0BxkYOYx5z5aLe9ynvpo/8sD+lp3/Mn9EnPO0j9Wmf8sl6xl/8c/r0T/3z+ssB9Aqpf9RHfoS4x3K/Jq8uL8/tHsG9oyZwhx+2q9QeS3yAynyEH1jYlqNXUqYQpW3ZpqrsIimHgE/KtD0rK5XQ+fmH+iHFddySjFVKl313mXvvNIeKyr4v8Xcddy5c1m++9vV6+Su+Xb/75rfo8pV7tEiTZvlCl/6nDxl3xmA66cU/Py5SDoytjRy47d68Lv7Ux5d+yRfrj73LO2vveg6vs9+U7EMcUHZdpTSkv7IzpRx7LS4q4fSscwple/XsU/LMdeHCBRG3yzygrrWLnMAaqx5eX7v6sO6+cpcuXdjSModfe9cf0s2H36Kr9/+OhsObWq6wG/meFjkkmx/t1/Iwh2r1MDwHa+1wjfJw93oO267nUO5mcCOHq9d1lAP0oxy6rWMZX7tXH9TD979Z1x9+QNdDX3vwfm1Ne/E3md/rPd9dk66kzct6z6RveI5MszM2Xm/KubTt2kaE9Avtpyzpq66f6Of+1y/o7/3976/jd+Wee3U0W2iZfj2azYW8y3rmXzJNM4Z9VzQ7PNCFrU1NO+mh+39P++mr5eGudqZF7/3uf0yf+uc+UV/6xc/Xl33pl+hLnv88vewbv1bf/PVfo6//uy/UC//O36yy537Os/SXs6b//J99eubAu4h9YffmDQ0Z/z55EUuhqUuZVCQfJK1ag2OnT8J7pI99+z6yreEO93h825Z9gpL8gD3ysF8HNutg76S/0Wl8aAC/8R6ptMd4Tc8e67bVHc91e2wPfltccgX2qK9ctgUPKJft/Bw/tqvMdm03eer4skfecbUWzMWKvHet61ZhBor9sNL5gRyErL7tMV/q5AJsZ8iz4o/Hhecz5H3p6iFhLWlv9JB10BkTO3ZRxH8D/YA87Oxhcx3lXRXAh4fM8qq9HDJ2pcgON1Au2zWfapP2hCVoAA1sn7Jp8SkZB0qAbmujfWIDD9gnPPQBfGC75knOfd/XMbdd26Vc6DQZufEOe3h4GMn4sV3t0QNau1qOsIhJabu2ExrYXtkTBx+AMWCPJ6Z9kj86+EKGf9s1Z2yUC31sqQP0W2k7GqprEx/waTOwx7ywBfjGVwP1dVRH+YGfFKuP7VNj1gT2aT52tmvbdXyRj+3cCxc1x2P2qrBdaXssqdhexbMNq8L2yjd50w575Nmu/slBxxex6StAfyBrwBa0eiuPTWt86MantE9yQbYO+/YybAH6lA3UG87j2Sc+kWd/GBvJYJI8DeSBjhKF5ux25bpOoynxRYkf26vG4wd+k9uGVTu68WDYXg2MPdL2qKszlz3y7bFcFxOfgeKBmRIZ8SkZRGIy8GCdpg6aHrr4whY+JXU2NPqOOsAHwA455TrQWa9jC5rPJrO96jNsADLKhlYnN9t1MyI27bSdb6nzjW02cnwTAxk25GW7bjDI4OMTmg0DXfTw02TIG+A18E+V6VtyQI4Pbkj4gEZeZTl8xIbY1CmJYTsPt734lpx5Bw877AE0PNsUNWf8EAsf0Lbr5tbnZgQ/k0k8qazHgW8nVnSaHv7xgd55oP06vmzX+Wif5EFu+F35KJ24huWSouaEDGA1LIe6aZEzdijZruNsjyW6DV1yJQYgV0psAfbraDxKgG4DdWI1v7apppuG2qZayQ/0AH5tV5k96sIHtmu77HH+wGvArtGU1Neh48v2qs3keMxeFbZrbOXCT0PzFfbqY7vqrreNfgPwlAu7FLW90IA6YIybHnHIhxId29WGOnzGAEDDQwcfd4LtW8T2yHs09rcYHzPs0cdx9ZbiVunx09OaZlqXhzpVbG9MtZeXwst5gdvMAeKDD9yvj/+4j9V7vddTtMyh5GI2k2NLX9F2+iHVvFgeaWd7OzoL5dGtjoXtuk4feugh2VhJ/PQgFSs61sgOQ3e+6CMbfdf9jXFtFsga/baW7N/26J9xxY/tOu74B/BaCd1gu5G3LemvdaHttN2VdZ7PKvgD/nFeHufxWlp28mcw2WQb8/+hpZ22JHfaC0L+gX6I2bAeGN56/feVXnN2uzjwwZrqak3YFvf1t9z/QD18LBw45qBi/2imee7zN3ZvanN7S4vcB3fqFxi7+SJjS8o+0vEbYcNCD73l9/Ru7/ou+rA/+YF6wfM+T9//975LP/ojP1TLb3nJ1wl89ytfrm/4mhfpJS/+qlp+Y+iGynvxV+tTP+VT6hd67EnkyovXIi/DPE+cXXvIz4Pt89i1vecK1pgry2xlK3pN/v9cMq3Jic/h4ZEuX75S/8bnzs5FHR7Nc/+f6ObNPb3sW16h173+jXLp6rgv09jSdTo4OlSXl2SeCzemE81S35hMa3kh8+Jgb0/33nO3vvSv/1U99X3eOwd5+YIrc2Mrul2RnDmyu78r90XL7DPjIaRWVzJTOe7vSh8fGjAHLl++nPtLEXPARjqanZ3LI1fiWZC/H/7sZz1LL/m6r9W3vvQb9R0vf6n+3qteoe96xTfrpV/7VRXf/LVfrW/+uq+OztfoJTlQe8nXvVjfFLwqut/xrd+k7/jWb6749tDf/vJv1itf8VK9MrJvD//bU77y5S9L/WWq9fBeGR5xvuMV8F+amC/Td7ziW0adlN/xipfrVd/+bbrv7isa8uUgX9g5+y3I8Yzsk7a1tpxXdhkP+oL22659s8y65Fn7KF8K/NMf/Gea5x1h6aKHr93QQtHpJppMNnJvn2nOQWRxDo0nmh3sp98XylljPVzd2Sj60x/0fjlofK7+0fd9l37gH3xPDhq/Ul/8hX9FX/Ccz866/twcSH5CDhs/Wc9+5qdV3l//oi/QV/ztv64Xv+h/09d/zQv1T37g+/WXn/GpeYbY1NHBXg6JDiQtNeQAMumGPv1ZptkDCHtIrike9WdIO8HtDOw4jtAey3Vd6HVE7Y4f27IzWscxm+26Ebz1+nn0WZ2zdWwa77wSHuONHrBNUXOzXZ/TmB8N6DbwjIc9qEZnf6Rt9uivpFzXs11jZMoqg5nPsLK2R1nJul0xQ9jOz/HTKHJpz+jkw/tpl7nKvB4yj+1Rcz326GH8iZ590k70gO2aH/Qp5B0tyeaTVZb2EZsciIWvrnQiD2A7e2En2gFs6+yFb3jIgT3q4JM+X+eh1/jIALwG2zVn+6REx3bNoctaJ1/lgo9v/IGwqi068EHjtRxt13bbru/k9liyV4Bmiz/af5QDXXu0wV/TIQd08dtoe9SDR9ymT574AtAAHUAcYHvVz9TRUS5i4Md2akyzcczWbZsOCvABtO3q0x7zwie+7dN88sKGOAAaPeXCd4r6sV37lwo69kkdHrBNcQr4hIHPlgN129UfvhrgrwP+ev08Gr/wiQNsU63j3GSVcZsf58WwXXOzvbJqerZvkTUl241clYUkABwSbBOGOh1CuQ7bqwC210W30CSFD/xDA5Rs1wVjn7ZHDpTL9krHHmnys72Kf3YCKJc9ykPWDxsWk4g8ALkAhPgjHoAHoJFRUkenAT48ZNC264POWR550Y/TvMhjaxv1utmjSx4tp+aLEhllVc4P23kQmNT2wm/AHl3bVWY72qqTynbdPIiLDrrYVYUzP2yLb0nYSFo+2KDW8ofGHv66r8bjQX/Ipn2wf5CHhyOV+GQjQs7LADT9QT5nQYxlXhbAwM0kwbpS1JUT4C8No3GnUFucGwS5k5ft2u4ar5y+KdhVu/bVeg4JJ+YHeQBo+oFxA9C26zzEzh43K/jEpE8Aba03WiXFtIM6SLXOjy43ho3pRvVDvnyjTCzbQoZvYI/+dXzho/m3XfNHZLvakXOzsy0u2zUOfOUiT9vVFn9hreStDg+6gbo92kCvw3a1Vy5yA2ftaBPjANZl0DE79YEHYFICe4xtu7bTdl079Bl9T0zah39obJSrlSHrB1kl8uOsLKz6sU9iVUZ+NF1K4tgON2Ob+QaPiu1VP+j4ajKq0MA+sYVvWwD60YA24Kdh3ab5IcJpDHImZH1pSc6Vpn4KSzkP+Tvbm+I3Hnn4n/addnMIebC/p4sXdjJ35/rgD/7grKsudL7tyzpnrZJT6xfWLb/VG9dZpuMDQJtz165dW0+30k6iJVShDNKrqd35Y1fFulbRpC8o31qctaNOjrSFtUTddh1X2kBduVoZ8q3+4Nse8z9r/Pb4PevrD7pO7uDRjN8fdG5vT7yxTaMH+/xxG6XvuJ/rObzjotzq2b61vW2tU9rZSbKfNMuf+Zmf0S/84i+Jvxt3c3dfLp2yeNT1OayYL0IW7eWw6UL2kuV8rpKDBX7L+jCHSx/41PfV17zoK+uhyxc853P01Pd+T919cVt37WxWeH6oh9/yuzq8cU0HN6/pMKDcv3F1rO/yG2W7uu/ee7R7/LfiuGfTd+R6p3WnR3Hh51Go1T3PKNIvQ1ZDymqbsvKRnYM7yc5Rf8ewki/7dhoR/1RSVMZJdvPZUhnYPCfOcg+Q7r5yjzamW3rlK79L//k//xdtbe/k/jDRPM89G5tbuU8P+eL7UPxTaO7XjINy9bm3dNn0H37wQe3t3tAXfdEL9DEf9ZGa7e9rknAcPu7dvJkOXGpza1OHs0N1k171sCnylp3DcCocQIKBe1JiJ4R4Nrjvvvvqv7zhOQseYwGg11F5GSPuZ7McxL3LOz9en/T0j9fTn/bR+riP+gh9/Ed/hJ724R+iT/mzH1/xF2v59NBP11/4s59Y8ef/7CfoYz/qw6su+tDYfmzsn/aRH66nRfa0Yxoe+LiP/khVfMxYovdJH/+x+guf/In65E98uv7sJ358Lf/kB3+Arly6qCGHj/zWYbqupt91Rd1xhXtUZd7hR8mzNKC9XZ5DoW1nzHq94Q1v1E/8t/+uPoeNe/uHcuTpTk3yrDrLF47od6VoynrOITJ/t3GS2A898GY99r679Ve/6Pl61bd9q57/3M/V+//x96y/Ben5gQB/KuHmw/drONoT9OHNrNsbD2cdX611dMpyVv8G7H72gxvXrmo66epB5Ea+DF3kQLqOoTMlGo7bOeTpZrmij4nbFHaMH4XMHvXssaS/MFtmbt0J6DTYo22rU9qWfYJ1HmNB/U5oeazrwAPwWm6LvEfBTlsp5gAAEABJREFUsy3GDd8AftNBDrR2oWOf5GePdFOxT9cbv5WTySTjNql7fVdKY6/KGm9YVU/1hX3iGz1gu/qyI5NWbQlZ3y+Zl+h1LlW2zBderX2UtkWbGtBVLuo84wH6xx7vZbZXOUVtpOWVD3vUU65J39eYSnvwa7vW8a21y/Ype/t0DPJkr6IttsWFP/gNrY4eY0i9AR1o27JdY1EH9linnezBOr6QHZPVptHoQduufpTLdm2XchEbEDPVUx980nZKBLaFHoBH7vi3Rz7tZU3jDztk2KELD0DbrvGbXLngIwf4Zww3NjaEDnQDfu2xX2zXNtljXWuXfcLDNz4p7Vv5yDC1TVHbCMHcp7R9qk/h4auV0IB6A3VA3vCg7dEPNLDHum1UalzaT7/Sl4D2Ats1B3ss4QH8YGx71Re6zYUuWBfTdnjAHn3bXqnYJzRM26s49onMPqG1dhXb1YBklYtABA1ZG0TZYJ92YnulY4+07aZeS3w1VMbaD3ucmMhh26652KMPctHxBb0O2LYFDxrQBturnJqMQWPiM2DDMKxiEJcJYBvzakcd4AumPcbAB2g8SvyzANZ1sQW264SxXf2iD7ChtEc+9ug3H8jJixIgQx+ebcjaZtv1cBIGeSFHF2AHnwWCzPZqoSKDR0lM9O3RLzaNB910oPFPHbqBOn0K8JnEat/iE+ALPnrQABoePnoeeHKDx56DUMrKz0ZPv6CPH3jYkMNZXiZwwg61r5Gjiw6AbryuFNFK6uSAnA0Mv4BFTdnklNTRxQ+ABtDY0792vOaGhP6QttiWbVRO5UQ7AHb2KLfHEmX84qOBOnxs6AsAbZ/Y4Augh77t1cYNH9gjD5r2ANs1R2yIR6lctuv42Va70IdusdEF8AB+bVd/tqs9uoCcdebCtsWEtkdb1KgDaNsUtT0tBgzkABqs+4IGyBtsr3JDH9gnvKZ/lr9u3+LbJ3aNh906ml0rbVexfVLaviWnqnTOD/ys50i9qbkRp8pBlT8o5TAiB43Oy1ZZYSlo50lq98Z18Yfu+67k4X9L99x9JWPoasfff/xj7/pEcdmm0OxoloOEcT8hr1KsI14W+W2VZQ4pE6PlyN+NyutD7IYVcOMixUzQEdzxY7vKicUXGsxHANMeZdB3QsvnPJ03velN9cWV+Ypf28nLde2eN3/P83Ennj36Q+dOeSD/w8R6brejbf9hpvgOi22fbtd6+99hQc9xTFzQROt04/1+l/bYdtt13ttehSA+aGujlFJ1UOBg8cd+7N/Vg6abu3vq+qk2NrfVT6b1AOOIfaJ0dZ3v793UkIOUC/z22/5N/YkPfH+9+KtfWA97NopUchAxP9itB4scMkJ3w1ybOa2c5pRp6mUOqZbqtajlJPWNTtrInnMj+9d+DrHIjbwmeSHu8lzB/XyZ+zG8O8H2ncRvlYy+4nCseaR+JwdN704673jZsBZinYbtev89yOHUNIdU8xwqHx7O9O/+/X/UD/zAP9V0upm9c6HS9aGnmRtF2f41joUjm+fQclF9LHNvKNn0wSd+4ifo0//yMzQ7PNR4MJ2eyFjNcsg1z0F1l8PKyXSS4+qlct6omlVUpPojP50vz1KLwFKNQV+zfz/+8Y/XvffeW3kRnftBdxQM8T1oMZ/pV37llzVkHg45+F7k0GwZeJH8Dne1DBYVOUw7DCKbHe1rHij6w2xfIw60DA8sUi6ODjTiMGWQ++RiFh5AllKJub97TXs5aN+9flVgWBxp2pX0zZEWsRnSd13qixzKkTdtrsjcpYR3OyxyMNVlPTQ5bbetZfr7/84XCDf39nUzXx5MNzd14eIluXSapT/msZtOJnICJLQOD/a0tTGVsi4fe+/d9X8c9NzPe3bWoFTbm35p67KkTWBrUgRYx8jg0V8Njq8h+wL++6zlPuN+cLivw8ODGnd7Z6uW5ADBXJCSkMZrmdEbqUf+SbvP07od/6yufRJ3XWZb9gj49gl9p7rt43WiO17kB5oSdAO8UrKBQhzDdvVrW1zoUgLbNVdo+KDL3AD4OQvbt/jCpkG5sLGtEsC3xst2tYWn48v2Kj4sZLYhtcx8pE7FdrW1RxlzGDl5Amh4ymWPOiHP/TSfCG0TvwI+flr+9ihrevCJNctBvO2aD/pD8kQWbbUcdHzhExI56PMeCw9g24COHQ/HoA7Qo8SW2NzL2A+xgw+gm57tmpftmgv5YIe9Pcqo2679iy+ADx1f5Gi71vCLjyanRB9eAzr4xy/5QaPXgD60baELjXPos4A/neZ5IfsMfmzXsbFd20UMe/TTbJXLHnnklOrKxj6xt42o5gBh+5Qe/siN0naNZ7v2E36bjLyg4dmjD2wAMnvk2WOpXMhS1A80oHJeaY8xkdFeAE084trGtMI+oSvjzA/swDqbHIHt2hfIATqND30ebNc+Q2aboqLZU9o+pWOPdXss0alGxz9sH1Oq+RQmII22XTv/6OhILDq0mGCU58E+cWS7JmG7qtqudSr2SJsKTydrIDkWNCXi1iF21a4JMggNbVCoYwOwayW0fWILnwlO+5qM9tKuxoMP0AXQDdTJiXgsLOIjs13bhxxf9th36MED9CEvzOg32K4TndgtD+ypE8d2bTP2+AK26+ZS6TxwNT1saBsPvIvZyYMecvKkX3mAoLQtaGIqV5VnHEqxtvKt9UYeLLj5N8Bf5qFnlgdCDiZiHqsEzw0fGjllmPUhk5gbxxsJvOafHI8yn5Z5cIVvu84x+rK2J3Xa0JmHrUUetuYa8o2W8jUsNvO8xEzycEsbqSNDF15RfOUhidy7kj7KQ9NR8l3mIW3IgYuSK6AdlORMSR10XdFGvkGZ5EGXHAH9w3gwduQ46fMQnBvOkL4i/4auxDbt3dzcqA/X8JtOiazLTZ0Snp0842OevGzXmHwzRRzk9AP91QAP4NP5gZ/mL1Ut0+ZFHtLnuTFywFPr8I7RbNGlH7HvySexh+SBfibZ6oGB+M0GXduyHZU8nKfd5GVbyAC6zSbsqmtbXPABNpTEsz3qRIFxJCcwZJxBkdUAH6DX0Oqdixh3AI0tcUr8k9c6Wn/Zx7HPlMpljzJ80CbbdSyxtS0u2oAcQMMD0PCAPerCB/haBzx71LHHEl5DejrkuLbGn86LV9aDupSd5sMJFkOpvGWVQbvOcub1LaAD47m+qVEGwwqxO07l8uVLuvrQQ9rZ2dbe3q4efvhh7XBQcHCgixcu1PnKXLOtfMSYdl3Jlx+95nk56jvrMHZ95r24Mk7pSNEHrCcnY+fgQHnZgEZF0RncJfdSqwrlgMogKIccYTucaGS+zGZ5Ics6ov/x78xrRX5iE7MBDGn2CPJNMnHAZ/S9lJNVqfjt3/ld7R8cZpoN9Z+MitwiH+Kmn0yTlUMFvP3ABJHb4UVyx09U7PyIEuYpTn1wNcSXGoaRUr1SOS59nEWtnvtjjHGuqDGryonPkT0k8jCS+TnUGopEDCN1amPPOTXJtiTkjN1It6mWNCMJb62xg7DOj/qJLOXIy/6CQepv16fGGv3e4qcmNka7RVYZlu1K8eOEotZwYg91K7dx3o6yBU6Zz3GHjdFqPa7HcuSlWnvupAbnkXB7bfbQ09ZjNHjOPaDPemcd2ZZLL/ahG/tH+un/8T+1yL36QvaJae6j7B2TvEzcvHmzHkixP3ZZo33ptJn75e+86Y16p8c+Ri/4/Ofpg576frrx8EPa271Z72kbkW9vbeU5pc/9IJFzr1LFQkOeRRqWuc+RS13/UeOfgl+8eDGHnhPt7u2lXwaV7EXcv7vEjsqpD71Q4VPsWrHPYVbJ7X8s0z+g5UOp9ElFAg2Kz/gd4mKAPoZrGebq41AgRT5QPjO3h/BHM6RKW2G8Page44AShMyH1Z0in7Ev6cdpnnU2trb187/4ar3kpd+ifnM7u3r2UNqWdNhD67jnmWo63RA0zzmMxVEOlEp0Dvb39P7v9z560Vd8ufZv3tA0h07TSa/2nHzPPfcmprV7cy/3l428h2Tsax9kr6mlIw+dThhAqs5YL5knkfC55557dPeVK+mcJRqBxntB7a0h/EAnV0li5Pkbv/Ga+pyNhPnFPMvEi/4i9mCpTFRpWIjSlDxnxl2mgEYsU0av8kPncK3qR3dgDh/P3SipppN5wm8VLnIY2ZelLu1saprmzfZ3Nc8BpusdSpr0vbo8B8/zHL3IfZBYVlEX3uhIt73meVZkDJijrFXAvfdwttAv/fKvZZp29W+3JhU9mOeAja2MXdbkXVcuaz+HgbM8Z076iTp3Uvp5mfpHf+RH6Auf+xwtcz++uMPf3BzElwDLyLtS0j0L8YxaMj7z6CzybK70SclcIRc7gmSM/iL3c+4EpSvqAmfE+q6T0sij3Jed/i3hUVbELt2igYQB9bcCdX0+Sn3iEXuFtK0rRV0pqm1JO+xkvIbbuSZuw+10Honf7CmbLs9Y7K+rHI/7SumbZeZL55KxOw10aRs6+BkyNmexZL6Gn6YJZECimsGoE/ekXGROz4/BeA4ZtyiqpI+6jKNtqrW/KnH8Az1gW5QNtqutPdrhnzmInL0eQMNDRhxgj/rI4lDkQvvt0T911gI20GiXyGo9+TNfAese+ZC5jK+jvL9S2q7vuugzP4mJPjLiAWjT/nQPcoAvfGKHT/RKgvdd0TR7n6XaNz4uu1LUp9+4jwJlHHXOZTvjMoK4xGFoiuvoij+dcJj105Wu6iEnj4aaS/zaJ/2DTu2jzJtFgA9yIB/bInfsAHQ4KqXEC6KsYtqeWnec/zT3dHzaFn4YO965mbNRE7JWxwZeawuy2mfxCQ8ZOtjarmPR9hx0G9A9D9jbrn0BjX7zb1v4tl1zog+QKxd8/LX6enttR2P82Cc0HGwob4cmp2y+iUX7Go8S4MN2zZ34AF0wZI0O6SN8UIJ1Gl3buMiQDbV9VGyPY4foEWAm7BmdIZONWDrnslE+R3AOq9DZZweCpHHe+NANzQd1Glq6TMDEg0afEh3bojPhRVxpOgwZtiUTd5qHVXSg4ZFLA3bwGrBDDx8APpsQJSBus4VGh8nd/GBrW9TRQ6f5tF0Hl3oDPgG65MhDCgsIOXEBPtrDEwvMHicwdrZRHQc9G1yIurGU8Bd5KGAj6EoRi5k6Jf2xvb1dH94xJtciC3Quam1osXZ3dzOhFjkkmGaB9xWlJIfc1Pu+i761tbWpWQ7mjnJY0HVFXeR9V5JLEXG71JfJ5ygHDjwg1kO83Hzgo4+fRfxx2IXvyaRX42/loVSZ/F0piVVku46zPfYz/aNsoJPjcaYvF+kLNiagXPDs0a7ED/Wj402ffocHuq6rMfCJTkyzgU9Ev3VdSWzJWRQl7ckTo+aLWWrLWrpIEeZlaVG/3V1m0fItb/07QxmmaV6eNtOWPn2mWA2RD+mDZdqNv6QnUGXh0xezPFjN8jCGnuKjlASJEjfjg3yzj8yOQKp90qcPeIY+jN1hxoN+wKbljm/ozY2p6MXZCoAAABAASURBVFfGCB65LxNzkVzIp+aW/Cov48YNh0O5aT8RDyL09zI3D6ffS+KTAbnQZ7Yzdl19IClJGpvaZ53zAterpMQvceCTQykW6LpSy3S4lomr3KD7OiZEUFLNXTdzgVpJHGBbdhDxsj44DzU+86GhlKyB2C0yL2wnRhGX7dpvy8QZIgfQtIMSu2n6dCM3OR6mhvgvSqyksciBvNJ++gV6mf4A6MBfB35sE1LEALWSH7ZrPl3a2eaibdkjsG36rbRHG2TYrfOhyR1Ap9MSc6H5/ChxRrvD5Mq/etvYuazdI8nTHf2vX/4NfeEX/w396I/9J/Vbl7R7ONfFK/cK3aXjpRvk3uomRSoWc7D2U+aynP61tUwJFikX6fO5Oy1Lh4a6vAjS/+SsXIv05aSfap5cbty4KcZqnpeIReYg62SetcU/m9rcmNQXJrwsM35D4vD3pIb4J4+NzGXnNXU52xe/xTRkDxoylyfTLXmyo9myT/sTMPOZ/sgwZ2iS61BqSX0jL7NH+/v1/5b5wJvfnJfTm8k3674katowBElX8/xILxBWJa3iQbBLdywSc5J1bTsvuofqp5saPNHBfND9D1/XT/3Mz+rexzxGB1nL6pJP9DJ1VLroHB5JLslFydNSPEvJLwr0EbRtcY35DxqolPDChy5dJ0GnMXb4iq+ATymRQcixs/DZ973m+eJlmrmt9AvtUKSoYQ10rD+khD6FAQ2gepGXbeVTofga4hfgd4w8RNe1ncvYL9NOp1+dttvhZ2y7tGmgj5eDSvIOKZeJHF3lpzNmhqZc2RbZxLYka0gfAMcXWGZtKxe8FCt5q8MDNvZQI+xWp7SWi0EdYzekRYkxoe80qKp5Ke4HkWi8Rpt0QY3HfofMto6yb0/S/xHE1iliOxqtfjLCoDEKcz2V1paQsRsohIy2dJkDyG1Xvwv6MzxkYaTfB5Wuy/jP1XUl7UlJH6UNfFy9DahWKAzbss9BiTIbYgo+ttUdz/8hjW7tpc2VrmMwSLKWGdt0n2wr4eUEd2xKmF0YXfr4KJsTe9PP/uKv6dreTH3230X2rwV7w9a0/vbSJPHwL2zjpcTfMvvHpZ0dfcif+BP6iA/9EN146EFN0+bpJOtRXe7LQ5BDG5VEpRFFdtZH4NJLx2XJuhzca5l5tgxvlr2evzW7HIb6T3dnuTfZVl1HoZXLHvsppJa015LtxElZXHm2VTKWQ/woV5fcUlQZvLNARq+ly+TS5dliqD675DSE2Xd9mj8oTC2VgPEtu8YQF6IhfMrUGbLUoIJ8kMnR76SU4orCEHqIn1oOMO8M25lXC9mOryLaYY/0MuPDXJ5uTLXIXn+4f6CdfPm0ZI/OGM7zrNJ1JW1baJovqt/w27+tb3zZt+jNV6/qUNKQdbZIWWgruZX8SDvnaX+XcSpO7slxJweX+znUeuw9d+uFX/53dHlnU5cyV/KNsxbp7zKZ5l4g8TdEFRuXieazIcu2V9FEFuMPOg2l0zI6lHXvZyOKRgk/jZOTwge8/1N188Z1baQNNaXwiuMvI25bJdDxtchaxOjXfu3X9drXvV4XL1/WQfbfpYo2ti/IaQdxBllykHyXmetZpHL+WyS39I7mIq9ey5RDbJXLdvo8WikVlL5XN9mQu6nmy6KjrCUOCbY3p9rMPfjm1Qd0cbPXRhlyuHcgbufKNchZG/nZbajEdpkvJZeDaW6kijQy2jakXIPgOXqSuLe4dBoC97m35QDyjW/6PU3yfLG3P5dLr+nWZtq+r36z00Hu2aVLz0d3kXtl54muPXRD7/lu76HP/oxnau/aw5oWi/8hkco0fra1TF6ZRnJ8dRnDTCNRHh7MtHPhkhZLJaMSdFq6E317GIP94/vs7t5+nn23tJwvNe2nYuvuo5ezWYFeRd1gpXvSoEFD9n0PesTLtkrmpX1SKhdrIcWpT+UNo1N7HDv7uAy7xlsOamVxqfbsK8ylefYcyuonkhY3pGxrvY6NPfLga+2yx5j4aUBsj3zoIXkM2c/wgw480Gh8QttW13Xiok4JoJ3RWOaAHJTO6jIPB7EPZ7DSyEUO0ZGZZqbeZKXq9plX88zD9Edi1HgaryF9eArJNRNEIG5q/5XYoI1dl/zsZBO71h7bQtb3GfmMH33Luwy8po+uclEHyFKV+RHwLJVC+OC5YL3sSrfSs72KVd9rnAYn5y5liVYf3Y3sU9BznhWT5+bGZiRpUsZAuSbZb7Adsj/wPg36UgQmXVFXHEhOBwCl7+e5LyoXeXXpA9pDGxeZR/TfBl/o9BN1x3lQgpgIXd6VKTdyHy5pw36+hMOW55j1/ppGjn9APwD0sYVuh3nb+RIQ/mbiXrxwQYW4aQM88kGf+U1Z69k/ORfBv+20zSKng5wnlNihQwmw+f+x9x/wtm11eTf+PHOussvpt1+aCIiIijVBojGaaHyNMcaCiApSBBRUShBRBCVGgyUqIUWDBTWKRqO+0dhjNyAidhFRkXr7qbuuMv/Pd8w11l57n3Mu93LRmP/nHXc9a4zx66POOcdc+1xA7ND3cr91KS8rkSdWaMiR44NYKVcd+ohYkbEt+FVXSdThAbuPxXbpJ+xjBx52AGX7MB8btAUgw1hAYxzI46a0Ed1qDxpx2hZ022W+YaPq0B6gJGjA7uWwTbvg0yfYwjc0fESltJU6QBeZWeYZ49JYGSfJmU+gDQEMWmZrpy4bMQhZ49FQo2HWk5Vr7L663AMwD8mbCAwGbXw1aYcLLyEK/iqgIdvGfpd1YDs6rWwf6mslwU+2/MyzViqtzXxvlpyrFBC2XRw0TS4ecYgRYMdh6p0uT3ZaGDL6oMhHsJEFlMUNTUm2ZV+OsJZ+KWMHUCYWBsk+rAcPGWzPsjhsQxJ1gB6AiNwqoFXYLjHBxw5A33aJqXRe+gMaMkCLZDsD2BRYKpORWLHBQrChSkxuAA0eNoDt4gMd+NUHOQuOSUqOHm0hZwOBjj6xke9lE5inD5BREragp1j6g0m1l7fT2EUGf+SZeT2fsc2EGTBRMjn3c0O6l8Mz22KDq3aInRjIq33bpf9G2fiwD9/uaZRrLPDQwS/+kSfHNvaqHHwW3yoPO/OyuOZqFrZtl36nD5BFR0lZhmpZXMEsOtx8t2kX/Ug/RE1cDGZZ1G3biDZ3WZzUyeG3DfEr4vOyePd2d3IBnhVgz+EPhgOxoQDaQvtoA6Ac7eWnWc6fXPDjCz/4Iw7aVdHlhsDZXJrYbxcYtI2oq+h16jJWNvF52ReNopW7vlzvRLl1vjv18WZelLkRmpJm1DPWbYPdJhSVOWC75PQ1MglDTWQQIE78UrZd6LZFoq3o2E4ULrwm5QSqLn4q2ib+QodnKbKS0pbKpwzgtU2TzXPYj01s7OUC1mUfIYargVhtF/+2ZR8G7dHdJNpRUX2sitsH9iq9yqFXaVfMrazzRqPRUOfOn9cga2U9Dz27+zNd3NrVmetv1O/83h/pBV/1Yv3ir/y6vu7ffpO++1XfXw4f/+Itb9XxU6fVZD5nSMXa3MoLiVnm73puIo7l5oG5b/tw2xsrnVBoSvnOu85qnIfLTlY7GOjUqVOap//38xA2GI70pje9KV1ksZYikpnYidRm7TC+k+wJs9xEbW5uJoap5EbTzLl2MIytkxnLedx0S8R4xnCcB6p5htWYDDqR+m8Xf12oCrhBoT0R1rve9a7yy5pOUtMOdCk3WwlVduJLPG1yR7vLXM5TjJw5wi88eRiNik6fPq077rwrfTbQydNn9PrffYMubW1rL22VnI8JTzwUd6njQ4vUldyy+7VBlXEmvzv0epdL5DlKBbKuKEPDwoFbcbkVhwSS8SmGVurQCgpDcaUMSHDwcfyAhYSISenHTrHTVygt0WuGp0ZFJhwHApE3oFwglcxaJFrSR5AdK7QuuK8fjFdINmUdSfFziEwFHIhRK+MZ0QMqJQiglsn7NvSl99I3ASxNpXcyLlQrmRxA65GYDhNCDi3fV/5UHvkRUD2i1PfFPKMstdknlLXEGiSsnBno1tvPKmcY0XLQiZF1p+Q6lNgjkJhHifX5SZ/wCTlA6LS3s517iDay4eYwUUWTcqDDaXeX4y5rkMObvf1p5l1TXr64GejOrGcegJom8zHBreZX3H9jPmGKPe6wl/ewFnsl9KjbLsXSD6yD7BX4Cisx5zt89RL5tvq0kqPTEy/7xk4XrQNG1espZbz64rv9PpB1uRfg3nGYw8RRrj9bl7bUNK148XT8xMns6RMpcV/MteXbXv5yveVtb88rJWu8eSwHhvviwJf7gEGuQ9gQLc04EB37inKvNdnfLf/n5Oc/99l66Ps8MAeDFv+WZxNLTeaW20YNaJLHd7sCzFXEbKZg1kYIuXr016LERtxN7Mxy7eO+lAPIzY01cX/myIIS17JMk6Baw+EoNqW7zp7TG3Otu3hpW4PhWKNcE8+eO6+9HHBPcj2ZZP4yn9q2Fdcj7r8meVEeSwurjSTnPyUxUgfY291ON0xzzzgV/+bwXg7c1nMoO8g18kT6eBb7Fy6c15kzp3U2B/O82BumP3dz/x5j+WRuF8vEfFCO49qs5F3kukj1CCFlybaapi1510m5NBfs7k1EW5UV3gXzzL0ISUze9GzJUya2+bzTaDDSIG2/6fob9LCHvK/SIHXp7yio2pAsAWyJ5DzjTLWZuXI2/Sunj4Jp9hKibOn7yP/VX/81HsNuM59mcmTmkRllPhaLsecCyflPSV4g2d1+mOsVdyt4hLm03086MUkqrbFV0GQsEqeSbMu2mtCA3ddXfdfyaq6kWk/x0MfubdhXz1Fwvq4G4j4KZGv8jG/US9y2Rb9DIybbpU22Y6JDbAnkpnkR7bQXRLCfjukveAA7KNi9HfoF2H396L07ssDu+bZLPMQC4KHfZh4Os18NBgNx2MY1Bl/IAORs57rV5N56lLk7LO2Dh1yV5/nHdp3qy1xJBuExB9FjLaJHfSNrF//4ptH0ZZGPjvI8lsmiJoSo0y0FTSpt40VZchRTLWvK6dpZ9hmukcpaw98kh5zsy036l3aS72e/AUqiD5Jl/+rbRhlAr/JNfKLnMEDbNPGrLN1ZAX44TGWs0AO2l30FnzjoM9tibwXsA8o4Q1cSOUAef9ihjG7YggegUScHyFHHP3xy6jbRUjoMdIBtocsYkOMTOvrkSrIt22LMoNletgvaXp4dGVN0gd3z7V5PSbbL/IFPfLQH3VU/lOGR4wdQRhYftkusNU4lwUcuxeyPkxIjNiqNHBmAb+r4xR6gDA3eINeJtm3io0fTZGZlDs5z3Z1lfyZX5lrCSH9I1KF3kYGm8CjXnPIqkF+tI1fRZQ7YB/1FewD0ijZrtWma0vf2YVlkGhQqbNfioXzVAEp0DDlC5BXU7d6G7TS4B/yqY/c0ZGe58MKrgHYUtQE2HZubjzQaGWKChy51YPe2bVPNGsmlNY2ngn9y28vOQLdCK8nu9W2XNsBCzrZY3EziXvmEAAAQAElEQVR8gH+7l7GNWJG3+zIE/BIroAwog1rGDsAHNPqlAht27xcdu7dNmVhsF5/IoU9u9zTbZfGzaUJnUZCji6ztMvkp4x975PaBftWxXWwRF/LEyWaILftgbODhgxzYvR6Lxu7bYff26cOqj47tMjY1BiXhJ1mh26ZYxhXbVIgZO+TYgo4v4kQXHnLQsYsMdPiU4a3SY1zDHG5AW9VBFkA/Cvtw+9HDB3GgU+u21TZZcrngaJHgUbT7tqFXAR0+FyjbuahZ1Td2KcPXItWy7TIn7D4u2MjbPZ06sviBXsvktpd9vcqnv2odv0qijk6KS3+2qWajm5f5At92sYkvJaFXkWrRJT8KdPFlH7TDdpGHhw3yK6Hy7F7+SrbRO0o/WkdmFZVv93ZtF5Ld56WSr6qT4t1+eBgZ5m0jB2LnL26VB55TZ67Jo5n0m7/1Gr3gK16od7zzFt14083a2tnVN33Lt+qV3/U95c+m+MUA+rOcBIzygMCh46Bpy5818m+jTXM4qFxoesyUJwblzkPOxcl56+3cPPNnb9u7+2oy52+57Q7dmYeuU2eu1W5uds5fuKjffcPvJX6LX290yjgoJrIHt7mw8KuK7LCSG/FAz/h2uaDB29jYEP9DAMbBauTI8KsgRZf/wY3iO9dKRVx9ov9AX5MoW9i0LTetOIz80zf+mYajkfZz7djIoec8b+hpVxNDzmNMRRopwEHH2to4D3/7uisPd9ffcJ128+KAC/mrXvW92lu8gGnTHm6sbCfETiTbZEvYh+tLxv8FBfvy2Jmj/xeEfrch2pe3y76cdrdGVph/s32y4ugqRfyDq7D/Rsj4K1hY72d/lmbWKnS7XxOUWY+s6Xe84+0KeaFBfy+QgwKJskriGugs9Eluhtc21vXBH/IoUcYH9uIl0p0cX0DZr9CuwMh4PFKey7ST/U9uhJ2maWVbf/rGN4prPLa4RtkW8bVZz9Bsixxgyz5ch3ZfYRPtfbVy3/VrG+/OUpUht52+G6UfG/EXIeubG3mps5N73Lw8ygua8+cviuvC8ROn9N3f8736qZ/+n2UPHuZaM82B3CAHAIM2be+mInOuK7NcN5qMYZPrSzfbD73T9sUL5d8M/KRP/CdaG7Wa7u1o1DY5iJ4LHUXvanBs3S2y78+j363gAz7gEbqu/DuQ03RFt4DSzoy9FA2QuN1IbtXk2jfPBPvRH/0xbeWFFNcaXkptHjuea824oI3MbDovD4zMs6Zp0k+tnGtOC9Je2tzkyt2kDr0i019tvo6nf08dPy7FF//DHcbglttuV9cMNFrfzBh02jh2QhdyH7CWesQSaxPoUErkqXfxraCvUVJSt0Cy8sGHbdku9UbOfyr3/dvlBV6u2Fl7MOFYjRpHCkNS1k7GyFJIIj3sYQ/VRtZx0zaaZk070Rl9xinlKMT+QjkKtkufpRi9jRxo72s99wbj8Zp2tnczn7b19re/U+Mc+A5HI9TTPV1sz6ToYqlsKUosCySLp8RtuKHjH+IVQPuvBNsx7ytoHCat6h7mqOhXvpKazIkKu7e9yo9I2pe4V+KtfHL4totd21Tfa8A+wKBt1TjnuQ9TEvVkoo4csF3k7INYkANKQjbZPfrYvmK78AOqEdu1WOSpwAeUV2H3sotpsGTZLrq2s63MNJ1ONcsBX8lz34gt26VttAXYFgkeue1ig+sIdejA7umUab/d120vx9Z2sW0f8LSS0K1gD7VduLazHw8LiAn7xGy7xEKdvacI54sy8dm9b9tLv0rCR7LlmGKTOnrYok6OXLUDnzp+AXUAjdzuY7FN9ZA/7HEt5rwBewjYLv7xWevVFjK2S9vgAbuvY8t2sU8ZHWzUeG2LVPsPPjxoq4Bf9WkPgL+2tqYTJ06U2NCr+pQr8Icu8vCP5sjZXsZvu8Rru8wF9O2eRluxhZ0KJSGDnRSXdihDg4cOgLYKaAAZZEG1Sw4dQEfPNlmJCz6w+zgLY/EFvQLSatnubVQ6ud3T7D6HBqqe7WW7bMNaApmGmu2lEPUKu6cjSEPI7Z5mXx78qh5lu5eljC6wXQZJSdTvKSJeYrRNsWBV13axy6AA20UeGSVVGnUQUuGTXwm2C9nu20n7Abr2AY0JXieX3esgB5gAyFMGtoWs7RIrusQFDdg+tCDQhV+BDDqAhQ7wAZ1FjxwLrB4awlcSOTxkbRfftpex2C59gQy2sE/ZPoiHOnbgY2cvbxAAtFV5LRKx02ZydIiP3O592b1t9O2+TOzoYAJ/AB1y22Xx4BsZaPi1XdpD3e5l4OMXULZ7GSXZvf8Uy4UJ+5SRJc+dTRmD6gc+tuFjCxlotIdNDJ5tyCU+9KssNmhflWmbptzcIYwt5NC03bchue0yFvgAyl3oqpzd822rJvirZeoV2LD7fkGGWKCR2z3dPrCFTIXtEot9eb6qX32t5tiwLdpZy7Ypln5Clgo5oGz3fMoVq37ozzpHoNO36IIqbx/YgH4IufEjngp4Ve9que1lH1xJZtWG7aWIfVBeEo8UuH0e5KZ7b3+qDLOadqhpCvzq4tYcBn7Vi75ad509n4eTdfHnaZvHT2gS/je87Bv1VV/9El3a2tF4vJ4b+s3oDnKjP0vfqtzocwBoOXfn+USHh4SCTFAHWtx47ufmbOPYcZ2/tK0Hve9DxYPPO3PgeSoPoK957Wv1lre8tdhO10XLsq0Zum7kphUHk+O8ET5/8aKGo1Fu+OaJodMNN9wgbEzzoCpZWkI6dfKENtZGahsl5Ya88FJM3gWUQJevUR5U9vI2eDAcSfH3i7/0yxqlzfySYz83lcqDT5zmMwmm6lJ368TWP7ht7+xolLiUB8DrEhP/Tt3msWP6tV//Nb3h996gtm3FPkIObMerYidx0ejUbMsuvZZa/+nCA31NhW/3cvo7lGz/HYrmby6UOha2l2NxT7zZvqqYfXXeVZXuJWM17qpaabX+t5XjlzWnNJsXCqxzgP/Cy5xnjTRZS3feeWdZN+J0YPUXjEVYmBDJdllj0+wzvCDZywHVftbzWg4x9vb3stDmkQVd8k4h5MMeMi/lLuuZ9cmeTSzo7e7uZSsYaCf561//+sipvOxChgrXiaZpZKchEI6gSzvAEfJ9qtoHvuyD8n0y+h4oH23Xap1yRTXd5hBRTl81bQ6HpuUgiD853t2baJhDocFoXT/7C7+YA8hXiT14OFoTL8z4dQ7jMmgbKWPkHMDxbwJ3eSG0Ph5oxJ9yTiea7G7rkz/pE/SUJz1R3XRf/HvB0/1dba6P1CwP6jpZ7xmajPP+4iXSMHv5bDbRmVOn9MgcQmaayhnr2lbFi9NW2lsxzYVkMBqXa+j/fs1v6xf/16+kfKxEw7V4lmsnei2/uMp1BHN7ufflF5Gj0Eob0vYmfQC8yJsIAv4Mcz0vGNsEw68ct7a2RHkY3cFwpNPXXKet3YmOnbpGd+Rar2ZQDiHvvOucjuUwEt8H0CLRV32xK5nLt1RzLRPjrcRiW7bVNE38t0o46nJoqyQHEt8LsKZT52CHMW7bJvcW+7llmOm6G67XufPn5diZcR8QmHGMDwVOzykJv6DNmLDmx+mDeWTpzr39ibbzMoE/d3/Na39b/NJ0mDGAx/3ELIWmbTVPX9K+LjY7gkl45CDhxYvg9Hl8l8KRL2KoOMK6R1XbsnscVVi1a7uw7fRAYoFHeyHavqIN27CXQIeK7SJP+b7CPmwLHxXYtnv+1Wi2ESuwXeJqMvZ2X6aNAH2EbJc5hgxjX+lKsp3v/gMd2C42e2rGM323WsYOsPt+neUAEUxzPQGswWHWEr5W5YgJFB8Lg428jM3u/dp9risk2+W6gm3mL/l+rl8c3POMbbto2X2OLwi2ZfeAVkE8FdBqmRw94scHaw7QLvwBZKABdGk7/QAdoG/3fUS98pCt5VUZ6PiyDVlH7ZY9LtdpZBCoNrFFHXrVwdZRIGNbyCkJvt37wlZIhbfa5ioLD1AHyFDHd203ZWD3NrEPkAOU4aNfUem2S3sZU+SOgvgqGGf42KC9oNpBhtjsgxjgVZrdzx/0bZc5AR+9SkP2KGwjlu20E7JUkME3oAwNHvHRJ5Sh2S5+iBc5AB1/5HbPpwzN7uu2IRWfpZAv28WWfTgPq3zQB1RqThnYvQ5leBXUbZMVNPZBpVDyZbs4TrHkNK42kgbVTsAoMncH5O3enn04X9VD7krAd/Vj9/roQWeCobPa2bZhF6CHjO3lZK968NDTu0l2b6/qYY++YODBu1EvEx1dQL/hkzKgji1iWQVtYvMZjUal/+HhFx3K+KSMLjk0UMvwAXVyAJ/8KIgBGvYBcraXfmu80IkJUAa1jL5tsgJ4FGyXBUQ76mFd9UFsu8s/MUG6B7qrsF1isQ/nSNsWmzPjUPsCOjHTLvzCpz+pYxe/8O1eFx76/DkNFyjbudmalMNJeMgT83xx4eu4iVoAOjYBfhs3ZZ4Nc1OPP/oHup3YU+hyY5Vs2Z6q5xALkFtBG3thqQmNHKBTQWy2i71VHvQK2gqP/iFeytCA7eWGQ1ttl/FCFx92X0cHPoAOHxo2yCuNHEBDFlAH0CrsPuYr8e2eZ/c5MaOPrO0SL/5tl762eznbqjL2AU33MdHGVbtHzRELIEZ49oFv25DuBtYwN97bO3uazHKrnRs7HvBuu/1Ofe7nf4He8rZ3lANHHgibwUg7eSjk14mjHPj98I/+mJ79vOfrbe94l+48e06T6VxNO8gNubUbub1gngcJO7M6cTA3mUeplflEGR5/hoXteeT4xeNcrTZy0PkXf/XX+s/f+UrxkN/E7jQPaqUhketSmOXhpc0879RITZtDyS5jozImF/KA8shHPrIchPIw0VmaR2mWdUM/bebw4dTJ4+KBVeHFXOJWQV/OOFMIpjnAnMU3MdAPv/abv6U//tM36djxk+IXoINBq7aJbh5WprNp/HSyXTCL07X1de3lRirFPOjkoS5te9vb3q5v/pZvkRP3KP3fpN8ZQxCXom4nhpWbYRnOYdCWw5S+Zl9BuGf9nfm+Wux/ZwK8D4HYlu17beH/RJ/gE9RgKVfY974N1c49zvNg3+UAAZ+rOl1WY1kPCQGe3a+HZEpJkxweQldqB9BBYtEHbQ4SbAtbyHOtbbJmzZrLmnX8KDmgDLKaix3km6bVxUtbUmPxCz27KYcXg+FIr83hxZvf/OYi28QeoFJ9UbdjMesYW7ZhizIolfv4Zfc2qxm7r9t9Xul/U/mV2gENXMkndFB4iXE/D9TTPMxvbBwrL7TYV7mW3H7XWZ04dUa//brX6yVf86/LNWVj80Rmispe74wLerPcF3U5dMzwqAl3NMg1LYePk72d7O+7er+HPlhf9YIv18Z4FMWZRsNWw7Yp80c5uEsIujuI+XFVSIPYsvDZqi3lTut5ufWxH/PRyqQLpyuHkC4NljIlAwfNAuFkTs0iOczLLv664M1/+Vfa2Dxe5hnX0e0clnHgOMhBx3htig16dQAAEABJREFUTYo8bedPz52526TdDsgbxd8Kjm1ulhdgvfxUGxsbZR7vTfZ16x13aDfX7dHGcb3rtjvLP7ly57kL2s2LtROnTuX6tq0+Jca+kCi7RWmRh0WbFI5KCqHk+YpIlncKl3+arJdh2sNcAGg5NlyMNVFwAXKMsey0cF6uoWubG5qFCy2dm06dy2mz0hepqFvklKe5T1jP9X4/bWId8/LwwsWs5/QhtB/77z8uDiRnuUDXew3FF/dF0JQw0gysB32JvamCMFbRLdY6+Sr9PS3blt2j2sB2RaXVvNLnudcB0O1e3zbVAtuH7KJXGEe+oN8djohfVrUP+0Gg2iM+xtfO6C36jfog93Xk8FeBHvrA7u1Svqeo+uQA2/gB9oG9yjvKr37gV9i9XiNn/7FqqvzRaFTW31oOwCkP24FsZ2uYl2e8Kn+1nBhsZ29pl3qsB+wTN3zKgDLQIkFbFLMmmLu1lpWR/qbG/lvtoVv3CXRtCx+T3L8iw3oFlEEtI4scUBI8bNku+vZBv2iR0EEGHdtFjjqApqSap7iM33bpB2iAeNHBHuW9vJwBxGC72LUP6+hIanOPUOdctYPNKmb3+vBW6bVObnvpS0nIAfou1TIH1vMsUPuMF0Hnzp0rbbFddGlvhd37pB1KqvQUy8d2OdvBN36QA5Sh2S42V2lKgpds6bfWKw0/tosuZfgV2Aa1Tm73cdKHyJPTl6u5kogDeWTgk2PL7vXtgxw5u69jB1lgO5YOf7AB0Kkc28v44VVUGfvATqMjyT5gwrJdJh/KwHYxbvd0XSEhB7nmlAF1QNn20k5tHPkqbJc3EDRASbbLwKVYNhDotTPRgw6g0+EAf7aXvpQELVmhkV8JVYYBqMCH7SJu9zmLDj/4rDrIgapn97K2S/zIo4eO7bK5IaskaABbwHaoWo4BPFBtsKkiUO2xwFho2GNzs/sDNWwRU9VFhzI0yuizWMmxXYE9ZNBHDtguPxPnZgodZFf5yKBDDGxGyGAXIAcdILNKwxd09KGjR4zoQEMePjk0+NTtgz5CDsBHF1AH0MjRB7UMncNBaMynCvq26OdiYTs3u+1yzhAfbbMO/uvt9Bc2+gQg0+VmJHdPZS5Ds720g7aS8AOwkaqUGzLKTWRLPV/UVxHS3X5WZSljH1BG0T5Yw3YiCaBX2C4xV3ly9GkDOXK2yQ7BtmyXNtq9D3SB3dPpa/swT4tke1GSGGN8Ic+41PHGFvQqaLv4tPv8anTsVNiuYlfNbRe7qwL4rvXVMjTbZPcYl7Z2cph2QvyKsMst1NnzF/WFT39GDhbfGfpJXXvDjZq70cXtHY3WN3XXufPa2Z/quhtu1m//zhv0+M9/on7pl39Na3lgGq1tll9TNINxHnJOlF9T5uwuU8kFpTxXKc8750FSOnbitO6Mz1NnrtPu/iwPFta7brld/+7bXq7X/+7vqR2M5Ny0zbl/ShzpDLlpNY2xJvkkD6/THBIeO3a8vAwYtK26PJT+/Y/8SLVNE3ELuXnW0Cz0eR5IxqOhbrzhWu3t7ojUycmAWCYp149lOzRnHs41XtvQLbferv/8Ha9MP1zUAx74YHXhOz5BHIl/v3Ema9qpgD9vUzvUxomTmqvRnem/l/6br9frXv8GjfLAqSReLkzTDuJz6o6+7ZRWPtQby3Yh0h4Ktpc06hX2lemV/7eV21eP4+jc/duK6b3px/by2ohdu2+v3efQ7g3+tvvkqD/q4N7E/N6Q7XJo0GWNSunPgPnNmretWa5fTdbyLAf8XcrzrOG1HChNcniFfEFnKXoH6Evo1X36wsWL2WP2NByNtJsDmKZtJXU94rv3n+ry49xnjDK+UjsYigOL7d09nbnmOvHvv/7H7/gObWdfbGMHP+S2i/Yse00pLL5WbVMGC9Z7LbN739Wgfbhe6e/tnLaAo3aP0AobGiiVfDE2a3mhxSEb++tuXlzxK/sHP+Rh+tXf+E1987d+u9769nfmpdRJ8QJsnjFmzx8MB1Lahy27KQ9j9D/juXXpYvlnQK695oye82XP1s0331T+bcPBoBX7LPd5jE+T68osk6zs2Rn/K+UdPq4CpXtnuQ6NcpCWK035BbxjZzQciOvPdfHPrxCbOseU1FlOvFqAGDo7c7zTIC+j/jovp74lbX7TX/ylbrz5ATp28lToa5rEz/5kVq6dg8FQTZPrXHzJsRn7rBpKq+jC5Nd9t91+hzY2j5Xr+V3nc8CY6zfXn8947Gfri77k2Xr7rXdqsLh2X3/T/TTNy8it7V2N1taL5VWblK/sq+fwvQo7AXbKGupkW6zd6WyS+K3NHCR2WfdFvst3YLdyrpPqopdSlzZyDzYcDdRm/P7gj/5Q4zzIT9MfzWCgPkVRoPdTaFHHBPpu2tK//JuPcqPTZ64R/8zMK7/ru8s/8cL8c+idorTInf1mmjXcYSxkfvVYgRhlDj8LH5kAX8mWH+q2ZfdYMu5FwfYVpbEN7MN8aKuoyvZhOei2S2yUK+yeVm1U+nsjt33IDD5WCbXepO9tlznD/gAdUJ5lTAB1dJEFdm8bOnIAOfuADm8V6Ns93+5zaEdloFXYFv7a7PkAHwB/QItku/Qtc5c9B5ku1y5se3XSLORXM2QA9gaZ4+Q8S5NT58c07GHoFLtZI5TRWQXy0IHdx2P3OW2w+zLtANDQwSZAb5RrJXTKtsnKuNjWOIeq8Oyebvc5MUAnVnJs2/14YsDu5egb29kTsqsvcvj4RJc2EseqPWjYhEa/Ik991QdtgA6Nsu0yFugA27CLX/jQCiFflAF+sQ+QCavYwBexAewja7vwbCNWYLvQSiVf2MAm8qkWnu3Sl9AA9KPABzT0iQUb1PFPX1AG9oE/20IPGfQA9oHdy9l9Du8obC/nOD5os5KqXIqFX3mVDx0fVY5YKw86sF10lVTrdh9LSKU/yIHtImtbJOTJge3Sh9AAtArbpWj3OfyKwsiX3fOalJcfuycuCYuC7WUgGKoNVJLtEojt1A4uQMiBQlx8Ua+6lO2DCbAQWWbwl5UrFOzeH/aQJa9A3HaJa3UAVul279vu5eBVYI9yzW2X9mPL7stMMCYAMhVKWi2nmgfnWYnDdikzKezeJ2XsVCBPG6BXUIeOTPVf6/i3vYwNPkDWtkiU2WiIC3lybNp9+6nbLjaUhN+60OABbAD04EestIk6oA4fUK4gFoB//mQHXerIkbNAkaUM7D5mbOK38ihDQ5/yKtiEsbOqDx9Z/OKr6touccO3LTZaxwlvxbCRYvnQT8C22qYpOk3K+ADYJOdXZdgqvPCxRd9VEAOHG23TCvvIQrNd+pt6mwupbZGoA+WmnJx/5NjueYf4qSQqgRRLfDUvcTXhRA/btN128U8MyBEDdMrIk1MHtktstkVdV0i2lz5h2y462AK2y0aGPjHYfZ02Kcl2kVeS3duynVr/Qa5i1R4028U3ZdrRa1z9GzlwVMLu7RylH62jexSrMnZvx/YqubQfvUPEyyoWh2AcQk4m0zx4zPX0HD7+2ZverPvd/4FSM9Btt9+ZW/tG4xy+be/u69iJU+UB/NyFSzlQa3MQd0lf83XfoM974lP0M7/wy9o8cUbrx07mYXGmdpgHmGaoDngg/u+xXWzKrXoMNEu5Gazp0s5e+Z/a/NGfvFFf9eKX6Gd+7hfKvzOpzE8OI9o8dLlpNJ3ONWiHedjrBN1u8nA2jVijjLJm03094v0fLv5HAJP9PTl8N/En9w8hsbe2NtKD7n+/PD/MJXVB/U7R4ICGLkBSsTXOg9rP/9Iv6/t/8If1V297RzlwnUTcicntSHMPNMmTzzR5F9p+ys1oXRe293Rpd6Lnv/BF+omf/hndcL8HqM0D5+LeMdHFL5/YyuDl0xVAWkXMCUCbC2FK9wR/d2Te/bz8uxPrvY3EtmzfYzX76rL21Xn32MH/VYJ9eztlJXfK+u5nOPt400JLPQcWXO/OnDmd9VFWZVqIXlAWRvJQFBtKYq6BQQ6JtnZ29Os51EKro2/bVt2qeHz267EnpioOIdaPHUss1l4ObuZROJeDzFf/yI+KP98cjvOCJLbwUTHIQ2O9Nti9rYSy/FS5JeE+FuzLfdxHk++ROu06qniURh0gZzv7dg6W2kH6dqLhcJSXW/tqsm++9R3vzEuof6/fes1v6/4PerA4EGPcmqaVcx2Qst+7VRvZLmMClDHn+rC7t5/r1wP0+Md/rj7xE/9xrmF3iEMm9Cd5WdVwLYnPZjDKtYk5cHWI69XdgPnRZh4xRzMh1eVwfLK3pwc98P76xx/3jxLRfAFmUyfbknqkpgravJPrK//jnZ//hV/Sd/6X79Yf/OEfi2su14lRDgM5mN3NAW2Xtg+G45hJ3Cl3bjQnX4ByQejHTp7WdTferLMXt6W09/ob76dXff8P6kuf8zy967a79FM/94t6wpO/ULefPa8mNm/JYeVaDis5sNzJYXuXeDuR+AaUlRZQDrq+LSGoFrWS7KzbHLwg1eSLse+yhsc5vDh9+nTUulyHg+g0idcx4rSjcSsMdl14TacIJfyB/uhP/kS/8VuvUdeEn3HpYkFJyCXLJ05C6+mWI0c7+HXpYDTOeu5yvzDXz/48f9b/fbknkEajtcgNMv/GmuVgU3bJWcNdLIJkIu9x8K1QD3wjdRh2YrgC0AGHpS+vVZmaVwm7t1vrq3zbappGbeblKl2LBK3CPmwHEXjk84wb+X0BNqo97NiH/cGHTrzk1AFlAL2COjxAGTr53cHu/dkuYjUW26WPar3mWiTbmQYuNXigVBZftgufWOABWM7UaORim/h4BqzguYxDSCW1PhifpW5shlU+0LBtu9QpA9vCrt3TbcvuadAZc0DZztrL+sEW0CLZLiXbmfujzPthmSvorMLu9bEHsEEMRTlftGeY66rtrJdZATK2S4xcB2tdSVUXHXghCT50cmBblQf/KGyX9kJHnrgAOtUuddphu/yABDnk8QPs3gbr27agUUYOXWAfbhP6dq9nm2rRq37IIWKDnDoxYQsafcU8wA889r/1vEjBN0DmSkAWOvro2i5jpSRo8JDBD6Bsu/RRLUe09LN9QK80YkSOOnFUYBcasA/0kLX7euWRI48uMa4CGnzbZCWOVRp6hbH4ol4BqZbRqYBuu/SD7dJWrSR0qJITL7AN6ZBs4RdqvuxeIMVDnyKUzbQaIQgaCN32IYOrivCP1qGhD+DZ/eSjfhRVtvpFHhqgDOAxqQAxYQO67dI5dXDRgQdsl8WppFq3L28HOgDbTDTsA3QAvJgotuzD+vCQAfv7+2XQkcUOYKISG3Kr9pGHRruqDPrQ0bdNVvocPm9i+DNm+Niz+wUPjVirHfi2y0Zn9zbg2X3ZdukvaPhHl9y2jsYLT0nQ+Z9CoEMs+CenHvbyc/LkyWK7xoAMNmg3edWz+7mAXei2y0YI3+7jQAdUW/jq5v1BATRihoYP9MjZFOHN8ubOduk76gQ4zg3RjPJTlYQAABAASURBVBvizG+77zvsYweZvd3dIp8BLJs7PORzz6NBOygXj+ni5/Ho2C7zAb+j0Ujra2tq3JR2EIdtYSvfApSRJWYtUhOOHW4uXMSwIEc0V9ZFxbZsa1XP7ml2n1e72ECOeGoMxArs3gZl+pwcWaCkqms7tf4DD9gHNNslFuhASehis8YRUvnYLrGXSr7svm73eUjlQyyACwU2sVX6P+OIgN3LI0O95pQroBHHak55FVX2ajn64Eo6dh+D7aJuu4zTlWSLwBW/rLU83PALFP7Nx7/8q7fk4O86XdraEr8IGWaONplrmeaqh5Vnz13IQeRJjdY3NObP4pqRfu1/v07PfcFX6unP/DK9+sd+Mg80F6TBWO1oo6AhH2/25RxMtuPQx+ua8sAxHOvt77pN/+bffqO+6Flfqte+7vXaPHZC+3kYyEegzUO93GQd5ACSctoyz4PMcDxU01i7O1saD1vt72zrIz/sQ3T/m27U3s6uROBK/7iJhrIHDbSRdXHjDddpNGxCy/rlrhFkYTkIsXyc7708TA7ywIrv8zl42Ng8rnYw0iv+43/Wy//Df9LFHJzuzeKmHYn2zpuhZkFHPe1UsBv+z/3Sr+gzP+fz9OM/9TN60EPeLweu+7q4tVvCaxJf27QaBHHZjyE3/1mD1K+EdNshsu1St/u8VP6/r7/VHmDd/a06/P8TZ13WcVfmOmuxn79d1gSYhz7Nnmv3dLLBoNWZ06fUUomcltAiIduVMnZjQlx/KP/4T/5kXo7sa8jek41lHt2uIvYos2VAn6d+KXuIsy53ch/FPw3Bnvcrv/Yb+pZv+3Zde/315Vcg7M/12oCPwWJ/KgHkC1qyv9GPTZv/Rl28V43XPuHaejH7Kv8g/8WtS1rLNcWDob7u61+m17zud8S/C3xnDsecPh0MR+IAkfFo21bcZ1Lm14G7+xPl3ZS67PPY+NAP+3A961lP1613nNNNuRa0OWRqh2vaPHlGXJMmXSP26P46tKGr5co17OoYye1AXXqGOTAejZVLUa47Wzq+uaFP+eRPUpOjQWcCOnN89dqCju1yPQs796gDrW9s5pqwoxvvdz/9wA++Wi956b/Wn77pz3X+Uq5t65sa5yVg1+Rq0bZScg4kZ/EwU6u52/Iyb5a8Lw9SH2h/Lp3Py6/146f0ujf8gT7/SU/Vy77l2/OSrNXGidO69sb7681veZue+SXP0dvedatuuOl+xd9O+nOY9qgkoi2FfB2UnRqfLutHBVqkylG5ls1zKNtlUTHWbTqobRqt5Rp86tTJyM+jCWKlQ885a3QUHbrDlwY55JjkxaKjd9sdt+tHfvRH5XYkNYNy/YxmxoDeXcB9PsNe+qNrWnXJt3f2xWHu7/7eH+grvvKrc9g90ShxcEC5n/Zin38fton8LOPVZM4JW044REJu9igA4d3Ddkz0ePfSl0swr8Aqx+7t2V4ll762Xfw1TZMp0hQaa+1KOKR8pII8JLu3Z185R+buQOwAGftyG9xXVx45stDwb1tt2y5Bm2yLZLu0D3mAvJJsFzqy6JLbvY4WyXbpIzvzJIuv6tbcPuAvVEoGH1+AGAH2K+wDPbsvM89Ho5G4JiC3MFQy25lYmUuJoRBWvvAF8GW76Nsuz8P7uRbxnAofm7QT+6CWyeGhD5CtOeUKZHBb67aX/Wdb3P8qCXvJynyyLWzxox58oks8XAOh217agE4/QSe3rWHWM8A3uvCURLkCPdq5Koc+dORtl3mBvBbJdvFru8SJLKgy6AHbZfyh1xiwrSTaWX0iG1L52C45X9CRx7btpU8lYRNgFzvIhqwm65G+AtRpG/1ne6mPDiCGCiVhA39233fYgMbYEAO8iJUPvqlDB9izXdqLgN2XbVMVc5M48Wf3/YbtCnwwrti1XexQhgbP7mm2iz3bRQa/gFiQt3s6dqGR2y468CmQHwVyFZWHrO1lv9kuPrWSqiwx2D3fdpGw+3ZSafjCAUGhRJ0cGjn1CtvFKZ1VgZ6Sat3ujaNbAa92tN3zq30GE35MlEVV6dQJnjplgD38QbNdFgAywPayE+y+DJ2BqvLUbYtku7QFm8gwIZXEhsWfFhMTdPi2iy8mSo3X7u0gx0RDljLttPs22tZ6TtnRsV38Ua5xkKODPu3CPqBOPPiGj46SoFcabeLGkRwaiMiyDymjW33Yzs3WrMDuY8cHMsiijx/aPx6PyyZFHR4TvcpCq3HQT7YFj5tRctqBTUAdOm1CFhp8bBJXzWkDdGJABh8APfoVPvQa26ouh4TKzRWHB6CR1boRNP7PZ5RBl4edaW5yoPOLxyZy++VwYyCS7fIww/jhb56HLvzQUyUPX51K/5VDx+lUyNS+Qob4yYkVvelkWuYN/cBm13GoEWf0Hz5oI3/GRhtta5Qbf9rcpIytiJaP7dKmNu0CuQcTCRnbwhY26UPotkuc+LVd3kJRRp74yNFBFj3q0O3eFjzb5aJLf9g9HXmAPDLkAL/YAdCRwR79UOu2ZbtcmKBVIGcblcLD3iqwafex0F9V3u517D5Hhziwa/c0yqs6yFTAQ744zpftEp/t1PoPsraXdHzTJnIksFHLyGIPUIZvu4wNcpUGfRW0j3n96le/Wj/xEz+hM9ec0W7mpRqrHWRuZsynzJtcQDP9NMxDyWi8Jm7aubHfz4PcrB1r7fhpzZqRfuU3X6vnf+WL9djP+wI95Rlfold8x3frv/+/P6Pfet0b9Ad/+ud601+9TW9+6zv0+j/4E/38L/+a/uN3vFJf8uzn6LMf/7n6zld+T/k/cHLI1+QmZZo1MxiOcpEcZ41PNZ3Myr5gO3EM1CTGLg8KzsIYtJlzkz2dPLamx3/2Z2qYetuoyG9v7RQbWaZizSH/0f/go9TNp+HnISYPSJPJvtxIg9zwdll7s+kk/a7wh+rKDaKzl25oL+uOh5lBDk3/+0/8v/q8L3iKvvFbX65f+vXf1J+95a16553ndNvZi/rzv36HXvP639d/+M7v1md97hP0nC9/of76nbfqujzw3XbnefHwu3niVCJPNLHP2pzFb5yVNcu8UZLdj3+Kyw/xXAlLgZUCNpFdIcVFV6r2YdtN05S1OkzfT/Jiw+759rvPi8GrfBFDm36dZx5Rtl32B/xBIz6wqk4dQEMHWcqg2lqlQa9A7yiQhUYOaB99DK3q2QftrLSr5XYvC9+2sGn3Y1nbpCS7l7MPcmQrIpJ5ZrIliAlgZ0m8SoG+Qdbufdcy4lUfGfzBA7X/7N4vvCpTy3ZvDzv3FnZvt+phk1jwW/2QK7MfzLP+mkEj9pwu65nrPde1re1tydI8NMXmJGuUw8fd7S2930MfkrXaZF/YLwc37FnIbW5uZn7PA+Z4V64h27EzzD2F3OhP/+xN+p5XfZ+ca53aoZpgplyjsjnM3eQgp9E0qnO3Go43NMg63811dH3jmPb2p/rBH/4R/euv/wbx57CdGrEXco/BXOrbJNHWWodGWUm28y1R38oLntV+sXtem3UCHUHKAHvQuuwT0NGHZlu2IR2C7UK3D/IqUG3U+j3J0QHEwPViNBqV9Uts9oEP20tztksMENBD37a4D6GOLrSmYZ7NtZ/9Vun/tY0Nlf/j9f/8GZ08dY34pz+c65Cbtj98jMw814V95sJoqN3sU+vHjpcxG+cA78LFbR3LYdujcgD5P37ml/Vrv/Ea/ciP/7R+/pd+VT/7i7+in/65X9JP//z/yguz39Ev/upv6Tde+7v6jd9+wxK/+brfU8Vv/c7v67Vv+CO97vf/pIDya373D/U7f/Cn+qM3/ZX+Inv8PqeeTVPib9rMn+xxw+FAly6c14d/2IfqcY/9LJ296w7lcqQ2bZ0m7rZtSt/M0o5h9tpO1jRrQMmZp9t5qXXmuuv1R3/6Rj3ji5+lb3jZN+tXf+O30tap1jIPJ7Mu/uYarx/TbiYr191usKb9ri3ohutqxptScmj/+3W/q3/1whfpS5/3Av36a35H3WAcrGme63UTvfW8RHzjn/+FXvySl+ov3vLX5c+1h6NROezQ3aQuvM75yqdL7AKVQFkq82QjY5phi71JWZfzvHRX1vT7P/xhuabvqU3n7O/tqk3/DNthrkFTjYajktu51g+HmubaiOkTJ0/pf/3Kr+pl3/wtcmTH6Y+uGWimRuQKbZZ7knnQpp3zOOYvL9bzQtODob7/B39IL3zRV4t/YxT97bxgOH78uOZdJ9YU49Fm/LjXaNu27FBphpTYZOfj0IDUGU75olB4tg/l2GSeI2D3PMrQ4DWZO7YhFUCnYFvwkIFWoaRahoeM3etDh0YOIlpiocw+BOBDB5RtFxnbkIQsBdvFf61rJUED6OMfwKYOKEMDpT/Tj9DQIbe99AkfGrHBtw949P8k65s956hd6vAG2Rvwgw1AGVBGBrvk2IZm9/aRAdU2fLvnIYcOPOjUkSUe4q0YZT7B77LmkaeMbAHXk8zzMtdThoYNYMdPCOhh03ZqWvYJtpRE24jfdhkLu8/xD892mbP0w/7iUJKYuX6S29yzrmuUtawk7OKfOn6xzbWx6pJji3YA+PjBFjzbom67xLOWw3tsYouY7D4e9LBDHPirfHThcb2ED51YsIM/bCAPv/Ls3ibyxIE+QN52uZ4QG3FAg1floGHf7vsX23ZvD9kaj5JWedhA13bpO3jI2y5jFPGyTuzeFrJVB1naYTv716Tsf8jbLjrIUad9+Ld7OvahA+LHJragY492UIdO/9C36MPDFnJHgS+7jxmb6JDbLuOH/NF+xcd4PC7PPUqye/0US9vh26Za2mP38a/aKczFl+0yR4l7QSp9gm9sAcrEhQxtoV3k0IFtUQfw7N4mOvCVZLvEl2KJC1u0nxwZ28WGkqAnK3M5/pvSGfZhA2EUBZSrkZpDq4BWAc3u7aAPcFT55NQrqjx12yUOdOzehu0SgxbJdgm6DrrtwrddGl3t2X2dhtJptkunM0hMAnJ4xIM/ZMipw2dBKYlJl6zYhodOBb4AttAlJuqr+gwWfHRtl/YpiTqyKRaa3cdLnViwhS52kavydt8v0AGyHHASJ2X0kQeUbYvFgj58bIKqix5tJUbahRy6q4Bnu/QzdCWhR4xVHtuVFnbpL3L8AMrYB9WG3bel0myXvlASMgD7IKTyQZa63esiY/dl/NguctAp2P0mBK8uanjYsS1otI+FBI0LEoeK5Mg1kbFd4uIXj7R5nIsJOW3Gru2y8Ow+V1LRk1NS6QtsUUOe/0HNsB2ogZ+bLtu5OW5K3TZUkWyXPtciYQMsqssMmu0ii33q9JGSaox1zKEDO34CZCMm22QF0JCpoF9gYNvu5ZChXu1StnseeuiA2q+U0cGO7eIPHeKDh85RPjxg9/LoIgMo2z0dOxV2T4OPHHbtA5rdl20jUuJAjkrNKdsHfOp3h6vFT0zEj67d26N8FE1j8SLhlne9SydyI37XXXdpY2Ndx44d07lz5xbizv41zwPgtMzVdEc3AAAQAElEQVQnuZGaRtxXzdVqlgefKTMoD+tr3OgP13TLHWf1e3/0J/qmHM698MVfq6c980v1uM//Av3Lx36OPuNxn6cnPOVp+uIvfY5e8Z++Iw+J/zsHmpPyPx3gl0n8+mI/D/1N5ukkOeVBbvbYaxJA+fe9dnOoMJ9NNcuDa0s4eaDZuXReT37i5+v9HvJgXTh7l9azVmY5MFxf38gDzDwhRzAtmudh78brr9XDHvq+On/urNbXxtpYX9Mgbbp08YLSJTp+bFPZFQvq2HSpCUTOiU152HlrDhV/9Md/Sl/+whfriU9+up7wpKfpiU95up70hV+kp37Rl+ibv+0V+uM3/oX4h/7b0Xp5UNo4flIcbvB/GGeOsEfykDYYDERi3kK3TfUQOmoLeimnbl8uF/LyU+NfEv4vK9AXhGwfbud9add90SWWvyuwLdvvcTj2e657L5zeI9Eua7gIJqYcIWap51Agk9xm/5mVhwFe6nVZvzffdKOuu/aa3I+14jBvM+uV6yL7Fy8RmiziUdZ/l2tcOigPA9McaJ2Rm4G+4798l/5d9iXW4EyNRjnI2Th+Sh6Msz5b8U8nzGTx68dh9o7jJ0+Xw6AXf+1L9Y3f/O9017kLuuHm+2krhxdnz54V6xbfdQ1zTwOgl/a8h1+2l5r2QXlJ/D9YKP16D/wjBxCt+WqZ+5/17L2M1zgPtK/97dfp+3/gv6oZjDTJAd0849BljOZpf1eAtgpVYnI0ORieaJKHfbkRB5jvuu22HGK+Ss953vP1/K94oZ7/gq/Uv/qKr9Rz8xIIPPv5L9Szn/+VwQv1jC95jp7xrGfri5IfBfQnP+2Ly17Ofl7LT3jy0/T4JzxZj/2cz9d3ftd3a2t7R2uZJ3s5BOhyGJGJq7Zx+VX+Z3z6p+kjPuxDdOnieeWcLdfVTfHQv5ND9PW0u/RJ5ig5h2BdWkZbaUs6QVu7+/qpn/k5Pfu5z9dTn/7F5Xr5ujf8vt5x6+161+13ir9AmHmorf25dqbSpb2p3vyWt+snfvpn9c3f/gp95uM+V1+Z6+9P/tTP6i1vf5f45acyz6e5ZkdUu7m+cs0djMY55PwN/ZdXflfpS+avy5Tr1Kea97XV71VOl/hVoJKa9MMkh0jz9Ivt0i/JxP3s+z3soal3attOx49viv+pzn5efh7bOKYLFy7q1KlTS0tt26rN9bGL8u133qUf/8mf0rO+7Ll645//pWYe6PT1N2nt2EmlG1JvpcwfypN5o8F4Xa9Pn73oa16ql33Tt+iv3/ZOHT91Ooe4U/HL29tuv1Xz7Cnr6+tlL9nJeG7mRUbj2BGJjljFgtZBo/zuwfi+eynJPmyzaZpCs11yLRL2wKJaMvuwDETbZEUXW8A+oDEu1Q55RVHKl93LpnjZx3b6bZ7p3hWe7eKHCnZWbUM7CmTsXse+eo4eshW2RTvazIlK01VS5R/NiQ2wb2MLdeoAWWjw7D4u+NDhc88NuE9by7phn3cEKg2ZVEuMNhwt+0WLhC2KtgvP7nNoq0AOQLMPZKABrjkc4BEDMsSwCmSIkxwZ27kWTsq40T76kLauwu792F6OLbYrsAVoJy+UWN/wsAeqn9U4kLWt6k9J0JAhx57d+w2r+IUO0KGN4xyMUUYWEDM0cuSA7UM+iAU+8kBJ5Pjt9ziHouIPOhXbxQa6te+wYfey+FESsdB2bKVaxhs5ytDQtXudVdvI2D0dH9iBhh62QdUnpw6O2kAHGkAX2C6xYxPbWiRkqUOnvCCXeUAZGjzK+Kp+Gc+jdGSgwcM3QB/YXs7no3W751U6dvBle9l32IJGjpySKFdUXq1XGejEDN12uSdjblC/OzSxvwwYQQyRQ6eRdh80dQCvgnoFtFq2XYvLiVXt2i6NtQ9kdCTZLjFBxi66tXE0GMCDVsvIQbN7XeqVjwxtqXkt2/0Ch87ksJ2L8FQsDHxWOjm2sQkoA9tlsqGLDDpKYmJAsw82G9ul3UpCrtqx+xigAeygS4wRLYdk3MhjExpAt8Lu22v3Ofq2UV32PToA4qoemwo02yU226Xf7T5XEnrVv93HarssHA5bsYdPYianTr+TU4+JIkvbAHRodu+jbiCVTo4cNgCyxADgAcr4s13aiDx0QBk9QN02Jkq7KEC7EpCqdGzEMOLCDm/8qTQLW5SRRY58Feh1ORmqNPqgbZrSvzyYETu0agO/tvv4ciOMTWC76Ci2CtSnanc1t11kV+0qibrtwrNd2kJ7lGRb+DkqYzvcgw8y+EIOVI7tMvfhK8l28UP7GBvmTN2AdCTZvQ+7z4+w+744SkydOECKyw/tqTT7yvYQtr20a/dl27AyZP0NXKksvmwv5Reke5TZPiRnUz9EOlSBO2gb/YtP/VTx76ptbm6UXwmez4P1NWdOC35TvlXGi/5uFvMp00XOTWAGIoeQ0nTWqWtaDUZrJb+4vauT11yr9WPH1QzHch4KumaoadeIh/xRHjSa4UiDoM1hQQZQ80TXBY6d4WioNg8djGcXDg9tu7s75R+vJ9bRYKDNPDTEmrYvndOjPvAResLjP1uTnS2dTDvmOZyc58F0FNuzPMwOhkPZ1iz0m264Xh/9mEerm081m820kwPNsLSeh0Lyvb1ddeVApJN50M23gJtk8VjyNoem1+aBZ6Bzl3Z0x7mLeudtd+qt77hNd5y9VOjjzeMarm+qHa6lBU3po739afK5+PXUODewlsTNyj4PsOnUNn1qQw0jny7gcygP37ZswzoE24VuO22oWirlLvYRJgeUK+xer9bfm/lRX/fG9jwPr8Du24Mt2/fGxCFZ9CHUnPI9hf2e+72aj9U4VstXk7+n9PemrXvq857I2X0f2ofzohuaG+jOftNlzkpN05b1Mcr6neWlg7Iu73fzjfrAD/yAqHThTfKicydzXhoOWnXhTxeHHlzfT5w4qWnW/4VLW9rIetze2dP3/9cf0pOe+rTyZ6l/+dZ36PzWbg4vLGefWstLlMHaRurSb7/+DXreC16oJ33h0/XTP/cL2cdGGmU9b+9O5HagYdbvsbys4SUCvhJQ4m3IlnmprHx1WYMVK+QrFm1fkf53gVjbQH40Hmig0muZHBR6+qE2j72Pff7Xfv3X9cY3vSmHxadUfnmvJrsvfQCKVsY5exq6qaLTyXLmyO7evmSrHQxzSHwuh3d7GuRaNBivqU3uQNmHM4Cat+MezVDln83w4FAODbTjDa1imMNq6vCmOYD64f/2Y7q0tZNrWA6vZ52atlXTJIa2kXKoxTx94ud/binzZ9h33XG7rjtzRtcE/M9ynNZ12d/ok8z2zN1OUqhN9NtBrqtWmzm5O5np9b/3h/q2V/wnPf2Ln6UnPumpenpecH1mXuZ9QV52fdGXPldPfOoz8oLv8frsz3uiXvjVX6PvfOX36s/e/Fe6/ewFNaN1nTxzXQGH7cPM78FoLDWtxrmGznKfd+bMNfrhH/4Rfd/3fZ82Nza0ngNhS0QTkGuZuiWlSigtCTvVdIsKOxTGZzqbiGRbdtqWsVPW6Ad8wCP0Pg9+YA5Esvb2d9Us+o1r4XoODXdzENhFbp5+FLzBQKO1dZ08fa22dyZ5cfkacSj8VS95qb7/B39Yr33974k/ud/en5U2v+kv36Jf+OVf1TO/7Dl63Oc9QT/5P35abeYAv5TdS38yNzhAGY9G2txcFwego5TbpinPYF3iNI3pVP4svC83KTfKxVxpnu5twiY6dt8XlIFtssvQJBZgu/TdZQLvhoA/u9e1D+fwuK5iwu55lUYO/d0BfWTtXt/uc2iVRxlUW5QrKu1qeW07fHTIAfS2bSkWwLsSkAN2H5ftIl+/bF/Wr/YB7ajN2qaaw1fWDvbMV1BoyevHduaMCo7yqh0tku2sg2YJJVUdO3aCWg+r3LtigzLtpE8A6w4gW/nQkZnlfhf6MNdT6nZv1+5zbFXYPa3KQbdNJmwAKrZLzNWH7WW/IgOwAWyLmFjn5PCUZB/WgTfJdRw+dgFl4gfwWa/YpA5s53GkLbHYzn3BbgHXF3Rp83r2u828YABaJHjYI7ddbNB/2Kw0/FAGtosPYoKuJOjYqDrU8YeM7WV/IUPbiQldYB/wY2r5qbwlIQXsAuzUnDJ+V3N4ICplLLAFoFUgv8qnXO0gYxtSAfVSWPmChk3aCChDqyKUbZe+sl3isC0SvOofPbvvA2jwbC/l7b6MXsXVZOzLZdFBnryCelMbC9E+CIAgQG1UDdDujdtGRUySyoOA0Qr07V4OGnzby85QEjIA/ipWaRFbdgQy8ABlYLvYVBJ1eCkWGu3rciEjRhYLh27k1JFhIqJDnbYC6NgAlFdhH7QHPhMcPgsVW/QHCww7e3mbiF34+ECesu1le2xDKhtZjdXuxwF7MNEFlAFlQLneeGMbX/glh4+92l7qLDhsAnjoEy9tQM922ZiQBfChk9e67eVCtl3aAQ97gDioo2M7NxX9r7aICcCrsF3mj93bRAcZfNqmWuIphXxhG9he+q22oEekfKBRwBZjbTs3WZPSx7W98Bkf+INcSO3YDLFJ3jZNSiq+u1zcsNflJhUfR1F4mV/k6Rh1VX5BK/Ziv/iQc088L3FgBydVT5GHRh8C6LYRKaAOSmXly+5lKs+27B7QsFXFsQ+NfrETS9pku6wTu8/h0f/kQIuEHrB725CpkwO7p9sHOfrVlm3E0syu9CuxgKN8hLBbYfd60I/CdplftBFb6FSZ6ts+rG972T+2q3jJV/Uh2If50I6ixo8/u5fHDvEQ11F56vB7zLmv1yQ3/x/16L+vT/+Xn6bbbrlFbabfsRzgbV28qC43/5gdZg61bkrsTdw0MQR9njFsMl8HgzYPjDPt54bBbaP1PMAcO3FCe6lvZx/az02PYqPJTc88dmayOrflQKAdjjTNw9usc3mgX1vfUNO22tndy1h1Zb42kR8OBxrGT4LSXg4i+bXidH9H+7tbuu70Sb3w+c/Vxmgg54Fn4E5dDhrbBDvHN/E2rWq719fH+ocf8w/yIHi6tB85DiZpdyLT7s62oFGOqtTxnYYnDjvRgGaQB6E98adep/JQdOaa69OeE1IzFG1ay8Pq8ROnNU+7dnZ21eaBcnPzmBxTs+lUo/TF1taWOMDgQahJhzZNbIdPnG36IMXy6cq3FFMqBiTZWFJJtg/VC3HxhS2wqJY+uFK50mq+qlNp9yXHHrg3Nmxrmr5Cz/ZS1c7IZM9aEu5hATuI1pzyPYHtZf/avicq90jmanFcjX6PjN5LIbtvj93nVd0+XK/090ZuX267ttlZW/iYZt1C45dh1OfZi5qoobqRFwUf948+Vnt5UbCxuSZo+/t7WUubucbNNBgMRH1tPC4PIJI1yD7jrEHWaqdWv/Fbry2HNhzevOBFL9HX/dtv0r952TfrBV/5Yj316c/U4z738/X0Z36J/sf//NnsY3O1OQjam85V9q7YaQajzM3U4nw/Lw8A+2HbtmIdK8lOt+XmuwAAEABJREFUwMnv7ce2bF9Vzb4676pK94Fh9/7sg3XH2FSTq+VKI1+lX17upBwwTTJuTewi/wd/8Ie68aab1WZvlBt1il/HZ/JSRqhTaopul717v5Q38lCJVJu+H4+Gov+vu+46ddFNJXn2freaO4d6GfsZeaDs1cDtSORHwZ/vzvLCDFBGDiA3jx1esp3PwTa/wJx3MdE0si2uJaNhq0ZzfeqnfLIe/7jH6m1vfYv4P2NfunRR586dFXEqe1hj5XAiyvkwfzgM7KIJ1nMYrnaYa2vmbw4RT5y6RqNcV+48d0F//MY36Q/++M/0u7//R3r9G/5Qf/pnb9a7brtD23s58IvOKNfRtRy48wtHp1/2JlOdv3hJZ8+d18XEvJsDW7vJOtlXXJd8Pf34Yz/6o+WXgNt5KUd8ukrqRI8n+BV+t1JW+A2Nk9TGP21jDSve9nJPcObMafE/Cbpw8WzczEp/NOk7/qmicdbt/v5Ew+FItmNB4hemO3l50A5G4s/sm8G6zuXF38/84q/oq1/69XoKazaHr//sUz9dn/Jpn67P/twn6Fk5fPzF//Wr2p92mrvVzt5UjGOTtTzJ/sI8GeaeghcWk6zhjY31+Bxm/KZlH1GS5fKt5A5UGtkkZt2jVOd9zauSnf7L+Nf60fyofOXbiSIg9lXalcrQqh2711ulUQb25Tz7gIYMuJot6EdR5aFTXgW0e4qqZ7sW0/cZz9x7VhtLxpECfbQK26JuW7azf2ecYwfaYDAQsC3m6izzo9onV5Ltos98Bsxj7k+UxY8N/sIMupLQsS2lzIf6ak4ZXXzBA9CwA2wXX0palUEOIFOfvyNSYh9m3wTwoAHioW6barFpu/Sh3dOwV5j5wheAhi59gj71sEu/QQesU/xBp78Acsijh4zd+4KOHLYr7N4/9MqnbLv4gQag3VPYva7tspaJDxATfjkrYdwAtGoXP6uAbve2KAO7ryOHrbW8pBnlpQV2qNfxtF3Go8rRL/CxAWyTqdLhAeSxRb8B6tArUIJvu4wjZaBFqnLk2IaMjYpKJ1/lUQbIwSPHLn1V7VAHyCFDW22XOIgVnt2PNXxsANtlLLVItkup8kpl8WV7KYuNVbt2z7P7HH/IoIpcnW/UiW0/+zllgC9yu9elDBoMwLRdGoJR+6AR1IFtkZBdBTRQaZRXYbs0yL5yjqxtssuATbufSEwyGogQdHIaTUOpEyOgPaDyyeFDW0WlVT51yraX/aAkdFZ5dh8rdHwDJgh15ABlaPCI2fZyosekiJtYKdte9k/VJQfY4cEYsFixCd12iZFFTR05QFlJdm8zxaUvdInH7nlMbICMbbJyMUAGW4WQL8r4B5Rr3LRhM28xyCO21KUMDdhW9UEd2P3cqrGygdY+svuxpl0AeXxWoFPLNSce26UPKaMDsIkN4kGP3HbpN+QqBrkxsxNTLoJKgo4+eZeLGjaQoW73fmwXO8hZys1rD26MbCgqiZs54oRix0dudhgHYPdttV1iLwr5qrGmeIhO/UogLnTwA2yXMVcSdXgg1UInZoAeNHiAcoXt0j5kgJKIucrZFrYZW/jAdrmgQmOucmEGUb3qB3ugCtiuxWW+yl8SFwV4tks/1Rhg2Qc0ZKAdhe1DpCpXc/sw/5DwSqXKQ7J7HbvPob07dLOpujzYX7xwTp/3uZ9THpT49SMHcBt5yJ/Pp1I3UxOTbb7Sy+n7WUEYWV97suYZW2s4aCLHgeEkDzN7efDf0Wg8UjsYMDU1yxyfxNc0yNQWD0XnL1zKg0ViiBXasj+ZapIDp9msCyX2mkYc1rEvjHOhH42Gmk7247rL4eEp3XH7LTqxMdazv+SZ+nsf9iFaa5VDyFaTHEq28TrKwwW/mmya1OIUH1HWJA+9H/jIR+ojPuLDtL+3o2Ob6yHPtLN9Kf0x1fFjG/GfGLJmHCjImeayO+1GXkBy2jvRTg4Zp4l7OBxF3Nre2tEdd9wZu51Gg6G6tCuN0TgxNXnw3t3e0rXXnNGDH/xgKbGt8Uud2JxNZxGbpk9b2el4XZ5sX5V3ufS7p9h+90L3QYJ+X8W9MTXLg8A8c8d2+rUrqvZBuRDuxRdxIE5uu/SjfeUcuQq7l6n190ZuH7Zpu5i1D3Lb9zhGlGkXoHxPYbuI2ofzQrwPX8RRcSUzTfz1Hle4oXHoOM3eNM3Yw2ka1ti+2uwxYZe95TGP+SjxfxveyyHk8ePHMjfmmrA3ZN3zzyq0TVPuC/Zy0DLImhyN17NG97PfzHKAcVqnr7lBwxzmvOWdt+jnc0jxg//tv+v7f+i/6cd+8qf0W7/9O/rL8m/8deXwQjnQGa5v6tiJU3LKW3k5kgWqnd1dbeegpj6IECt7FTntJrddxo/yUdheko7K2z3P7vMqaPd1u88r/W8qt3s/dp/jp8ZKuQIaqPV7krOu24zteg6ceFHEn7S3Ody9lAOyJnkXn516v3yzB2flxzTUTsO2EXtpl5dN0xxqUW6js33pki5duJjrkaTUnX3VzUCOzYLBUEo9BDVNK7uRg6uVs/1nfqlgKde2eeF0XPxPcmay3DSZf1O1sTNJLM4eP2icvXyi5z332frHH/ePdOcdt5frDdclrmVhy1ZgWSr28TXL9WDWWZe2d7m6arCW61Fi3tmfij/LVjPUsZOng1MajMaax4jDH2eOrm/kJVfathfZ6WyueWwp1tvEOx6PtJ7rOlhbG2uW9cVLsNOnT2swGCS+O/TRj3mMGiUl/ny/2093JYnEDhnf+AW0b559fBg/04wX4/gJ/+TjddON16fh87R9Lg4feWlw8fwFncwLTObTLG2wLcZmfzIr63cys2Y5GJ52rXb258q5oqYaaDvluy5s6cLWnpR1upH1yq8929GaNo6dzIvRY5rEHr+CbsKnzTxbbG9dEn3DIeQs+86xY+wntMxS+k4lJWJIqfdds8orAvf4y0b3sLht2T5MXNToB2C7yDRNk/7gELQEVKTsnlcq+UIepFg+lEGp5KuW7V7PPsjDLn5Wc8rANlmB7SKHrVXYPd12kbvSl3113lF528WPzRh0Zd5OuZ86Kngv68SMytG80mo/r+b2QSy2ES2xNbJsqwnsvqxFqvbZv5BbkEtm97LIrGKWtYlfu2/zKs92Gf82a5o5jJySkEFvkhf/+zmAoQ7PdvamSek35G3n5d1eiTdq5WMfjsN28YG+kli72E6x6NmH5SufHBn0ADFAq4Bnu+w38G1DyvrvCqhAr22znT1sXnjQhzlkpQ3waSN2oVNHlzo+7V7PtiqPObOXvbnq2S5tURI66K4CP2EV/9Btlz5RUu2LFJc2KAPbRQ5/AFns2327R3mWGXPNy36oI8l20bVdxgtdUPVpS+0D2g2gXQnwlIQuoA0gpKUP6EeBHj6QuztgC91VGbvvU9ur5DJ+yAIY6OKnlqHbLnEpCX6y5Qc+lZrXMnVwtI4+9u2DOGyXsbKNOGvVS4LtMlHoSNslYIysAkdHUfnQbZcG4BjYvf1aVhJyyYrfSievgHcloIevOhmoA7v3YbuoIUMBe0wy2gOtbgpV3+4nI3LwoZPbLm1AD8AHlFkQgDI0JrdtMaEB+iwwcm6KkbH7viRWHUl2HwM2kUUGIGa7jIftQ32llUT70LUPFgv6tosuC512AdsiJiY2MvQHcVK2ex9KIg7aB6pt5MIqH8qACjLk1LGDLjrk1OEBu7cPnTqAX4F+RaWRY992GQ/sAtsi2S505NAlt136SknUL+VGmDHCr+0cVOyXjR95bsTIu2xCJefOM3q2i92io6sn21lATfFnp5ybErvPi27K9DsHGvPcdBGPkmwv7Vc5LRJ1YHtB6TPbxU9fu/wb22CVQx1blUZfMvaVRk67V4HOKmxX9ZLbfR0Z9MgL48iX7RIv/IoqYve8Vf9VxnbpG2IFla4ku9dLsexN8GgPQBZ7qzzKdwe7t2f3+aostqnbPc++ck4fgFV54qiwD/SwtwpuhrocBm7kQYT82jNn9KKv+kp9yj/7ZHW5+bl44bzaxlLutuFTBPPcoAPoa6NW1kzTyZ5mefhvYrRt4iWHljxkdNFNCGpDbDI/KxTiPPP+2PHj2tjYzM3IUDx0lcPHPDC17UD0q+3w1zGoixcvqPjMW8cUtJMDvPvffKOe9oVP0Wd9xqdp+9L5HPRlr5vtl4fSNnGkFtH+Jh1/MVfGl4eOUydP5MD1cTqeFxkXzp/TIAocbvLrlfEo8eQmLq2Pbz7cHPU3QSzTCjgA29McHHZhjPJAuLG+oXFsnD55Upspt6XjpumjPe3mkHOW/tpMO57y5Kfo4e/38HKjwb9/ZTt9MVCbG0vWLraPwraMPbuw7D6nYh+UqQPb6W5TLLAPyoWw+LJ9SG5Bvq/ZFfXppysyrkCc5kEDedtLrp2RTV8vCfeggI0qtlqutLvL7QPfyNmH69D+T8H2FcftnrTR9mVh25fTLhN6LxDs+MkY2v1Ypph2NGqyT2B+mj2IdRV26M5DwKxc7+Dt5dDxQQ98gL7gC56o+ouy4XCgbrHf7Oxsl/1jluvesWPHQ5e2tqCN1Q5GOp8XH2eDwXhD/LMQHuaAIocVx06d0XoOKkY5mFzbPC5H9tQ112mUA6C7zp7L4c+uBnl4mMbubg42H/1Rjy7x2i5r2Hapt1m/zFs7bdTlqUtjweWcnmK7tLmvqZTtwzT9H05Xi3+VbnsZpX2knG15mH5q26YcKPOiaDPXgvPnz6e9zIM2R8kHOkqth+SUwSB7fKPsy7NJXsRmfqQcc+Xf9N1YzwFb9uQ5yLUm7pRLSwHXmlnGYJb5Ms08m4V/FNCbtpUzHwH6gMNx0CWKSWzzy8JRXh4xL7AxGLZqG2uWfYvr5Plzd+n6a6/VN33jy/SI93+/0CeFf+nCBeVCGytzRVx239ZiOwd4c1ntcKS508IuvGagYQ7RmYtqBzkYn4s5KLcaRC7NyTXyks6eOyfWzfFcW8nnucbP00ZHgD6jPs21mv6e5Vq+mevfnXfeIRIv5Z72tKflmrtR7tUdIkh25BNqPt2SmkriXVZLweUFQJP+Y06QsxC5hx6kXyeJ4cEPfpAe97jH6s47bxcvPcfjUdFsm0azxJyQS1vmGbiWA9a1dQ1zmMjhYZs1u7Z5QsdOX6v146c0b9Inc6kJn3/epR2tpzLU2sYxNYORdrJe92ed6ENszLKGb7vtNn3ohzxKN954o7r0EzE5EczSL03T9C1K3zvIVJEWudVEXvc40X6wqmBnNGjgKnGljHxFJVOvZZtIa+3Kud3LrOrVsm3ZLoqrtNLu0KHZPR8h6uQVtou+3edXo9suLPQBFduHdO0r14/KowttnvUK7F4P+pWAzCqqLjlgLtr9OLBfzzLnkLcteG3mKah9gg/0kAHjHCINh8PSFuhd5hR52zRCjzKoeuTAtrAJkCNXEjYBcUy4/4xcyOVjH26r7XKNs13WCPED9G0X/5S1SJQB8QBkq19EKNu9D3qxW0EAABAASURBVNslvlV5ykAraS+HecRZ6dUG9mkDOTxyUFVp82g0Kv1mu5KFjO1CX7VFrAB+FcYuPqhjD3nKyMAjrzq2S38ggyy+GTsl2Zf7Qx/byNoucWEPRGX52dnZKc/0yFfb5AggyxxifpCv0pGHbx/4RqcCHv6JE/3VONClXfQ7OXXk0bVdxs3u7aKHX7uv21ZN8Oy+XvUrj9x2OVdCDj7xAHjQiAvfxAAow8NfBXXbZTyxAaBV2C7FSrddZCFirwK/lGuOPKhy+Kc/4EPHP/HZRuQQ7ANa5JrCxDiKpZIvuxeCXhFy+dgunUwn6N0kbNoujbL7iYQ96FXV7vm1Tg4fUEaextFIytDgUU4DqBZAo2D3fugMYkTGNqxlHLZLG5Rke7k47F632kIX2L2+kqhjF9SJXWnkxGW7TB5iwBZ0u7cNHzo5gIcd+4Bvu8S0lofko4sAHfoCEAP6OpJsl7YiA8t2aS9+gO1in9hsFx62gG2R8IMsGwWwXTbaymPxow+gEYftslmgSxvRh0cZmu3i1+7lOCCFXnUpM9bIYxe6FglbTGqqlQefMu1ElzI5dexQr4BOmRz7gDL2arupQ0cOGvFhq9KgI0+OLDl1QPko2raFVfqEAjYBcsRn9/1AHb7tMhaNMga56bMt26rJdqk3yUGNwe7p2Fml0WeVVm3QFmToO9uVXHJkK5ChDGNVFprtEicyQEm2Cw2fgHlru8RrWzWhT7nmlK8Eu+8beLaL7aNxHK0TC9Ai4aNiQTqU2VePC71DwvegYvf27D6/O5Uud9R25MhzI8yfNfNn19/4sn+rZzz9aeUAbXN9XekFTfM2NYtPbWPlE5rUWv0vUHIAmZO13JxPC/gVyihPhsc21rS3s6X5dD/0PBmoK7pNDBSb00n59dB2LuLM8aZpy0MPa11J3Nzs7G7nRrDNjdag5G1uCHlw2s0Bw3g80pOe9AV66lOepL3InTy+qdtvvUUbayN182mJlTm+sbGxeJjphL7txN+Jh7CPevSj9Rmf8RnCFgem5KMcHO5s7ySC/uPE3aV/DgDdfOWh1xo0iTuHjqPBQDlFTSw7BfM8xMzSxksXzml365LWYneNQ5L0xwNzcPovP/VT9NjP/IzEMSm2WOu2ZcdmbM1zk10YV/gqD34OI7L5PvSxXWzYfV6Z9kHd7su0qfKP5nfHOyp7T+rYq7gn8lWGfkDPdiHVMnkh3IuvVZ3V8j0xYXvZr/dE/p7I2Ac27cvL98RGlbFdi3/nc3sRa8mYzaCGbTE2jDtos+bJ2dPJ53lI5ACD68infuqn6uM//uPEnoAOewtg3cNfz9rnQIdfQbY5tBnlAGdvf5oV3ejm+z1AnVt1TdZtO9Ssa8ufuvJn1hxUTHPYoNA5uNjKHuXEMco6397ZVZvDkI/6qMfo0z7tX2ZvGpaHEHy2kbEtcuLRfUi2y3y7Dybeq6q2l/Zo2yqWjEWh8hbVZTtsHylHIvcZ0zxsd4v9jnEepH+5HoSr1ZlBPRcTZYYUsK86e/0415sTm+sa5KI03d+V5pNy7QlZba43bdvk+u2AvJGbPofeRqiJXs1rmfostud5mZaNXqDTXNQLOLDKXFzLNXKeNnSJaJB9expaM2hld9pYX9PJHATelQO+hz7kffXyl3+7PvzDPlTcu9KGedrct7uTaKmdHE4yWfPYneZQYz+HmTt52N/e3RUHnnKrYeZi2w4iM896Ua5hY53KC68T8WcrPnLtTLvbJu3NNX6e69E8dhyfvCgchDdPmXvai+cv6PSpk/r3r3i57n//+4lD4P39vQSxiCul+ukSV5dKlzxZPnGW76t+OuX2gOtxq3nagk/6aZ7+G+YF5j//1E/W33/0R0Y9gvmepf+OHTuWFwZbQo744PA/pJunP8hZz6zj7azl3clMuxwET+eau1UzGKcnW+3sThSyLm3tiv9hlNuh1jc2lRC0nb6cpu0f+fc+Qo997GfpzOnTunTpkoYZP3xub22pzbyJoUUrXXK+QZf7AfKEe68+6FUF27V4KLcP6LZlu/DRPYrCuJuvpmmKvt3bQNR2ocGjvmrTNqTMp8z09A8Vu6dRrrB7WtW1fbC2Uq50fNiHZZVku8jr3aSqX+2R2y668LRItkub7MP5PG0A6FUsVEpmH5aHaB/Qqs6V8moXHVBlsuypyuU7qzpzBR7VmmdUBMr8WvFnu7TN7rWRB7S1bVsB22V8oLNWiANQV5LtIsc8VhK8ZGUtYQcdZMu6WsRGHZmjQLbqw7Mt2xQX+w4rs1Qvi7vq4bMCSej4s11s1Do8u7cNH3oF9QpoxAXoD2yjW7Eqx73/eHFIjJzt0neTXG/4CzlsIW+7xI8MUBJ0+CmWT61Ds136mDJ0LRJlaKDGR4zAdmkvvnnegY+87dKnthdW+jkDfzQalXGr+ghU29UGctCwtcqH3nVdaa/t0j6794EssPu6kmh39QMPmyHf7cfu9ZEF6KFAjn9sAruXg257GQs6Sqoy8KGR231/Ua6I6KEP9EOEIxX4FUdYpV8a26VAsLVDVxUoryoSKKCjWGADFuVik0UOeUAjsEkZuh0/6YN5VjxvPUGXizK8brEIaxndCnxVOnLU8Yt/22US2rG9sGG7TCYl4X8/D+60C13by45XEj6QsS02AyYbdsMqD8yz3Cx0bKC5IHODBqCBeWjoj3MTgg0WE35sFx9Kgg8txRIntokDeXi1TG73cUMHRceN0Ee++iSeigycoFN3FNqmEeNBHxVeYmxio21aOf/hBygJGdqL7UoLOWqdoLFIOYDAP7JtxrnK0VeMAXHCh27HQ4CNSoeHrO1iEzp8bGGT+iw3ZU3jHNYOMwYDUVbmCGjbJhvGLH0wif40sc2X9Une3mKfOJqmkW1Ml9zuy8TFjRQxwLQdP6Nyo4gONqBjg75oF22cpd/QRYYycSJnu4wjdGBb88xh+FcDvpu2kRJSkzjxQY5d5gx+QNWnDGpdi2Rbthe1g2x17JvwqWMbCdvpzyb91qX/ZsImPPqNHD/E0jTIBVJ8KIlNc17yeW5SYybzqlEbuS7tVeCMUdu0asIEEZZyc9rl7pL/UyqY7k/E4VDToNvEdh9/l7WKfwAP2D7EJ1aAbLF9hS94tS3YAqs6tg9pIb9KoG576RcetNWc8t2B9UUbWzdKC3lGWvYDfcHN0JVAX2G3xjvKwRhYXxtGf1/P+MIn6T/9+2/VsfWBhp6rm+3F9kSj1hoEbaPkjSbZ35ShYh9aX+MBcJD1MhW/DLFd5vowe5QT3zRPA/uTHFLKagdDDYZjmXy8pjYy89B39/LguLcv+mGUmPjTPA4b93PAuLk+ThtnunT+Lr3/w95X//olL9Izn/6F2rl4XuVgL+vm5MkT2s3DxTgvTibZP/eyTkebm2IedQm0yVxoLA0GbfnFxTz85zzri/Xhj/pgTXKo6cy3E5ubadde2Q+UeVZusdKJXfS6xNhJmmcOZbqpHQ7yQNOJB8QubaRdbTNQ2w6iP8oD10xro5GObW6ojY2dS+c1bjp97GP+vr78uV+mWNIf/8mf5MFoXRvHNuW20XYeMmexP4he58z0Faj4t+xGdvLEZ9rlcIIOyOrC65IrKcV8U+tKnoFM3n865BFIDiWa0ep6dFI+QU9VqFokxKH2EivESC9qKxnSWrj1wgqWpXl8g1KzkigtkP4KO/07L/2tVNItUoK2+v96SUdPoSxq7A8FXWgHUXbqE3OraMR+p/xHHsxDnOMjeVwoygFaXYqd4hjpgNLCLrKFk68rfMKObmX0NtAGhccXFsmL7xQytqqIdigx0KWkoBOpp1ECaUOybsHtUlbKKonaKuI5tjs7fZ+9ucjw1dugtAo0qZMDyqCWiaOBQBsWPruap0+V+xdn0Bw+gIXvgqzmedAFgrGQ4XBESYzTPLkHQ007aThay3UkcyHrfCPr+9L5czq+PtLzvvSZep/736Tp3pYmezsaZH86efJ4DgV3sxfsZG3uazAcSmnzzt6uRtEdZc+5/fY7NM31ommH4Y/V5PBBTSO3rdqUm6xFemWWlwis3c3xUN0kNi+e1Yd8wMP0b772xXrA/W4u+4htDbOHtYORdrKHcbgxSL0TPZQ+VxAZ6l3a27kRCLn/pK+6iPb8FKpeisTQC/XfXbIOW4H6SigRLDrk+EILZsrh8ukph2moHFAoBfkg34NRayS3cUVZSV3U5slBrMZlT7HmtC3cGp9t5SNHm33X0SoRpf0hai97Pf3Mr/VG6a877rhd/CJvL+OEXpEtOmgG+SiKXaCk9ezVbjhs2svB3ET7ub7AW1vfUNMO4hXPTlwSezZzapaNe555OQs4LAS1TA6gVRS9+DJz4wiGw7bs7RcunE9bdsX1gBdq2HDTZv7taZrrEPv/Le94u+53w3X63ld+hz7r0z5FbZd7ytkk17p5aY1t2T0acllN/A3aVsxH5j9o2mH2RGkvh29uBqWNk1xbd9OXe7nnYU7LTbn+KDZsq8VGbDnSyoGqsz+2yUee6eyt79BjPvJD9Z///bfrwQ+4fw5ut9U21nr6UNGv6EQyX0tQKzYLhRoFKH3ZiUNy6YMm/mdZb5M8/NsOVcqC1jW5Zn/Fv3qujm2MdP7sbVoft3kpt6ONjXEOIS8SsZqMpdzIyVljYJiDBYemoA2d9Uefl2ux+viZU+s5IN5YW9fAKi8CuQZvjAZ62Ps+SC/+qq/SB33gI/Pi8lbN04fEmKhEf3exwaeDkEK3RBNKjOVboenu0r3g2dXmgZJt2T4gpMQcBsxh8mwd5dpa89JhCznbl+mHVWjpNopl/pX7o8wJRTkqoXeCVsvQj8J2dLvIqtij74BtkUpsKdt9HVqFbTUBMsp6vBoaedk2ZGob2wQ/zJjb4Qe6SrJ7vn04J04wz/MfMVAeZM8f5jpBGdos15lV1P6Ghzvb4hlqP/fA8NADtkUd3SqLfIV9EMss/pGtcm6stmnUtq04DE8Hpwck24UG3basjEauq+jZLjzib9pWtrM/zMuasxtMyMlZC4PBMLExZi4v+/HNOIMu4w8og1pW5kRDXG0TP40ox0XszsvzLH1GXErqFjGlKNuRbw9BSbMj/drFLz4iHp0IxB80YmDw2/gdDFoBZOAV+cgNhwO1TSMXta7kpZx6l1h40bO9vV1+6MA4haw2fTTIWJN3zL0QbaddTeHZlm2R6B/yBh+hYROa7cQz0HjUHxDazlY2K31O+5BBr84PrgHQgO3iixiwB7RItotvu8/RA9hEhDjQG2aejuKbNqzCNmIZmy7jPC8x4ROi7WIbf9Cwafc02yUm7Nsu+vDZq5G1D/hKgkdcxIH/kIoOtisPXbu3D7/C7mk2fpSYmvT7IP7b2FDi7iS51O1GEvJ9XssO3Ua/k+3ot6qx2C7truNNTFdDM8sCjLyaTHBy0LZNBrc9RIMPHb4y8fi1Cm+90acOH16XyTzPQyTlQSYt5UluIJGnDB07yHNjAX0U3DeJAAAQAElEQVSWBUEnK6lp6Iy2NKrLBLZdGgedupIot5nEtsuEYyDgMTFARNKRXeJvKJYcHbvvMGRhVBv4p7MAcdhW2zRFDxq6SkLOtniLuDxcSR07wHbR4YbFkjgcrLr4xHYjqx5YsJnDx+4sN27wxsORRoOhKMeEyiRKAfvp9uK7cSP+vbKNjY1wJNulvUqi/fgm7lku6KMslC43emymLFb6Cl5ES99hF//QiWWURcVEoowt6MgTB/EjS50ybzbawUBgLTcZw9GoxAsffWxNMxcmmWPk9AF+0aXM/MDGYNhqnpuxvbw5B5Sb1moyJwdtI6DMq2kOK7hgUR8NBwpbs9gej0e5WVtTF5n9vDUmb6OXbilvoeeJQek8cuSxO4w+7aNO24iZtnaZc03TxHcjEgeYyFEGxF5l28zBWfq2zTynrchBI8cG8xvbk9wAYxugjw/k0Jll7iNLGT182FYTm9xMIw/fdto6Sxu7fqGn37WSsGlb2AXMLXSJtQmd8WdedImX3F7MmfSZabNU+pm+BW3j0r/j0VCUu8QJQlbbNgWl7EaNIguaRrQBNCnbi5jjk1iIUUnwkBkOh6VN9MEqD75todOmj20iVml7lbOdGDJvFraVhB52ydGl7yljo8L2ITv4jmqxhYzd86HZfRmfABqwLTuQCarEiT+AnG3hl1ioa5Fsy+4B307ftQPNO+dhZj83/Xvpy5k83Q229FEf/kj99I//kJ72BY/TdSfH2r10Zx7wL8nzSfxO5dhtm4HaZqhu3mh/b5aHsMwRDdS0I83UajJ3DgByIYyPdjAWmHdNDig7TefS7qzTTgqTePZwpJZDydhUrBPjgHHM+tlcG2v7wlldOneHPu1T/qn+zUtfpH/xz/6pds+fzYFeIsn8oP0xJzVD7camBkOtrW+IXyAOhq2GmdOTrGFlLVrKPjdQk7Zed3xdX/3lz9PHf8xjtHPhnC5hczSQmwgVWNidzNOOeVe0k5WH3f1JbjpSmaetndu0udE0bcV9lzbxi4uLFy9qHN/KdSgdqKc84fHx9xytDdL27Utpc5uQW01jeTs3s2vHNjXL5N7Juk1Pi3Z0TZt+nJXDjWPHT4qHzY20jV/6OJryLA/Z84xlYk7gfSxK+8fZE/cVc9rNIW4zaLSxuZn+n2pux+8oYzTXcDQW18K2UWRTz/43Hg1E6jIWtKXmrG3QdD1FiRv7Mae4lh2tSkiRT9sOYn+mjezTg8FA7AvD7JsejNS1QznrLN0W3djMgXfTzEuZ8WraVqMcGF28tK1h5keTvmgyh4yCmni3XL671GZLWHO1baN5xmeaB9+5kppG4/jdy0GVncjja+6MaeLtwuuSz5PPwoM+zD7d5MC4idxo2KjLftVmLOfxR/9FU05fdbHBftulT1riHY3S37uJy7KtNnabBRzZZT/F3izXkMFoqEHm+F7m8f4iXjetSM4Xfd1ENqEo6kETWIOmSfvmZR+bpo3T+J9Fnv6kjwdt5NIPTZS6rKNJrslqMq7DtfJ/eZ6G5hhtI5feSKs6MS7tYFDmiBNzGpAPUSDRQ321/FMHxEUVdGrwLqXNtjUatjnQuCRnZVDm+si1et602uukdm1T+10jZ35wreOXzNhTrsdNZNrEuTvp1DVj7UzmUmij4UjzXGc3c6IwzWHgR37gw/WSL3+uHnzz9ZpsX9AgvubTPUlzzWOnHbRpchMfTdTbtFHq291ImUNOdBEuH8awFPjKem/Td5PdSzo+Tmn3gs696y367H/+Cfrmr/0KXX9skL1nriZ9xJxmzW/l8HE963NWomg17aS5G7XDodS0Zf22ozVNula0bZj5NS+HUF2Z45NsNM6a2M9YqhlomvmQgRZrs8v4j8drkhvthe/ITSM/zD43zrrY393P/Ox0/PjxyE/VKf2Vb/Q7cvWplhNaoXaWgNVFNCAvohbxMGWIeSf25+mTcebq7k4OhnIdcOa+2kbzYNY0AtPEN40+fVnWr7uIYDd71HyqJnKXtrbldqhx9jD67dyFS2raVidPnSr3TG3bZLvs963GCbDYk9Ls0qf062TeaG9uTTyQxxuaepg4xgXbmTPzdqSZW82DWWfNC2KofKxU1SUWxe9qTnken8BZB/Apg1l04QOm+jBz0N1Ea6OmzPXt7a28SDqmsv4ydp0tNU5b9nQ8B2zNdEcnRtJXPeeL9B0v/2Y98OabpLnELxDnuQcfJpY28o4f7jVbNxmTiKST5gFBW606pc87azrvNI9Mkzib4UjMiS790UWGsZt3VtOmf5pW0+wzXdb7oM18jIP5/o527niHnvxZ/1zf/vVfow9+2PtoMNuXpvsapl94xpDjawHKcuKxZceupMZaQonKcqj9p0sZ39MM2nA0zp4/0WiUGMOepW+y7WgtcbVp96M/9FF62de9RDdee0y3vOPPdc0165G/mOvFSE1rOTEo7ZrPm3gJLE1ykNkSRzeXMy/BPHmXPbDmjnQ2xwjvaaSZ2vS/9y7qH374B+kV3/j1+qCHv1/2jJ0cfN6lkyeOl19qot9mHJw+mCT2/cQ6yN7s9PFWXg4mIM3VZC52aYnURA6gByCS00bbsnsgA+ADZKiTEy+AbvfylOEB20s/6IC26cdCR5JT7+Z9bCkW/8gDoxOESM+oHWQupK1tYKe30nfV3zB7Fn1MnfI4B77ktkWs09zPDNuBBk2rRvGKzwUc99B4ruRgV6FTB/CodxmrbFj5RDiBEh9IsdDwWwGtwo6vRQUbyCyqIq4K6LZlu7CpV/QyMw0GrQatlRapy940y148T45K2xJtF16ntnH6H/T9ZVsk+qNd9B1128qSE35mtC/EJv2NDIA3zRqsaJtGXerzxdqcpzxLOUS1bXiZ2+Sxmnvr3QI3KnHHlew+jupvlrk6DebFd89rmrbMVX65v5eXFI4BsJ+XFU3aNRxlDIet5rlWZjcptumXLr6Hw0FaEGriQrZtG6Umxn6a+1NoEVCXeVNzyk3TlLWODHTbWYazAni2Y2Mq2jsYtMu2Kta7+J2lDyKS+71BkdnLCynuHfC/vr5W5LE9SwzkoG+zhP0GZRwHtiPflnjajFWXWLv4aYdpW8rMR6DMUeYq6LLuobVuytxmnvMSY328JuY7MgAZR2+UdQBvlDUD+Hdsh9kv1tdyvY6PecYE3+u5/x1GhhhYW4DYlQR9EB140GgP/NlCF17Eysd29sf9sgfalu1SRg8/yKK/n+cJcpRspz+HYh0jg+wqr5bpP+TxSxnZCuq2S39Csy0SMZPDpx2AGKBhB1C2M5PTHzaxZG9P/6aauTDL3JhHxGqaVpI1T7+SwwfQAeXKazOeSppnvtMe/BBLk/lHDNAoE4vt5TyttMZNtDOKNVfKoMsWDyjfHZjABYvFU3XI56FhF8xjD/CgUJF4pHzZV+5ELpYMII1SEkEnS8fM02HTgi69cRTIVBo6lOkgcttxaUTS4TPBt/uOQQZfXToTgUYWE598NMjEGWbAQhuk00eZxOSc7mOXzmYwprko7+3tlY6uEw1b2MU+/hgM5MnhAduHYkGewatyDFSJmvYmPhb+JJvZfnyxuOC1TaO2aYod9PCPHRZR7Ufb2eAGBcRrH/glPuRpj23ZLpsGMUMDtoUegI7tvTyM7GaDIl4lQU9WxoncdonJbVNsKglb+JtnYyWn3iR2+gTbdsYkmxTtgAagIwNiotgi3kkONdiQoxI/LmjbJrEP085WdVPtsrHib5bNFSDfZiwB9vEFqNuOnkobOvo8gGA79psCJY24oUvctIH2A+Sxx5/POzzsNW1b+s12idt2sdGEb1s12QdlbNoHdWSwDb2ixOtclLJhsyErm0YjyzbiykTs83zbFv6Ih/gA9gBy1Sb1Kgetw3bmHDKr6EKbZ3NezeHjuW0atU1T/GOvwnaJDft2H08t2xbJ9lKG+t2BNtCeVRuUocGrfldt2L19aLbJEnZXctvFt535lzHHVkURyBd9Amg3vLZp1EQeOPyKGFUtXymPqOT0UeNkgRU7iaObZsudyPN9ebanf/XsZ+m//7cf0hc++Yk6cWxN08lu9qUm+Z5aOz5c+no0HGl9bT3zfiTb7G+iH4jR7ttDf9i9PPvXqZMnclEcaJI1vLOzrVluapU1yQHEbJJ9LA9Dbfbuc3fcWn6x8Ipv+xb9u2/8Bj3y4Q/VzqVzOQCZBXNlBsoixU/sd0tAA12+usiAFPOJZNo31fk7b9ejPviR+ornP0//5OM+Vl1uQGfxy2HIPLE416TxWtqWGx9u1pr012DQapNfNbZ47RLyRMi2bZM2N7EusS9cOHdON990o2679V3qYvPFL/oKPe/LnqXNtUHfv3koiildunheUdUwDwRTHgLT5lOn+r7pch1rYvJ4DiY3N3J4kcOzcZT2drbSnrmceVIclq+0Km1XOEqa5HqwubGutXH2ojjYunRBW5cuLsdofX2txL2X/XNtPFqOa5pYrm+0LmayE8buwqaSU1NSz+9SWvn0xEKgn7A1yc3ucDjQTh7Qh4njxPFNnbvrruJ7nnXcZW9Mx8dy2pM+adL+xnNtpL30KYe46zmsWMsN4O72rvbyILiem7suGjjq+CpRog+6cDrt7uwUznA41Fpu/hij8xcybwgq/aoF6ON5yvPE0S1APBzaDiLbZA4AHlK53pSb/PS705ZZ9qAmAwSmuSGe5HqwvXVJ15w5XWJw5NLQmJtK8VGQeUU+n00KHR0CnaUvTpw6KQ4Udnf3oq8yvvS31ScXKmVnjk1Krc0NcJs9fpQH/VGuCbNcY+Isa3Rf86wpp03jHBwNMwZ2rHUS8TLms8TbZc4zT2aRxfJ+1uNG5kbEqKZnsVaKwmFP7ygmvpA6RcABn+ThxIviKg/2x9Rm/s7T1hPHj2krfUM/jTN+F/lTx8S9m7V/IQf/m1lnJ49vaJg+7/Wb+A4cLFZ5oac9TfpynPW3v3UhLyX+H73oK75c97vhWt1+6zu1mXmzsT7Wsc314pv2AKIbRIf1QPtYb8pY7Gc+8T8OiVvRT6NBq0Hk1sdDnTl5XHfdfmsOGzs97clP0DOf9iQ95P43aqiJTm6uaWhl39rXNaczbinv56a/TYOxtZ6Hdvp3L/MQm7R/d3cn63wg8i7XNmV+dME8Y083kksu9w6jjNda1uVa+qVLnBxwzSPXps/IN7O2p/F35x13pM0bmmf+XbhwXm38DzPnaW9B4qr3vSoJT4WTGuUeTm9HNLT+M8p8Yi+d5vBr8/jxQryUPeRU+kS5TsyzV3WZO6wrLCgD7jQc/4PEsJlx6DLuzngpOJ25bVv8T0/2syfs5v6xTVuGmZuXMhdKW8cjjdNuxoY157IXKKMvzCvmZf6LHfptFUo/Xo656uw5yENLPIPMS3wkVJFXUAfKHMM/ZQB/nvbMspdPs252tnJIlsMpYqK99Pn29nZ54B8MR2qyLkXKmCnjN83ePdvb1rWnjusjPuSD9AOv+l597ud8P3OVogAAEABJREFUtq6/9kzYEym2u6xBZw/cXB9lbU1FDE36gLyLDXJiGQ3bMs74nsc+96DM8Vn2I9tljg0GbfbKHU2ynunbQeb0VsZvksPHaxLDd//n/6BnPOnz9fAHP0CDjGeXa26bOYBN7BC60tc6khyZgvS3w6tIMZ/U4l9Blxp5j1TCyrfI0N/f3tH6cCilPz/2HzxaL/uGl+pRH/T++sPff73WcqhLnLNcw5SxarCX9tPv1MejQbpiIvqGdtEfa5lHo8Ega7cRY7WftbafF2/XZm3O0+at83elvU/UK/7dN+r93/dBcubvWuxck3nJPB2PWin9sJ1xxccgfTzO2tvb39WlvCwcZ26urY/kXA/o6wjTnCvCppVXZB0i2o69A1Sm7Vq8ao7EUSAMjZx5cXdg7WSS6e6Qu5vM56mmmZuzrHXqbpS51+ayNgvmKnZ0kGwfapPtA2ZKyHd5Vkgx4+QCJADjDCh3mdcxnm7uRB1AAwfzU7Jd0DTNobz4yRxVkt3L2H2ObJd5dRRxFpcHbbIX8sljJrzEkjL7Vhfb2KFsW8Q0zR5MnyMLKEMH1G0XG/PM5RQTr9Q0XgJaR1zhhyxlrRVkzjFO8NDt0jf4th2Z/mM7dvo+UFLCy7cKjRgrbBd6F4EaH2XsIWP3MRahfMEjfpBqrk0DsRYqHRvQ0QXQJ1m3tsv8oEy/2NZwOFzC7uPALkCPGAas4WA/17ZKs3tbyNnYyfpP/OnMdE9X0ISOf3yMRrmfjS/qtiPWFRDrNHskMREz9gF06qv+oeEPWUAZGvKUkSenbbMrjDuyyBQkVuoAfWgbGxvLe3HoADoxEDf1CvwAdG2XMUCOOrBdxllJds8f5/4DGfToy71cb4k1IkUfPVB9kMPDN2NQeeQA/pVyux9HeAAbdt/nlI8CGTDN28157oE69oIMoeXsBU3270Fe6I0ypro6YKVPk132sV1otB3YfR2ftAHQJ5kvlu0ibPc5QhWFsfiCtiguM4wDOgsw8ei8Cru3iQL6FdRtl03U7juKoICSbBeejiT4BI4d/Npexg8N2Ae0qo4ePOr2gT/iJW5swQO2i2/oSppmYsOnjh1A+4gj7LKoyAE+DtCVSQYdWfTg2X18tmGV+O2+DAEZZNHBj33As/syfOKyXfSrXKWjix3aR+zVLjmAhwxldAG60OChY/e2kQG2S7/AQwb/6FEGSqKPoCFjuyxIyqs0LRI62Kg+bRd5ZJVEPMhcCWGXT5Wlgh+APeyiB9/u20FfAOjANmql/2wvc4j4xg5yABrAfrUJ3TbkssmjAw0CcvRFpdkHc67aRW7VVtW1D2SRgQ4oA8rVLu3B1yrN9rIttlE5VLcvpyGETWID2LNd2gXP9tIGdfjANtUC6oBKzSlX2JfLErvd09FZRdW7u/xK+sjbLnMJe7pKsl3aBJu2I2u76CmJerK7/di9DfsgX1WwvazaXvqDaFsh5PbGyXpokfBNTGu5gN1x+215YDylF37FC/SDP/ADetYXP0MPvP/NuU/f14Wzd2orBzp7OVia5+HFuUFt89Amfh0TKDf40AA05Sb2APviYUyTPJBrqs08yW+O2zyQJIjQ9rbOF/4N157S133tV+uHfuBV+ujH/P3yi6o8F8i5QXOij/R7/GGNrK+v67Zb3qWHPfQh+rZv/1Z90TOeVg4uJjmUm+fBaDcHfbt5IJnlIURpzywHsPu7WwLKIW3riYbtXKOgyaGEu32RD5q54N9+2zv1WZ/56fqhV/9AyUPMPmYN8/R7PA8z98+hyTwPSYrdcdtpI/3g6Z528rA0j58uD078qdwgfTTPw+v2ubuEzok83LtcgC3+U75FyoVcuYF1cObkSa3loen82bPiQevksWPqeMDNGM3zAH3x3NnSj+NhE36rLuMzbBrxPyRqG2OtWO1LpVq+cAGj5KHUPEUxJOVeOZV5bvSw0zbSgx5wP80yRy7moGltOBD/RugoD8QZcuVZU8OmU5tDRx4onfgSjO684zZdn4dz2tAkHg5gyEejYR6IZvGQm8ojwdVYyMdrOSCKLx4g9zOeXfpkmEOBm268QZPcjA3jnxhGsV1Q6tI4ebokB0wbGcu5ti9e0EZsXX/dtWnDhKZn/AainTz4T9KXbRpJnNiOOd11x+0aNEqbDtrV5OG2SdtoZ5tDhY21oZhj40GrkzmURW8/B4+7OcTAlsr40pI0deUDBTRNU/YL24XbRZ51y8Mxh7zr46EGYQ0S6DDGgbIunXVKGd542KrNoO3kIG+SOX5dDk4Hkd1P/0S12L3aFzF0Rah8Rcylb5xSTOYAeFsbOcgcZwyYa8TBn0nTB8raWhs0OrG5lgP5sY7nwHB9PNC5vBDYycP+zRkjp48SSsZAvd20T4tEW0HbtJknt+sxH/VovfrVP6TPfuxn6s1v+jPxy2f+jUD6d3000LHYb7OGdnIAw561n3W9t3MptmeZi+NgrfTVNPNkrxxc7GRfuEW333arHvkBj9BLX/q1+tqveYke8YhH6FIO8bvsP/e78Tp94Ps/VJPti+IX2k1e2GRmarZ7SdO9S5rsXlSbPYL16+munP2jTf9ff+ZEDtkazcpBcd+gLm3r8lDJAnLGay1j16T9zL1J9oe1jBPtSJaXLrPY39FWXlyM07Ybr79G65HfzwEXLzzGo+Eh272Hy7+9IJnBqhXKCzpzu20bkYMu66fJgPDvBO6lj7IY1GWvol0FaauzhwDm2U7iG2YtbafPd3ONeNhDHqIL58/pEusph6ejPCTO0+Ym87dtrGuvvUYXz58vfc5epPQPcxU/2Gsyb51+d9ZQ003Kodkg/XlPMMzaqxjlgG+cvcbZj8q4MDZXQJv2DIqfiZqMrXJdIoc2zn510w036Hj21Eketqe5Tx8MBpplz2uapr/3ZkzzgGU7D+zj7Put9rKukOGF0sb6UC/6yufrx3/s1XrKkz5Pm+uDXN8uaD7d0fmzt6uL//S+hrkujAadRoN59pRZ5uxUCm+Wa0NDW4aNmBsAWaetTh9Ns56HWWPrWVdcn3cyb2/MHvb0pz5FP/LqH9Q//viP04Me9EBNsn9dzJjM0t+MN0jIUpkLZZVfpRzyvfzYi4kWs4PsxbxIunTxYnk59Umf+In6D6/493rWM78462OoefqVa4YS1zjtWBu1WaPzzP9p8k4n8rKibZR9ZkscrHLY2GWNzSa72s9LjfWsibW0/S/e/Gd6wP1v1vd+1yv1nGd/qaYZ90xcTdN/w1y3b7julC6cS3/PdrU+bkp/N7mWT/lnHbKWGQ/GZmOt1aULd6qb72aunhTrQVdItq9AvZxkW3aPyrX7up1Vyfy5G9i9bNWtuX1leuW/u9x2EWkyjynMMqcrusRju1x3KB+FVhL6wHZp5worfdctaXbPt/scOdtkV8SqTwRqnXKF3esf5dkusdt9/7L/gCpXc2i2S4y2Rao828UGdSXVNqZYPrbLWrcPfCCLXJsXLuTUlWS7+IAGbIeqy/oHHoCJbgVxAurwsQ+apsm+PRXjFmMShzxRRg6gk2pYuYfKmFK2XWKBjx6gDA9QhoYu5Qrq8PEPoCMHzXbpKyVBA8iw9w8Gg6W/asN2kUcGmu2yl1JHl30W+9SB3cdsWzVBpw/QB+iRw4cObBc/9oEedpVku/CUhB76+KVsu8Qc1rLv4MOr+uQVtost+2AuKIkY0cPuJPscechFln4hRuoV2EceYBt9AB3YfVzwADbg2wd+kQPVJnzKyFdQB3avBx0dQHkVlWYf+F6lYQf5mlM+CnjEYZti6VPbpR/0HiS7t2O7jBP+qhm7p9V6Y/cE25V2WY4BsMqwXYzbBzmNAAwcuX3Aq7pH7VQ6OTw6j4lQMRwOy0YCHx5ADh+cLtsuHWVbJNulDt/uB1BJNR50q42Qlx/bRc/2sl1KQp4Jl2LhU0bftsh5eLZdfo5LzEw6FjZ6O3nrjt4qoCPHhMeW7VV2GXwItos/fABk0bVd+oP2VdC2KoMc5Qrbh9pT6eRKqjaxYfuQ/7CXN2vwGQvaZ7tsqrSBtkKHD9DBJrnd+4ZuG9IStks7lEQsFamWDzag0Z4K6tBtl76pdqEB6oAyskoiRz/FsokSP2XoFfAZE0AZVB6ytg/1oW3IZfyrDgRsMyb4h76/eHsErwIewP4qjTp0aLaLP8qrsA/otgur6tBu+3IadGD3Y4sf2geIEV6F3esjAw+Z4iRftpd9jrwWifZSt3td4kG/5vBBlal0bAPMQAPoVVAHtktf2FfOkUfuSoC3ap9yhX1gb1UXvm2yshawUVGI+aItFakWuZpji/JR2L1N6HYt92PS6/Q0y3m4yXenpC439Re1lgOsJjco5zn4uvlG/atnP1s//IM/oFf/1x/Qlz7ri/Tx/+hjdHxznAemO/LweJd4ABjkwZkHnjwXiYMlwKEOGOWBoUen3Qt3aZgDu7U8BOxfOqc73/VWzfPg/mEf9Ag96fM+R9/1Hf9Bv/SzP60nPP5xefbb0vEcul17+pS28hDb5WE0Qd6nT9M4D18TsYfs7e2KQ6mnfeFT9UNp2+Mf91hdd+ZUDsesHR6gAx6sx61ySNrkkKrT0LOSj/OAON/f1lYeTkCTNh3fHOmfffIn6vu+97tycPEiPfh9HqBjm2taz6HT+RzC7eUAZBS9D3nkw3W/689oun1B5257hybJmzwM7168S8M8BLV58N0+f6fO3vp20Uenj63pwz/4A3I4tp7Rkmyr/6+Wu9SDjNl6DpAf+uD3UZ60dP6uO7Sfg52dHArscaCawwoOD9Zy4An99lveqa3wbr7pBr3fwx6ibDDFTnkG7b9E6vjqOaV05a9IxX85tMjDCw/CD3/YQ8vB9XZ83HnbLZrmUOViDrAvns28CbbSJ4D4ti+dF3If9qgP1t/7yI9Iv21omodkDj3W18Z5mB/1vyCL83gSh2AFqfOBRr67u1v2+bZp1WasR3ng5Vdl97/pJrU55NnNmO7F125Q893QKu7K4fvWhfM5vFrXP/zof6AH3f/+OQSILTdq0u9Nkwf/9XUpbe1yMHIputfnEOUR7/ewzKUdXcyaARfSTkD5Ug6WaefWxcz39EObtfKwh7yPTh7b1LBtNMmhQdtYw0F7xV6ubQtTwxw02Y77eYZrnnOaieblYX2gD//QD8mD+lwcnp+78w6dzWHu+btu07nkF++6XTsXzuqOjDn/liKH6xxGfvAjP0APed/3ySFHk/bRg3gDlI/CS0Ivsaj3FcLLXB/rhuuu09/7iA/Pg/0gD+9ntZN2M+92M88vJJ67ckB//s5bS1wXMkc5dPvAR7y/PvZj/oHaeGjUxVawMB9SaS/71k4OtfZzneMQY7K/V351+nUvfale9T3fpUf/vY9Mf+xmzm+lDy5olvne5lAm5xHZR0Y6c3Iza2hNbQ5rGH/imqfv6+EoB5Qf9MgcPH7N1+j7XvU9+hf//J9ra+uS+IXhOHNwloP8tWxw/88/+b8N7mEAABAASURBVDhdG1u3v/Ot2so4z3JgsZe97NgoAe9v5ZBsIuXg6vztt+pSDpUe9j73183XnZE5qMvYN5lDGUKBNuPutJex2MzBLfN/YzxcvujZvni2/GJ7lz7MIYty2HLHre8ov9D86796s06fPK5P/qRP1GjYapaHGmzRX4rNPq/fFv9BdyUVmS61A3Q5cATzzG36l/jAQ973wfp//uknaJIXJNMc4u7nAHYva4g+JEbm96Vzd6rLITM4lsPfj/vYj9Fnfvq/1E033VjWIvYykOVebi371OlTJ/Wx//Bj9KgP/kBxGD/NeO5lv2JvOoyLGdOL6dJLmu5cfLdgPACy5PMcKpHPcjjcZG/lz47bHKKSrwJal/bN075J2rafPienPsyh51oOxD77sz5TJ0+eTJ9J3E/Y1traWqlP0v+lS1Ob55DV9vLXLtt5wcA8OnFsTbff8nZtrg31gud9mX72f/6kXv5t36hP+LiP0U25JnSZN9PMod2tc9rfuaBpro1dDic121GXw7JBrj+DHEAyh5W5MMsLqmn21YKUnTg5GKcfH/n+Dyu/Ev7eV36nnvHUJ+umG65LzBPt5zBunnUxHA00Gg/FW5VZrq1d5iblq0PKJNJ7kux+1u2kH8A115zRZvZRDvvvf7+b9aU5gPzXX/sSfWLW1gNzz7F94ZzO3n5L1sx+9uJhDh9nuSafK3tJOkUbOZg8vj4q1+U2beH+gxeAk4z1Bzz8oXrFy79VP/JD/1X/9BP/cebWhk4dP5a5u61rTh9LP5zJ/vQojQfS7bnGshfNJtkzts9rlPuS+WQ7c+1ifJ3NOnuH9rNvncl6V/rIiwHusv/rPUjogVXVo/VV3tXKdt+fR/lN9pa7A74AerZl96AObJMVrMoVwspX5VUSdVDrNbddfFC3TVawKrtaJnbbRcfuc2iDwaA8TyFbgSHK5FcCvCthVdbufdguZHxRYP0Cyqu0am+V1+aAscaHvG2hA+zerm0hV/V1JNkuba5k24ds2H19lnurCmzZPX3Vl5LgJWO7L5nd2///sfcn8LZuZ1kn+jzfbNbuTpdWOitXFBAQVKRvQicgbfqGEEIvKCqIKE1I35C+IyQhpDEkFCAYBa/e8nf1WuXvVqlXLRX5iVoCl0Dac3LO7vfq5lfP/x1zzPmttdfeJ+ccyhI5I/OZ7zvefoxvfN2Ya58gt12x7azmrGPGAtBBbWuRfRDetalZaQf5sWWf61t4Psfz2a6Y1MZcnMo1kRj0d/MDDP74EM+2pq3nxQY9wNZudug7bNc8YmO3+smBb6+v2zIWeGIB2zXH9lGqtB6DuNjiB2zXupvKbW9qUBp2HXaL3e2jro/t8iEPwJ482AH6yO1mhw4gZxwd2CqNfkhup2Ou6YdFbYt5wAdfjgPAB1mPjw7YJkT5Eg89diWcfHUZFDtUtmsuuwxqt+OBnj4UwAN8yduBDhl5ATyyjwTEO8mOGB3dpucrepIThh0n6bvMbhNMsR1M+BS2u/l1lBwUB0VpuyYRHhkxKZK+7TqhbKs3e8sjwwfYTQ5PLeg46MRCRtwu4yTBZloHPDJge1MTPrarDq0bcWHxITY5WGRQ+sSAYofcdi1Q7PGzDdksOmxt18mBPf4Ae3Q61siDjnEAbMjFxQZ/LjaMFzmunWLDBQ0dIAZ6uy3aLoMiJw/Av9vSt1v92CCnhr28kOBnt1jIO5DDY48/NVILfUB8YLvm3XbNN7Z24+1GkZGvz4/SbG/mjtjEIh95sQP0kdstBzyyDqXZTWd7k19p2IKwdcygwHbl7WMhH6BGZB30pyDWFFo3u+Wn2/W2qxa76YjJXFM3PONVGv2QsoV+pLBbXNvlQv3F3OCLulDZrmPFuOzGdzkU2IaUHQy+AP6BgBiAGLZ/z+MT92Zgjphv0Ovo9rY7e0M68qtoUL6j1D1wHaT6y8ecRbUpMuRllI2Ky3m5ZgPxj/2R/0Hf971/Qa971cv17r/1c/qbb3mTvve7v0Of/Rl/Un/4ox+pj80LzpCHdOUl9CAvcruXz4t/LgnPS8MsL+Afl5esR31UNig+/VP0Xd/yNL3xta/QL7zz7Xr9q1+mH/5r36fP+lN/QrxA8QJy+y1n8461q8sX7tGZnaXO5qGG2lLm/f6wfncSa8wLdt79a7P1ysUL4q/1XvT85+pteVl74XOfpac96Qn6tE/+RN1yepHSL+la5mA/L4SXL9yZ+u7S3tXzOnt6pj/xx/+onvLEx+q5z/oRvfkNr9NLX/y8bIT8Ke1kk895UdzNPFzNC232lnQmL50PveNWPeMbn6xXvuSFevVLX6QXPPtH9dwf+et68XN/TC97wXP0w3/1L+v5P/bDetWPv0BvfN2r9LNv/2m9+Sdfq+94xjdpnhdE54FR66PmUOYDZDdKzkvvx+bl7QXPebZ++o0/qRflhY6xvPrlL9HLX/SC9H9MP/bDP6hn/+gP6QXP+TG98mU/rp96w+v1qpe/VF/7NX9OY44dsYDWbUwOHYFOaGPJnA2+nWyQnT59KvO60Ffl5Y85/fEXPk9/9a98bzay/5Ke+8wfqrl6/nOemRqeqRc//zl6SfQve/EL9fIff7Ge/5xn6bOzecVfsikvlmfOnNaYuLu5xnuWFepKJTKCKq1EKFzXRKWNmYu9a7s6zCYmfxX6Pd/15/WzP/MOveg5z9ILM3bwouc+K/1n64XP/rEmy3y96PnP1qte9hK97CUv1g/+1e/PxueOKk42n/Z293Tp4sVs1DnXOutcNhBnWUR/8tP/hF75ipfqNa98uZ6XWC9IDsDcv/h5z9aLQOIy1ldkzt/0k6/Ti57/PH3MRz0yx+xQ85x8ZzPOixcuaNrGdNhkrTEyvPRXGddhNhzHrIMhuYHDnz1zSl/wuZ+jV7z0JXrRC56r5/7Yj6SWH8kc/5helLX1QuY7a+2VL3lRjfV5z36mnv3MHynbT/7ET9DlSxcTfRSxwiTlCDkBFBLkU7XFUkEOUb6li+cv6CF33KbnZh7enDX4iszjCzOvP5Dj/xe+89uy9v5G4SUvfK6en3r4P5Z640+8Rq/OGvzqr/izyX8QHCpTEjpmrpVGLQ233Xar+sb0cj5XVkQ2T6Uv++JHZy3/hN76U2+s/3TExz/qD0vZbFplQ2dY7enyPXfqPb/5n/X+9/xmNhcu1cYFPyycmluf/Mf+iP7Cd317nfvvesfb9U05P/mLXf4zCWeyljnGbESeytpWrm1Pe/Lj9ZOveYV+/p1v01vf9BN6Vc7l5z3zb+Tc/Sv6oe//y/qxv/FXS/aWN75OP/2G1wav0+f8mT+Zcq4oJ1mNLYPSKtcg5ZxW1jnynVwknvfsZ+kFWS8vfv5zskaepRc+91n68aydl+TaAF6aeXvpi56vlyfn2978Jv30m96gxz3m67WfH1NWqW3MNZtYY9ZEYSWFXYM5JDO0gz6gr2xILbWfc2Y2G8RfHc9T0/n8+HN75v25z/ox/dTrXxe8Vm/KMQNvfO2r9cZs9rzhta/UG173ar32VS/TK3LMf/ad78jx+Enxf9pzdzb1E06HOYd28wOBk+4wL7TKfYhN3te/7jX6mbe/Va95xcvEufGG179Gb8w176cyd28M/1M5X94cvOn1r9UbX/fKjxhv+olXXWf7htxvqlbqPYY35nr7pp/IeNYU/qeS/82p5adzbX/zG35CbKgu8nK+kw1U6GE2BOCh+/v7GZnqhZW5v5axIscOm53lXJfyI8Bt53Z0+y07YpPRWaNf8kWfW8f659719qJ/6bu/XV/55V+kP/qoj9Gtuf/M86PUsNoVOGCz+/KF3IPu1m7okA3HO86d1v/j4z5Kn/wJH6+vyTX3Oc/8Yf2tn/0ZMW/f8vSn6lM+6eN127lTYqM9l4ysP9d1cpaNE6VRI/VSZ7o3+bQ1chODrLNxg+N2tnX77bfXgjx/z906zHXsVO7FVy9fzr1xqa/68i+ttcPzxYuz5p/8+MeI/8QC4+THvjtuOSXma9BBzvsDHebc9rivj37kQ/ToL/gcPeNpT9E78+Pfm3K8nv7UJ+ncmaU+fOcHcv++qixj7e9d1Z358eNMTvzv+fPflvvei/WsH/1Bfee3P13f+vSn6AmP/Rp9zVd+adFnfNOT8iPoE/Q93/mtdU9/1o/8oD7mDz1Mzp2HuZqOzWZFS3ajuklb5fo9VRMLGXQq/0h429flJNbNcG9xbefeNhRYH8C2aIdZ67Yrp21EBWrv6LlLMfkahhaz26E6ibdd8dERC2q71us813vbotkuO/vGFDtADGIB24g26HXZTW7nCOeC2d/bbFceHBg/9sSD7/GQdX2XMW/IsUWGnr5tWCHrMbCxXWPscnQ61mxvailV6sQ3J1zFw5dzmHnquYb4zDxUbHSMCx/0AJ5ctuu61etGZ1tQgBwojT4Iu8lLn/h2mz/iokcOqI1nb3LBo7O340GGjhx2i9Ft8LebDDti267alIZsP9deQA2AOFFt6iM2emzBSTGYG3IB27jXfBMLIMfX3s6V7U0OYoJynHx1me36sYp7wY1q7G7k6jntVgtxkAH0tqs+fNAB6oMiw6bDbrYn6bHFB51tugW78faWYofSbjL4LoO/EbABtjc1Y0tO5FCA7COB7Y0Z/nQ6nfL2UbsB5XHYW6OpjoCgy2xvikdOwVMgA9jbzdY23Zyj7cbIIsMHO9u1iPsB5WChB+iRczLbzs3yUCxg5IAYLGoofTDt297UqnUjfrdHRL+DPjGgtmsnm3y2EdUih+GhBsoCpjZ8yEutp/OLIjw57O1J0nNgjy/AD8Db3swDMtub2ok1xXK5rAsVMe1mZ1s0fKG2K57tmvdeE3GwYX6B0uxmgy7dis1Y4PHDDh0yTlz4DmJ1YI8NPl0GndrCY9Nht9z42q6LdB+X0qb+xMU/4hobdvAd2FIr88OxsV1rBj9skQOOAfmR2a6cyDqIgw4ojZzIwtYxwQ6d3WpHB2xXLLvJp35at6nMPnrMMCEulHhQ25UTHtiudYnebjq75UOGDTkAfds1V4wXUDu6DqWREx0U4Nf1U4ocMJ8APu4VHz9gu+Ycv67HxvbGTml2qx2fDrvJor7Xj91sb+RrN/00EPV02E1vu0yQw9je1ElsrRvj6ViLbkrsFndqZDdZ+46Gd4k8wIQTsiF627qH/05fXg5vOXNGt549k02AQ13N5sTh/jWd3Vno4NrlvATs6ZEPvV1f9ugv0A/9te/PS/8b9PPveod+9h1vK7zjbW/Oy/wb9Zaf+snC29/8Rv3MW99cOl6Mfj4bjrzU/cgPfr++/qu/Qp/0Rx+lh9x6VvxVw2Im3ZoXqjOnd/Kuv6trVy6lvlFDiuTlVQ+ojVkfB4kwZoNwob28IO5evZrNsqVWeenmr/TYZP26r/7KbJL8UG2w/tLPv6te5n4mY2KD8a1v+km9460/pV/8uXfpl3/pF/SzP/O22uh57Nd/tT71kz9BeSsSG5qH2Qx8tsAOAAAQAElEQVRYzvOqlLhjNgV28qK1ygvXB3/nt8Wmx+d+5p/WY7/uq/XNeVF6wjd8rb4h8/DYr/0qPeMbn5TNz8fp6//cV+iLP/9z9Jl/6tMK/L/+7vMXLqlemRF7UKYkx4ceyAFNng+9//36+Ef9D/rKP/ul4gXuqU98vJ78uMfoMV/zVXriY75O3/b0b6y8X/OVX55Nmy/SF37e5+iTP+kTdCov1XvZxMgFW9tGhtZL9GIa3cpLWJVEkw//rG/32hVdzqbu6ayXL/+SL9J3fOszssHzHfqL2ax+esb39Kc8Ud/05CdknI/XU5/wOD3xsd+gJ2QT5fHf8PX63M/6zBz/M9rfywt30rABwnUVcP1MCtXGV3Tkrn7lpyc587K/u6/lfFH/jbx5Xnw++L73ib9+/NRP+kQ9MXme+A1fpydlLp54BF8f3dfpcV//tXrM131NzcsjH/Ywfeh9v6sxG0W3nrsl62RH3GOV84Qf2qjxwvm7dfHCPXnJ/0R98Rd+fjajHxc8Vk990uP0jZn7p2R8HIOnPOGx4ng85mu/Oi/Ln6dPzKbXpfjuXr0s1soib8jnzp5Vb4xL6zEiq36YVV5gx5y3Q06IfHJeuOrjnx8+/KF36LFZS0963GP0lOR/2pMeX/P89Kc8IbU8Vk987NeJ/yOnJz/+sXpsxvllOTaf/Zl/JhvpO4kzZs7mlTIRk2mSPD1F02sYw9PX8Za6drJJ9+EPfUgPf8gd+uzP/Ax9ZTYVvvlpT64fKn4oPzB8R350eEo2Fr4lmwXf+W3fnDl5rL4k8/YJH/+o+otdZRO8b8hJYzKAkPqM2stG9Gw2iPFn4Fn/qzqP93evajmzPu+zP1N/7fv+sn4hGzC/8u5f1OuzUfgjf/0H9KN/46+JDbxXZAP2xc97lvgB4F3Z3P/7f/dv53x+s773e74rG7ifpbOnltq/djWpDzXLBLMxe5iNMzbCW76D5JE+/VP+uL7qy75EX/A5n6k/m3n8tpxXT8ua/vPf/i168uO+QV/xpY/Wl37R5+cHlU/PxtAf1TAeyFlH4+GqRnKYa8GYY8lcj/DJMWQz8o7bzumLck4+6QmPEdcF8I35geOJj/lafc1XfGnFJA85vzw5PuWPf4LuvutDda3c/jdIJTaEVSeKTmhjZCDDLMN082Gjfz/XK+Z2Phsy3EOkWRvSXq4Nn/DHPl5/9ou/SF/xJV+orwRf+kWZg0frz335l+irc70Bj8/6+7Nf9uhcg/6wTi1nuQ6czzxKy8VMq2xg3HbrrdpZ7og8H77rTq0ybv6C+NM+9ZPFeL74Cz8vY/yCrInPK3zZoz9fbNAxl1/2RZ8X3efrSx8d+hGg/GIHLST2F3z2n9HnfdZn6PMntPPIv/BzPyvz/9n64i/4XJETPDrXYXSf9af/pPjLvXvuuSfzItnOOPbF+Wi7/mqI68IsG3vLPCfbFo3vIfxiNq/1dZC1yl97jwe7WUujFl5FvtBHP+KhelLWzvd+93fq5T/+wtxb3qq/84s/F/o2ve7VL9eLat2+SK966Yv1ule+LJurr84G9Ov19p9+k96eHwOhrO9n5Nz61E/6Y7rt7Gk5G5S7uYdyrbly6bycNcba283x3Ms1Fj6lCYy5f2RFpGTWxs0Qk/v5YSP/7NmzdR3d4y+jcj4vct6OWQf80Mi/onjUx360Hp9r88te/Hy9+xd+Vn/v3X9Lb3njT+QHi2fqhZmDH88PLK/JDz5/8y0/pb/1P/6MeO549Steomf+8A/qMz79U/Oj4VIX7rlLuanr9vyIyZj3ck86d2ZHt916NuJr+qjM9dfmnvtd3/Yt+st/4c/rOfnRj3z8gPiC5zxT4Hn5UfEH84PCtz79G8Ua2E8Mzlmd0GyfIL130ZhrJladwt9X2NvctnMsbwzygJ7DdmeL2tu+7U0sfIC9ldkun/6FHtCHAviTMNUd5+kfx/a+N+Tan2ef5La9qc/2Jo295TfCExjbR/xt17lM7uPmXca5bTc7auo4zLXtIM/N3Q5/+K6HIrMNKaAH1Vl/0cf2JGBC/g47deQeQl6urdSADTFAjwE/5sceKDZQu9UBj88wDHX9si38uM/u5vyE0kfP+5vtzfzjiw5qe/PuTj3sU5BrJz/U8MxEzdN4SiOm7SPHIOLKjy+xbVe+btvl5NQJDbndYsIDzPCnhu5PbOS2j8Tv9rY3a6HLphQeaN3gpyAPIA9yKFib1xiZp/1snCK32/yhxx7AU3MHY7Ct3rctGnKATz9G8MSnBnj0izzj0ycfMnxtb8aPjdJs1zEJeyK1m97eUuIRFx9gNx38FN2u12E3O3KDqe1JvN3sj+uIi4y5IY5tuptjSG3kHEp6wpftzWBR94DwwDZkM/k9ie3ys10TqUmzPempirGbzG70iMG6Q24KptvzdBm0Axt47AC83eLCI8O/gz6wvanZdtXNxAGlQYnNAoLHn8mzLWhMah6QYweQsfiwt9vJg4w+wJY+ttQG6AP4DmIAFisUP3TY2YZUveiA3XL1uPiRz/ZmjDgxFi5APJgRj3HYrnHYzRZf8hELe4Ct3fRKs1s+5OQhXvdDFpPKi476ADHRERd0G2iXQ3sf/ji6znZdqImLrMeDcrFGho6a7FY3tdjt2Nmu+aMm5FC7jYkY5LWbn9LoA9s1V/An2dmuuErrNt0uolr7fc7J2XN3ne0j/kqznW+VL7EAvnarlzwAIyh6aO/Dd5QsD1vkhccWwBMT2C0fMjD1pW+7LtzIe99uPsgAciiAt13rwTbdE/1tl00Z3MsX9dsuK3IAOrbr+NhNpxMatgBVHy/9Pg/2jX3xAbarVrtRZFPY3nRtl20X2K5jbFs0cgN4YI267bbbco050MWL53Wwv5uNqbl2eEEIfzUvMPwl5E6u4vPxUId5IL8au72rF7Uzlx5y6xn9ibz4fPqnfJL+9Kd9ij7jT35a8Cf0pz79U/Rpn/pJ+tQ//sf0yGySnN1ZiH/6yD955C8s2bTbz+bapYv3VM4LF86L/1OPM2dOi//zAq4Dly9fEQ8zknV/G5533HG77v7wXbqWTYblYl4bU4vBeREc6mVl98pljQd7WmY8ZzKoh91xmz7x4x+lz/6MTxcbgl+SF9PPzLj+yMd9dMZ7VjuDNMumyWFeKvfiu8ymI9iZzxNjnoeymYbUzAPgQR5Q77j9VjFe5cWQl0L+6dyYuR0Sg02KS+c/rGuXLkipgX/yh+0qL6q7eYmcu48cxrKHJsjDJfsIQ86v286d1cVsbF3IGNmUupDNiQv889vMLTHv+dAHdfXCPTq9mGVDeV6bBMoGCJtomQZZ17fax4iCV9KtNgKsS6lwDkbdfuttOn1qR4vMw4V77tY9yX/p/F3avXI+G9n3SId7md9rIVey0XM58ovavXwxm7bndTk1nr/7w6n/vHZyAEYe6vOAxhodEm+Vl2c2Scas00IGPZLVuUZBgzPZOMf+MHN97coVzYbMUV6sZ1nzt509o73M48GVi9pPzoYL2k9/r3BJrEs2CJQX4t1sDi6zmXAmD9E84PNPB5U4/aEReuu5c1rMLGeD6fZbzmRMV7JJf0Wsh8Os6YNrl7V/9VLyXsw4L+hqxnjx7rtCz2d9ZM3dekvmaqYP33VXftzZ10ltXAuhqxzj+XyuIXUcZIzK2OazQWyU7WVNX8yc7+W8dOqvsSQ/dRTCj/khYT7k3E1t6Pln+Ofv+bCcF5krly/LmVvlW9Wc72B9jNOJNv3ox0ATeR2BHA/+YnCV9XQhx5F59OG+mIMrWdd3vf93NWTd89fEF+/+kPgn4dcun9eFu+9M/v1sPJ+Wc12hBmecQ1LZlg2G0EFXr17J2lhkzmfZjNyVsqnHRjfnMOv4MBsrnFMLHYoNnUd//ufWJv93fevTs7n/5Gx6P6424L/4Cz+3fjD4Q494SJ0D1Holm+ZKvRz3eXKeyY8G1qhZ5nc5n4uNddbDbs5zcoEha9I5dw+zmcP/udXlnHvwbKSw6X06G7Ltn7zviuOUsBmHpYxvzLGbDRlXcqyS1+lfzY89y3meMRL3UjZRLnz4g+IvwncvXxDHbsj8Madjrg+rvauaZ875P98YU8P73vfezB9HqSFZGnPD77E0dU4lTorKnO5pUS8qBzrM+cd5dPrU6WxA7ukD731vjuUVrXJerLLGxuQHWfSp7WpwTWzYcy2bZ1ONsZxazjXL+PbyY8/Z06dyX7moa/nRZzlf5F5zq+Y5yFdzLl7IOVFzH56xck5C93JewvOX9Jy73DP2k/9mKLuc59Ddincx595FXQvPcRlzve3gHAC9jw/ADwrg+Yt81vSlixdznh4UmB/bxc9znVjM5jmsYx1f2xpybJGvcm7xbHiQzd0xx3kxjDp3eqmzQQ515vRq6ruUa8QlsX6oc8w1/9Rirkc87A6xmfhlj/5CPe7rvlZflc1e0De4P+fP/Cl98id+fNb6w3T72VM63Luiw9yLGI9qjVyra9rpxaBHPOT2+qvWnazrZdblIvEB63uV82g3545yrG4MPeC2k2spm5D7u3taJv8sx3+ZH184T7huzX2oWcDa5l64d+2iHv7QW/WZn/Fp+pqv+nI94bFfX5v7bDT+8fyI8/GP+lg94qG3a74+X65duaBZ+HnW85Dzifm+lvXCuTufDcqizjq4rDvzQ901zrWIhoydeT9/5wfz4yrXq/yAlmviNY511jnnNdcHrjOu+XnA07BZIz2S7Y3Mvne++3Vq37uPnepz3ek+ndrubK3fMTaAdQtFaW9t6HfY3tQ9ZL3b7qqi+ANigRLmy97a2VseG+xtV9yYVk2ca9xv0SED8ACfDtuoyrfXA+1AiQ+AB3bzQUYc23lum+e6P0MtZDDE6HSW851+94Ha3vjQV5rtug4ojTHYrj6+xLC3udEjQ6dJm8ZCjL6DfiYon7GeCYhBvfh00F9xLd8/qGs7vl2Hv91qwI4+9CDPFgAeWbe32xoiDzLbNdfYYIsMHtiGlN52jVvrRg1203cfZPAAMygxO5DZ3sSjD2xXbOaOmvHTpBF3Pp9vxt5V3c7exiTXVE8fYAtd5N6InjzMge1aK8QnDzpsp0AGkLExy70AX+IhA7Zr7TAGu81x19utPqWRN6TmAD0gr+1ap50nJrqeBx+AHgqwAfD2NkeXIT8O/G1vxLarFgQn+dlG1ZBv27VWsQW2a9zE1UfQ7BbPbhQX4nTQn8L2pj7kQzeEIrivoFD7aFBi2a5Q8DB269uNdjkHmBjYIOMgTcFCsl0Hc3rw8MHX9mZAtglTfdsb2uNCp370AfmIDeABcoKRn0Vum26dNPSJgw6gwAfYrrz4sziX619e0SHDFtDv+ZDbzc826loU6BkjOcgJpd9Bn/+WDScQTtQEbNcFAD0xqAOQE1/kUNt5AFqWrdLwRd4ptePfEZOyRU/N3ICQERfAd3/61GW7FjT1E4/c+CutxyA+fEQ1bnxBl9muOcWP+MTo8aihYxrRxwAAEABJREFU++NDDGzQQ7nAoLdbDNuY1C/ll/OCRw6A0HbloY9PnzP6tje1Ydtrmea3XfNju9Yr9VADtnaLTR90GZQ+gLddeZRmNx/b6W0/xAXUxVygoU/N8Hazp283Hjn23Y6xgT5PXQfFFsBTE7Bdc2PfmHYf/MhNfHw7bGNS46OOKfABGEABevo3g319THzxsb2pmX4HekC/U9t0qzZkwPbmOE5r6eOZUtvX5SJGBb3h11jrZTYM8vpBGp8ORXo1L9e8GPSNhPbgbvEXiTuLmQ6zgZEvDdkoGPKSP2TjxXn5BfSv5kWZDYAhD/872ZgBs9giu5qNtVVewHjRjiovyyuNefjn5SfDybVunpv5LNeIhc6czWZOHoLu+vDdWu6c0h0PeZjOX7ikB9ouXbqknbyA3ZKNulU2SvL+k1GP4v/AYi8vxryMDBkPL29OrfOMkZcZXujaX2jsZeyrbFjOtEjRToxVXiyHjGOReb2a+KfykLKXX48v3HNBy/lSNhsn1zKHZ7V7dTd7Jod5+Twtxp0JUB2L5LyWuT+XTddVXhyvZaOl5DlOq8zDbl7g+7k3nQPb6Y55Z1wVhrx4jdl8OnvmlG7JC6myYXFmORe4lg3kMzuz1K7M/X42+j6cTcGLyb8KxvrnIZq0RJ30TmDLwFGAkHz2sxFz6cJFzTKxZ0/vZMw72skLZt5/xZyu9q9qzMu1shHp1JYVVS+Mi4RYzobUfFpsfDvjZmiAeQIHeYjOIJOlEof2T6zjT+/8+QtiPZ86dSrzu0odg07leI+ZQ/7PLuaJOwvmeUllXdbxDU8fDDkOB3kRH/ISxryfyYbm3t6erl25mrGcqev4fDHXuWw87mesO8tF5nIU/81F/OaJTfxZ1vyQtTOEskaUdTKynlLnLWdPi42Hw6wbjvMyMZTzhWsjYyjEbiyGry23ymaGNWCuw7xQcB1nLc8zd06uMfUTe5kTbJaYyloC1LPI2ljOVJscrPdHPvyh9QPDIi9T/JXCzmJR05vUUlZEg27QsMq8l93aJGXyF7D8Pz9zDeF8YP3x8n5qMcsanGWT5WI2vhdicx35LHN/emcuNusu5/rgzJ9Sd9F12Cm59dZbs+GzH6uVmPsx591hNqnnQ6zCM8c7mYDTy7nmiX2QTddr2cRquJCpYP1dS1m72fi5knouiU1L1t+5bJwf5lg/7I47crj2dD6bubecPVubnRcuXNDZ8Ac5t5jvRdbAPdFTZ6Zaq8g5d5UalvNZjs2e6lqaY7uf40ytrJchC3rI9cCZt+IHa4iMOEPqNUiMBKg5ui1rhb+YHnKuLLNxdcuZHV24506d2cnM5Txi0+ZUapnn2vOQ2+8QzfkCIcmiDZTW5Hx3RDj5LHOuDIm1m5pPZT6YX8Z2OvIzp/Lsluv9kHXGeuJcmWW9URs8uDXXnUvZhE11OT7z5B7reC0yJ3s5X5Z5PmW9cz5fzgbQXs415vj0ziLXxsvZkFSuq6O45rJeQfFZtzmsGnLke+UfKVXOZeDQMecPfKfwHch2Ut9invWYOSD+bBhEf5lzYyfH0rYe8pCH5D41F20nG2qriqmM86DWCPKruZfsZy3Z1jznF8eYOKzVWWRcW67lR7VV1u6502d0y5kzmuGYa9wi+lPkmw3ZEDvIOr2mvdge5AeGnciYE+dawsYpOMiPCazz/VA2WGfZ/J1nrXCcmLNlfDgvLl64J5voV3MN29Mqa4y1fJjrEif9ImtoJ8cY/uagyPsHD9Z+rkdL5jj5Mrpcn629jGs3uC33ZO5djI3adzIh504tdGYZJmv9YjbkL+aHjFX4U5ExRjakr1y8W4fZeF3OXD+sMQ+M1zmXxqzP01nHZ3JfvZYcXMcfesdDdC7zrcw18z/kejPL2jidus7fdad2Ml+LHHflnD6VtbDM8Rtz/+CfiusBNtuyj6KHtN3Z+01XWYs3AvJpYPv6fNw7seugj49tDZkT+kCTZrt06G3X+DRp2HfYTW+fTHGzXfG4txFTaYc5Vgc5Br2uTpHDdxrTI/nx7yAe+puBOLa1yPmHPXUTH5/ety144tptHHPWSdZPl+OnNPoAW2S2N2NDDpRGDkAcZNgDu8W3G11lHlb8FX3utZHUWG3XNQZfJ5btkvc4tnOJG3POr7ST61XZrWUxrw/j3s+1CB1g/JyngD5G2ECpEzAeagTI0QPsef6Ccsx28yyMLbmpCTnU3taFnhiAeACePMQgLjx14Y/eNiY1Nts1r13fbYiLbwdyYG99sQFK69R2zSH9KYhvu671xKQO5gg5Y6KfMJuP3eLY3siww4f5wA8FsZh/+ujJyXjBlMcGGcAHir7H6Lztqt9uc4wt88jYiY89tvijg9JHDuA7eh/K+GzDbuLbrY+97evktsueL3ITA972xpY+/tCbwW4+3WbqA884OuhjZ3tzvg4MFoVt0eABPIVxUJgk+tgCAtK324FnIgF+trfBc4HkACqt+2DTeeLarkHHpBYuOVkM+NnOPemw9NgyWfiTizrgkdktBr6268QmHjEAcmyRkRt/AI9/B3bANqZVD3l7LrvVgxI5/uhsly08eYhnu06KvTz0ILNddeFDDvyxo894uUDQxxa93fzZQOMlnc0yKPHIwwMVdTA+TgJkxMQXnrjEQsdYiU0eZIC+3XLgw3GGYo+e2FeuXKkHO+JSHy9/+HEBow5yo+NlCV/k5IIH6KgFObGoGb3tuqFQD/HIRU6AHzJgtzlDDxgTeQE8tsRARx4oQEce4iGnD2+3eOjsPBydPl3HBB/02AK71cf4evzug8x2rUvminnDhnqJAeCxoz78kNltTVELOZBhx7wwP8hs10Xbdq0d5Nh02C0GcbsMHhCvw271c8xs1/mDDcAP2sH6oiaOFTXbrrEhs5svcZWGj93mMN1aGz0e9swH48COWMTEDn/kHfRt13UCO4AtsZRGLBC25gMK7G09xEA2tcO/x7Fd5yR6gK3tikd9HfjYzVZpyJFB060a4QF9QO6bgXwddqt56gcPnK8xD9vAdtU2G/IaEF5qNc3Wf8VBvNkwiBdb56GWB3DnpYUXmiEbK86LqPNw78TjAX7Iw76DeV4CZoOyKXMoRQ/MC2tk8yjIPeZhv6DWbMt2dVi/MPvZXDlcjdrJOXOYh63L2bhbnjqzfv3E4r4jYZJHuRbMtZsXXyXakJeiVV7mePmosWU8zjhBjSm1j9ksU8a7nA8aefhbJXfomHmh6rmHvDw6L4urvAAtdbC7r8UwU/vLoUONq0E7yzPJuS8Pc83mC13Khhbr0LaYC+ab85przTAMqXGRF8V90cbEX2YT9oCcin2EjAWEle1AhVVeKBfzHKFsIPBit8jxGLN5scoYTi3z0pyxLmfSfl7Gzp0+pVk2pZzjtpjPdJB7h9at/rjN6YCQe/v0Wqh9mZfLhBW1aLUqauY6sZJas/Ad07WjzD01nFru6DDHf8i4mJvZbJCBEyCF8A3CTj7JED1zOMsLI8f3VF6o97PpMcRqiMNOxu+MddjgMJvJU6xEXdSUA61ZnNggGXI8iMn1BnqQ2lYHh5rnXDnIPDvjYcPeiWvOjTWIg4xNYZBDoXliMsYxa2yZlxzHdz/zfpoN9xy7UZFkHGNqPvpBMmqWnKucFzmFtMw8jVkTly9e0iLyIb6z+Nac52XNmU/W9HyQOM6MW8mxzPycy3l1KZtqyaZ5+ozT9tGUkx7HEzRR7Cgn+RSMAVRpy/kiKbJuc9zJP6TQU1kPbJKQfxHXWeZnzEbEgroyZ3EQx34nGzyZHs3yNQRHyknHw5D71L5yOiTTqDHjw5axKS9m88wl8ZUxrhJfOXeZ9yH5HL7sci4gh6+5ST1D4uAzZsNhORt07fKlquF0zg82LQ4T+/SZU9rLC9own+vqtV1RxE7OSSuDqPEr074S6wP7ZY7NfLbQ3t6+dk6dzsbLoYYco1HNzrZs59w4lFM3x0CpI+lFzYepH6pcQxnLYuY47utw76p2ckDHjBHRIvz+fupJjL2s9VglQ/tM+ahzTU6mVXRr5NBoCv66dozgIDl3cu4Qb5HrAiPM4ARtGMOvcu40mGMNMsdjri9nM2+r1Ef90EWO/8jYss6UQsbkGHPc2eBMRWJ8XBc4drPYDdEVsuC85pXzRdE5s2Xn+z5gyLoB7nTtm5k48rEtjt0qY0FhGyLqRXaY8w4B14FV1kTK0yrXgSE1YbPRxX+Zc3sRcI/Al/xj/GeeaaYhczdonnvBYrbMdfdAe7t7WswXmmeOhuR1bMFsjF085sZHWuV6M7I2MtezbDQ2jJoNKiyyHmZVWK5rmTt4ME/MRdbfLIa2RRsyH1Dqm44b2Y3AODtOsiGmbdk+orZb33bm+CA4zLyupBzT+WzIuK2DrOOwYt1QM2uA9XSYHz3HnLeL2ahZxsz5nInIabwn+GWc5gk/5h63CuY5MYgRg9QhjcnBGGcZP+fstWt7ikinlqe0OsgalhM3E5hr6dmcq2OOqcLPcywOcx1V1us8vsvFMpaS7Q2UNkYPwh75IANToe3qIqcmOraTYqw5oX8z4AduZEPMqd5u+bBHPp/PNeS42y0n9odZyx3Y2NYsYwd2s0OuNNY0/t0Pig7Ax+TIB3kXwPeY2JLzIPML6E/1+NCHko+8O9k8W643+ZADdMBudSLDj3jE5VwF8AC57ZoDpdHv8nTruNLnPYX6mC/yQrstenjbFYf85MQeHTzjVBr9vdzfsUfWbagJ0I/Z5oMdHWKgp9/j8z5LHVks4vqDHesSPXbIbOdcmtU4yLubzT/sTud+f8stt8R1zD1pr54tqaePjbjMLfVSE/lt15okBvGxQU4+/HjfIzbvlBcvXhSU44QtuYlDHztyMR7syUEcZFBATNtVN/7YkQOgo09+fImLDTyAJwagVmTY44cPIBd9xkhNyPCjJuzRUyd6dPQ7JRaxkTGuzkM5Jn2fBLseixzYkxOeWNjbbU7JS367jRkdfeITg77tWl92s1EacYg7BTmiqrmDx5d+t6EPkNnOM9RBwW5xmU/b9aM6PthRC5R8vX76yLGnRkC/x0bP/NFHB7W35yWxkVMjx5W42HDMQNehJ1aPTd92HkFWVTf58cMG3RTk6H30xADwjCW6oSYKQQ/SeQwJDrVdk98DKg37BCh/25GoTijs8WMA8NihhNo+Yo8dcvQd9G1XPvwBMmB7czGmFp3QsOtgAfUcUIALdUOxg9qtLvodyKc8dbBQOTgd2NwMdouLDf7kZ16g9JHDA/rk65QaWRQcKMZKH9gtpu2aC/R2WxDEURpxqHVqjyyq+sADcgH8Ouh3IIOHUjc8MamHQMwDcnjkAL4D+w7sqAlwXAA1dFu7jYs+cvygtsWJxEkCJQcx+k2p22GLr+3NvDA31IpPh231ho/tsre3c0hMpaEHYWttd54+oA7mBvspsLNdax27DuTwdtNRn+26sRALEMe20MHjc28g5hT4AfyQn0S7DD043hcrBrkAABAASURBVEd2b+g5bNf5als0YnXQt11zYZtuoeuP01Kuv47rer/n7X0oLtApbB/Ji67bnRQD/RTTY4sfsF1jZV3phGYfzXmCyVaUh2Wn1xG2PmO+R3Wpw1l5VwyN4shnTG8Lx6hA3MIqL7pj0Cl8sLZTIvbehifVEVTEqKFDPAMPUnx1v9vaMXl6mGKrZkXUq+o0stL1/iiaYwkEjcjZqWuIpPqdxgpd7JTXpDFotI0pVhkXvEWLK6TQ+TG+QEUzBxWj2evENkba0CKP5bnh89Y15KXUncJTRcYZEt/2GRtZf2/zwYG1Qgket631iGCDcb1+xqyFIJZOPoQuPrLk9XFIiTAKu45MY/p8xuhUQOdR99LG2DYouXteJT/ofegQmSc2rv54NH4NPl/5TBXd9jjVOp4SC+DWbJQ5adBmcE2bgtWy0sdL1Zqs2HyhA2GPfZC2HGNCrTGd40Q/qldqGZOoeSrXkvTUWuPWGnXadPQap2jGACraqNYjb/LV3IZnow8468/ruRkSxrFx9LnhpY44w+sGLfaxKGXY5BkDBaHxI05BarLEJm7lgA+Krxri0/vH6Yh/Q4pStSQcE3WVaxHnM7zW8zXG4DiajmyD8FnFFllDHI584j2tH75qWslao2pe82sZtbnsFDt6DVo3R8p54k0fhp5z3J0O6D6J1LqRK57Bpo6x9bVtsY4M+Zgr0yrxwmNPnUXHGIOQyadLpv5ej8f41ngSr2SxJlZkVWXqGzdZHelHDt1Pv55P0zZOO0f5lFiCTquz+ULa7mXOrCk1AY/O/J2A6C3lG4yhzAs0YK6Ym6KRFx0zTWPsRoU5AmZK0Tww6AG1kfycBz1K6q/zM9RH0McTWutgFY9V5igRNnarbOQGa335r1dEG3tcjnyYyTb3oo71/G/nPtJxCicffSjQA27TZ71pMDvxg6ns/vC2N2524+0tPf58abveRXj2B0qzm33YzafX3Z9hbcs+Ct53bJeP3Wh18oV/SG0idN628OG5tmNaH3aAnAAd73TI8LNbDvp2e3/Rutmu2LarTq2b7eJsl9xuFKHdeGJTDzJy8o4EqAG57RoHOnIjpy7eL/GxDdnEJ95x2N7Up2PNdunwsV1x4Dk+5LJdx2w25L6SHztW2SxXGjaDXEt/iM0im838RTdy3pvZJKRmYgBqRk7d9PvY+pig+JIXmhS1AQQF+OPHxt25c+fEJqftqt12Tuux7Jm7bmtbdoMmjVxToLLbMSW/7XpnxYZYxIRHB6gd4Ie8jxMK8AF9vMgYE/sd+NHn/Z65gCfGFNiSxzYpagz4sT9ADPTMRSnXX1N/eMTEwM92zQ35qMu22G8gToftmkv6duNt1+YxPsgB9ZKb2MSzXfV1OfUB26LhA+BB55lT4vRaofQ7bFdc20fqsrdy8mOvNCgIWx/iUSMd6qc+ux1j5gT5cdgtNjUCu/WP2xEbTPPZzdZuaxHdQCK7CaZBcKagPgm26yTrSZWGDQi7mQh4ZATvoA/QTYGevu2aQNubCwm5lcaBAtM6iYUvkwYfs8oP7UBPDEDN+GOL3G4TgS0y6BRTWT+Atmv8dvMlJnXpXprtGhv2dhsfNQClIYenznRrHD0/iwOQB4qt7Ypntzrww54YfT6w50RkzHazwwZgV8iFkn6PaVs021UDcvy7DEp8fNEBeGC3RUtefNDZxqX+GSEXRE5mQF3YMR5QRvmyXXnD1ofaOkqQL+KCsLVOqAfe9mZOug92xLddF17kSrOdb1Uuu+mUZjc5dswp44KfImb1sX1Df/xA97O3tuWcL3sro07bkarqLCZftitHj9NpVEc+yBHYzR4eGTUwjt7vFB2gfxKO66b9ztsuV/rkocM4gN3mFF0HemC7xmSbbo2323RainzZW5t0yxbaYTd970N7DCh9YLtywnegB73/QChxgN3y2EfpvcfOE3Ye0qd2SCRLwRiIB/O8ENHfQjdoY+RA5alqrZ8VVj2+jOhYTEToFE/4hhxP+sY7X+E1Dumsef3et4qc5J7geJaoatYaLY+YDKnOgQLraKM/xRD/NdyomOd4joGOYStrtiM+OdbIC15Pie6tjTEYE/0kRJWqFK2qZe4Tt3U3TL2EldlYRvUVy9AIYlaHtZyQgqiqHz1snLs0VadXwvqKe1kep6XMV4uNV0P7HltN0eMXcpPPGN2YHGNRvsNsPtN+i4UEbEyKoQ6kDRkNxqC0+YriyPpJP9LJWNfGCYSdUtEGWd9j+h1Nzkibz6i0xhZDv6HVkZCR39tn43EkE1kUiaolXvEtWftufqXma91tOgQdU9+tdropgEXL132O0onXWrGVrAWT+eyS6ylezDEohwiYo0LMR4SRtVragLDdIDalDt1+yiue0/MRHsuTMWYu23mLHZjFv89Cp62KbZ7j3BjBGikQL1BepCVirg020hLEHi08qG59tV77LgFfCT2mzjUbgt45v0C60TkEJFU+cFuM0ZENQgWd31I09Nba1JmQTVjfLUKx66/tmkHQ9PWdtEUR3w8039SRGsb7gxSeQ5C5uXHylFjKTquz+UKa/IkzFjaKGzDYn6QaIwQhOSJ8H0fXHpX3eND7g6PR7m9vzNhV4NvFWTqRatOaV1tJiu2Yu2dkm83I8JmLfnw6xRI0a87BKbZZtxzWWzRO64bVmr2fhGe3jh7CtuyGLru/1G5xbB8JYbtykHuqsJucZ2lge6ouvvtA+zM+trx72c3etpApzW6ysJUT2kEMeNulsxtFhs52xSHWcdiuTaj+DmDnXMrx737Uo3WzvYljb3PYW17rZjeZ3eL1vLbrvY8x9xy846HH1XblIK9t0Wzf9N3B3tphPwU5ADK72fU+Ocndx04fuzHv1SUbVfOJDZ5sSlrWbJiJzUjGwOYbtvhiN5vNZFs028XbpltjIHe3haLA33bNC/HYr0FHPNvqMuw6iOPoeA+3W3xiHQd2yPAjLnshvHNP5bzP2676yAvwYXzAbjp8ADriAfpQAG9bzAGwXWMiBnrbNR/Y0YfaTWY3ih+gBmyo1bZo2EMBOoAMe+YKwKMHxGB+sAHdHgq6DFvyUKftWn/oAPGwJVbn6cMDbJSGHqBDhi7iOnZQ2zV2eGzIBY8PtMNudrZLRCxssWN8tus4obRd80su7KZjQIYPduRDb7tqsE+m2AJsATyY+hMTIAfoci4Y/khh9lZGMFBGx74IRhD0ADWyDtsV13YVj77bQfHtg+0+yFnsTAh6+3rfHofJhe+wXSwxOojLQgLwtqsWu9XW7ewmrwD5Qh5SB8l2/TUaB7HXC09MbG4G4thH/e1tLuLYrhC9PnwQkAtqu2qGB3brY2e7Fr3SmC9k+E3jIgPoO2JeH7vFshtFaLtiUg9xgO2aC/xti8b8297Y2q7jjRxgS16gNCiYym1vxoYOxLQ+tosSizUxvQAyRuafGjvslr/Hx7n79vU0jY8fNqDLbdd47Ja7y5Vmu2q1t5Q6mB8Abx+twW62cb/uYzdb23XhZTzTOEojPwh75GMfjWu76u5jwod50LFm+4jEPto/okyHOCGbz7Tfeds1Lxgh63ltIyrYLhvb1e9f2IPeh9re2No35vtY8emwm33v34jazc6+OeWYkgf0WNTLGFlbXTal9jbmVH4SnxWQF6g8reRhfat32NJsKC9oUpfpXhr+mECD1BPXCMLnW+mMAZ/Oj6KhB/BbtKxjzINRoQ36PWgJd93Irw+7rWkMWz6dVjV4RADZoKzSm9J0Jx80ytyMYoRbBZFOQrcYw4zlE78Y9poiFjz0hog9upEvkAd2XvBz4UwPaQzyUcXXuiEA624IvUJcUkUkYfLdP61XFhGF5qOMVUUj2nyaYNwoWl/V15HWxzZGWnxM+4tl2BM8JGxjfuyDtKPZtB5RjpluulhsOsWMZGRM0EKJT/4iNLYBfg3D2raU4ZnJIDbSkNrDJ+4YzRgaUh/nm3GHlI1KF2n5habf7Bu/0UfeeKWhCxnXCGmfyPNRbMcAqklD1auihtafGJRP7zfL3tvQUe2aE6p1swfZRFsLitAP8pH4OoqJu440FGAjxG/dmbCYNFBn1sF1+dc+GIVlvCGilLWo5r9tZhAY6F4aucAQOyg+IF0CrzFCqWcKTJAX5cuygUKVNgYOMhZZNvHpOl8BatB6GAWR6ybIibYZd+ywVGSF9FXrlLXaoJJZ17XUomMY6Zch9qA6+aLIKSLafGKHXzAq/Eb+3x7Tq+tUY2qcoroco+uhGhueU0yd4ZXWadj6rO0zPzqGUS2PZIFRtLV9dLrf0ANo5O/unYfeABkTdY9RA1XN6+8oItaNG1rmoK3VMb6rUZoit8PcCvPjQphxXCVUDDYHLt369Dh04KEPHGNyEgXaQf+BwLZsb0LYrr7d6PHnS/L2Z0ueL+1mZ3sTAwa7KbW3enTHgW2HbfE8C3RCIz/vS7xzTdW2q/bjMvo9H7zd7KayqRy+66D0p+gyqO2pqupmzgD1Y4OB7arNbhQ971LoAHYdjA8wv9COru8UP3T04QF9/LoMahvVBtlUKX7MwqYOOmM2JvnPB/DPslnO9deQOzsaY8M4qJX3P4APcZl/qO0aG3HID+DRsQGIP30751bWcD921Am6vb2Ng30HcQB9+6gNtRCfGLx/s6FJTNuiVnRTEANbAI/ONmyNwfaGouvxMSAuY4bSJ/5UP60RnnHarjVBLKWRF38AbzvS7Qe/DqTTfOTiOBALX8aKTbe/EbVdY+p6fAB94tmmW3XCUHfPS522N/7oyW+7/iLTdvlRG3JiKs12yelPobRpHx/WCICPunJByc04uz0yYBtyIrDFB8B3I/vGPthg20G/Y5gK4VHYriKPF4y+J7ZdE6B1s5sPXbvxtulWLLvxxChhvqZ8umUHRQ5s1y4wB4uDRm70HAwWJweX/kcC21Wv7cpjN6p1Ix9Yd4vQt11+zIVtUQP1dOheGvY9DnVTc4+FKzyAx+44GPeNFgq2/HUhi4u4toUMe/wAcTvsNmby2a5xYQ+oE8BPYTcfu1Gtm73t4zfNCY+MOPDQk2BvYxzX2676bItGPICd7dIxn7breGrd7KN9xPh0395HBs9cwPc6icna6nLbmG1y2C7edtWgdbO38rXoOmI3m64gr+3q2o1WJ19269uufBGdSO2mp15gtz72wG59u9HjMvod1NN5u9kjsxvfdZ2i6zmR0Z/OMzrkx2H7iMhufds1RntLMSQudArb1bV9xAehvZXhexz2Vo/9/33Ig3YeQHLWtg0BnkxEbYPshlGljcZape6xYyKf2oz1QurYD0Eo9mW77sNbGgH8dYMfIxlLE+9EW1VtbJIVlH6h2cT49+TT6kldm2gpMFVogpYxVfUxQWM2Cr/MpaZYSZ4gNes6jEqIAg+NnZ9SJeZxJKWajO9xwofNp8YSoxOp1vUnySo2Co3L+hNduFGhpUsnvAo61sb018hDZzpHP4m71mosPjETZ5xAxbPRLxVAAAAQAElEQVQu1siaG3PEj4IxBtSjULDmwyaCxAbJFBq1bbEdjyDHqBvHapXaVsnbYEHHRB2jAyH1gT+KBI2dRmiZ5GvCh0W1QWzHQsbqofKQe0z+MZ6F7rPuK/YNg7atLNOFqiza99p5LVEaFifDGmPHPDtjBwo9gmGQ7TWm/FqW+FHne/rxugPdonKlOwZSfUmdeha2/yVgrys263rGJGn+6NbHX40qurA3+CSGGso//CYWfEdiNHmOy1qm0C20aWPCjekBTIqmz4cllYcf2ADNSUA11noNd+yT4ASdIJbSeh4aZa6GyKAzGZ3wUzVXn7lpsrFJ8936YepDr11Lpcbnm8G1nrShWrfo15zWdo6N61ydaaWOIfwg1tUGY+oJcpvRcbTLhrVtU34tjYiUY/I1bOMrsgbdr5bQ8UvUFFLzcV9pRpoAJ35abFWFOtbQAcQ1tnSuo1GOU2SBXWcTmXPMT0JbL8wV580aDg247oAxvJTkur/tgfjeKCcxT8aYWgupu2j66hiP+2jdupy56Mg8xK/WaNS4bhCvEWRuN7KNTe4d6NYIecAf27K3OP6s+IAT3McA5OcZuuPe3G0fMTnu3+Mgx9B2jZdnc4AM2E0OPwX+vBsB3icBPEDH+5Kd45lzlxzEBPDYQAExO4UHvQ+dYqojPv0ey7aIrzTyUw803Vz+2z8xnsqwtY36CMiHH4DvwMh25bBdc2VbvdmNxx5f+/o+OXmeRD/1Q47fmM1IyzqVDUj02DE+6oZiA2XDD51tTecBHXLseFfVurEPwL8ypIvedm0SYoM/6DWQi3/iTAyAPRRfbICdKgP2FogNRQ+IRZ9NOupBhj+AR4eP3dYG8ZETdwrktmu+lUZd7K0Qx3aNG77nIC+wLXyB0ogZUn+Riy39aX5ioLdd66Tz2JIPEMs2qorD2MgFiGdbtqtW+oC4zC/jJRb1IwfERE5cdD0ONsB25SGG1s12xbet3mxX3t7v9rZLZDdKp+vg7a3cdsWlLrvJbdc/H6c+5AB/akUGDzRp9NF12C0WcsygAB7YTQ/ffbretgaEU4HS6NuuQVOU7UjbB10HEiYV2De2sV2x8MPHbn14BsvBoA765APE5ODZW1v8AXbQ7kMfIIPazcduB5iFANDbxqRgNx55j2W7asUAWQc2HXazoU7sbobuzzjhiWG3k6D38bddJxR22CBDP52bLreNuuxhupx67BYHGXNouxYe/HFgjx2wXeO2G9W6UUOvyXbFUprt+qtQ2+lpc1ITk+PGSQlKmS/bFT9sUewAuTvQAbvZ2q582BGzg3EojbqoryOiTWy7xeAihB8xgG3Mql7y2i6eGCiwAXaTI7sR8Of4dJwUAxl2x2MgA+RCx1hYo8SCn+rQ261u+A5sOt+p7ZoD2110hNoufRfa7mxRYoLq5Os4T99uPvDUb7e5oh+XTXz6tjd9dA3t297qbDfh5Nt2rXHi3AgT82Lt6+OU4tiX7arrRnG7nGPBMQQ9hO1al30d6ljrvtBjquu6zksUdo4mz9w5kcLkw0O4hPYGSA06CSISD/rxQ5/+2JH+CHo/FOst1pZ5mIx3tKu8rAf8n0bk1dZgTH8D7PWA23jDCL0yDDrvzBhYjzGqMRN3HCkcTbAKkmG6GRl+DJqNMs6AMd8XSPFLXOWQpbQRwN8HKBFEiy9si0YnMSMfI2xI58RP0zaPqQHzE3CswSZOZGtea9ojTCm6k9Bt0MGLNirbIDBbeMvegONFMojhWHVwLDtSY8m3rmNnkRdiExnyNu/0G5R4J2GM/Cim+eJ7g3lqPjke0WvdYr2JNkY2bnqx63zsx3uB0KtFUyjYxor8Or02LdNQHmRs6KqmaXGiIUagiXXni6KbwGx8BuiIAd1gYid4Jf4aISd8Wi0oai6UMW2Q+XfQ+xWv259EiRKgChmD/plGvdeNrPXVA5/uP/YaPiJKzR3TKG0unDERd6TO9ZhGBGsgXrMhaJAcQ3OO/phcrc93hpGE5KeWWbrQKbBqGNd+CoU/CehUDZ9iJl/kORknS0/K8H+FbFLihO0j6HSiygxMe43PlSjzd+z7+D3leotyHuubTFuMleUjmxlhy/G+X1DWQPB78BmnMeh0rOXVzRCLpuZRrLUIwiu1j9AN1k4bcnwu4pvzZMz5sUqIsc+1cgymPP3j6PqiDH/cZHmgDM9hxIB20H8gsDPASQDi9q7ter7l2RJ0nW3ZDcg6uh/UNuSGdif5lEO+7OYbtt59pra2xTM970zA9iaH1s3eyrC1XXHW6iLEZEzVuckXdsfVXQYlPnp44oHO867EM3iHbUyrFmxsH6nddo2NmPb1OnurxwbYFs12xUIGkJED2kEf2M02hdQGE3rmkvdhKDZsQjIW+sSDZ8ORd0D0tqvWKa80+h3p1v+BDRtlzIXt2rCzLRpxmRvsiQ+lTx3osEE2he0ap91or4c6O2zXuu06YgLi8L5EXEDOTuHR0+/UbnGohfd0Nk+ntXVbfAF+2JLLNuqqA3l11l9225sg3lqUQzHWuHof2mNBiXE8B+PFDl2n8FPYruNEDKWhs4/WxpwQO+qyhdqtRuzRQe3mB48NMeFPAj7EZS6ws5uv7RonMoAdx4m1BU9cYLtqIYbSsLVd84QdOSOuPtQ2pProOkq4/kIGazdbu1FkXQcvbb/rLyBtV9GIMQTwdpPbrmJti4YeUOi032VQ5Hazh0fWwWCZOA6wvR00duimYEFihz16QBxy95Ouy6AdxMDHdl0EsEWHvPvTt1t+ZMB2jVVp5EAGBfD4E5eaqC1mN/1giwH+HGwocZBBkdmu+e86fMiDHpnd9Mjsxnf/vrgYn910+NmuXz/sJrO3FD1xATyxgN1s4AE60O2oy27zSd3UA+zmB48NgMcXu+OgZurtIL7tmvfuqzTkxAF2y2E7mvYhPhwUwNuuuaRP3h7PdsU/Hgs7pXU5ffICeBD1kRMPHeg6eND7tnHZXByncrvpkHUf+HI49jWVw98X9FD4wE9p55HfG25ka7fzBn9sAHyfR3jGZ7fx0semw3YdJ+QAORTAd/Q+tMN2sfa2hhLkq/tB060cdrOnD9AB+AcK25WDeCfhZvG9VkLxXXc3ZCwObcapLR2P8fQ3SD1jTAvxHwOt7TsdN/1IRjBmLy7Iw77ZZAR9kxF+jSGyIfwQO+BQFfR716g90ab1t8qSibGl9tYne4D9Bu0FRqkxXKKsgjGAgsPix+ixAZsNi4wjYRJd9WrF+IbYNYwlc7wbxjZfo8pevUUZUe/dK8UWYNjplk+wSfSpHhuABVTUjgGIzxg0+fR7a4105Ct2Y+Z0FUBH+muUur7WfmN1FHWykVFpppu5UIMmbXQ6IOQGH0KOlTvxYjqC2I5EhV+DLhijE4zS4tfZ9Daf8QThuNaO0YHV5GhyZBU5GDtN7HGDVpuua2PNQ4lTZ3OFQQK9d1S+5MEDjHwV8C1m8zW2BClGNdfFpIKcAWptbCTfxRFiExurEogwIyxMMN4IG1+llUPo0c/Yu1Fv+C6b0DE56EILiT2CyKt/b3Rtq9jpWKuR5YcD5VwtvuZEZTlIOdIq3lJoy1a25TNKkep+thHfBB7jP4aGJHu+B8sewqcip3/DT1dCgwoSqim6c2Qkohu79OBajoxyJF9H+a/zF1+msW10+92j6ARdt8oY1uyYWEeBAskqmvuBHIN2/VWt6ewp3TeaqrcjULXe77SEN/niLM506ihGrVLMmB+pgEKV/nGMGqVam23+0kMSWevrukZVoK/MHCMSC9n9xXVJ7p+A9Mc917IaV/hGWQ8NyrrTfah9rLnKmOM3FogjraSatzFzvJ33ZEv/+Jwrx2KcIK4P6MNzV0cPZFt2Q5fdX0rs7tv547Tr7ZbTtniOBt1Wk2a7erbLDhuetYHdZPjaR3m7+Y057/ABSrObPOyRj+36I5P+DkXMDmS8A5MTJ+R2juc6NjLbN5xH++a67n9S/Kms5+329KkN2Nt6GCuY2mHb+9Apui25OtDjA+wWG53tzcYffsiUhh08QG5vx0wfxKx8mUtqpm+73t3ZlKMPpjGwA8h5h+5x4HnntVse+rbrPZQNqN4nLiCnbcJcB2JO0fNjaG9jMkbiQMmNne16X+YvLJHbLYfdKDF6bOw7bNdcMDa7xcDOdq0jpXVb5OluPsi7zHbJkdktTgnyZbti2a5zR2m2i7et3qib/R1iAmJ1Cg/oYwelT90AHhk6eChARnziAnubD7nd+n0eiYUcP2D7SJ3EtpuP0rABYY+MkXgce3R2m4/uSw67xUCPb4fdbKd9u9narlrwATrWbFcN6IDd+rbLEhngTliGTJDdElIcSiyhtsvGbhQZNvyHVVcHh+oYD1finjHImnnQfMgvs5Fp8m8/uh4dOWdDrBNXx1rPweTBA0xsbxbpbDbTSc1uddquE7nb2E1OLOIyBtulhkduW7ZLRp8cAAF9/AAHlJMa+c3QT07i4wft9rZF37aYC9uVm3zAbn07+lmbp2EyX/j2vh2b6JTGBh9AT83HgZxaGEMHfdB18ID4CVl1db77YFuxc3xZC9gjgzI3/DLDPxEH/D9ynd45Vf/PUvwy0YEtMchB/D5uZMSyXRcz7DrQ2d6sA/xsi2Zv7Q/29/Nkk8fE1Ur84qTcHLEaYlPIfPUcxMC/xsGaZt0iCMh3EvCl3vIlcGztxmCPHgqiklBNMGZDhzEpjRjcFLgwEXNMrV0XdX26K2MB0/jYd2AMDwWdhx7FCnUBeTHHvkqexHbmNbo8FraHxfCr1Ei/U8XGmVPGgh/123GOLR9kAB7YiZk5yLeAwk8xrg41xH2Wr3yKLxrnYY2T/JABYpV9YkC7rFPm0LbsQdYUka0lXKdm0QOuXbww5aRVftXQ6vAgVpo0h7cyLepD0TEL5msK9OMxG1UbNSRcokWLxRgpCMlny6Vz7HOy7iQpsnETn7ElZfpag55OaGNkHWHX1rrPVGmOl0PbZ0wPbuSrTbhGKP0NHKuGjehExidKjwrHxBojmiJd0YeCzkMbOC65uEQ51j2PEguR3NdPIsTlpFrHyG+GqKnzOtcb+WB/PcodF1TVaSOjC8bMkDpGDJye10ZtJiKgEtFGvqKGnAyU4GQt0ooBU5j2Og8FGECnQHYjjCkVdP3YmQ2t4xjx9HwQJ/XGAqbXH8MaeafoPlLk3oRpDwVf6LGO01K2r/JBTxd6I3Q9dItuvZVIdgXVpm263foo5cgXMjeYol1p0MqzAApikbi5mmWW4CNT9AEyyfmf0sYgHwexrHN+fSDWsxRpdN1s9NYPu9Ki/AhxxCdx7+8n9wblnqdUMwaipTaFHzJu62gbJSEpk6qZ0whpRnmkpjERQFnnawy2n+pVcDiw1hWbeV53i6QOJdoWWrfkTA3lEslYNmE2FB7pGGaMdFV0rG+Sg3QewIcI9xcpvTJP/RHQh54Eat/Kx4xJAXSKJtO6jaEnIvM64g2d4rh9QVAhjgAAEABJREFUCuJ4r0JXsVsV5bjHMHy+H9hnjHuQT6bEWqWmFefhEbh0Y0zDrJP3DjSi1FL60ITYmJWsmcSoMZg0Dm0QQb7LRzhPsJUrrfW4thJsXD8oNRpd+mOuJx1xuJdPfGLB95icDUSOsKoZwzS0b9f8HHpQIcK8vgiMG39rzDUMHIaC1Xoux0QjuivKKr0mCXPdh9MZKCaMB4NO4cGQa0eHnUlEGGAHwubWkwAwE9hWhiDbkeY8zrxVXekOgzWbDYICTAB6MMa2YYxNnnubUqu8JwGe2zu0bmOOCToAvxaXDzF7njGxV3luR9ZrIHwH8s4PA7mBaxx2p1sZdZDL7rpGZ3n3532JenjX5X2T91JsW1wn1Zhn9MM8qmePYj029DfCOBkjcck9BTJ8bdcxoT8mru3NPCIDSqOOkJojaiMWOWyXPfq93d2KxT4BYFypXLTZkGMY2xhUDHzxKbvo6GPP+zVzQZ/c2Niuf17Le/ZsmGUeVjrMe+2YhY4doB5sh9gC8gJ05IeWf+YantjIZ+njZ7v+O4UHh4faPzgQlJVKLbzH2q5x2j5yfEXLXDuUmBw7NisBxxIZYM5iUjHIabvmARt01I8cG+oDnceG/Qf6HbarDvp247EhFjLQ8yIjPuPssF219D6U/KuMf8w6mGdeADzgv/PJsVsuFgLwyLEB5CJGr9t2TEaRF5ndarS3FHtgW71h20FMQB89awVK33aNHz1ANpvlXBuSNxepVc7dMdTpDxM5MllCDu262TCIFpVSOKoNBluA8XbdbBg0G4aSI0M3UATFMGio0uwUlAUylUVcE4PNkCAMbDYMtcFHX2noiAfg8Uc3PZh9YbJAOPniptlsJuzwwweKPzb0AXrsuhwbFjr+8B30bctuQG5vx0OfOFX/Om/v40tO0O3IS37GMJXBUwsL65CTL5tds2GosaDDj003YuFPnzzDfCbPBkFni3nqVOb1oDAMjn8e0HMB39/f08HBfjbslkXHWhwrHRzuy0OOd26Aq/GwTkjmgfGQZ8xxG4Yhx3csKA09udHZTo5ZgQuX0qBcaIjRfRkbfdtlqzTmICQ17dQvY1w4+O9YnD51SkaR3MTp+c6dO6f93b3C7tVr9d/zpEbbVTf+1AV6LvTkIT/1AvqEJzZAh6zXig16YLvq5eQnJnZaN3h8Z8OgWSbxYG9fXAhQI19l05H8XFCGxOHYIqc+1i2UcfJQMWTE2KxyrOpo5PiscjzYjRgGrLiQHGi5XMjpcyz3czyxRd8wiDHYLkpuaiL2cr4QG/u2ZUcfkJ8xAdt1fGeJPcxiM0ieYDYfMg9DfJXGWlgVbXlj71SS4zXPepzlPPAwqIwdRTCq6dEd5uJ6WOOUBuzWupDNZ0wsOswXNyLbdW3oc44c/RD5IAvwEDpTWmJnxUqh88E62NvNNKbe9JGhm3FhTH+WOZ7nF3AwjAcacjA6ZoMEnHPjOKY2nXdiUvZq5RQxyB40DLNCJlfjapX0B1rMBs2wyDFeZq520ndqcfQcV8Y+m82zlnI+K1GzjojIGhQ3/FWc82FORc7UzAt2pU08B4p/EstDDGOTKDE9zPhWa4xEbkjwwZZtjI8Bu2OixEuwCClkJW/mJ7bkKyQWxzYFjOoznlF7Lq2xim6VnA2JGJcodf+bc5y3UCqzesuaTd18J1OEYwH9EHYLJ4bWgLeU+h0UTe0+gpkGz+RCBu5Er+MBbVhFtlqPc8ycNFhj5FukiPjpAbcE1RRKfVbSB9CGIQK78R5CA6X8MbJRrbaQVEMv5F4+Ln2OdE6AAQi/MdJRCRnEojHF2+lHy3efe/gxX2AVHRQosswkkuD4B+UWXAOYxg3KPDUUnX4hGyMAZAPwIOL1h8hrdkO6LLOU0sZgFRyuET7JHWyvC5HlHGGKW334tHCOl5j4UAdNugpZiRj3DRI1ad28pieRphsVBzHHY5iRY5I14A0izcEZgqN1SDUWxz0+tuUIgCaN69gWK8FP1Nex1L7I+XHt8mXNPOQSttSwOKW9cdC+5lqcuUV7q7jl2jZfntLhKh7jLHaxOYjcC82jIwbX0lxWtVodxG4/946h6JjjsD65GTFO6Q5BxpA8EeQzKso2L9aGJp3AOJHBYxurRiTZPgKtm+01dzPCmLBLTYI630FKUq79WVbpH/VHBahtlXvZ6MPUfBijIPwwrNSOX0TCUrLS8kX9qwQtGt3hwZ4Ws+jyXDhLf7mYa5V705h7E8fPtuyGIbSP23EB3NdXuafGqJ7PPMw1Cy6ev6BTiTXoQM7RHAIXf6hBqS/+imZM7/4jc1cxlMrvO8ivY40xHRNd12VGAQrmJKdL1pOOIZFWyHJcWWc3wFj1Zxwx55iMGcmoddvIlBmT2j1/FMevYxTW9x+z2aD5fFabDcvljq7u7isnoZanz2p+6oxO33Kbru4d6FTOxToHD1ea5XljL89Yy8Wi/gknfZ7PoLPFXPusn8FyYjOmDFG9OfUyXw1jxEHWY0YnD+nGr61rZ5xWVrZyJYlXvvP8pKw1Fw405FyfJ/hsjSF0yHrqcHhRwDE4/QbFQ2mpIRzfUcXFa9monWXGs3c158SBOMCHUe2n0OHUOR0OS3mxk+laFmbzpcCwWErhx+i0yHUrdqvZjuY7pxNjEOfc6cUgHeyKe6dIrG1Lik1nGAbNhkFDctpOlVHlfss7Bu+NPPOP6UcqKMcBGRSZbRHDtnrrdtgc5Lynbzc9MtBj2JbtcsWuowQej+hKli/yzbJG5vO5iBORet925nIlnuvBbDbIgzIFdbJomFmzecYbynzv7e+qg1qReW3PtSeOuQcsNBvmGX/ijNIsuRc5BkPmjRqomTEpzfFdZf0cZu2ssk57fdjih/0gJ9ZYtdPnORwK0CnX5VU24w73DzTLel/s5LiHrlIM8YjF+x7285wj0CHnWNLXNZKNsjHHjHfRxXzBkOodl+NpW8gBMRaZw53lUlB8iA+1Ldsi15hzklqqrly397OXsL+3V3OMfsZ8JA48voepnfmYDUPlxS+HUoypHZNZ3juTM7UfZm9iSJ5zZ89WXWy4Xb16tXLz3k8c6qRexkn8MTVAldbrGpR600eOT4epIfUiP3PmjHjnt51796qOI3bEXWYOev0JU9HGHIdz585qkbkfc21Y5XjOZkP1oQmTY5jzNsdlGJy54riuhJ3Wsj6f5LEd30XscofKGGzHttUxyxxiy54Dc4T9mGN46623irqp0c4YA3js0WOLn+2aU+TIQEoQ8bADHDfkwzDU2JUGjwzYLT489qwLYses1is1Yc+x6HnQAew7eh+KP0BH3cBueRYc/2yOEqvL8YFHN2ROcyAU88yZNc8a75jNhuqXTQY6ro8P8w7oHx7m2GQOlTYMQ+I4XLSRHSYv45xl3rvOds1L76/H2xxtVwB7SzFU2piAIGx9bBfli0SZPSEZIod2IJ8NQy4wM6Gjv0phAJ74xJ1C62Y7kzJkEuZFu41t2Y77mMV5WDxxpgPttgyQyQZdrzRqZrFwMsJjb7smB1vi2RYNHdR25YLvMnhsiQ3ok5OJZ2FyoeJAT2OiJyc2AB/bNUZiKa3Ht11yYiCzWx8eGTmhtutEIy464iDnpCcf4wToAGMnt93GhA2wXScwvkrDDjk+6R75IAOMEXQ78tCnFuaAsQNqta1xHKtWfAlIrfDkwsd2HQe72aLHV2nUTEzs8OkUvucvmotPp/OcALNhqPXnxBijG3Phg58NuVDl4o+/7crLjYJ85LW9OeZ24/NdMru48uGkXS4XmuUEzumX03V7M/YgcYeKefyUNhaljy2UWoGdmAH19D78SM05B0XdozTImg+zQgKe+Cm/VMI4gG3ZPmJLl/kEzD/zS94NkhNfEGdpsKbgptwe+DISb0GSlAmp+cEf2Bb/Q1H1Jb5zDIaMZT8PA2P04HRulplBzRbLPLw6NzMVVhl/Dld41lDO/xiNozMtN8b+wUoHh2MB39XEfvRMns0Lo/JguXLZZbrlYa5ZHi6UivdS22420g9y4z/M9QvqHFhuFHNs7HoBwGZcjblR7WgxW+SBYCVpPeJMiNVbOjk29MboAXyHo7s5uuWNKBE/Mii5jkahyimGqMFUFlF9kMFA7zucsR8FsQKfjBuIr4viSHQvwMZ64I0YDwQ3qqDF3B7DdpzGmE+R7omfMaO/OYi3zaHYb3Gk04xKOWE3JkrLKaUS6L61bbzjtd4oznG76/uM6yTc/Hy6Ps5Re9XwqFeb1npH7e4tzvX647XeKF6z2yQ/xozpH8XxODf3j/uJn6MxW4ypTLp08aIe+vBHaHnqtD58z0V94M67dXn3QNcOpfd+6C6thoWupH8pP0Bey3WUzZDLV/ek2VK33v6QXCNjmIdbcx0K5RZDnjFXfu6bBXQFbY6Dw1nKtx5AG+P/QNBT90qceECh1+N64RijY6hxjjE9CuZkA4cLmJtTp3KPzCbE3u41LRZzXb50SfO8rN56++3ybKbDcdRh7kkd6SaD11Duncx0+nbud0sp97V86aM+6qN1/vx5aWPZ6+Ge1vmoU6nuL5xBPCBcn1k3a0l3pNTY8uJegL8OLnPlu3GWwm+hbRvDZnKbxRiroPqhx+aQOW1Q7KT6ao73mb/nwgXt58HmltvvkIa5ds6c0/nL1/SL7/4VveXt79SrXvuT+gf/8B/rn/+rf6P353wc88yTAy2ere65cDGbEqe04oFHqmcYnm9YP7Y38qjq43w3bMfkjK2NZYz25h9sG1YZMhhDgULvD1x+2rQWfdNNbRfO36PTp3Z09uwZ8QcA17Kxc/rMWV28cjXz1HDhyjVdurKri1d3c+3az/XqUFf3V7p6MOpyfkG5Ev5a+IM8I+6cPp04B5mrvWxcnK5Uru+jX8jAkHm0rQ0dBtnphw6BjZWONNtlg9DOmLKOeF6m36ndbGyL6wDg1AXwAH6Vzbox11JAv8vhbWLnOIRyzGe5Xtiu486aAEobJ/nt5Iusf7AB3aZTZIC4i2yELLMBBY8faww7QkF5nj7MGs7lP+/1ynv9SgfZOMMf+w57mxs/wLwCeOz3sxlW8ROvzuuxeeOJTeup5td28o01XnS2xTGBJ5bS6IeUHZQxAOYqyyvrYD/1Hla82TDTLHOIP+9UbPTB42e71gDxbJc9/rNhEK3b4U987JK0fOxmbzeKLe8Zq4yRP3Kym5wNRd5JGD/zQAzmkT4gHr6MDTmbnMjYjwFjrgNOMbblUD5248on92/i2M51Y0dn8p7GsZ3n+A6zmVZZJ3uZf0AexsI8AOoh5+HhoYiFnvjIoNgybnj05IHaLnt4dNj1tQTPGDu1Ldt1DJFRm9LwBbbr+KBTGrmpi1zUA2xH0z70G5crXMaGPXF6ztkw5PeUVUG5x7LeBplTTPTZEB5zjOBP0hFvmblj3L0mclIPechNfaDL0COnBtD7yPCh39H76ECXQ7tuzEl3HKtsBHcZ0wGUxdpl8MhsExrJxmAAABAASURBVLbGy/hAHz8UIAPMA2BO6KNb5N07565lNzAgYLe+7UrQv2yXLf0xBwTKQKD4Afiuo2+7FgS80rAHYY/Ewgd0ud1ycXDwRQe6HkocDgy83eyxQQ6QQwG8bUjlJWY/6AjxA/DoOo7L0CMD9tF4duujo64O8nceHTF6fHRdhhzQn4I5YLHartrhOQmJwUWOExx7TjguQNgTFzljREdc7Hsfme1cf8a62GNLXNt5kF0Uui2+wG757S0lDycIscnPOJHRh0794MkL4LGhVvrkxte2kJHbNmZ10cAWGwCPHqXtmhPbdAvE67Bd6w97u42310Ucpdne2CADSiNGSMWHdtjbXNTc7dATG8ATBx0nHP3uhQwg6zb04W0L/97Hxm6eyLquy5EdB7opbNcY7C3teuLB2645oAbmCgo0adM8iG1DbgpidNjNfhtHura3r9nOqYKGhXbzsJeOruWH/ENlc3B+Ss6v0Cqc1pi+Fmek+Rl5flpanNawPFNweDDtL07fEpMt5vnlu2O2cza/9luj50m9o3nqGBZLjbO5Vp4V0PHQjny2PJWcSx2M1rW9Q13LDXmYzdp6ZfPZY82F7aKsDS7WoEkkKNCD7cEZeHAGHpyB38czMOZqdsttD9Gomd71c39L3/cDP6gnP+2b9dgnPkVPeMo36hse90R93WMer6/62m/Q14Y+8anfpCd/0zPK5lu/47v1A3/9h3K9369nEO4JTIVt2bkmr58vkT2IG8/A3v6u9rMBefsdt+vKlSs6dSb3qNmg337Pe5Tf3cT9a5X7W8c45P6WPve01TDX6VtuzT1tob38ULfIJvK13f1swOzp6rVdnTl7i0YNgSUBndDGE2R/METMCLPDX8ENmQbAIwDyDmQbrKQhL6qz0MIDXONjjskjP+rjtLuy7r54Rf+/f/Pv9dd/9Nn6iq/+Ov3F7/sBvfSVr9UrXvN6PfO5L8j5+DQ99Zu/TT/55rfpt37nfTp3x8O0c/qc5KGe/3nms1283c4/2/r93tig4Tns8uXLNZQ77rijnq/f8IY36M9/9/foyd/4dD3xqd+sJ37jN4trV8dTcp16SmSPe9JT9fRv+Tb90DOfpb/39/9fGuY7uvWOh9Yz4OVsXOpeGtc1MDWzLbthKoe3DTkR0zi2NQyD7q3xfA+6HT6g95kb4iID9ja/veWxxw5q+4b1oz8O4vb1RYwOu8WhPtD9eMfrdXXadbZr3MRUGu+K4Hh89LyP9lzQmNfHbnmxUc5HNkXITx/AA9vKzUnwbJ7YrtzkUtrxmPjaLnvqBviC47Zxrw8+xeTLtojNeLocvw5NGjGJj4h39/1s/HVf5g8Qx84YYkQ89MxJlxMjqk295LFdNWCvNHwAfbuNjdj4Yh+TWgtQZOgAvO1NrO5vezOHxO12XU9MQJ86obZzGMYCffygSsMf4APg+7xEXT7Ige2qB3/61Mm8Qac+SkMPyIN9RHVtxI4+tdmtLnS2ax5s093kpR7iILRdNvSJA4hvNzk22APbVavtmi/sjoM67OZrWzRid9rj0O9AD473sQXoOujbR+Pihx5qNx38VEadtmustlHXfDBeYmKLDfXf6xXMbpOME5HsFhAe2D6SCBnoCUjY+8jgp7G63nZNtG3RsOk6+naTw6OD2q5fH7DrMihAD7oOGTwy23Vw+yJSGjomCGBLrejhbV9XmybNbrVhC+y2idb9iY18CtzJAUVPXkAfud3mnRMEGScJFMDbrgvH7u5u/RkwMuKgJw+x8OUgc9GBdh3x4fHpOnyxB/iixwc58WzXHOBrNx49ffRQxgtFDpBzcSQPvL2dJ60b9sA+qrNd6wpfTG1DSkYegB95oMB26eE7qB9H21W/bfVmu9YBMewmp058mAOo7Tp5kANNGv0xvxphC+BtV55N/oP2i0+C5DPWMSNuh93i07dd9VfcPJwSg9qgtkVDhy2ARwbgp0Bmu/Ihpw/gge3KRWxAng76tjGvmrHvYJzHc5fhvXzhf9xkTI7VaOXdpzb7dsPMds7oMC+0XpzSKi9Ll3YPdRwXrx2ooekuXjtMH34V21XxyC7trnTXhau68/wVfeiey/rg3Zf0gQ9f1PvvuqD33Xk+uFv3XMqv4Jeu1K/hF8Jfvran7C3Ks6XmqcWLHVET9RzkZWw/9Y6zRV7allqlzmv5RX3/8KDmcrmMfHB+Fd3TQV4K54uZnNe3Pm5eTuCdGA30HsSDM/DgDPxBmYH/nsY55uq2m12u3/jt9+rdv/L39S/+9b/V+z70Yb3vg3fp/XferQuXd/Xe8B2/8/4PZfPjvfr1/+M39G9/7df1L2N/bXev7jHMC/cIe3vfQfYgbj4D3Ktn/PiVJ/lLVy9rsVzm3rPS7Q99qE6fu0XzbCouTp3R8vTZDRbZeFqeuUXLM+fqL788X4gf15anms1DHvYInc89ceXaXssdLMFzrDneClW1Md8g5A/wx5mCzQZj5oaZ2vTXum4zS79h1CzPd17j/k7fmHy/+4EP6SEPf6T+9q/8A/2l7//BOg/PX9nTH/rYR2mW43kmPxAceqHbHvaH9OELl/Wa179JP/ys5+kf/y//q4blaa1GiWdsnqeXy2WVQp/nvNlsVv3fz1+MiesKY9jZ2an3xd/+7ffol3/5l/XP/8W/1Ps+dLd+94N363c+cJfe8/479f9/7wcLv/We9+da9X5dvLKr//wbv61/+I/+P/qVbEC+N/O9dzBq9Eyz+VJjjgGxbwSelTuoYwp87Ouvd/b1su7XfWzLNt0Nrc76y246/Nai6+zQURvHuh9zbIdsbHbQxw7AA9ubWN3ObjK70S4nNiA+uYhjW+hta5Y1Zls0eACPHTb44ocM2C5fdLY3947e17rZrhqJAxBDAbzd9PA9BzEAsm5Hbkdgu/7SK6yQdbCm8MG+y+AZB2uvx0bWgR08FBDTTvwAHtiucaLvMeDxUxr0OCKu+ehy/KgD2K541EofarecttUbcmC3uWU/gHj49L0CbJHvZu+B4wpPLupDZ7d49JkDwPWFGKDHhwJ8sAXksl3rgny26zjaFg0bcgFs6UPRAXiAfqojj91iYGe75kNp2INuDx9x5cWPmu3ma7tqQ449OmC77JVmu2JjA+ytTsdarxNK3g78GD/oc4fMdkXAjvy2N/XYrhrsRpXWfWynp9LrJo24U2Bq+4iffbSPzRT29XrbZXI8dn68y8U0N0K0XTnl7bYQ0dmuiVUafcAAQUSbj+0qmAPTJ9Z2+WJrW8cb8g50TC6LG5DHdsWER4cN8bsP1G426LAD/QCiR049oMeAAnT21h8ZsLcybKaw29x0GfmA7Ror9XHyARZRrwEbYlOH3WLAI8cGW3xt1w0TW6XZ21qwRc4vfNjjzz99BvDI+JNsNgBtx1v136/ofdvVZ346bGfzZF/EwI65JwcgH4AnmO0aI/Ui77ZKs9uYkKGLqI6d7Q1FTiyo7YqlNGrngobOdl3sIy697aLkVBq2douZ7ib2lMemx8KPeYXarou13Sh1YNdBDIB8CmSgy5jn2TDICAPil4wb6xhBPuhsvtOZfGzL9kZCzE1nwtje2GEDUNuGnAi76fp48OnoDrYrrr2dA+aL4wY4DlPbzk9pj2lvY9nbeDfLX3E86OLlq5pno+/MuVvFP4P5yZ96i/7iX/mr+prHPD6/Sj9DT3ratxSe+LRv1RO+8Vvya/W36AmRPeFpz9Djn/rNwdNvisc95Zu0xoY+/qnxiZy/yuGvdR6fX7r51fvbvvN79H0/8Nf17Oe/SD/+8lfrH+VB/f/4rfeIF+0hD+x5o8vG6I68PKPZzulsQrp+ANjd3xP/BGGYuSiHfjYb2hDru315dBiL/2n9rQfbgzPw4Aw8OAO/z2ZgzPVLs7nO5/r9H3/jt7W7GnTm1tvFdfLq3qi9cRDXSf5bkLNsgo3zvLDnhx30+c1Id52/qL39gxq17c392La4b9gu3YNfN56BIT94Kdsg5y+e18Me8XBdzQ9iu4eHuY9e1Rt/+i368Ze9PPexV+pFL3uFXvzyV+nFL3tV+q8OfbV+/KWv0lve/jP62Z/7Rb3jXT+vN775Lfqld/+y/v1/+I+646EPF5ssq/zoNuY4A4UqbXNURm1eyvUHtJk5yNiZk+Jzf3dBNTeO/uiG5FgzOgiqB9SI8LA/9DF6/U+/I8f21bVxdvvDP0qHnot/NsyzSn6rzebjI8U/Ib770jU97KM+Tv/8X/87PfuFL9Fvvue9WuzsaLFY1CYkz3LwFAUP/f0O3mMYy2w20zDMtL93oEuXLuvy5Sv6mI/7wxp2zsggz3Pj4owK81Ma5zsFNm35S+FhcVpX8mP4jGc+D9o/lHYP8rU+J240T+QGN9LbrJyt1rbsBqR24+1GkZ0E2xuxfZS3XTG7AfV0zDIvyHnW55kf+TAMZc81GB1ADuxtLProbgbbdS0nNu8WtmvDxHZd77Vudotrb+lapV4P+QByKPVxfKmd2PTRQekD+gB76HF0OecpOElvW/PME3UoO/bExc9uteJDH8Dbrpr7uaSbNGpFXbHD0O/xkfWYUNsVFznHDQp2dnbEHgM2+KOzLeZFaciI2Y8BfWzt6+tHDrABu9lkJA4ychF7CuQAW/T93RcZfuQF6DvoA+qx2zrAHtitJmzxh2YItR6h+B2XkxdQF/nhse2+9EGXEcN2XffwAbZRq/vYrpzUBOzWx4g+MajjuC/+6G3XOkcPbKs325vjiC2x8NOkIbePzg022ALmDnQXe2uLzD7aJx4gBhR0u05t15htI/qIYDfbaTy7yQjQ5cx/nwdk1ME4NhuQCE8CQQA621Ug/Q7bnS1qe2NDEoT4Qu2ms033CGxv/FDgA5jkHsc2qiPgxOuLznbFsF02+OML4EuYL9u1AJgQJkFpfYKg6dZCnC4w/DtsVx7skNmtD99zHedtb3JSL7k7ek6tm+2Nrd0WEhcz26LhRx784ImHHtBHbrtqZP6oBT984LEHtsVmIzb4IAPwdvPHHuDLXE0pctt1osGjt5sfdvb2JCdmh9K6PXbpVq1dRhyAHCCH4g9FR80cH3QdxAK9j23nofRt19wqDRmxOvCNuGohF3NpG9GRm2UJ8oX/bJiVPTwgRiEPJ9SIN7HAbH0Ts1012O3Y2t7EwNfe9qkNGbG1brbLn3g6odkuKTmnfiXMV5fZrji2N/l1QrNddsQDdrO3rXtrvXZygm5vu3I+7GEPL3ptd09Xr+3p3/3qr+ktb/ub+qf/33+m9/zuB/Rbv/O+wm/+zvv1m2v+t94TWUD/N377d/UbeZAG/yU8gAfw73n/h/Lr9p35lfsuvfdDH9b777pHH/jw+cKH7r6gO+u/W3aPfjd2/+k3fkv/8t/8qv7hP/6f9fO/9Hf01ne8S9/5Pd+rpz3j2/Tt3/0X9RNvfHNezv5zPeCPs6Uu5Nfxc7felof4U5KHbEZK0PliFirtH7SXa6U56J960BmlqUxEZkQtAAAQAElEQVQPtgdn4MEZeHAGfp/NAD8anc2mo7IR6dlCewe5sIVf5Xo4z8v63uFKh9mIBPuH0Q1z7Zy5RafOnhP/HTr+21/9nsL9wW5XxSn/+2xK/quWe3B4kPvMnhbLpZTNyINxJTaVXvma1+rFL32Z3vYz78p97J3Bu/SWv/nORt/+TvHfB3zrO35Wr37dG/ScF7xIzw2ekx/dnvW8F+j78wPcf/ovv6lDDRpzHBvyrOLt0LiHTbpbxYNcZoCZmSKiyaf/5WPRify+smOeIH71135dr8kx5Fnko//wo3Th8jUNy1Pir16v5JlqefqM7rz7fMlOn7ut/huHB5rpt/M89ea3vk27e/vqf6jAZg7P/7PZTFCer+9rTf/t2DulWDYYdJjr0G42U7ZjO9DFbETynyjQfEfA+YFkWOxog/TPnLtFZ/PD+PLUKV26cqV+MDngX+rM5loud5Lj5p9hGARs6jgK5HjbhhRsV83VOfZlH9Udv0baR/X20T7h8IEC27UJ0+tA18FzO+8etjE9EdhiB+CnQAZYR8S3LXsLAmKPDTygD+xmB48/IAY22HdQHzLsgO2aa46xnevVONZc2tZJzW5yYgNiANvlB4+ceIUcS+IManp0vONRR7dFhk2vET9kdvOxXTXajSrNdr7bp/sRD8nUt/eJ2cH7O/nx43yFR7dcLuu9HJ8OYmIHtV11aNKQo59iJ5ubzL/d5hNz27IbpnsO1EpuKHbE6/NDXfRB18GTi77tqgdfZIxlOjalYd9hu+ztVhc+QGl2qw3bdDcf+thAbdf89Hpti2Zvqe1cNw4L3QcbxkR9xKIP0NMH8B12i4fNFLZrDslvN95uFF/mixzwHfjbzYZ5AuRD3m2O95Ej66APuo/d4tlGdEPYrvkmp721tbf8NC58z6k02zVe++jxGqIrBXQK29W1mwMBEdhN3vtQEkFtV5G2j2zgUbTSul3Y+nQfOugAMvr4cHDgkXXYrnrpsxDQ48cBgyK3m43t+hUAOXY9JtQ2oiMXYOwAMVDarvEoDRm6sJUfCsgLpdaOHh8fbuosJOzo2y5/bAC+tutkUBpjwp5c6IkJz0UAShxkU2o7N8Nl/YdhuSDY7cQhTu8ntIjBhYm4AB0xqQvYrvESvwMfeOyVNrVPtz49JjXZ7djDEx9feyvD325zYLv8yQ1sV367UaXZrs2/rrdbnzjUBJ0COxDX8pvmxw45wIY+gLddx8VutNtAp7Cb3naJuz8d4jBu/p/DoCkAccH2Jj4CHuAHuc4TxgF6LNs1D8TrsI/6a91sr7lG7Na3LdsVh9jAtmg9JtR22SG3G8+ccdw5fth0HTHg7wtsl7ntI3lKOEqXL10U/zHa2TCIv+b94Ac/pPe97/06deas7sjm5PLUGRXyIL3kn5GdOqtFKFiGL+QX7J3wUyzXssXytE4CerDKw/iQh86ds7fo1oc8XLc/7BG69Y6HaXn6Fnm21EMe9khd2TvU//Yv/ne97FWv0zO+/bvqrzP/wf/7H4t/wnb3+YvSMNOp1CQPeRk81CiHtQ74j/nWQNuXG6lvx0aji3/w68EZeHAGHpyB338zYN155126dPmKVqM0z0vPwWqlYTbXYejB4WGer5aazWdSru+rDHA/smt7u7py9VoBO+4rtnO7HGOx/djedh7krpuBUWPubQsNs5k8sz74oQ9lrhf6tV//db377/6KFrknLk6d04J/ch0sglnui4vcqwD/iRE2j5exue2hD9cjP+bjtIzPv//1/6xf/n/+T5otTuVHtWxCshHJ/SpoR4jvjuvK+gMlWNk6GcMxucTtvvB7NUM5PX7p3e/Wh89f0Kkz5/SBD92lLAadDn/h4iXNF8v8qLur2Xyhg2z+7+VHcc8WeaZ5hPZzwv7S3/47+g//4dfF+cfzXi+L59DFYiFol/3+pFb247WYL7XMtekwm5D8nx1ezbVnZ+eUbrn1dvGjCMjU5JrlmqeYKdOj7F9plXm7cuWqLucad/nyZc08SFn6Q447z/kPZF54trZ9ryFsy94CB3wB/EcCjiXothxzQB86n88F4JF12C1v73dKbtD7N6PEnM1yjUos7HodyA9zP7AteOQAHhyPTx8ozW51UTOxsZ/CdqxU86ZJ6/6I4G2r+9Pnv/U4yFUPfTtrKAuBuuhz3CtPbJSGDF1Y2S4/pSEDZZt7n93qiSrrKgsIJqB+28IWRFRxbJcd/nbjydWBHWD+OvBHj9x2jYu+3fg+TttVJ7mVZrv6PZfSbJeM6wB+SiNWB7nYq8AH2K4xIEOHDz9soAPkAsjp220+bG/GmxS12Yc/NuTGB5686G3XuGxv5gcdeUH3JQ9QGjLmCLt0Kx88MnTwtmu8dqOatG5DHYi7X4+PDNhtLPDEBN0WmX1UT1xi2k1OPGC75hJf/IDdbOxG8QPkQA+mvG1ENVbbRyh+HWV0ky9iAkzsFgceGYAHnZ9S+CmmdrZrvnM+Wb3ZrkKn/c7fiDKJJEFvb/2RswE2XUDYdWAPbENqMTHh+CFggqa+XW67CicO9uToYAEit5uN7VqsxOmL2W4HFx9+EeMkQY8fMkBc8nPTgtqu+rDRutlNhi1y23UBJxboCwlzu9lihz11sjFJfvq2N2MiPzrkSiMOPHVAge06UZGRC8r84EtM/MmFL+OGT6iqDxm2xMHv7Nmz4lcO+C6HdhCfGPhhY7fjZbvWSo9DDsZFnzqAbdLWyYQOGXEREouYtiuO3Siy4/mIjZ/tmifbdVyx0wnNdkltl53d5p8YgHiaNNsVl9zUpTTsGIvtI/VFdaTfbbovG4vYzIZB1EcuoDToSbBbDnTkpQa71QwP7GaTMLUWsSM3/eOwt7b4dtjemJILEAfAAwxsb+aDHMg7lAaPD0j3pp9pbts1d90hI9R+XkbPnFpqP79OHx7s62oe8s6dO6dzZ8/pnnvO56FwVJ4Bs4aUNb/SYZ4MC3lK5IGy+C47gcqDpoiJQPcb8kDOX+fwfypz6co1Xd090B4J8xI9LE/pWn7tHodFNicfpkd81MfWZuQ/+If/SD/6rOfqm775W/Oy95/EJqTzkL/Kixr/BO4gtfHQX8df4nk13+3jInxb3vDFPPj13/kMPDi8B2fgv7cZOHfubO6xg/IgWdezg1zDueKtxkMtsvG4v7+n/f19KRuSi/m8NgK4J8Dz7MU10LZsb6ZmzAsfsLeyjfJB5sgMHOQFfr5ciP/TmNtuv0PLU6f00299u+65eFmnz90q5f6mIZtJnou/9hqHuQ49y+ZYA/wiP+4dZmfs0tVd8VePbEK+7R3v1Ht+933xGbSSNa6hUGCpOP0BbswJm4+HecY4GTN1+So22Haf4rO+xwcwf/j+s3/+L2S7fryt542cO/zl0JkzZ3LKrcTzO8/3h1kn6KEXL15s52E2hf7Nv/234tn89OnTQs8zHe8QnKMPoLT/BlxZoVx2VmI8B9lhXOaHZp4tubYc7B+KjcVhmGX+BuUra1zV0PPfc4fOMke2tZzPGxY5j/LDMmfE0FKUz42+iHESmGfQ/bDpvH19YNsp0d2k3gG6j72VdwO7ybDpQAdvu2INw1DHHhk8Y4XaTU/fNm4novtNfWxvYiNnvWFnNzljBgQkPjrsbCMqIEdGB9spuj02YGpHLmyxAfDEOA50U1mPgz062zUGeOyIyz0MSn9Y63MQ1H2RYz+NQW22UcV0LHQ9tig4P6H00dkWfkpDZmel5ZyGR08NncLfcsst9f7OuQvwRX5wcFDnPzy+CVdjgvY+vO3Kh98UjAtw7uzt7eXd61A0ZABb+j0WlJzME/UxLu7vUNB9pn7Y0QfE6v7E4pp166231nUKf9tVP7YAG8aGjj7+AB4ZezfEQEYebKHoAf7kQwaPne2aC9uiIccWHsCDLicHctvlxxgBNnaLcTyH1o281LTu1tqwfd16IhfAvgM/4gLbNS/2lpIf2K664I+DOgGxlTal8FNEfV0OZNhAO3of2oGu89QPj2xTT+/YrkXG4FBSnN0GxQFFxuJiQRIIP2y7HTL6JLBdA0fH4sUPvdKIA+wWO6IaHDLsATywjbr0totO9fAcBCiLgTpxIBegFvrURQ0AOTK7xeP/RZoYyKY5scOP+rvedo0Lu54TO2yYl26nNHzJh20H9WCDDn9OEGTEsHOTWy7rISDumwVptzr59Q0547SbLbEAeYjZ4/DwwQNFl5ELO/TEAMwVMsYPiGG7HlhsY7IBdtSJD7GIA+AZO76MhZs7F0F4arBdLx/dH3t7e0FlXvAnETwxsaVPLkCf3Ohtby6q3Ybc6Bgvm6l9ftDbbTzkHYah1k+X4wOo125xicVxxAY5eeHtNh/0AXUiJy79zTx7aPMnVZ3UTj3kUXa92JycD7M8yCyEjDizPODAK43xMg7b9WAQUa0DcsDbrgsUPrY3OvypF8BTD+PgQRSecTHP1EMs25UfW7vxxKRPTdh2UBNypdkuv25rW9gTU2nYTWG7rilTm5gd+Qx57DvYvarTO/kFdmaNebjDgPqZO9t13OxQBaE8AAyDU0tgyYPEf3AJ2jEkFhjz+jQFdh1jfFeSxjiZ45CHzNGpIf2DPN2DQw06GK08v4p/XrjYOaM7HsZfEKg2H7/ru/+iXv+GN+t33vsB8XJ35pZbNSyWuuf8BS2WO9rNBuuMh9bkWeUlfBmZE2+ffx61XOYX9tVmDvs8xlTwwLbsBuQAeQf9B4Ie5yOhDyTPg74nz4Ddjq29pVjarQ//Xxs3Wgv/tev4r5HP9g3TMA+2N+effT1/Q+ffI4X9wHIyhhuVYvtGqo9QPoofjeaDNB4eKBczzXNdPsim4042Hw8P9nL1lHIp1iw26LEb+LOkbFCuarNS6velYRhqrqGzXI9vVvtHWOD/5WY3q9F2jce+b/QjL7rFzaOFhlmeKRZL/et/8+/0T/6Xf6pbb3+I+DFt5UFgHGYqeC4VZqGz/KAnXdvdz8blGXGPmy9Py7O59rJB84t/+93in9grvtdyv5rnR7a8C4tnCp5TeEZg/B3677DN80zA89NsNhPrFMpzlm1psPLAp1V03llqkR9Ol7fcIp86rTH3+SGbwXM2dz3Iy1M6HGahy/pvB17JD66zxeKGM2a71g4GzDfnBDzPdLPko/+B979fH77rzpQw05XLl6qcZc67+SDtXbuixcw5Jw9ybu7nkedQhzkvKXmWr/3wynn473/1V3U6m5WXLl1SP548v/c85LwZ+rG/Eb2ZLzo7NcKcAHurm8bH1LaGXC+Uhk7KA5uD9PvHtpgrjqE9CDv++vFUjk8dw5gPsRmSpmGsORwSp/qJyZwtyLM6yDweZA53a165jlmrpF1VXGLzfAfgO6gR2EmimOcE6jooxxafqOqDjL5t4QePTOtmb+OgW4uvI/gA2xWHebCbLzlZy8BuMmy7HNqBH6AWqJ1R5zlWacwhcnypBUq/29Gf8nGR7apHafhg33Nhj4x1uJ8fWwTBVgAAEABJREFUreDRA47hMs/L0G5nu65FCVUxyYUtwO5Uzj9iYI8NQAfgwWwYdJjNOvJ1O3zqr1tzYc1SEO9sjJX4tut45yufUbNhqHd28hHXdtViu57ricv4iI0ewFeO/CjAMUCvNGL0HLYFjz0UHVAa9rZrc677E6/HRQboY4sfsNuxpqb+zp9wwgYQA4ovcuYbGb7w1IFuenzsNk5yMUfYYnPlypVs8F+p472bax37F1DiEqeD+MB2zSMxbNe+AXmoE0r8DuyZF2wZi9187eaHD/lAzzObzTbHZRrHdh1HYjJ2KHrbNf/ItG7o7DbvjJM+tqjtbZwut12bw9SAHUDXY1I/PHJiMG+MFZntmjvmnVy2q354/IipNHzxI67dfPBnXpDBQ7FjzvCHIsfGbj72UZrQ9bHbuLAnDyAeSuLAA+IjA9RG3dxH4LFDbrvGYLeY+A04ArspuzEyoDTbdTB6MGwAfYLYzk1wXjb4IINiY3uT1G6DRI4vwE5p0JNgN5+YbD52k9muRWtvB2S76iC23eQ9riaty6gFMX3bNQ4OEug69B2MbQoWA8CWg8RJBuDtVmf3xQZbYqPnJo+M3PSJSx+97c0FDBkHk4OKDfFZPMTFz3bNA7HtdlFGTlxsOvBFDrVd80Rs5gpqu05G/LABLLiug8efPoCnJtv1cEZN+NotDnrGQnxgWzTiAvT0uw8x6ROHE5F8XYYNsFsMeGKgh8cWPyhx0QH6UOLaR32R42u75oIalYYc2M0enpjEB/D4xTQPLM7DnQqi5QEDAmzXxb3ztuuYdn9qZ5y9T0x4gA/1AHvrhw4721UztdEHWjfbdc4RH/8pkNnWtBGjz5PtOgfwwRa7HhvagRxwfLEjBnMDiIWd7c16oo8NtEN5AJ7lDu88yBWy+eg89B2Fam5jJqoGmtgc4ROPmFMcjTUmxhZKO8zDFOD/QCbPG5PI1rS/ii0YGZMHaZhp9Cybk4Pe+T/+vL7vB35Qv/Yf/pOuXNvX3uFKt9x+h85fuKhFXkQY734ecnb39us84TzlvGGeEla2IRtanQe/agZs17zYJ9My+n38xdo4qXzk4CTdg7I/uDPw39qasPr1dCXXdZw+PBTAg8YPZZN+rtXG1ycfy//Wxnlylf/3S7lHrUYm0XLuSX/73X+3/lkpG4hDNgxXmmXGh8w0sOSa9fSh0k42Y1ajdJB71pCNR6hyX7uWDcd/8j//U33gg3fWfZD/1jH/bN4etFzs1D9J5T6m/84bz+iMk/v1LBt/vNwCfmA/zMT959/4Tf2v//Jf6d1/7+/rnT//C/qFzP//9I//if7pP/sX+t/+5f+uf/Wrv6Zf+0//Rf/xv/yGfuf9H9TdFy7pjkc8sjaIL16+nGNz8gSy/oHtMoCH4VnLtuiDy9l4PHP6lE6f2tF8NujyxfNio/9M+nvXrha/e5XNyEE7i5muXrmsW86dzTGci+ex3d1r2t/bq/eHIZspxLStzuv3rP3eBLJ9L4HGY3rmqovwbWAd21a0eb4cQ3NN4qzgupRneE+Ro5QnPg3RQR3qyBT7HvlGlDkGzCvAznbNL3Nsp4Y1NGnYgi6C70BmNz/4m6HngJ4Eausgfo9lt/g8z4PDbJZhh43tTf3IkXXQB922U7vFsy0a9tgdr4lzrMvgsSMGtlCADMDblm1C1jmBDKAHKHo8KDJiQeOQz4iJiGC7xmVb5AZat7IPD+1It96VeAcCxLct26gKtisHNQHbFRtbpSEjHvQk8I6A3nbl4lqEL7Zdh77Ddo2BeoDSsOvHkDFxLUNnu64B+Mas/Ihtu95beTclD3Q3m4jEsF3Xip2dndpcQ999idP7tjfjRo4NlLkH2NHvQG+75g4ZeuqmXtubOm1XnUojTq8LHr+IKwbjwBc6he3y7zLyTEEcQG7Q7aC2RSMPNgA5MmJA6QPbm/Fjh952HcPp/Nve1GM3flp399W6kRsQD0ouYLvGbXsTDzk2HcRiTAAedJ3S4EOq7k6J0euxWw50oNvbrpzY2a5jRWyge2kDQQB2tiuQ0pABBpruZnDwwHbZoqdIFjQFKK0nRm47kvYhHmg9VUylIQNhjwwemd384QH5oNiCaU50yGxvYlMDwO4kEOskEAvgy9gA/rZJUfFtF8UGHRQl8aD0kcMzJ8jpEwsdfduo64Sf5kNPHxsM6AP8ocjQ0e9AxuLiQgHPQkdHPqjtzfzSR4/dSbBdY5vmgMeWiyDoPLTnZZz0sYUnzxTUDuwWHx5b0O0YN/GQobe3dduudac07PAJW/PHuMmJHzKADZQ4wG6xsLFdJws8OmAb8xp770MBuTroD7G1XbbllIcWYsHbrjpX/FlBHlRti4Z+WhN95Lbr2FA/QG43GfobATvidWBnu3JXjXmo7NT2ptbuZ1u07m+7bOz/k73/gLdtK8s84eeZc6619t4n3HvJWGhZubp/3VZ3lVWWFSzL6vp99XVXf7+uLttAkpwRkJyUJIiCIkFBEVBABRMKCAooSM45Z7hwczphx7Xm/J7/mGvsvfY+5x5ArTaUg/WsMcY73vGmEeYcY+17GHXDR3vNKQPqgHggv+aUgX0gB35gm+wQokVNXuSyEYnWUqdwiGusQC7tiXPhJw8xHyV4h1D+E5pcLh6lr9aRRV/Msl1iVv2wx7oNhzReUA4l55XFTSvnwOZuJrVrev+HPqaHPuJR+uBHPib+PaZ5mGYbx9RNppKb5J3artMiNnFedNuI+Vqc1rnJ9rnEv6H8tYwA6wj8tXTur7hTjMuF8FfcvT8H84flAT55DuVeQtnTXdCryVbmJX3Mh9DAueqJ9bnUv6HcWASaptM87xiztQ19+ctf0Wte+zq5majLJWHPg6Y8YMq1SURkIDImGbCUB5H3+dGPZz9xn06n6vuh/GjGv8H80U98Um9757s0na2rX8qivWna6JyXg7T+O0i2y18Htm0r/qqK92kuJt/wR3+k29/pzrrnfe+vB+fZ/5jHPVGPetwT9KCHP1J3v8/9dbs73VV3uPPddMe73F3ff7s76o53vqsekrZ3vvs9+eFSaiZ5N0j8iD1I8Wt+moaxzOrKu08Xe9q8Wwy5HDp7+pS0mOtYLh4n+bW2393WNKxg1lqLnS0N8z1dlMtHePdyoeDI4C9ZeQ/BN2Rjh23Z/pq2/L/JYJ9rD7Ze2AbndS/zPExxNd8qfllN8iXS0GRvqu+T6aERffJeGha5eBxSDmJCE+STupRFka8Lf7CxAk7bskcQb3ss26a5oPKTQyBfBTTbor++RqLfURbbpe/5+tvet8+2+ryvAuQAHUm1zXZpgafSIFAnB7aLbGjwAHuk2Qc5dtkH9VV+5FRAt12rZayhIbeCRmj2AZ89lu1lPqjY1TbMCe/HBjvoC7Kkzhlv6PVyjpx1VM9u9GVN2aMOeJVku+ybtGuZatuyuu/HKt12sZF+wHZhZy9arRfiyhdtyJnP52UsqVe7sJUyNLrAR26PsqnX/Q46MYW2CuiTyUQAObaFTYA6vOTAdvGtyrHHOjKA7eIjZXiwmX61Dg15tV7tRxf6ySu/bdgEz1EgByAL/qOwXeaAPcrQkUQ/SMggp06ZnLo99oOGbGi0Ua85c4XLU2gVtFXQB2A7NMoA3lWa7f2Y0V5hn0tHDjEFyIEXWkWtj3kWRQrYvwp7lGuPOX1pX51HyMZG8oi44KexXRgQRKHmlG2XAUQQ9IpahwdAJ1/FURp1+mHYKmofe7SDOrzkgHIF/Sug0Y6sWqZe28kr3XYZJNv7E4ug2SOdcg0g/RggQNkeeewx1zJV2eivfMhgIQDKtos+JcFTedE3zcseiztN5WO75HzZLvZSZlGhiw2O/tTphw7oFfAiF9imWhY7BWjYQ04dW2o/ygA6sF1shh9dtsvGVXlsF7n0VxIyj8J2kQGdhYbdYFWGPfLgh5Josw82L/RXpPmQTnv0jz7w2GMdPnRWWrXRdomnbVgKKh8ysA3YLg+H2t928V1JxGKWX30YN8ohlTbbyiISktEHtEy2ZbvU0FPbbO/T8R952GOPdNulD/zYRV/a4QOUoTFH7QNe+Olou8i3vR832o4CGciqsF18gg7gR95qThlAB9hA3T4YO+TRhgzKFbbLvLAP7LOt1WRTB5W6WhZnJlUKObrjZKFRr2BMQK2fLy9nsTTAV6GVVGTfSN223LSazI7pxMU3zaXjSX3sE5/RQx72SL39Xe/R9u5cQ15otvf2xF8+wru2PhMXmaxlZDvttosGe8xLZflln0tbNv1N9tcwAsyJv4Zu/Y1Lfw4RYG6APwdRf24izAZapPGyugqItT6Wh/JXQ5SVvZq25Nne2OLsFHSQhlwKHNT+pnTjEWAErNwR5GJsQ699zR/q2utuUNtNtX7suLa2dzJCq7El7kOeoX0ZAyfOO9u5qMoB0qHwnOaZzTPq+ImTeRfq9KpXvbrI4P+EYyMy+TcneX7xLvTfwzjxvkX8+atHct69oVF/3eterzNb23LiffKSm+lEwP+xj9qp2tmG1k9crN6TtM/yPrDQ5Vdeo/e+/0O68qpr1auRm7bEFrngfPGExrjYhqWAMbIt/grz5je/mfhPSCf8uJkLxmMb61LW2vbWpmbT6I4G8ibdh1w2T7pWZ06f1sUXXVT+bcR/8A/+wb7MUsgXOoGdTqn/ZfnYB/ZgH4izMW8Izv/JFBcYW+lv2Yl90ESeEx/WQckph9ErWOkspw9IcyGP+qn92YAccEjK16jYlu2vwaXsDf0+0HEUzK0LoW3b7APtvi7699lwOJcA26I/fOTAduGvZS0TfZfF0k4ZGkAm+VFUufaBzFVa7Ycse+SxM5oZdNoq6jkFm1i/qzJsq3UjkvOFDcmKjbZLXutHc+QSh5qjj/4AXoBO9FGGDmwLOqCN3D6gUQf26AvyOUsDdCjJdr7HDzIp2T4kt/pqu/gBH8BmwH7GGVRJ6ICWYhlz7JrmnoL2Koc29MOHHMq2i07qSsJukGKhI6f2h2670GtZy1T726Ottvf5kAHoAygjs5apU7bHvkqyvT/3sRdb0QHskc/2OTqQizzy1X5aJnvsC0+Vabu0IhsaKIR82S6xT7HYg0z4bGcfGQ4BnlXYY1/7gJd222WMlIQsgE5AGaSp6CUuwD6Qhe34Z480eIE91u0xh4YsQPnGYI/2Vf3w2Sa7IGLXuPBQUIEQeqWxBKzSoR0t26NigrraD17q9mEj6A+9wnYJEvzAPn/dHun24ZxFQz+CSVBt79sMHT3YtopKI4eHfnWR2YZUJiUy4al90VXrNbddJlBtI2b0I0cQfcmp2y62wUscbIt222Uy2WM7spVEH5Bi6Qcd0BcabWxIVR6bBb9o4gt83LDTjg76AOjw8xJJO3JslzGwTXUfyLdd/lILftuFj/7ItQ/sx2f0Ekv6AcrwAfpgRwV2UKYPvJShoZx+tktc7VEndGAf1PEHWgVyKuyxP3Xa4UU+oG57f4yVhH540PW/+t0AABAASURBVF37QAP0WQW0Ctvpfe7HHunIoxXZANnQ7NE+yrQj/3zttNmjLMpHgTz7oB0ZlYcycgHlCtptF//xQ0nYYY82VX5kp+mCH8YVIAfQdxV0tkf77MM5bXL5/VkLRbeavAI2slspGJZ1JQ8hbdb5E3TLkVXRNK2AZOlGUFryopLFJcBfEgx5SV9FEyaAdUB5uScvsNUPjb56+dVqJuu6+S3/li6/4mo9+jE/qo9+7BPiICg32s3BYGdvN7zxqE2fHD845LV5udPfpAtGoM7ZG8sv2PmvYCN+rppN/UJY5f2b8v/7EbjQ2ND2Z7UIGeCoHGhfD472+29V5wpgOLLPDlFW/nAuudI2BOTsiWJTBTqc8Okw5S+m9ldDqzWf95pON3Tttdfrla/6fa2vH1PfDwXDsOrFkOgHIbo8SftS53nGf77bLxaa58cy2+Viivc9Dqfvfve79YlPfFKztbX0krpJp73FXG3bFR2rGv46lpmPvNvyrO5z8cI7M7Hh3xufzxfa3eu1yDtAr1Z780HbO4vQBikXj23eCRZ9o7wcJH7HtLZ+PJfCu/lBci6F326TH/6gb5VCvWka2d4n854F7fjx4/q2b/s28deY9f+wgYtR7Jvlx3L4ePcm51yAH9dff73oR3ljY0Pf/u3fLnybz+equsjx1T7Qua/8L1Uhcd63Z7W8TzwolI3IshqR7JQDyhWuheRIG8JdkAZy1XpkUB+O9Nd5km3ZI2gmtqsgzrVOO7BHfsaY+p8FVfaN5egA9qgTXau8tFXYpnkf8NWKbcFne99f+4CmJPhBioWHeUf9fIAH2Ifl2YfrzFtiCC/6gW2q2Z/6MreRDw+gHdgu7TDaI38jlzUwZJ3DC2zLPgA8wB5prCvWGmdv1pQ9yqAvtqEbPyf5kQe9rEUA3fahmNGuJHuUnWKxEf4K5K4CHYD2KhN92AJWafaBbdCRX3PbVAtsF5+psN8hnzLykG27xBW/aavAhlVAV5I9yqv+hVTkU7dNtfhZbYGOHgCN+qpuOtBGzNnf2O8A+uC3XeJKP/iOgrGg76r92F3jiowKe7Sv1pVku9hvu9htW9U++JATthKjahO22IZcbOPZeuLEiVKmrdpIeRXIpU5HZAPK8NNG+UKwvW+rPZaRB1b722ObPea0gxoX9IJVXfbICw2fK+CzXXzT10jR0RQWOpXCylcaDwmxXerQtUy2y6LFUADZPjDM9n4f+gH7cLs91m3raLJdAki/VdgjHX7bRQeDYo90+3CuZap+2i59mCDYTfCOtqHPtki0k9suE8se6Uxk+JBRFwMyq6xaxjagJGgsbAAf/WmzXSY0tLAVv5FLG3qg0YeXjEpnItvjJSEvItiArcikD7KA7eIvdNtlzOBDNjRgH9DpA5iktost8ALbItGn6oQXYBf+AeTTnz4V9LHH/lVGpdEX0A9Z+AIPsF1soFxh+5x42S6+0R/AS45MZFOuNMrYZ499oAPo8OIDdtsuerAHGrJsl3mglWSfa2P1DZmV1T7gQ08FPLbLONkWqdqHTvQDyshlIyW3R17604ccULZ9KG72WKcfvuEP+uG3xzbbxQbalWQ73ypybJdcywSPPcYHOQBZyMc+2KivAvup55yUQ40lN8mbXMs14t9VHJb1ob7oyRoKJF76Bq2m2mZVeUN4KX8tYEPbNGqzBTYxoyCiUw3N6tJgIS2W1PbklZa7SG1u7egWt7qNTp3ZEv+voxddclN98ctf0dN/5md02eVX6NiJEzl4bEi25rncbNpWbdfG1oUWqQv5aVOS7bCNSPW/58++74zRhbDP+Fe0gG9HTYdWcbTtb+r/fUfgL9O8YGeUshtm31KFUlfZ1djZZFMfIY05/Zw9/gAWCd9Wc8p/gwtHwLnI4tLxne96jz7zmc+pzcWgZG3v7JaLJspKIsL1L72aPGm9RJfxycMol4/j/9Mp74yTbiIOdM4YnT59Rq95zWtysbku/g88JtOZmqbVbi4r63hF/F/bD+8qONfmuV39JefwOp2t5R1hKjeTsPBcn+VZf7wA2s7OntY3Tsju8k7ayBmrtp1mcbSyWzWFrnMS8itotJ3+A0XZY5l23q/+03/6/2adSddce60m02kpL3KBgn2829EJ23d2d0tbl4uQyXSqT3360/qe7/keHf0LSJuZEhO5qF6WkfEXDdvFd9vFFPwHsTT1MTYpnPOxR34abMqOnIZqQdxMbCMlBeQBfhxOlWUhuUncgLWImn5I/JX+oY9t1oWS7ehzYbHHHB0VpeHIl+39Pkea9qsX6r/PlEKT99sKe5RrOy3jp8qpOfN9FZVObrvYVeUxr5BCW+1DHUDjLEAZUK+5bVUZWiZ7lG0fzms/2CgDdJHbhnwI9mEaNgL02Rm7DCx9kQFqZ3vZrx8yHzLQ4aPNHun2uXkTGrIqn+3il+0SJ3vUZ490JaGz9kl11JUCNJBioVEGtotMzoGsacAejU9Kgk4Z/1ItfYk758SdnZ38QDUXOmlbBfz05fwOv+2ix7ZI9EEG+aod9ugTPLaFbniAPdbtUYaS6EtbzUMqH+rAPuClwXaJXS2zhwFsBJQBZfrjA77ATx3UMnppsw/LtMe6Pfqy2qf2hUZ//AO2aSrxpa1Ull/ogAfYI5/t/XjSbo907AbI1kpC5vlgj/0qq+19ufbYZrvEDD3AHutKQia6AGX7cJs91u3z5/Q5iog99KEd+YAG+0AW9QuhoTOACeMBZWiAum1IBdSBPQ6efdAGA33I4WFAqANotkvwoNMOaPt6YbsEWkn0wWFkpVoWGQNL2TZZATqAPdJsFxn0AzDRr05q22VRKQkafVMsH9uljUkPaMMO28UvJWET8irdHvWl6ZzPUR7qq0zUbe+TbBfb9wkpsBlhBzrZMOqmkyZVG2mnbvuQ/bQryXa+Vz8qeuhnu8ghVtijJMoAX1Mti5IygKfmlNFxFPQFyMdeZFAnxw/6rQK6fWAjbbZLzClrJdW67eIr9QrbpY89yqp2kiup8tU6NgHsrLBdZEAH9FGSPcq0XWLnPMNAbad/2PbnKb+yOYTqL+32uKbQv9rPhlMlztCB7aInIg7Rqdtjm+1iq23VtNoXndChAcr4VOnYZo997TGHB9gu+uGvoN8qbMNaYB+UC6F+OZdxbnIcajSEJ1d9yUfaYkg8aCug7PAlDoXPGhSZaXMgpRz0eYFYLHpVUL8xLMI75BZxyEVghVNHchsdbdNEYpV8kCfgGkpfaTrbyGFvoZvd/Fa69CuXxT6rm8z0sY9/Qs981rN17XXXqZtOVP6CJC81PVZHdh896NaNJBt/bqTxvyOybdk3jr8OoRgyL8BfB1/+uvnAuFwIf938/Ub9YQ8ue7bYNa0+a7XWlYN6KWd/hq8PT2kvPJZCt5Pr/Im4n7/lb6g1ApNcKJ06dVqvftXvh2Q5Me3aifrFoLbtQqsfRkBynj95gpZ/1y4v/yL8uzmojs/t9JfEOyV9bWuWC8c3vvFN+vKXL1XTtFrMe/E+x/PVdrj/en+avAPwHoSXzMcxNu3+fxU0mUwTzka7O3OdPbul7W0ucoewW1arzc3QtnL5l3cZZT2s532BIRj5N0VCLqB8FLZFW59LRXJib1vYtAjtn/3zb9d//s//p+wmuncydjOtra2LC0d4mR+OD9vbOxFtbWwci52b+nt/7+/rB2572/CuFV/gxVd0hFG2yf5SwP6z2WL7kD/4mEeuVMbESx+tQSO0zKnLbeiNhsS3D30R9JRDp01/ymSPem3LHlFFjfYNZdyh2WO7PebQ4GFOUL4Q7LGPPeZHeZEDoNfcNtUCaIAKuT222S52Vzq20E7dNtn+WYe2QsiXPbbBC0K64Kfy2GM/ZAE62VabHwaYt3bGLoNK22of6rSvzm/WDjzQyXUkNbJsa/WCUcu0z1/e/wfxQw3n7vnyL4hhs8f+9mgTfbAD0I5e2xQLaC+FfFGuSPWQf7ZFX4Dfq7BdbKYv/mETZ2vq6AWU7QMZtsvap80e+6uk8ct22ettl7GErwJ/0VH2l7QjmxhPp9P9PtgHnT7YRBmM0rP8Ml7UATT7wAZo6IBOmf4AWdTJaZ/NZkVf5at5bacOah9k0K+ixpIc2Ia9gD724To0GuHFP8rQ0EdO3R77QIPHHuu0A2xg3vCHZPBX0Abodz7Ah17bZW/AB/gBbauABqCRI4+cOqC+2p+2o4DPdplXlCtW+aBRJ7dd5qc92oef+hqpwRAE2KMiHKQPNNooA+qAMqBMO7k99oVegRyCDw+AjzZ75LXHHPqFgBO1P/lRoIf+BBPQbhtVZZBog7YKaBVlAmcTC3PZcCZdVya07UOLrtqBYNsaUkAGi5CcxcdixGd71G8fXsDISLeyqcDLYsX+utEhx3YZxELLCwb2QF9kg1MSL4Qb6xua5FdqLkG2t7bzstlrOpkK+lp+lbWcF6Ld/GK9lR465Aey7HAsgU1D9OC/w43eYlNeWtqmLXJGZ1XKu/llPWzlwyIifvjSJoYV1IlH17TlRYnYowNUPeQI2dneTnHYjzk0UGxwU9qoA2zDxgrqq4CeDrDKdolztd1yxrcRPrWx1XZYxwfIYr7QkAeKJREfgP5pNtMSn2yUttWlH37ZY1/a0mX/YyNhv1oK+G5btvfr9EOHbXFJiT3IJYeJdvrFmIxtbFvqpx3Y5+pHHqC/HbkBvtvLchpoB0X2sr4qL6RiJ77Dx3+SVWk1tw/kQcNWeG0LWft9M1+ZH9SBPfazrdV6Iq54I9KQUgYpZltyxj6ZkmgH8Kaa9pQcSkA9tfRcJJZ78mJHzWJbnm8Fm2r7nQui3zmjxc7ZJTa12N3SsJc5udiV+j016guiLToG5WuElOEZtLe7o9lsomuvvUYnTp5Um3W5cfyE1Ez1e69+jT7y8U/phtObarqp9nIo3Nubi5gxbyeTSaRETvk++hVdo6dpoJxs5QNl2DfGaVlFqjf6GdLyjSDs+RzusR+NtPA5aM1r8yGrD1pGP/909RvvNeq7se+vrXPkwIcRo6bq39F85Knf5/I28b1ZzpiDfMg4raL2Pzc/GMNV/q9V1hH55+OHR+ck4oaPYxSG0s53RR9KkMtyFYSevUj7SHM85vtPh8hL/6MWIOughdYKWs4FvOdSL0yhD7gw10ErvAc4sAfaAddqiZZVrLaN5bG1yhrzsYXvc1vFGCRe42jBU3Ewb5S58I1gCD8Y++iCaUjrsOQvefZf8pDzqTakWD61nnyAkDwfSlSd/V0afR72c33dabgA57Av71z5Q/odhcL/p4OW6ajEr7fOSLIGl2LOa0dtqzJrnb6Wc9n45fzw9Za3vUPdZCY3rZqmUds4F1JbkTiMGOhXvlIgLmP/Jvx7eVbzA1nTtjq7uan5Is/S0PM7ntrJVF/80qX60Ic/qmN5rm3mfU222rbJTKzyyL9xfOM9sPnGEYMONd6YfNX9S0v2+DOImBwF7aGF34kp702cMXiaitPbAAAQAElEQVTn7/O+yGUe/wVEmvMOMNOxvJev5cKW917e6yJekzzju6DJZfBO3p339nJBmXeA6aTVsY31aEVHOIcVpFg+oWWECwNjkqravF+4aTNGfd499nRsbaaHP+SB+l++7X/UmVPXhbal9bWJdrc3hY6utTbPntbxY+tam0106oZrtcj7zUMf/EB9+//6T/YvUHj/bJY+2i5ziPc6fY00xIOvjeJCGZ6vIW7Z7OQXRtE5IBe+sO9/Ml6x6aBKfb+mvCSKXmDIkzqVfA7zRGxoy0/EU+8zyOQ1JqWctiXXkQx5IzJNxukWm8bt2yk1Ue8Cu5EDKfUlomrsgxJog/MNX/KMjZKwA0RI2oZAxTXm3fmgGMIZR0n0G2LMMCyoBX0QGZZsFzAX2uwHjm1AyzTEuIo+50Znn1k2yT7oW2m868JHH3tst12aoR0Fjq/SCmO+bBf5q5PItuq8DYvQA+hP3bZYr9SLP5nfQ2wGTdroS1sfoQmxgBoL2BZ9lARPRaoxcSAr8SZGXeIEbBdaGMo7PrqlIdWh1LHNdpGLbGTaqS+hpIyyIqUg1fLB3t3dXW1vbYnz8py/Po8fTiuXjLShC/n0xyaAf+gJW4kNue1RdlwYMicaN3G3wczCw3hhF/2n2becTtCqjlRluyCOlXyILfwTHk5jkzbogHpFmsrHtrDJpiVqM5+UZLvIsrNuQkMnPq2trZU9lD7YNIlN05zL8c229hILbAOUiUHE7X/oZ7vU8Yv2VdhjGwy0A9rRD6gDaOTwIRP92AINPmwlpx3AD432CttlvtIPX2yXWCDvxoBMgDwl2S5xoo58clB1kFOvQK7t9Dz8gQ+55BWHOcaxqf1tF72rPPSjzroBmUhym7nUODvrkPPuXNAvhAYjCGaTxYlDgDoBYkBtZy5ltkYTPMlKHeW2SwC1TLTTj5wAMCkoA1igoQ9QhtYojkX86qYJrWLaTTTJw5uHOjRl0Qx5M6r8yAC2y0RlcNFnR26AP9CYtNiMbnv0aTsvU2UxZ8LbI412+vTRgRx84N95ALU/NNB2nWK6+CWyR0ZiiP+2MUn4iCzb+WVyWtDEX+zvc+mFD7yw7O3u5WVxu8SVjnvZbIg9dnNLzgIvcumbxR7GjLXVNs0++BWbzWkSmwA80yxWFjB2YLuSkINcaLY1y2KGRh2d+B+2dB/KywlzIZWi79jGRi45x5cm+OmHf5S1HBf8AvhG/OBZ5AUX2bZFXcvUNrE/mzf9AWNEPBhrYoTf2I2cJn0XidleYsXYEHjbZWNHJj4hFjn0oe9O+dVXIh6gz4s1440/8OLrbDLRRja5adeJh8i0mwj9+FN8IOaZC0NgyhlnfMFv7LLHeaOkWseGRR7wLEbKwPb+5lNimjpzhj7oImboiJiypvDXtuiLP0p8sRe9ADq8zGFyZCJrCF8TO7F9kbgzT+lnu8S+yGXShs9SOA8wZG7Rp0+c4COmtmWPwA5kreq3xzbbIsFju+iiP3YC6EAryRnERgs1vAgN8/LCzAPVDUxD5lyQNtrb5F22tTZq7PKlGKbJtNOQi8J+d1M/9eM/ppf+0rP1wmf/pF74rJ/Qr/zcT+mXgxc956f0gtCe/8yn6hee8RQ996efpOc+/Yn6uac9UT/9lB/T4x75I3rgve+i237v/6lv/7Z/pONrmVfbp3NxuatZZ7WxZ763o20uGzNXdjMPlXkbwzNX5lrsntZsotjbazeHi935oL6Zqm/X9dPPfJ42LrqZzmzNY+t6bM08SN9JY813tuOCJREJifgMmTeKr0ru+FvLJdcg0vg99usm03RsclGtSGnkBK/P2DJGjBXoM67IHZAbGc7kAIr8oZ/HjV5xs6CJXoShu42N5EofJaF3SOwL5FCxoVBLK6UUlCYlGCNij5YY0nAU7aTDivKfp8tW23XJXF4cmbtCS+gh5hOdWX99/ClIuU0slYSfYAjNdihSz1+2pk7FtprsN/bYBl+VMcTnIXx9kI8OgD6gQpNSVk3DWHCrwfEh+cKNFsn7YGg6AeXZpXYSHzNG6dJnbJDvyGqbVrbVxocWPik29+PzpPjIi2uvfrDk8EZmE1lOPmiUlwZFrL5WGnkiJwWDZa8UU6p+DSlD6SNuIcfqSSaGszb7+W6M21Obzh3zIjHrF5n7QZP6ZMK4hSUxJ+5gPt/TEL4KaJQdMxRN1Nvkw2Ivd/27UnxGVtO20R/tPbbAvAqVl3wniGCIlaFEipYJygGwUbHB4Rj1KiXJGaumabUXG6G3LWsnbUOvfMeUhXaz3rF3SI8h+phf6ak2c7TpWs3zTGCdNU2jtm2iZqEF8hK3NjER6y0YEhOHBgngdx9fkdUzjm5pjZbRT0cXYC0SG/a/DENiL7XhinExcaEhfoVVTdGfllRGuSqJ8hCabdmxIDoX2dtptFNPGzzUw5BPk+KQ+I6gBsIaOh9Hu4utfWweYrvton+S5+Yi++Ks7EfpH84YCYesMTmlTB8NiRt6bUsJCM9K1p7dxLU++kOmS2x1bN5H7LUtAamskzblIXx9dKOyadq0WEydIWV3E+2l30545smH6EPnEEOysgovMVpFiOUDrRT+G30xr+ReYFDSEN+GRHyID8md+iLPEy6OdvOsaGJ71zViXbVt9heFN5eOv/XKV+vqG05runFM4//xzKCWpkBZu5P0WWSdzhOjbjLV4FY783iffWQvOrr8aL2bd4U+JnSzqeaZV4uUF5E/eKJ2uq7f+M1XiB/QJtOpGK8mE9JNrMb+8PIhXhXUvzYGLTJQ+UjxrWlbucHosadtNanbzpBb+VI0KiZrkEeEPEhZC4OYUylQke2CfCkrRXtZg/jVRE/bNmrSu89aHdxokVgPoWRaancP7kZtlzhFkdM+TwM/HDZdlxgsNFvbkEIf0sdNV8q8E+6xX+SHyyHog8bYlD0hz9gh+mbrMy3yrpIpqfnuWQ35sdTGzvgceRGko6lPcIhRuxzv7VxixpzYN8t7bSvvbeoffsst9dTHP1rf/1/+d7WLLV135Vd1bH2i7c1T2suPq+vTJu8aZ3T1ZV/St9zqpnpKeP+P//hdWu8GZRjVxaBF1geo+vsoYZ3GBZ0X8QfePjEqz7ymFesNKL4MdvaJRIgxTb3POkb+Ijn99pHB8xKNnIg2Uj8kNr2G5Kjpk/f58XboE6vsgE0zUZvnYBu7mW8iWbLLVwqREZ2DqEttbFhkDCJYYJ6x4f2nL7QhtPGDrGGI3go8iL1D5k7hzV5O/7E8j/Q+Hek/lBhhq0IddDidU88+pCAfuWkzpwbtZT0OatTEL4e2iM/zjAkybYd90Dxzkxg2TfiCYiu2hQ8bBfNSdR+751nTQ5TQBwyhwYPvTdZBkzBFquSFWMtNoVmj/FZSU3Q6eRu7FN+U1GUd2Cr7kG21iS+wXexEl+3Mq65gtQ17VjHJ+Qt58KC3uBDfyxwo9krI212eifGhiR3MmSgTqcgLb0xSE71tA0c8je+082xgfRIP6uip+shti3jRRp12ZO5EZ63TZlu2S3xsi4Q+eClzfgTY1rrJmWAiZC2y9w6ZU5NJlzuAiZgs87zzDMynTI4h/s6zz+9FX5+xnBDP+IDd85x3kbeWfXsWWErc5+XiDZsXGWPix/3EJLEc8Dny6DNkDYe9jA9t+EL/IbEidpQnZSxd7IQHKIlYAdty6vSdZu+fdhPhG/JBH7u7ptV6niHc0/Sxn7HCtjZ+YBsy0UOdeAAbqSpji9yoKGX6opd+0KgzdovIRSY0cnigc/7tphOduOik1vKDDjqKvsTCdrlXoS/90Ns2jdrm8PyobVVn5Z/NZjQVIJd2ZKAbvQA6MQe0Ha1XWQjBblD5bGcYstdlzGp/2gD12pf4ML7oR/fOzg7ihH3oAxDog3zK0OCHZlvU7QN96EAu7RX0PYraRq4k5CAXUFZkIssex5P+YSvzCfmUgT2217LtdDV8jUgoqKCOUJRQrqCdcs1tUy1AcQXtgAZyQNl2UWobxYfK6AM4hV4mEQ4QcAYCVDnwAfigoZf8KKAjr9LpA5RkWywK2rRcsI1iXzYE6ixSdNvjoCEr3cpAotd22QhsF5ptwYM8dKCXXEnQaluqsqMngE4defhLTj9y2yqbSxYxcuAlBtgEKCPT9n4stUxVRu1DThM5fSoy+8UCR4/DQDymWbhsovhPGzn9QNVru/iMngpsBLYjdiixQI+S4MEn4sumyks1+ZC4M8b4Dk9YS19yZEGzLYfgfLdNI2xrm0Zt0wh5TdrTSaBtxnZotkV/ysQKYAO6lGS7LGA2/lXAh90An8Na4oss21SL3FqHhz41NjDYLv6zQVKHB3nwkUOzXeTqPAkttnlOlc2eDb7aTk5s8HfIg4S/eMWWfTHZzKoe2+UFwB7tgc4D3nZh7/OAsl3ssC37AEqyLfoctRn9tsOhmDGcA/grbBe5hTlfxAKkWOiOvcrDuQCiVL6H0EpbXgJjvUawOAEs1mBpOwezPi+SJ/IL/7fe5tb6p//z/6B/+y//mf7dv/p2fVfyf/3P/xf963/xv+rffsc/1Xd957fru//1v9D3/Jvv0Pf823+p/+27vlP/6T98t+50+x/UA+57Lz32kQ/VC5//XP36S1+su97pDnmBaPWlL3wu49BnrkzFP9Z/5swZlX+Anhe/xL/JAawRL6MLJRqKoRryNbiVmok+9dnP6w9f/0atrR/L4SOkptUiL5I8qHmAlA4ima/0LFm+hqB+xvLIUWljfvbs2bKGh8TRttrsF8wR5jlra319vdjOmMGzyMvQIg9zykqCP1kZZ+Yw44Yecg66tO2DhlSwZoiuFJcfKBTJg/BlViQOiQjlG8WQPXQvHfPq3ThrZqG9HOIWsXGal4qL8lJBGTsWOSxSRm3XtZnXbXxt4vuOhsyVyaTT2tqs+Nq2jTRq38/hqTjaFqblx8ucjPIqoAFo5BXDypg5tgxpsLK1FfDvpvEiq3C1OUROsr82bjRk7vDCSczZJ8iJuW21GUP4AHOEPY+23byg8tJDblu067wJG8+HFWbMXKkeFGkYYu0QUl/GI6pKXJlPdnyL7Y4P6G+aRn3Wwt7ebhlLYtxlfGazqdbX19RkXNu2iU9NKRN7+OGznXHsNJtO82I+FRbj2+7KC1aMuMCHHrV5tYztQdYEz7SoiY19meNDaIqmIWCM2oxJjS26GQd48I11bsfGjAfPRXhp54etvd252vTtuknWNbJ7NW2rLuOr9EGmlgl5vDTyYyL9kQ2gwzvIUvpoJTnzF0wjz3ZiO89hcK/4EG41boVuZCyynpFbddoukmijAB0e22XOtLET/rNnNyU3o6ZBgt/D2BfdYMjaSoMOJdNiEb8h8cwQxx7LYaKerHyol0K+KIMUy8fRF8WlfOgLegiVlzhhb0jFd+zuo3iINujoa5tGTYCdPMv7zE/4Af9WITKYi+TwDPgU5VWHIutPBy3TkPzPgnTft6FJxak5uYpf+Dydib/qogAAEABJREFUZp5lX2Qcm6Yd/xPbrJtLL7tc7//ghyWP44iPe3t7Am3bRM6QMe/idq+NY8eyX45z6PiJk5onTrZLJIbCKTH8w5ImYtp00TXXJz71GX3kox9XN5mqaVvt5geJRda9Shry/aeBim1N64ztPDbvin2e/WFRfJ0Xu6VRdhm3TBxqfWgFmX+ZfOq6ruwh5E3sXmRNEIOmzdxoW7Vppx978W72qriY/Wk9Ovcyj/P8yVqe5sC5nh/ZkUHMmUe21UQecGIUtaoJ2uDUwpPvfIZwgL7k2G2HIai29rGX55kjaOACInk6hl8KW2BZGhFCPmqbRraTu9hip3fk9ImR9rZ07RVf0d+5za305Mc/Vi96/vN0h9t+n771m/+WbnPrW+lml1ysExtr+sd//+/o3ve4i37iSY/XD3zvf9Elx9d09eVflZf6h8jTkWRjyRFirQ5jARYw1iAGpVvyfHb4I49ckhCraebrLKCMPsaIswexBjXebcZrkn2v7n2OlbQxnuyhyKQvMka95/n2SOvxa1mGMvaJYUu/oZ0XK30YR3iG8i46xJoh1SUyH1M58qHzAZweI5TSCCU5wK8mASwxyfv47vZOLo13M9aN+IOPsJQ+hQe+1DIbxJmACx/bcuOwWX32xT5rWuGZTKaZ3xtSyrZlLyHJSsoeyDrjWZ2m9F3kGbMXzFPO/A2RcWiaVnaTDolCYkn8hvS1XdZcqKWtfg3hqWXyWrct+wBN5nRdZ6tjCX0f0Ut/6syHWdYnaDM/kL3azz6QTVtBbJlmvsHPMIFGFujzY0x93i+IWfozolz6UmfeoJd5iR7iCrBnFUwj5K3Cdhk/+rdtoybjMyRmxHuRNUtO3GyrCXi/4z2FMW2NpJHeNE2JcRt/KTfhpQwvoIx/xNF29ko8kOCt8bItErbjC2uIcuUZEqN0LGMOHVCv6LOPLoL9nFghMLBHnUNotIMhcxA70TqEzlqtOpGNLOxAr+28s6/lGTARvuAH/jDG2A8NOwFlYFv2qBd507zzxxQhFz6AfMaWdmTahmUf0NGPnVUm/QFM9shPvfanD6AfPLThF/3hIYdOOzZQJ1/tQx1UPtpWy9iNXGTYLjGBnzp0+G2X8VVSrdMObB/qgzzo8AHKtkv8lAQtWamjB5sBZds0ZRoM56A05IvZhoy6Xlgz0ECEsjS+JjIGhxVJSl8XJzHGdqljfIWS7JGe4v4HYyog2iY7BHukwUdQq0zqq1il1zJ5FWaPclZptQ0aoG67TE50UQeU0YV/1IHt4qdtqiXo8DAY8AMabJfY2KNc9NhjH/jhs0ceLRM8tAFI9sgPvfJji+0imzKAf3UhKgka/VIs9lKnjJ3QqVNmUdQ6OTzk6AOUge0ix/a+btsiIQse5FFnwQHK9rgJ0F7rtvdlQaMNGZRtk+1vdLQVQr7gYbEgmxz7Qi6yVvlsFxr22IaljFPtV3npj0z4AHVAGVAGtvflEW/bRabtEgslwZes6Fm1DRp15AHqtssGgCyAPeS026NsaEBJtot++9w8zaUNXkAdOcgD9hh/e5yH1U7bsBY71tbWygPMHnmJCY32yINcZNou/touOpVkO986NF62C1/toyTb+31SvdEPuipgsk1W4loKK1/wrVQvWGR9YA9gzvPwIj74ykOIuQEYqwraVsFL7Q03XK8brr8+B5Jd/b2/m5f1e91LL33xr+i2P/j9oV+neS7GhjyIF7kIa5u8VMhqm7wseISSqt22hT3YcerUqfKP+GObkmpexyukC354aQJlJ19yLiOX2qBLLr5Ix09saDJtNc+vqltbm9re3ip+9Dkgnj17JvXtjONC2NN1E9lN9sRe87yEucnhtGnVx2bnRafNi3+Tw1gTWnk3iZb6KXbEkMymXMqWx0xqtI4WUaqAd8RQeLlMPgTlJTcK5rlUc+ycNNbatNOkazTkQnlne1OnT12v9bxgzKaT0Fs14VE04heHuL2MSdd1sh1f5uWfnDibC1ku6Ya88E1yEdbECEeXcthDroa5gLXIy19si7x9m2uBfMjXKlLls+qp07eJbA97aiLfsZu/WlP88RLH86vsWmLqtM9z8N3NgYw5pPRt4yvzlTnctplTTVN8EXHJoQ2+zVx47+WSvQ0/8VmfTTRNvyFjzZzEhlWbsBHZY37wDV+hh7kcmkVBfAdDAe2hajU1bSsHvFzs5Nf47Z1dgd388r2Xi3TmcZ8XTWA7Y9Rkbi3EGDAWde3BN8SvCtti7E6f2dTZzR3tRpabNr+krwdraiTtbG0dzJ34j30hC/uH9B+OGktjMASrH7uRE9uWeR0McubLQjvxZTKZqW0naptJ4jrLwa4rPxBsb25r++yWxF/e8NcpORxOYt80/SNNbWRMuk5N6n2UzdOej6JIfQxb9EPJ3XRqs+a66HHTCt0JQ4Y47YlbCpEUaohOq/YxlojfIoKb2D+ZzoS9jsydXICeOXNWbcbGHgNhW034VmFbjA1yGJPdrDfGgGcDF/x2gwlifMGgZQqd+rJ2OCt293JsBTTaow2UgX3jdXts4xtETGQpGAItEy0u/17dbuYdsZvkAEoMHB/7rO+97F9bWRt9YjfJGptOp5pMu8SkiYxB870dKWtykXW3w76YvbBPmb1m1jZajkZ4//J+GN959oIu/jGOcVXK2JAzr975znfqQx/6UDnIwQe/bdmWlNEJ4yKHXmfv7JOzdw6J3dnEog2PbTWBjiTbsp14TsRcvuKKK/X6N/yRuszliAy31TREUH+GNEjZF5W9kn2zyV7aZui6Nnq7RpSHjB82AyZqn7UwhF+Zg/ixSM7c3smPFnV+L/Kcth1bu7IPUW8yZ5gjxBH7Wftn86yYTDJfGovnzWZiwn+6vLuzFZP2cqHZxbc+8RlGxD50D7EpkY3/TvuFP7ZLHOEaohjsZu8cIMjZa/bU552iz37Ofl/GKPb3BfNwhHMZI2fciDhITynPMv469uTxdfGX6X0unv+n//Ef6xEPe6he8ssv0q+88AV64Quer5e/7Nf00pe8WD/6mEfrX33nd2h3Z1Onrr9ON7vpJQlpX4A52EZux+bEJE5TvRG40Hm+trEPNLEPKOND3iRexzbWhI2IK8+/rFdy4jfJ3sU+NMncblNmjOJUhrbP+8ueGNN5fKLvet4DTp44potOHs/F3Fr26lZd2yQ+xQy6lYLzjeyRkNilXv2qubI/Zyji99gelgt+bKRGYjrty6g9IkuxYpkpXNSSH/0c1rWUqPnOjpx4zbq2xGk2HefjIn5v5QeiIfO7D0a94zNjwdwITdGUx4zcdJqurWuWH5u77IG9VP4S+kz6p1F24mTLDjQiLCnF2vikUtIyjTT0gXRVgdMvgIY9tsWYaZmgg2V1P4OnoskahIf+FdT3mVOwRz0pys5Ixr5VHsqA/sQBPmAf9KMdQO94RkcvZWCPfLTX/raLL9hnWyRsZl6iB8APfRXQADRy+AB1AM0e5dU6NMrowrZaRh+wD/u8SrMt+kGrQB9+VFBHR0XlI6evPdpjj7LgB/ArCR7smmYesTZtl3GwD9tlj3T4bafn+LFdYok+e6TDg0xyLZPt4ouS0I/95PbYJ+SyPm0X/dRpx06ALGRSZv/fXb7XQIfXdt6VJgXQbBe7KCvJtuhf68hBfpoO2VX9oB3YLu2r/Wq5+kCfKps+Va499lUSNABv7R9y+dijbcw/CPAhG1m2i34lQUtW4kQOkAXgXW2nbrv0pd0ex1PLBG0VS3KJvX0wBsjBngrblbXktAPayQvxAl8NbZXRdlFI/XwCoAP6AHt0Apo99rVNUwlKpRfC8gsaIDi8MNkjP82rdNqYWHWACE7lwTb6A3vsb7vYbh/k8NMPfmC7DAB6lMQksQ/47bFMH/TW9sqfLuVwRZ1226WObNrIaatl7KMMbbUNWgU+wgco47ftsljQgS2rgFYBHX5kU1YSCxFZKQo6um0Xv5VEPdl+rNhkmOj26Evtizz8h7fqo1xlIgfeCuq02y666A/gX4WSoAPbOQjOC5AD31E50CpqG3lFxBU/6W+P40cbdHRQJgfIgQ8aZeKNjwAf7bE/vPZYhhdZgD7ANtUy9vDSlxxe2mmkXuXWdtsl7rTDCygfhT3y2eePj+39GCsJOei1XejUATbgr5JslzadJ9kuVNvn2IcM26UdmYCK7X3e1brtood+wLZqqn1r3T5oq7SjPJV+Yzk6aGMdMJ4cQgAvr6wF24fsRD6xqphNJuLFn5fZm1xysfgnAM7k0lA5ZHzLN99Gj3j4w/Sf/j//Udubm+pzgFvLg3knF3zNIbmOCeNeqLxn2o2wi3Ffz0vh+9//fl122eWyG9lW07YF2KykdMn3+Fktj5Sj3yPHUqNOnT6lzRyu57Gt5SV2fU1r0TmZTjFF0xzanRewRd5UObDPOcDJ6iZTrW8cT98dbe/slf8EKPcsOWwqx4b4Eh43bZSjSamppNznyXkpHDlGW/gGhSFfY7vSZ7hxREY5oKzPcniy9vIivpMLp4GX8elEG/GDQ8fZM2dU/u2bvGAs8uLN+A2SHJ/aHIYX8Se17JedZrP4nhfxScYUq4kvdmaDKDZnAJP3wULoLm06nEb/FLuPIEpp06E05OKxP0AipxzGnIOhyTMCzJV5Lj2wu4vN2Ma+4Mbi4mQnfm/nIoxDKXXbykdpLvnxYxtam03VQsihwyVuSsykJvK1hJOfg/DCD33kOzB+SNHK/1Z4Rr405EO70p5po3livBfITebTuo4dP5k5dkxNLt/kzJGg7aaZU7PQJnLTHUKiFF+R3kRkW+YY/8nZTi7RNk6c1NqxE+Lfmpvnsm8341zHrctFRJOYGmCnxjTErgOMtMP+uURDzrzKnJkH+FHhrL9uNosPGzmo7ebiek9zJn/8mExmmk5nmiWfTdcyV6x57FwEcUKTbhJ0UuyBjh2Kv0osejeaD5JTdjsVccBP/O8mU80yN0PUTnzczQGzaRoVS3Nwd3yMUI1IVj5WE1n0KbHJJe1eYqT047B5PLHby+XUIvMiaiU7fkv4W2m0N22btb5R/gIOnu3MOf6tv82sN+qDjDu4V/qXOqXIi9B9k8KVcq98JS5LrsTBtmyHnpaVuj3SSsORL9ulT52fRfYRHslaS8yI3SJyt7NP8Z8Y7+bicchY8WMJMW1yyNzL/ncme/TZzS0xf4jtNPvAWsZ52nVay0XTxto049ppIGYZgz75uWtaf7HpiHb2DXzpGWNi1rThcOZS5u7Wtl7/+jdkD98s48vzb5G5NI3Pk8y3Egc3uXDa0Ww6yWXuGXEZRHk3l2ysrzHu41hG8PIzLHNnTgxC/zQ/Zv7RH/2xrr7m2qzftLuRiy1L1j9F5syxeS6Jnf2yy/42ybxubYFGSfElVaUpYL5IbSpNdDfwBjxf6/OuzTy3nY4ScQPEAsJ2fqzaybyP5ZrmObG+cSwxOybkdF2raZ6XPG/W42cbHTzrF+VicK4hz6WtOHoAABAASURBVKR8ITTohdwUYpMyQ/V1pniLcje5XJtLTcYxtrZtI949yI8Cu/roXmRuYw9QYqI8W9rEDuzmXWSRvcShd601SQz4oer4xlq5rPv7f+dbdaub3zwXnbu6+qordebU9WL+D5HJs2lIP10gYfKNNTtrkv254ce8wBnHEQspcmnnvYlnuzJ/Rz9bNRk3ZDJXy7jkB4a9rOl5njHs0UN8S2jCMmgyyXqNrJ1cXJ45c7rMYX5gnWfe9BmfKApf/QwZjxEjfUjWpzESY2sKIhspGY9wQ7sQBjqEwQ5/yofraYiMaKGwgqFQ8b8Af44ghhWeDd5/Gmkv83M3Piq+ruV5X99/MhXLPGtS6LqJQNO0shs1eTbMe2srF9qn82MZ2MoeObjVLPObZ+u+r7EfQbZlVzTZKxcZmr7Q2shrM39sa5Fn5t7yvWXVZy0TtFUsyYcy2vuMO/lqw2odfU2TACwZjvLTZrvYiE0AHtuir5Ls6s+Yh7T/YQ+EH4I9ttsWculPblvVJnvkURI02/u88IPax7ZWE3qOAhnw2C4xpm8Fslbtg4/++Fj7QaN8Y/TdPMeqDNvFViVBo41+qZZYdXkOopM67XvsG+ljG1IBukCp5GuSZyign33Al6b9mNUyumwXXfYYU3SC2t/2vo3wYwPAHvwmp07ZHvVhD3VAu5KQOctzDhm0k9NOGV2026MNtEG3XcaAcgV9Iq7QbVMssMcy7fSHuDpuxAT9xBge5NXcdvERmj3K0UqCDmzv67W9z2EflOHbb1gpVHrNaxN1YLuMg5YJGsXqgz3qsF1soH0V9kiv/OT2GE/8rIAO7JEfHVVOjRu0G0NTmWGoguiIgjrY8NB+PsALnb4MPLltSOdMUIi0r4I+oNJq2XYZRNslQEqynW8VudhUdUOsdfIK6FWu7TIgVT50yvYoE1n4TK4k2pnEKRZ98EIjJvDZLvLgR5+S4AHUoQN7lJ/mQx97pMNvu2ywVTb9bRf5THDoVRY22GNfJUEHyKENXhZwmvY/0IHtEkvKwPY+DzoBsiDSXv23nQdfl5cBHoBdsYt22yU29LsxHOWjjq22y0POdhlnaOirgM8e7UO2kmpuH9Dhpy+gD6AMaGOsoAHKgDbqxIo6PgPKgDK6yOEF8NsuvlMH0OBXkj36U8eL/rbzgJ8XP2vddhmDdNmPHeUbAzpowxZ0kSMLmj2OC7bga+WFDzu2csBkLtCHNvjsgzGzD8rIQy5YLVe50JFDTjuwD/pDB5VuH/gJ7euF7UOstku87PPnVSe+YWsFD4fjx4/vxxg+7K8gRoDLyiEvW30Oo5tnz4oX+rzHq42+RV5yb3LRST3pCY/TP/m2/0lDLiXjcS4kdpWK6GO72It8iTIcKbmRbRH3yy+/XFxC8tDaix6Xl8mutA8aEzmgVnPKh1FbxpxvDmDIRT9jDfq89PV5k1/wQt/H1MGZt5Os31nWcS4mU9/JiyqH9fEgdlzT2brcdOKCYycXHfNcdPThGzT6pKSxBAX0aelDvbHPkIYRzuXKuRjSfxhjmJfzNjFx8kUORnt58WX+bm/vaDKdBrPYt6Y2L+CDmqyn9OulfpC6yVRym0OxtLc8xOScEElYq6QxRzalciAIw0HuXKYAJZcsxa4LIDq5tHBi0wTMgyaHBudQSA7QFXcipxfzkDmpJP6TRZAjbLHPbuLXuqa58JpMpoLPeRmPeWI80yWXY1sF5dDFgSu6+KuTUf4Qm3uh7xxEiCMARFhKRz6mh5Z9I2Off9CYaLfmmQdKfJt2mmzCMVO7mVebuTQ9m/Fx02mIH/MMBhdDOzkM7aVdTatpLo8mOew7BxvqTcaPi8Yu/kIb3OmG01va3ktE3EaOyxgy/kMO3vjpzJ1GQ+wcbRQxTw0KUElD+R6/8HjEEL5p9E+ir2kn5XJwO/ZtZ+7vzfv40uRS7qRma8di3rT4urO70O7OXLs5FPOfDzUZj7ZtZceS+LUbv+dp6xOXRXw+m0ugRW858enVat43kdtqaNrkTcxtc+G4p5287PcaVMcXW7sucjOeDrSPQYx9RJf5veiVXo2UGA6xZS9rm0MmsT8T3dDcNgLKpOBQv5t5AigTrnliuZd1Rb2JznbSqZtOMj5r0YUljg6n4ETbGhxohJIDD7EjRo3UIdRgCI15E36b/rpgsi3bKzyDDssb9tuGZcs8AegHq+lmsXdD0/UNdZOZBrXKNpW5M9dO9tSFpDY+zdbXNJlNU5Pm2Q/GHzA2NSRuU+ZfWvoc2riEmaWe6l+6D7GOg7HL6vt4Gjt3MufctGpzIJwn5tP1dX36s5/Te977XvF/ftZn/jjzQMv49uGJADVNk0GSJl2nTI/IW+iSi0/qX/3Lf6GtzbNhGTSkL0wuSofQUis05WJkrjb6J9H7yU99Su9897s1y7oe1GQf7sPr4E//aWInF48dxmUPXWTuzrP/L3gmZ8yGtB8GtgHsHnIhtSn+mQuedXKjpu3UBk3Txihsc8it2tDctppnPm1nDW9u7Whzc7v03cyl9W7mxJx5FL2tG3EJNJ10UdSLuDAmtiOzfiiDWj9/ju20kGcopcjejR5jn9vEXhmTvqDwxOd+iUVsaRqrAFUZkyHvIEqczO4So2bTTkPWN5eTbaOU59rkLzlzwUzb9dddU2gb5fK9zfNiUERqlrXCj1uI1YVSGLL8dD4kMIrhcuzNZCg55SZ2OuNG3KbTqdrEHRWM0Tw+LRKIIZ3dtJqusabXk6+Vddtkf4rD+/rm8Q0MkdnGwVnW9lp8mcTvpo1xQtIS0anUQdUvaIOSylfy1Q/9V+vnL9sj3xBZfXy1xzrcxEUrdWgF4YWroJQHEY/DyLhnX4YW12J2L+Y/z/rN/JhyJj++Nk1TPOoTs0V0s4fvJYa7PMeCLu9t3TR7YuI4AbMNuem0kx/M+K8LMt3Fj2KL9EdGH+OGQNUaCCmrOKL9NCTeQ+wekvfRO6RsO0MTe1KGBmzLHqEjybZYUxXww9JmPoCOPSn+2YacqdRnuIYC20WX7X359kijL6A/dinJdr5V+lKwXfqzhuBplnooY4ftMi9tF72rNsJDv93sCeihL7BHHVpJtvftg0xfcoAeQJn+wHaxETo6yVf7wFthu9gGD4BvFdCQeWOwLfxYBX2QgQ7y6h912rAJv7e32Ru3IJc4oqNU8kXZdkratw8d9AXIAbVM217ef6ijk460o4c2aMjEFtpqnb0DPuq2z4kzbfSZ5SKS5xOy0FNlIH8nPzqhF16ALNopQ4cHGnIAbcAe9cFDO/bZpqmMH/U6/2i3XeKkJOrYQl9k2i590lRy2ikjAz4ArYI6fmAbdlZee5SzSoO3tpOjExqyiR+0VaCDOjmwD3yiH4AOjz3qo3wUtou/lVfLZLuME/rBknyjWR5ZKkGBwx47U0ZwBXVgj+22qRbUYNguBtljG32VRA5SLB/bZeEzYRhAHD4qA8OBPQbgaH/aQB1cJcEDkEUeUglElQ+NtlqnzGBBB9QrqNf+0KijC1BHBvptF19oVxL+wJNiWZj2GAvbJTZKgrfCtojDqizbpS96wp6D0K6YjOiEBihjO3R0wmdblG2X8bRddNoucVASem3v06mz0SBHSdgBUiwyyNEHKCO/2gsfdfylbBuW0g/+CvgrX2HIlz3y4gf9K5qmKbZiF/1rO/LT7UY/tIPazx7lVxl0tEea7TJm2EQfdMBXgQzoFbb3x8P2Iftsi7TKSx1UGrFlrKoe5NNue18WNAD9KOrmarvEFj5Q+ZC9WodOPNFPGb2026M+25ALbBffaAeFmK/VMrLssQ/0irCVD3GrtJofpRXGfNmjnBTLB37bJQ72mNNgH5SpXwjosr0/pkoi5jx42MDtUZbtMu/xBzD+XV5268t4/cWZg1CbXZHLD95vd7Y3detb3lL3vtc9xF+wbeXQxi/5XV6imnTGB17o7EYOBlmKrrxKiUNgnxc/2/rwhz+i9Rye+7zQjS/hvdyML3N5n9sf2z6VInOZayUV2akPS0jOAXxPe9HRo7tppbZTM8lL/3SmdrqmLhcw5E0O7d10XWAyO6a1jZM6fvISbeYyZjsvsrkD4kgj/o9T3E3V5cV2bf2YBjWBA5VEqSJPjkIbHEpQKvnyPoZY2KdGvoL4xgEBods5DNLSYXMOuYofbjp1sXe21N/HhvISnRz7mvg1SdvasZOah9Y3OYS1Ezl247+7SbLEIPUh7Wpy0IsldizzOE5KfYSSQi/1FGs+pBw7MzDVzRDgS1Z4xvL4DW2EbdlWvoJGjD+Xc3KrJvZ0sR208a/pZlIzyaVPG4RXyQfyRk14if+xkxfp2IkTGa8NtYkP82OeU0WfQ0HRIaukYm9KxebkBHeJJQfEJTJey35jaUhtiJ9B4ajUJmZ3ietEQ+zfzqHmTA7t5Nh/7MTFGnLxNjTT8KxpsnZcs8yrLvPLXS63lnS1M/We7AP+Noem2Ub8On5Siq/8n2H0GZvp2po2No6paRrtbPMCjE1DsW/VD8Z18CqlGL7/NaQ0pNfpM2e1lcubwY2mmdPrG8c1zUFNbafcQer02W1tp8A8Ym6N825Dk6wbxWcObl030STzc4jMRWKv2DbJS+/6seOarR8XBz/WC2Ctqc1cbKeaRB9/idKkL3NgnktLp2+XcUQGezfrwNkTnHEDQknsxjdsThcx93s1iXFkxva14ye0fmxEOyHOk8S2S/tMbdY4cT2WtX3i4ptq48TFhbZgbjnrpJlknbeJyaL4jl19/HLbSgF68TlbSkyxSh7b2JPCVj6mpdDoKdmOO7EveeWzLZLt0k75xoC8TL795kFQRqjpiv9curJX7Waj6hMLYtpljNazB0xygdzl4D3NWLibZT90+lhyq4suvonabqrtXJafyVyY59aS8ewy/vpLmPD6qFkJdSIeqpvk+NVoO/v2m9/yNl1zzbXlucIl3CzxaDOG2zl07eYSjzL7RNs0WuTSa2N9pu3NM/qHf+/v6o63v52GxV6wkJh/kZzCfuQZR/rmOkDT6Uz8uMO84D/DZtSbxI88Vv2pP/FE5iu69/XFWWS3WSPdZCbWzF4WwV7WXT7KUi0/NlEGk9gGP7bNczGzl2fZnAZZ0PmL2UX2SsptNym0pp2o7AVZQ8ey/8xYU3meoI+LXvoz78+c3ZSbNtZ5H8qcAv3gYtug8yWoQyxI9BJblVJkxFdnLLazH/Vqih/8gBCjBFjvqyjxDX/DRU3GlT1RSX0u5YBi1V4O9pPpNP5Mc1bY0yIx2NjI/pW4bOYS63j2Cnj4MTrsaiPHtth7WA+2I/Hr/wxhXUWqGoqPlEYM8deOXMfHjGefOn55GXee65PsjU3G11mbCoa0LdwKqO3E2l7byN4avmnmdTebiTgsIm8nPvPX22fyg/Go8fC3B0XjiCZ2JPKyY4+SyGPXkDxsEIIb/wzRV1spA+p2pJa25EI2oGXEWEPDEiXLVz6MQ+XCD+Ync7ObTNW1XSx7AAAQAElEQVS0nSbJ+WH4+MmL4/M07IljdPB8arPfs8+tn7hIJy66qaaJUZsY9YldtjbtZoFki5SaiSZ51+gzz/pB2ced+TZkfvQlh4b57IUOD+VF1g3zBx9tq23rnt5rnG8R20BrMuZDaL0Uu7RMtmWPWJI0yTpu27bQkQudHD28n1OuoA000VHB3IV3lW676GYOQwfIWM1tCxlKsl3KtvftLntbnIbHtlaTfbhOG/LPB9uJU1vka5mQCexRH2TbhQcZ+INfwHaJjVYSfSsg2z6kAxnAtqZZ+8SXOnLxS0n077JvEH87Y599gfY0CfpsNtNa3rWg1T62i43IqyDGlQcdWiZ79M126YM+rSR79Kv2RQeABdmr/LarjP1Y0I7t9FcSNuMrOXYQu+1ckiLTHnVRBrb34wUvsuhHDpBLXUnwJyv6yYE9yoO3ttsjDXnYVOOCrOpPzelDOzkykAnsAxm1jjx7pMMLaAP0p52yPfLYplriZJ9bhp9+MCGLOmVAmTbspwzNHmVAX0Vtw4+j/MjFV2JIG/1W5dV2eJBzIYS3Ke1VQKnky3aZqNBBSIecpl7ptYwhFdBAFJR+8B4F7ZWfNurkADrOUQa0VdguMm2XiYajtlWT7X06Aaz9kYdcJZEziVMsH9tlEtouspUET4XtItM+3M4gIB8+e2yreqrv5MC2SPCTQ6Nc+7LAAG1VBr7BZx/0rX3oBz85gBfAjwxo8ALKgDJt5FUHdfoA6PAByrTBByhDI6aAuu39eFGvsF3iCT82VWiZbJd40g7QB9BTQd22SJWHfBXwYDc82ASgwcP42i4PK2jwAcqAMnYxhuS2D/mCDHvsj0322E5fgE7bZKUf8pDFpmSP/ZAL3XZ5+CET0Mke+9Y6eQXtwHaRbR/OaYO3PsSpV5vQz7zAFmAf6IavAn5kgEojt01WsNpme98WGmmrvtljW6UjG1AH9thum2qJBQXbRSZlYI91e8yhXQiMC2NebSHeALvIaa/AnlUMOZisrc20kwPbqVOnxF9ezKYTTdsmv+Yvcjib6+SxDV36pS/oP/z7f69v/2f/VH0Och3teS3kr0qqbXnH0+DUQDLsAeNYzPSpT386h7h58RW7mJsK734/KufBEFpB4qFlmRz0oXEw92Sq4zlon7jkpmrzMnp2Z67LrrxWn//SV/XeD3xEf/LWd+rVr329fut3X63feeVr9Yd/9Cd61/s+pI9+4jPa3l3kUGc13UxcpqzlUqjJgWA7l03XnTodn/KyGb0qGDSmIbU+GNIuDRDLVxyiXDCU9sy8ko9cQ2nZ/4r9a7lsUjsR/6+sO3lz7tUVW/qm004OnupmOrO9py995Qp9+GOf0tvf83798Zvfrt//wz/SK171Gr357e/W+z/8MX3+y1/RVded0pnNXW3vDeqbibpcTMzLhV4rXt7RMzRjuXerRbGsGe0vRh3YX+2ueWkuXyMPngzpz4GoD30oSFvTSJENHBucQ2+bgwDjoviyFR8vv/o6fepzX9QHPvIxvemtb9efvP1deus736t3vvcDel98+cRnPq8vX3Zl/Lkhvu+UCxW3Uykx4bKZwzj+THIwGzxaGKUak5MNsUzBoBp312KhwpOmkg2FAh+ShpALIrd3o8VgzReKDWnIOK3l0L6Rw0+XebYbx4kx8+0Ll16md7//Q/qDN7xRv/Ybv63nPO/5+qmfeaae/JNP19N/9tn6xRf+il72W6/I3HuT3vvBjxT/btjc0dydOHwqstG1yMmoz4i0batpXq5VEhYp1OSxecDi5EquZSrVZXkoOd5YJ3OBu5YLhiG+9DloOXMb27tc1DEus+MXaf3ExZrkAmIRnkwdeTJVG7jrxOVf3M9cUWA1OVBN4nvOebruhtNyN9E1N5zK/LtUn/vSl/WZz31BH//kZ/SZz38xa/Bq3XBmU/yl5zR9FPnzHPLURE7TiH0Lr0bbB2npz5B8UCPyScZYTafd9NvJCXNvMZSxYL2c2d7V6a1dXXr51ZlLn9Af/cnbsiZeq1/51Zfr53/xhXrGs5+rl77st/S7r/4Dve1d78uc+5KuvPZU1pU1O3aRbnKLWwl56HJ0AMqL6AfoH+xix4CRYJCUMVIuHWhRDnG2ZTsNBx/7xuv2ahsCwdh3UKSmvU+sAPPcbcYja4g48FefxPZNb36rfud3X6VffNGL9dznv6j4+8IX/5p++/d+P76+V6yxaS4k9/r4un5CG8c5zM+EvCZzYMga3Ur8FH36S5OGpSU1l9w0uWzc0TTzIKHWbhajs1Yuv+Iqve4Nb9A0F038NS5tttVnbADPfZ4/ShoyVnu7O2rCNMuc/u7v+jflLyD/8T/8+xnLedDLaWsSCwcZ8Axr9tA8H21nD+iljMexEyf1rne/Vx/7+Cc1LfO5Dav1p02jl44uFShj0mZsmqypTPXs5Tua5YIFrOWieZpn0yxgDypIuZ1M1WWfAG36uYlNETzPgXsvF1WTxGeIT1ws7uZysugITS1r22Lvuj5r9GzmAnPrhtNZr1kLXOBzMTmIddhm7TeJQxBZ88HlR4uzyx/PDvyPpsTRg8KVL+HXmKdYfOwjbyfPVi7+dzKWyo80QzMpPyD07kq+UFv0Ud/Ks5xLpSHxd+wakDwgd0Q3mYkLTfi6rJFpLuLrmj6WfZq54sgvz/bs3fjtxGmS8WvaTrYDrJNsizTEhwrqFVFbi8nhBRSbMg/6+MbzFR3KHAVup1L0K+Pax36ef1dcc332oi/q/R/6uP7ozW/TG9/yjvIMfNu731eeDR/79Of0xa9ekb3q+uxVvRaZF/RX7FYTmyOT8T950SVF76DMIRBfYs05H9uF5sRQomw5ZaBvIB2NyZC+IFmxQ3IGJd+FyNcQClDSEKQ931pSh+T8yNjEn735oN1M+j4xJGaL5NuZr1uZK1dee4M+/qnP6W3veI9e9drX6dde/lv6pRe9RD/3C7+kF/3KS/Xq1/yBPpo1yfta71aMLe9Va/mBrMtcbxN7N23UgnGshujWMgYuuWWP0Epq2ya1IfvKIvO3LzxN0ySvGPvYYx7m8rHH+iTPy7aN3lDtkZZi5PXl+UdMqSMTPkC9z96zyBqmDE+tQwPUAe0V8AHqVR5laPQhty3aKENTEnX0ktujjdSxPc3lA38FBNv7cqBrmWwXOrKQoSR7lJli4jaWaQfs07ZpSnwzKinbLnwQkW17X6aduZ71qZUEz/lAfJCPHnuUSRm7bBcJtZ/togN+/K4gRvAoiRykWGxFPvLoA6pcaBXwQkcePNBtC1qtKwlZyK6gjm74ge39mIS9fGyXHD76VT760jCbzYpP0+lU6IIHoBvAg130g74qBxrt9qiD9lqnjTrvb8ihjE7bxUbq8NJGDmwXW+hrWyT4at32fjv9ADbTDh/ylUSdNnucB7aLzjSV3B7r8GMf/GC1T+WFhmxgj/3sMYcG7LFujzl9V2F7vwp/Bfop7zfeSKGxRwEwV8CL0QQAGvUK28XR1To8AKV1EGm3XSaaPQarthOYvbwc7O7ulqATCPQB2yLBC6AB2/t60VWBjav94aUOaKNODqBRJwf2KHOVVulVPjl2YFPlI6eOH5ThwW/4AHTqtmErdtsuObygNOSLOABo2Li6IKCxeKDRhm3os0dZtkUbfOiMuBJP+yDetGET9gDK8EGnjnyAfOi0Q6edOqCO/JpzYQOgwbcK+LERWwF9aIdmm+YSB9qq7bQDdJPbLvMGHuqANoA88kqzD3jtUX7VBQ9+wU+/SifezL3ajh7alFR58Q0++tvet5k6vLbLpgY/QD7y7JEXGjr4lYn4osN2NOQdZeUBQh+INae8CuSC2m672GK7sGEPQD486KXBdnnIE2N7LFc59tgXfngrbO/Ltscy8iqf7TK/8F9J0NELoNljH9tpHT/wgLGmfflKOh/dPuhrH5TDft4PDxn8Rxb+YS85YAxpAzdmI/++IP+51ckTx+W8Rm5tni0XkVwyTrtWZ0+f0t+69a3Lv6H0n//3/0OzXFDaFv36fnwpG7BsaSplAIlh5sUPO770pS/phlM3RIM0zQMRe9umhe08wBIEJo8uDh+DGvVYmHrvlEFoF930FtrNJdtHcunx0pf/th77hCfrrve6r277Q3fVD9zhzrrzPe6je//wg/SQRz5Wj3n8j+vRj3uiHvSwR4Xnfrr9ne6m297xzrr/Ax+kn3nms/Ta171en/vil8TlxiSXNhu5nOmjY9QfW9BfrR2WhWG0U2nTfhpSG/Zr5xTiwxD0kb2dm5ydRTi6mThgNtN1XXrFNfr9P/gjPfPnfkF3ued9dMe73L3Yese73lP3uO8D9ICHPFwPfsSjg8eU+g/d7V76wfj6vT94+/h7bz3uSU/Rr+Yl/U1vfUcOL11B30y0CEqu0II+wA4Va/FDX1cawq+Avr3byG9EzuGLw1LfdOUClBzfPv/lr+rVf/B6/eRPP1P3f9BDdee731t3is13ued99cMPfrju98AH6573e4Dumvqd7nZP3fGu9wjPvXT3e99PT3jyU/WSX3+5Pvapz0RPpxOX3EwcxrlYOX12O/OpCTI2iWexq7jB16DsNFiZfPw4tTCPlfN8D5Gh8JAPGZs+cDtVr1ZD/Gw5tObAe/3ps3rP+z6gV7zy1XrIwx+d+fUjulN8wp8HPvSRetJTn66fywXYi176MoFfzGHpGc95nh73408t/sJ3h7vcQ/j6M898jt7wpjfnom5Lx05erDYHJi7Vt/JuoMxx7FHSEAjbVJNLgW9QKvk64EtMwt8HX7nscr0lF70v/fWX6Tk//zz97LN+Ts98TvBzz9WTf+ppesrTf1o/8fSf0c+m/hu/8wq970Mf1rW5fO+bVs6FzTwy+He2dnIg8mSqoe10zalT+sRnPqun/NTT9ZCHPVJ3vfu9dKfM0zvc+a76wdvfoZTvl3X3qc98TqfPbqpL3IbI2Ylf7FFt24o9MybnMwSW4sgQHvweEvs+cd/mUOpG01ymT3NJykXJBz70Ub34V1+mH/+Jn9TdstbvfI97Zz3fV/d70EPK+n7qT/+snvGc5+o5OaA+PvOHNf/DD36Y7hD7fjDrHb5n/vwvlIvJ+eCMb+ZQkzEOevRCC7BhiD2DLfIYmRrfI1yyoXx/o1/22HvsN8ovekJHbx87WEuL+P6JxPCXX/yresCPPET/zw/crsT3fg94oB79Y48rl9w/9Yxn6aczpj+ZC+/HPP5Juu8DHqw7Z33h769kDn7wo5/IRXIrLstzn5P9bci4zsQel9Jowl/Yt49oHsa6yROJtik/kM3W1jJOKheQTTfRFVdfow9+6COara2Xg/x0NtNeLrT4C8BJDv3r2b957kynU+W0WC4Y+YGN/+ORf/Od/1Lr007f+R3/PG3ZfIfxOeY6ynlw8XwCXOTxlyazXIBOJlNdeulX9M53vUfOGshd52jrn+U74xsv41ujCBV76PZer2uuP6UvffVyveGNb9UbPMTZAAAAEABJREFU3vRWve6Nb07+loLXv3HM2Tf+OHvH+97/QX05dm1ubatNbCbZQ9y24scMR76CbjLTRi7guLD88qVf1Stf/dr8MPIs/cjDHpF99z76/tvdUT9w+x/SAx/yMP3ab/yWLo3u3p0WarU3eAWN2NO354O4HIrRiaFKGkdyHDeTJZ402Cstoe9mnOb5QWE3z76r4+dV15/R1TecFfmV151Oflolzw9qp7d2ip78TqhF/OhB1sYAsifPB6vpZtpJzL70lcvyQ8TH9L786PiexOTt73qv3vbO9+gd+dHu3e/7oN6R+vs++NHMnesiK/HRaBffSxO1mhj/mFu8IFf4hyPoY0PvTkMzovdEQ9A3yfPsIE6f+eKl+r1X/6Ge+vSf1X0f+JDs+/fKXpT9/+730n2yVnk/uft9flg8Q25/57vpdne66/gMvOe99cjHPl4///wX5ge69+jq609riK9N3hF2Fy6Xx0PGZyixKF5IsU8ryYZ+QLCtIdWCNJGn+ufziTCv6F/RFPkWTUO+hmKDy5wfEidipfjF/rQ3NPrk576ol/3mK/TEp/yUbvtDd9HtAt6B7nHfH9aP5Hn7o098SonlM57983rKTz5ND3/ko/VDd7mb/u/v/f6SQ3vdG96oL37pK5rkUnq8hJypaSfKZJEzViPa7B0Ltgc1Tauu69S2XcpNaEPa9kLLM9DKWWIR9CLZlu3Cl1Ipa5nsUFawtzznsxfV5950OlUF3WwXWW3WrG2RFnnW0neWfQ277MRreSnJvGyaRpPsc1pJ0GvV9r5d6EUeuW2hh/5KqnalWD7wwIusykO5AibbxV7a4aVPBXxKsp1vlTiu0uiDP9iOb9Rt7/PBW4FMhNgu+uzDMuGrPPiEXECZtuobZaBlwuadnR2dPXs249sV0Mce7aAfZ1d4sI82cvtAPzLAqlzKAJvIge0Sb+xCBm30I6cdupIoA3js0Q740G27zD3sghb2MvZreSaC2gdZlLEdIA/YLvFlPkFHBnRyxgEd2EMduu39uWOPfWlHL7xVD7yAfthWeaBhB3OcMv2o0xfYo0za6FOBHMrQ6WO7jLuSKr3KsV1iQj3N+x/kQ4Mff6ljLzmgzXaRSx0+JdkutNquJNroC+C1XeIIvdoKvfaxx3baiAf6I+aCn/womi0xHRECJ86DqgTl1BGGUBSycKBTt023Egz4kAPskc6AIwsaKMz5Qg6Db7v0xWj62y6DX9uhhb3wYANlBpaJR3/+0wJekFZtQSc0FhD8yACUbZPto9qEjdiAHHL4QdUDnTq+287mPBdl6MQCm2wX26FTR06VS45PyKMdA7ATOmXkbG5ulk0BP7EL/yjTDuABlGm3rdOnT4v/5AJdtCETPbZhE/QqA73opy+gTjv9sAMaOrEdn2yXBwV0eJBDGX3r6+tlY0EefaDThzL6kcvYkDMWZ86cEXXkoAs68rAXGv2RhU0YTjvxJkfmsWPHyp+MU672wWdbyEdObUMuNPpDQyY5egG6ALLhY55Qtl18qn7QD9uUZI9jXuv0R77tMubUw1bmKTpsl429ykY+fQF8ABp2oY+YIaPmtstir3zIrG2UoWMfZWQii/72aGet0w4vsA9sReeqbtuwFJ2rfkG0XTYnJSEXfZWHHKSpxA6ZAFuh0Wa7xMgefYJGm22yotMe7aYv8tFT+QrTkS/bRSa8tss8Z/7gL3FgjtjeH4/a3XYpVtnYSZ/FYi7+E+tp16kNj/OyM+SCcZaXpe2tzbziSv/DP/qHuujkyVxKninrAhn2KA+htotNlCWL1EfOLA/KM2fP6IYbbij/udzm5lb5y6ydnV3F+ch2Hqid9vZ2y2ET26c5RHGAmi+GcpDisNdH5ry3uryAT3PAvOHMll7yst/KheKj9X23+yE9/DE/pt/83Vfr/R/5pL58+TU6vT3P5WQrTzfUzI7l5X1NfTuTJuu5jJtqc28Qh5Y3v/2det4vvVAcxrhA+ZFc8L3y9/9Ap2Onu6kGR0bbCVsAB9Gum2B6MMTN0dcUZFOGNmKRX/Gn4bUb4Xeb8jyHryYvw/w1n9q1Ys92DhRveed79dBH/WgOIHfTo5/w43reC35F7/7AR/WpL3xF15/d1aKdhnet+KH40K2fSHZC6taKLxziPvbpz+t3f/91uQT76VzO3F9cwj7z539Rn/niV5b9NpROJSa87McUrW1saHd3T9jWdV3GYU/k9jh/GGf2n0VeinfC13UT7aXcZ+QGd9pKHImvYtPW7qDpsZO69vSmXvzrv6k73e3euvt9HqBH/diTxGUcPn7uy5frhs29jMVaMEsIjgtf2lwyIWNv6HTFtaf18U9/Qb/5O6/SE3IQYXxvl4PI83OZd/k1p7R24pL4sB7dc81yCTHIuZyYFx/aSSf+fc92+ULfxA/bsg8jBLF+ZpmfbcZ3LwdjLjeICRddTQ7tzvgvMnbX5dLx7e98t56aC7fb/9CdE9v76IlP/snyl6jv//Ancjg8q76JL7P4snZCXdCmPFk/qbXjl2h27OK4drLQ4bvqujO5VP2cfv4Xf0kPyMXZf/ne79OjHvM4fegjn1Cb+c0cV+bIYrB2dhfir0OOnbyojA3zbDaZamBRUAlsa0jOWJHbVtO2ov9zcrH44Ic9XE992tP1vOe/QM/++efqBS96sX7hl16gl778N/SCF79EL3n5y/WCX3mxHv+Up+gpuZTsu047uYjZTjAWOezsZB1PN45p3rT6gz9+ox7x2B/Tne5xT/3ay34jl7Ef1FXXXJ+Lxm0temsy29B25v3nv/RlPf4JTxIxnae/3WSdT9Q0jfh3JLvYp6RB1jx7TZMx6Fj38bkHbtV0s2BNn/3Cl/Sc5/6i7pxL+LvlwvFpP/Oz+q1XvEof/dTndEXmw1wTEetVtIn/dOMiMRZ9xmZrT7r86hv0tne9Xz/3Cy/Mhd7D9F/+n+/TE378yXrbO96lze09cSk3zUUnenOnoTb2bG7vapK8H6S9+Vzss7s721rPvCHecaF8KAPbpX70y7ZsFzJ8CW/GrJGbTvPFoAU+q9Ui6wrdH8gF2/0f+CO6z/1/WE9+6k/qTW9+m67PPFQzUTtZ02zjhGbHL9bGxTfX7MRN1MTfNvNOWYdX5PLmfZmXT8hl+AMe8gj96BN/oqyn45fcXDt9o7O7fZHhthW2TJaH2b0cmKmzb5OfD/pzS2MspJprTB7GfPk9m820m32n7SaJF/NrXS/85RdrWv5Jj/A2B3O/7br0srZzwGSf4v1jOk2/fq5+safv+PZ/qlve4qa5kJzrP3z3v9OQfYx/fmTI/HPMiKjo2tFsOo0cCRl2k/Hp1WR+TrLXvPJVv5+5sqtFJkQfELs+87tpGrWJJ3sKnSmT3zgsh793Uy5j2vzAweVem/XzS7/8Et3t3vcvP5w95JGPzY9Nj9WPPPwxSzw6OXiUHvzwR5b5cc9731cf/9SnNZnNMn+UPWNPs9iKjU3sbrJffPAjH9Mj84z8/tvdQY/M+n3RS35Vf/yWt+vTX7hUX7zsKn31quv0kU98Rs/OOvvSV6/I/rqmL112hX7siU/OxeTD9UNZe3cM7nG/B5aLsw9//FNayxjY8YORsQ69bxATJfHPZkgusTx2/IRe9erf121vf0fdIzbfKZdwI+6dH8/ukx/c7pv8vrrLvcjvI35ce9Zzn5+BmGnhtsRpJ2twkrW3w349XdMHP/bJ8N1D/AB3j3KRdy/d6/4PjJx7R959dJ8ffpDucOe7h/agctn6X7//dnpAfvjqss9OpjM1GfQ+82AYeil+jEgxfg1ZpPiRTG6aEJV3rb7sV4zbXtbSzjy+5Vnc5/m8lYXbpfzVK6/L3vrbuUC7a34cuZ8e9bgf14te8nK95Z3v02fz/Du9vZDyXqKs1WbtuLqNk5oeu6g8C3fz/Lsyz4dP57n/W698jZ72s8+JL/fR//V9t8u4P0av/IM36Jq8+6yfvEm6H5Myvt1kpoH4DM68VJn/zEfsx2jb8XO0H38Yk9oOD9B5ku2yP7SZp/CAWrbHNrrZlm2KhZ+S7TIftrZ3dOKik7Fr0BbrcjJVlo3Y54ZupjhR5t6v/ebv6j4PeEi5nH3cU35SL/vt39OnPn+prrz+rBbZvyeJET5vXHRTrZ28RPxgy7NmmvcGcn445q/vX/prL9PDHvko3e4OP6TH5T3q/R/8iNYz79jb+8RIiVeGKTY4xUnGc5E1v5u8Lz7YobeNptNpodvO3GVfGcTaXpS5Mog4UgfQVgEN1HhNsr+2iWHtQ64kckBf+Mmp26NO+tsuY9dlbwNN5qHtEmetJOjosDMHYiN7Ofyg0mGv8qEhH5rtogMZ0LBjNz8WUlaS7f1228V3eJCBPPiIF6CML+S2BY899oFXSfZoIzLgta1Z9i540QuwhbjZLnHHH/rbjgSd138akAkf/dn/kVXrtks/2tZzhoeXduyGRn/iBR1bADZgGzk+YQc5fPSFDigDeAF8vCvYFud/gHxsgQ/Z1JFlu/hI/fjx42W+QccO4kMf20IPemlDBjJpt1360AYPsuEhRyb98Y92ZALuMWyXOQ8fgBd5tNPHdhk/2pC32kYdPwHt8NMPPfboDzR7jHkdC9vFD/gAfbEL2BYJ2YB26rbL/EMefqMHP2kHtosfWiZogDEA2E1fZC5ZSgYPeslpB7aLLiXRF130s13otkWCRm57n46cCtv7sbPHPkqyXfgLn44k+4CRJpST2y6LjiAC6LaLIPugD0bZI53AKsl24aMOUKxlQg59mqYpAaQMjUBQrvy2D7UTGIAY20W+PfIg3x7L9rm5kpAPUixy6QOO6kMH9pBzWQUYTGjk8Nsuixp5oMqkjbrtMhD4Q+yQAZ2BZ+EDJhN1bLAP5CkJXfRFHgipfGyXh8RqG4sBfhiQCZBrjzKxuQI+27CWsaVegX3A9qH4YB8d7JFeFwM07KAPue2yIWAvNmAXee0PP2U2Qej0IcaAttoPeegAtss4Yz98tktcq3/YDj990UdciTd0e+RFJ6AP7fDaY2ywwR79UhJ6ku2PLe3gfDTooLZRroCGTnQB+0AfPNhMfj7Ql/hgL36s2oRvyK2wD2yvsui/ikpHJ6j1mlfeWkcnZej2KN821RIX2uDBLsYEUEd2Yfor8jV6JGVkgmU+KIe2uZQX87ZpdNFFF+miXIIQ79HvXircCk9wzsfiRZeXd/4yhTlM+aCvyhpBPmAtAA6Pp3NhP1/0mnGIio42B4VFfh1fuNWlORTx6/cP3D4vmE96SvnPWvlPMfnPKpvpuoZmKvI2B7m+meRi6Cg68W/39e7U5sWdvww5nhfaLn2vvvYG/clb36an/cwzdJd73Eu/+6rXaLpxXJs7e5onHsdPXKQbTp0pL9ND7LKbQ15bw6E68/Z0fiRhfhw/cTKtLjqRceKim4hDy4dykOOv4+7/Iw/Ta9/wJp3a3NVOwq7JmtTNCnhRH+IX9aGdFPtLvU174APB8I0AABAASURBVG5NDYeZ+IDfXS5c2+Djn/6cXvTSX9f33/5OemgOsp//8mVS+NCxngPPPEPIZd0sL2PYyLy1LXLm8iwvhay/K6+8Mi/oC504cUJcPrpp1XZTLRLD9VyCnI3Bu711JvnTnvFs/V/f+wP62ec8V5/87Bd1eQ62uxm7aS4mZ8cvyiHrWA4UE8FP/xGt5pFVyuq0AKlvZFymuWjpM44f/eRn9fgff6r+6w/cTs/KIZn+t7jVbXTtDafVZxz4a4edvUU5fN/8VrcUBx/tpyGloE701Ph006muu/6GjC1tbS4xFwnxeg5Ml8RP6cuZa7/+m78tLoLuff8H6IW/8hJ99vNf1F4Cx3xgLNRONcQ+5tNC8SO+zpeodXJQeShzeXv85MVS0+ns1q5++3d/Tz/IoSkHfi4AGM+1xGuSC7FJxvXKK64U/45q0zQ6dcP1WptNceFcOMsxYzjIuuzyK3LJ/lVt5QLHmTfM9/XjJ4uPXdaHM//VTdTkIL+WQ1o7W9N1ma/XZ/0NbavpsY1c5G+ry/y4/Npr9cSfeKru/+CH6C3vercmuXxo0r/pJnLbiTyTQgVNpxB0/anTOpVLM9Y/615JDpSVAOa5+OE/45+tbSQGOzqzua1ZLjq1tPVDH/24fiyXmN/7/bfV05/xTH36c5/P3Gg0zWXNyUtuEr3TxH5E70nauowlYzBioS5zY1J46hrpsi4mOfRzgXfZFVfrd37vlbrnfe6nO9/tHvrtV7yyXKROiXl0sB+sHTuuza0ducyxafkh8Vh+EOQHleJKvmzn+xv/DLI2c8GpxI8DcjOZ6bIrr9GjckF0z/veX/wF19XXn9Lxiy7Rsey9i8Hazb44NFl/4V2oiX9t0GmeubfImlkUn6dizRzLJcWXc7n08t/5vVzAPFC/9hu/Iy4hlb2FNdtEL2udPYq9ikMJXkyn0/3Lbur/rTDE/+G8wqEOZc9xfN3Oj1XYquz/n89l9Ec/8cmyBgcfxL30SHUIFDr1tm3ix666rtVsNtF/+J7vVj/f1TDf09//u39b//gf/QNtnj0rnj+5h8oPYJl/s1nyHU1yadDnpmSaNdFnvu7mUh0brrzmmvKfYm9kvTRtWw6OfS4g2S8XOfjTz3a5vNDXSH3kD7Lmycuewn6c+XDVtad0w9ltOeMEmlxWOXtABeNX6JOZprmAueyKq3TNtdfrhqw15B3Pc+pMfkDjx6VrbzilJzzpyfre7/9Bvfq1fyjmmNNvkn5dgCx143OEObO7cPaLRcF7P/Bhvf6P/0Rvess78oPJZ/Wp7OfvCY1/KuMrl1+lIX5KQ/HSyUroS03xKijtEu8BxO90Ys2e9JmsY8bwK7H7q1ddo6+AzPuvXHltLqOu1WVXXVty9sGPffLT+eHgWvGDHfNeTZuxz8zvJvmRcFdvfvu79KFcQjKft7Mvc4kLWA/ECN+axG6uRnvZl6/P5d0HP/Jxvf1d74nl1rgvxfi85ygUJY20FPLJkOR532fdb6uJ7sl0kjm1lz1oTeU9op3mGXRW3dpxXXtqUz/+1Kfpjne5hx6XS/8vXHp5oaVRXJwdO3lTTdaPl+ffXt9kjXbi2aHIIPZ9m3HIWCB3SPmim95Ca8cv1iSXb8wH/tmV+z3wIbrXfR+on37mc0R8uHy74eyWptmPp9lHt3NxdLNbfZOIt5r4Fx/qh3k8MEgZnUy5Sv7zyYvcxHEZQ4QO0XPTm99Mn//CF8Wzjnl59XXXaxI7N/JsuzI/Hj3/l19aLtt/LO9yb37Hu3UmPxxP88PdsYtvqiFxAYtmklhNNR/aAmI37+Nb9rs+DmVLVK9G7WSqLnN7SHk37wK/84rfK3+hf/d73kdvzY9MJyNzMjsWCyOnl6bTtazfhWZZ423bZoy3Ut8r+85iMY8LQ+ZHX3Km8ghnHjT7sC17RNOMdHus2xZpdT7Vsh3780K8rMNWYHtfXp99BcBT81qmDhbZc8ihgyLkRr6+Vjvdqg/EgzqgX9VBnTaeF9PpVJPJpMQCOjyrQJY9+kN7lTPPjwjVbmTBRz/akYds6qDy2Ra8tKMXKIl29l5k0t8e9VFGDqAfOmynx/ihHRm2y37PvQRyoNMHPTu5MF+lQ5vl+UA7UpCJfvpAp51zDkAn8miHztmGfvSxXfYQ2myXGMKPTPwA+E6/2oc29JDbLjHH/toPWQAe2yVW1AGylITuZJnj8zLXocMPoNsucu0xr+1KolyBHGzjj6rwFbrt/b62yxzWMiEfwAewqfpInTYA+2pOm31Ylj2uG/rDCw85oD+oZdtUC6AB+AE2rOaFafllu/iyGlt4lYTv9mhDqjf6sUcedB5lggYavmqjfWAsNNpsl4FkEtguGxOOK4kBsF0CbTsUlbKSbJcyMkBIpb5qPA4B2qADyvAD+8AB2yUgSqJPDZ496rGdFu3rIHDIgw/QR0m2i5zaDh1dWibbRcayWjLk2KPvyLJdYqLzpMpru7TWF1oWMYvZHhcbfMSRvMJ2sY26bWEbdioJGykD6NgBX5rKQqYdOjR00Q6NcaMPdOoV9LNd/Kjttovv9pjXPrb37VISMtC1mttOi/KwGordVKpcbGCjILddeGi3LWjoQR42k9c25NNGnNjIaINGnZy+0GwX+6ApCTqgb+1nu/iW5v2P7dLPPmyTPdarbK0ke5Rju1DtMadij2X7cI5dtosubLLHdiXRBtBFvoo0l1gRRwAPMbJdfKFc5dmG/RzYLry2SxvykQPoT/0oCmO+bJexpD3V89pf9cODTEAZOqDfNwLbh+z9evraY5/Ka7sU7cN5IS6/7LFNIg/yEqcku8n3EEjOaxoYcknQ50WIC8iLL75YY0qfcOhGgISlyDKGi7wh7uYSj9g4L2mLvOwTnzYvyJjC3sB4lHmbF8EuLzYz/jIv/bhUOpWLCU+melUOUD94hzvpmT/3PPHvPO4uJF4oZ+sntMjL6c5eNLcTtXmxHJpOSnk/d6uhoCu52k4cahYY2rRqIn+SC8+5msi+Wu//8Ef1o49/ou5893uVv8DiAuD602e0lgtJwZ/+o/86lLxSmyduG8ePq49Zi2BIv1NnN3Xrb/nb5XLrxfm1/v4Peohe8Csv1Z5atbONHDy35MmaNk5cInXTYCK1S1/ywj0s0ceXRWytKL7F5wGfA3WzyFnPhYXlbr38Z93/9ftuq6c941niDzDwcy2XPfP5IvYNubjbVUyUbTHebTu+kPOCcSIXj8fiB/9oPH8F1nUTbedSa3ee/a6Jje1Mr3jla/WDt7+TnvVzv6AzW3vlIvVsBmjuRs6hQPFlEZv3hsiPndT7tI1o1adtiG99aMSpD89u3v33epeLpbVcmB7Lpe3lV18n/o2//9///X168a+9XDe5+TeJSyVH/pC+bfJrr71Ok9k0/jjAqwyKyStSz2eRgTl58SXqE3vGvk3cr88F82U5ED/v+b+k2+aS++k/8yx9IHNhCM/JHGCO5XDPYW+WQ1TTTuS2K1DTCv2glyPzMKBXjLytmqYT/+D+dbkkSKhyTt0Qf/10uzvdTS/MxfF1p7c0ycGW+X/zW966jNHOzrZudtOb6MzpU5KGJZKVj0NyqCN29vZ01dXXlHo3nSWOkhMf/p004uzM+Sb0oWnSlj7xgcvKDKu62Uw7uXSZ5HD21Vw2POZxT9BLfv3lOnGTm6nH78RKTaeKoYxfGwWtBjclP33mrE6fOa1ipaW2CT0xV9b/ABKn44nnbg6LMUxt1m2+dGkuTvkrrbvd6z76zRwi54N1q2/65hxiL8kBVNqOXVzYNO1UTTeOgWI7ekGN/zy6WHe1Tht8brF7orUc7AdPImOmj3zsE3rggx+qH7j9HfWbubDr3erWt/lmMc7I2dre0bGLLxbvF2Aj+5OSbOf7G/8M6Uesj+Vysc0FCZdOr3ndG/R9t719+eGDeX9me0/YNzQTsdb2eok52mU97WVv7AdrH2o0gIxJH9v7+DUQn8R0Ixf5l2YMH/boH80l8tOy/tMvfIwPByN82dzcFOu+67pyIJtl/L9xr/4cemSylKUaUW3T5luyY2/ok/jy5re+VZ/LjwCTzFvtJ6c0YpATh7GKP03TaG93R9/yzbfRd/7L79CQi4WdrTO6VS5Gvufff3cOYpuadK0WORTblu0SB7kpeZv5xT6xk3bWwtXXXKc/eP3r1bF22qYc5iaTiYibkshtq4lefY1kN2qKjxZzs5us5XJt0PW5SNzZy97qLutyxHzoMvfbsQ49Y1zmReYB6+Pa609r/dgJsY5YTze9+S0zpz+pB/7IQ/XiX/11nbzkZmoyb67I/skFUJtnTTvdkLKWh6aTsi8Mkckzkb8my2NBs7Vj0ddE5KTInkW+wwf4AUBJsTzfQ8CHfFClzRMzxsBNo8l0FnnrwYa41J1m/0TvQp3Y64fEuaCdasgzBR27Wbxf/spl2ioX0BPJsSWy+EGD8sbxE/ryV68ol6Vr+YHL8W/Cjwexm7xvutH+jBXPuy4/KgyJ3Rcv/ao++ZnPRZ6ShuD8H8YSH9pJlzBlXeztqstYT+PLtdfdkH1ooS77c5M4Pue5zy/Pv+e/6MX67Be/LNbcdsZwHv9Yh30zKT+67S6cZ0OnCNSgNuWmYIhdCbQGT6T4r8QBcNG2lRvVhSYaLyQv0gdygco/0fIDeT49+3m/lPeYJuLWciG7pSbjw6X6HgNYRmLQsHrRNehw/fyun0NFxjnEfUKEKnAQWjSmZg1WLsav00UX30T8GMV43/QW3yS1a3rxr/2Gbn+nu+qZz36uPvWZL4j3nUtudiupm2lzd65tHv6JA/EAfeYm87OPT5kWWQtRpMRusLIEpLS38b3LHBhC38kzpc16uvSrl+lNb3mbHvbIR+tJT3mqrrj6WjFXppkjZ/Iu1mXe9f2QfWBb/MUaPy7xLgqGPKOk0Scl2VLTWLaTNwW2RbJd6k0z0pVkj20pnhNz20WOPebwgCFjRQ6QZY/tR8urdduwF9B/FYW48rXaZo/9Ks128aFtW4GqQ8tU+aja1l7eL1gfgDIxo41+AP4+78Dktou/tFMHlOGzLfpCm2R9dV32hPSj7ypopw85oEw7fcltH7LbHnXaFqn2IQe7uaynH8Df6XRa+sNLGzR7tA0e+tAGqJPDh//YjC87ubQElOGnjTJ+0QdQJ7e9H29o+EEc6YducgAvbRXQlEQf+8A36BX0CUt5htEPOvzItcc+8ECHz3YZH9vFJnhp10qiDr9t4S++I9s+6As7PAAZwDbk/TVQ5cBzFIVx+QWf7WJP5cN+ZKKX9kqvuZJsF1/gq7BHWpr37aC8Ctv7Vdv7cwE96FOS7SI7xf0PuvcrKwXoFfbYr9bJm8pruxYP5baL86tOaCVhGIIgwWN737hKp40yvBXUAcG0DUsJCgXb+zJwGsBru9hij+30VZI91lM8JIO6bbJzgDxAA3m1q+bQgT1ONBYP/gH0ktMOP/0pQwN2HjzZRGmugTvyAAAQAElEQVRjktpjvfIgq8pgsbFA8RF+ZNmjzZThtcf+9kivvLbLyx9122Ix0Ad56IIOoFG3XeKKjegHtY12YJtsH9WmSoAfWgX+Icd2kW0f5Ku81Q7bRVRtw2bspW57f3yRTxvygT36Cq/tsjDQS/xqX9v7NtT++Kok6hXYUkHfNO/3ow4qjf7AHmVTrrC9b689lrHJPuDVMq3KXJKKzkqvtKM5NldbbRe/bRe9xKX2r7mOJHu0xT7IYYEfUF6F7VK1D+cQ4QeUbRf7V2NhjzTbsHxDsF3kfUOdwmw73+PHPiiPFF1Qpp3tD+QFLpySxv62lY+UF6/yn0nm/YtxIN6T6SQPtCEtUtN2JZeyPgOdJxEfyOT8+q4IZo4Qx7Zrs373NMnLxpCXDeY7Y21e4CJ7nrdM/vLo5CU31VXXXK973/+BevgjHyv+gqHLy6PzonkslxccSge16uNHfQHlwMjL5aDRtpJHtyJbeYEMqwD8atpctCxyyJmH1pVLjotucnOdzGXT2Vyavv2d7xF/jfS7r/z98pdxXBrwIiy3kp3PAXQk4ecsl5qDm7xQ7xU9a8eO6/Irry7/OeyTn/pTQsdt/vbfTVufw5J101vcUlxwnT57NgcTa1ATOP4p9SWG5OyxATqSje2hj2X4rWkOXBclfrs5jDgv2ju5wXjGM58j/n0+LtUS4vh7ssj38qXTtuY5pE8z1vyfFFFGBy9V8Kytb8SX3dhiMTaf/fyX9PgnPaW83F+Vw/nGiYtyIJyLCzMOiLMcCJu2i8xeu7k4mue00MdOJSaSJbDEQB766HNTDhYbx0+KS98zWzvazHgQG0Uel4RPy2Xqwx/9WPGfTO/18TeHWjWtGNdpDomIG+UPOpyG4nOXC41rcpAcmlabuezpM6Z/8rZ36C53u2c5GKGTQ9M0862ZTLWTg9HZXIaTFx8iFMmr4K99qJMDyquQ43NgN5G3J/4a9iY3u3kZ983dhW56q9toay494rGPF/+233WnNzXLpfdWfC9/AZm+uztbmk07OV7EhOUnclMaQlVAzuXmTg4JxMNNp53Mg17SbsZgyLzikOqMO7y7GZshbfhlO5dQu1pkMnFw/Omffabe+KY3q8tc3tzezTq4ifaYPInbsNRFP9ZdweDSlzJyu65TG17b6vODRm6BNGTNT3O5yV9oEWN8JMaves1rdc/73L/8tRbzlbF3N9W1N5zWDbnQ5C+W+T9giAvx3ucAOyqwrZbJsQfgNyAezFcuJvg3OG9569vkMPx5PfHJPyHW/Kc+83ltxV/m/M1vcSt96fNf0LETx9XlkBS3ZY8xT9gOlal/LQxh6DMHmNOnzm7ptbl8/JGHPkJXZq+b5TKFQ/JFueztMqf3emk7B+o+Y9ZEN/22cykTEUoAkln8b8i3gFs5svknEzayfrhUuvmtv0lcID3neb+gn3nWc+TJVMeyF3HxOMtlY9M0Ops9R0mLxUJt5kWKf2EfRzM28M4zyVqeZ+5u58D4B3/4ejH2a7kA3vc3vBI9gPYTfqzzn+vmUPhv//W/1vFj65pNWvW5SNrb3da/+65/q4tOnEhP5vu2+KviedbLdDrVPJdnyJ9HGbmbNuM+zbxflL+AvCyX5E1oPBt5T6WP7czvvhymmfP7htxIYcikXN7ZjOshetHDuHWTqfrBxdeYUPbbPpayJks9bT1jnMnB/GWM149tSNkbnb2efxvyIQ9/hD780Y9pIxeH7HHzoSkXY93sWC6rtsvzZt4rOoZMI6vJOkU/frEv7CYGjo428rYSw82t7cJHH9aFZB1NDocC/JpkrjZNk5riy1D0zLOnDB73aDfZw9DZJm8ncsAeUJA1f+LkRWKddolF27aJ61xd8p49JIpZy4vBYo6racUeiczdzBVixLgtYuPgJnJ6NZHJ8xdan/5DsPrhOUe90udZB9OMySL5ZOnLqfwI6abRseMndJOb3VIf/cSndLd73ls/+fSf0XX58erYiYt1i1v9LTkxm2TttpNZ/G/KXr+V+YttfWyKsyUefT+oAn8SHoWkIX5x2b2WsbtZfnzqsgayBYjn6Yn8EDeZbeQy7fry78DePhd5v/vq1+qSm90iz+SbiLGZZa/GD8d3fDqK6utR+oXq9AGHedCySqGeeZHPPONws1yE4y/P2jzexH/B8qgffVx+RH6uvnLZleIH0+P5EXChRqfObGreW+sbJzTLj6ND5omw304MR5TYKMKDPmrRVpCvITRlHgyRxbxYz/52US7eeYbszQc97xdfoIc94tHl/yTNzLXMv8kk6yxCuXzEt9OnT2uSC+f19TW5iZ58FO1RlTEZCqjDC80uDBTPC3tshx/AZI+0JvMI2JZtmgrg6/N8JC+ElS/7gK9ts44CZAD7oI2+FbYPyV8RV4qVj7wQll+2hVygJNpZC/PsC4AydqapfGzv89vOel2IdvrZY5s95shkj6QNHiVBW62HJHyEjzb4drOGqm5otAPK9ugndfrAR58qk9x2sVFJ2G87JQl+ZFR++k6z9pFFv708FwB96AC98kODx3aJs+2iA5nQAXJ3sofCC70CGbUdHsq2iz3wQgPQgZbJdnlG0QYJOQAebCdO6MBOO2tnGOcuPPi1vr5Ot+V8LsXyZY8+ULFNts9DX2CP8igjnxygG5sBdkG7EOBHQc0pV9ijDnu0AXnwIa/qpF5hez/29kEZ/qOwx3biQ5vtMl5KQh66KkIqcuGjTDugDFbL1FdBG1ilUYYGGiqrsL1aLYtn1RCMANCYjOQIsl2MtF36Q2cQ4LVHGnzQyWGijUBSZsIA2uwDfuoAHvjtsc32fsC0TKuyIdFvkodmDTI0AB+2Yb89yoMX0AaP7UPy7bGODUqCD3vtcZJQRyZ5mkssyPk3CmznRfdY+XWJdv56gDYWQO0DvZZpA9DsA/nUsZE2e1yg1PEPUKZtlpdpFhhlbEQubbb37aJOOzEA8CAf0EYOjTJ89tiXOqg04kEdXvpQZ0ztA7uxoeqg32o7bfS3TVOJOTKoQEcmvjGOtU5/eJBpj/1W+elTeelnuzwIsBE6fW2XuY1++iLTHmnwQUMv/JSBfaCr1u0Dmj2Wax/bxR/qqzbVsu398bAtku1Cs8ccu7CHPtgDkAcYY+iAegVygD3KsA/ntB2FfZjHPqjDi+xVPdCIY6XZIz90aMSV8aH+9cIeZdj+ervcKJ89yrDHfJXRdolxvkZyecnyWF75buCT8z/JdnnYLfJW37SdpNBDI897MtnyFU1HEnNqyEXYrDxQiaPt8kAb8usyY5tqaWM853lhPctL6ILDisrL9B+/6S3l34t63RvepEtufivNh1blP0nOC+SZHNw3N7fKL7G2y5zmwTvkYcv+omIVD95F7Oqjd1GgHOeUtqZtxaHEkdXHJw5x/PXHFhdNuXj4lm/9e8r5Tjec3tIjH/s4Pfvnn6eTuZjkMmRwI0WnzpscqtXmEHL9DaekphUHkTaHiLNbu3riU35CL/nVX88h5mRsHsRF1SwvBLxAX33NtTqVl+D1HLBV0lC+sdfxS3kx1RB/Er+2kdrYcIBGzv8YO0AsrrrqqnLxN81lz3RtpksuuYk+9alP6973uY/+6I1vFIf6yWxaxojDrSJvkQPeIvLBsePHxH8Wv4jupm11+uwZOflFOTS8413v1mMf9zi95KW/Kjetjp08GTlr4vBz5VVX5yC0o93dvew/ia6bMs6sYdvioO/IPISMiZLSLOx3+pw9u5l4nEmLczA5FtkbIq7dZFoOMC//rVfohx/0EF117fVa5IDdZCwlqxyWy+RUkoNzP9uxjUMiB7qvXnGV7v/AB+tBD364LrviGvVuxWFo3ityrcGdOBhz4Y2OmJ6hyJzK4TQFVaz6cz5abZcGMUenecm98qprcsF2Sidz8T2PnuvObOuWt/lW/eKLXiL+z0XmarSbtYFP0+lE890dTXOBH6vOdSquMmOG5Er8djKXh/QfEpMsX6npQo4vmZust0VOtQ7zlHeFptVuXpIV3n4xaGtzR8/9+V/Qq171al2ci+wTJy7W9TeciS29dtMPmbLjifaRs1zW2JC61WSvQAdjHqKIx5C5JZikHDjPioM0seXw+fO/8Et66CMelQPil9RO1uRuqkXGoctF8VoOpI68s7kEOZs130fGkLUwJP5AKYMaX/KuaVTXRhN9lGtuW23kn8oeshtft3M6vvr6Uzn4Hhfj/MY/eYvufb/76/Nf+rLQe8VVV+rWucTb2t5RlwPqbg5CtuP+CCXZzvfX+7HYE6689jr9xm+/Qo/5sceJuXjrv/UtZe5dee0NOpO9YjcTED4O5G7brMXdxH5PXTeRE4MmE9HxHX8pN7IoK4n9FezE1suvuFK3/KZblzX6ohe/WM9/wQu1ngsrDkWnTmXuZe12uQzi/exELuXOnDkTCX+xn3kOuuzlcVHdZKqPf+KTev8HPhi7j6nPnFV8BcxDqoMOp0n82YvvJ08c13/83/5D1s2ulL3z2Ma6trc29Xe/9Vv1T77tf9bO9paYG8wnhpA49Ilp0zSJ9a6cuDeZe0P0Taaz7DuX6a1vf7sm02kuKyZiLmAr2nnuE3Pspn4hOLaon0v5wWcx35Oy5zamOhe221bTtLK9gkatM8pZF332uzY/Mp3JjzOsofyGoLU8Ry79ymX6sSc8UZ/57Oc1wBd+fjhRfODSnX/Tdj2X3PPM+77PWh1GKKltG3XZW8hjkJrGmkw6kWwv96yZpvEd2oVgW8RhkTU6D/ayh80zn/eyEc0T3zl5xpjYgUV4VkFf4qnEZbGMUdc16lrHtIX4TwCbphFpOzGwG9kWc7plzJpWbXx26IvoWkR+H719fJ6zf8Vv+kZYsiFQ5tVBvpN9diPP4c3NzfKOMcnYY0+XtddNJ3rZb/yG7v+AB+l9H/iQuGhzO0l/q/xFe+Tv5Pkyj88837Gzy3ycZJ9F0Xye8Y4tjm8VjaI7dWFXije76c0zT3d0+WVX6EzeiyCX+EV2E11dxn4jP/hdmvb7xQ5+0Ex41UTHxvHsY/EfXfQjty1nPCl/PbBd2BiHikLIlz22pXjkM9KHLMhJ4nX11deIZ2ab/fzTn/tCeVbzT9tccdW1WjuWi8Zc0g55Pu0yed1kfm0kCtYN2Yv3dQ5D2dOcvIk2MKoPPf40baM8icX4lkvcppHbVtded30Zj6ad5se3PvvfbfSO97xPd77bPfT6P36TeIeZTmb78wh9yDie2J3dPBtNkY87IFbR3mfMKqiDMJYPZVAqX8cXvBWV3bZsq4kP2HI+VP3kN9bfHteePcqzrdVku+jQMiGHIjlANrrJoWMPOajt7AGz2UyAMvO7Tdzhod9qH9vFL9oAbfDDN88eQB2gk7rtYt9kMinyyZUEP/rtUR76kEMOnf7kyAp70WmbYoF9UEYmdsOPTp59AFn4xFpHXumYL/iSiXb6kaMbGry0c5ENoGGDPeqjDRqwXXzDF/qhW0nI7dXBEQAAEABJREFUA/Ci13bRhZ2ANnuUpyR7LMMPQir+kgNotrOfd/v6kAsd2+CxLfIK2rCLHH3QKcOHrwAadlNGDoCngnawWqd/BfyAOnyrOeUKeGjHHkAZGnpB5SOnjXwV9Fm14Xw80AD9kE0ZUCZWlNG1Ggtkwk9O+yqgV6zSz1fO+9qwT6fTfiUFhK/SMAgjAHScIwdhP/ShL6APWOWhXGnwAGSRV1DHefgAfQBKoNMOL/VKp17plAG8gAlOG/zYT0CZ0PRFPqhlcvgAZeRQph98lKHRBo286kBPbUMHOmkDlY4MyvDSH0BD7ioqT+1LnXZ4ax90o4c2yujDL3igAfoAyrQjr+b0AbSTV9AfrNYpwwdoQy+yAL4gEx3wgcpHDh1AB/SveS3Tjiz48Q/5vNhChwcaoIwuXrLYJGsdWgUyiAM6KFfAiwyAfGTTBh+gDioNebVOjn2rvtIOoNMOqFcgE1mrgIf60bZaJ6/ARsrwYztl+iMfGuVVQAPwkdNGXgG9Alot1xzaKqpOaMiqoF5BX/gAcSWHBirPjeXIo63y1hzanwbn638+2oFsHmBAhx5cWibsA4wDB9LTOZTy4B1klRe9sWtezZYdjmT0Zb7M1tbyYrkuxg1AZ850XVteGqF1eakv3d3o+PETeWmd6dW//1rd934/rM994cv65m/9O7ry6uvEZQx/ZXAmlyNcpm3kwNU2jXhp5wDJQS7vpOKvWVRe5hextk/7mDuvqsrBb0jbDr9q5lAy2GqjnwsJN63cTtRN18vlQ5sX1Jvd8lblLyh+6unP0HOe+zzd5Ga30F4Ob7LzOYBIQ76AnII1D9/4Aj6V3In/tPe3X/HKFCeara2Xy7V5bCCuPNQ5QN7kkku0lUNPE/kjBjUe0cbV/bK0T3dGAYw+53U8/vEXjCdzsTDLS+IiOvL+LkfAdg5W1+Xl/JnPerb++I1vio09Ucnlxo7aHPCwZZED31YO6VGhJge+E5Gzub0tuSkv7q97wxv0mMc+Vh/+8Edy+LqF8OWKK6/SDbnM4AXsxIkTsS0WRSnjuyj6h7xQNWoby5YYB1D9OchV2hexYZqDHrKQuZ3Ln+uvv15buYRq2k4X3eSmwc3KX4899OGP1BW59NzNCWya+dbnkFmECEU6T7K4lN04flJ/8Lr/P2/vAWjLTZyPf5+0u6fc8rorGDdMNS202HQCoabSQw8QWui9J0DozeCG6RB66AYDptcUAoSeEIjBxvWV20/b3f/3ae/ee97zsw0kv7985kgajWZGo5FWmj3v+lw86tGPxSc+9WmN5VDNbYVDDz8SuebHgS+D5dnnRzosT3SZNfvW1m2u0UpanUBD3C+fbnM5yOKj4SAFDLZs2wowKiCnYLqCCkG+519Bxu5M+ifZ/uXG7PwWVJrTIMZFnmGsvnIJycAVJGKiy28IMXmG+XsMteavoto0hq6C0g5A+n/CIOYaRq14SIlZBfs6ujx+8hOfxEc+8lH0e7Ooa2JpaQXHHXdNUH5cSU+Ilypo8tDkoclJjbKuMZDP1MorBR6dU+WoMRBEry++0m/f0nL6G4+vfPVrUtDXl3kH/nNdsLV8sKqg6Fj65tK302sC0JX41LIHBJKENndZ7OV7RpX+SmC8oW2zDoPhCFsUkA9ZjpH4b9u+Uz7Rw/LqADNz8+lvlz38kY/EjxX46vZmMNIluaf9xjk0PkwlklO1qy7aS4YKDr/7Pe/Da153SvpV6dLKALv3LcB7T1/yIdtMashTCKoM+Yh9UENXUChPl3IdYhFkgyBk0Exv2gFwEKvUupsTL/v6rxRMdT4nX3rTqacqsPwpHHr1qyNozpb00sPrbCL/dv2qR/D/hoJTbK27132lSz8Z8MUvfQneg2JeYCzfBjyjuMLkcSxov7jBiSfiWifIb2Wf4doaOkUG2yrX8+f2t78dKKG51tRAbZZXat9xX8agZVGrXQRgkpnlhV6sDPC5z38eIwU37Q+2mcsxRgTZMtel2TpfoWJqSOtAgqm5yyI1l6WmroT9k5rLNLKUA6TbpYfqAeupRtIHDIhZoXVTQctSvjvE6045Bd/7/n9gVvNead3OzW+VP2/RS5kRCu0p23cdkvzMnGIQb0paWp8Vsih+1kdeV+RRYxzAz1SRJN38jHLAlu68H9Sg7DuN8kumUusKasllt47Wb14UyLW3GIJsFWWzTBBjQJAuUdDmQ+1xXuOV5oPSJ2rwQfYKKpd6dvv5lmVROo5AErMzM8iyDLXs5LyU71vPuqoRJcNzYv0Jws9XKJm2BVXTx3WRJF5D7T0dPT8ZAtbkHztlu4n4vvWtb8NLXvoP2Kf1WmqMHn2mfWRFNLNzc0keKUkCKQTL9n6tISCh1Ceq4PrBgLKl7VzL933GmddcFrLbRH5veZ7z/uwW+F9QLGrfmFEg8syz3ornPv8FyHRm8UsaUJwFJNO4SEo2Va7XQdlv+Uk2WaedLq+jDsgkQ7IAjUJ5zagg7ffxxCc/Ff6bng48zm3djmW9XPSzXNMF2870fl7YXnOzM4DmugVxMrcEchFoZLAeIURQY3TZe6OmWmwCKHxfNss6neTrFQJGOhuUWg8LCuY++znPwzvf9e7Ew4Fe65HJd7yeB3ohUVs22lRrNuq2kvrUUtpgJKnxquC659k5uYlTE0gmcNntzk1rcN1ANjRRvmogabINIJl4kE0+0V5tsJ+3fMimLchf245kgyPZovbjYyTJDZx1MT/zdu52A9nQmLf1a9tNb2hp3O6y7eky2fQzznTm6ZzUrK7bkWxo3GY69/O4DKZtwW0Gt5vWeJJGpXkxrgXraB2ck9wYH9nINW+ywbd05mdmbjMfkvLNDLn2dPNxm8ft/b6lNZ33FeNJmgTubyCZ5Fpf7yPmY3r3dR9DS2cdTOe6+btMEm0OJfdzf9OYl9uMc914kknXoih0/pskm5Dc4GE6807rDEjtyjY+5mUwL/MmudFGMo3F7eZDNnXTGmdC92nB+GkwTQumNZB0lvimgr5aGvNx2Tycqynp67LbXG+BbPi0defW0dD2d79pML5tNz3JpId5e67dPo132f2d/zZANvwOpCUbfDiwwXWSzvYDK0QyKecGkrCCrcOQjUNbOQPJNOEuG6BEbvY3zuABkrycg4s8fSw3FfTV0ruPwXWSSQ5JHJjcbjBtC66bZ6u76waSaTxug5JxnhjXXXZ/kkkWlIy3g7vNQDK1ma/boOQ+XiDO7exenLZX2884192H3NSf5Iad3Zdk4o31RDa29sI1f5LN20ltECaxfC8w6+UyucnPOENLZ12sg+mMcxvJJM+8Xcd6crkFkokGSiRTmWz0ss6mM0+Dx9fKcJvB7SThRDL1h5LxbbuqyQ6eBwPJVG/bzZdsZLqfZZFMB5227n7m47aW3nUDySSX5MaiJgkn97ccg+vk/ni3k5s4101ncNnQlp2TTP41rUNLA6crAMu37gaXDSSTHexPZFMmN3OzMm+D6Q0uG28g6SzxIJuyEaZpoe3juttIbtgKSsabRsWND8nE02NsYaPxSgokUyvZ5KnyO3yRTHLbLiRTkeR+eCOtt3MDSWcNpDIPoKfa7BvK9Ln44ovh/xkJ2eAB59gv+YhmmEbaTjO6GBgs39DOZ8vBftrOp+n8q8FzPvc5POOZz8KsAl9ZXuA3ess/o4szdchfG40Rtd59YRwpwFHpIOZfO/UVeDL4F1HLSwvSsIKDWtSFJbBSvUzQlNWmk6wDGZZf6qA/0aVg7AO+DkXUIXD7jl26uM3jV7++ALsOOxz9uTm88dTT8a5/fC9M24yzhm6PgI6o+tr4CCsMFXjtp3ysw+/Z55yTfvmY6YJwyKGHY6gAyCGHHJJ8y79C8th9GVvYtxe9bke61hsgVRVoqBNESYniWlc6YBwAVHAV67C0uIBcF7Sozv4lkLqlT9DhdNv27fjud7+Lj3z0I+mfXpa6VBkPzW+IlgD0+32sKBA6UZsvX76cz87O4qtf+ype8cpX4oLf/AaFDjru5/nbLp4OeK6ureiyu4JCc9TJc/iiVeuCW07G8GVS6iDXV5oXlAgJKo1NoHFxHdwHugi431hB0zzPsGXLlvSL+lJzBQYs6hLjf+791a9/E8/SpcK/9Cl1C/H4ao1W9w2gdTRguqgL0Br8N6JOO+PN+MV5v8KWbTswUJCpVMfL9irYLRkrCnb6nyH7nyCGmCloNqMLdA7/giVIz0y+NQ1Rtm/B+LZ8YE71K3Wx9nOQGocvlGMJzvIu/D/eWRuXmN8u/9uyDae9+Sx86J8+gq0OlpHwvHaKHFecmgGTTAFOQNI0JkhOKT+vVZ9obFH1TBBkpPFgBMpuM5pzvV3A97/7Pfzju/8RvaIrHyoE9seI8877tQ7XQAgREB/zqmHvp6xBlQiygUqyfIH3mvdFOhAwmBJeY+Jx0cWX4qX/8HK89/0fSIF9B008p1IPy7K9bZ7r4u11ubS8koINEp7OTJFAJqnTEOUvLVD2nYYgHzS43Tp0e11ctmcvBgoE9mfm4EDnkvw91/pkyOBg3ZKCo4985KNwiYLbUllrZVW2KJBl+cY4SSmikf+un4989OMa94cQ8gIDzffc1m1wUGFN+5tfWvSkUyZdPPahcOafi9Y2sW09/uDxKrIRvYZUdp2yCeRfudZLqbV76aWXYE7r1uvT/lboUh5ixOlnnIG92te976wpcGL+WZZpjCtp7bv+/yvYkaYEkkznhhADfnX+r/HVr34NHb0UAAi5Ki6fPA+GpsVjjzHizne6MzpFAe89ufZDByEL7Uu1/OHWtzoZ1zjqqHSGNK191XtZCAGV/Nf2kFm13ku7LGx7w3e/9329fPlBEpSLl+kN7lNIFrmpRyI6yFcMALVfdPIIz6UURC5kpoqfYZDgWu3Gu2yopXOzv1cgiYGeIZ5PhqjAaKV94p+0p38Muw49FNAYMuniQM+qXt4UCp77F7x79i6k4GQt/lHyvCZLPUMrQaZ6IZtRzt5VX69ytwcAMQS47L3PfZH8TA1THwpncFuWRakQkp61+Hk+hgro2ddWV9dEUmlIpexcphwaa7X+PHNuPkUehR4jI9ARv2oyArSus1AnXdRR5hmrXGMyHsFBuyB9/HKnsVWt9omeRZn0UIPG7JeTQwU3VbvST6Z59fPPQakom1j/PXv24BOf+ATOPPNMGLeq/cLritRc6CyyTS8PobGaf5Fn2idikmtdyvXnnwYsfaE5r9HuXRolgtYsN6BOOjsQZz5rehloyGSDXHqNFYDdp71pdn4b5rVv+F9v5Hph8/FPng0H1/K8I7khAUCQKsN5A/gdkufO5M4NLlNfBmXi6u91EFKPE3kBEGKEX3Z8/z9+iGc++7n4z5//At7TSvUY6jnrs4RtWGtOPK6iyCEzao8fNvNIIGhvM7R2STbSGqD6qEk+JLm1geqrMTKoQpTaIOzrfmY4aBxijqH2+bktWxWILDGU/V6qAPInP/kp9aNesqD4iCgAABAASURBVPW1B0xSkHlRL1F37twpPpsf0vz3h0r7A0kErwtBrXk3QMm4tqxqkkHSxQRuI7mBJ5nw/nKbwTxsnysCkhv93c/gftM5uUlD0k2pTypMfZFMeJIJaz4kEy4h1r9IpvFap5FewNgPW/C+6X5QIqnv5mNcC7aZy24xPcnEz3iD+WZZtoEzjeV47ZFMa46UN8j2UDIv93NOMunrsumdi2S/D9nQGGnepjFYZkfPRcsnKV8Yw+vMc2BakkknklredWp3PyiRTG1QMk/Ltk4uk9Ryr2Bcy9t4t5s3SfXa/BhPMvEzf4Nx7u/cdZLJDlBy3aBiGjvJ1Ne8oeS26X7GG9SU9HK7wfUDwfhpsA4G40gmeS4b3Nd8DS63Mt12MHC76RLoq6Uxvi2bl+sGlw2Wb/s5V7eNT9tnOnej685bcP3KwLIMpvF8uZ/rBpfJZtwuXxWQDS3J5DPmSW7ivK/pAIArhFKbZK2TsKGalJjoENjioOQ3zK2SZm4lnZNMDtLWoUQ2glVME28Dup0kfGAxmBfZ0NnYbje/NnfZYB5kQ0c2uXEGks4SeEG1fIPwtRZtqUPGRJtvu6gP5OeO1s2T7LJzg3HWw+A+1tUbT1u2LIPxxrnNfTyOpANDWoSW6/aWzjIMxhlIJscmaXSyo2nNxwjTmK8f8J1OIVqI70Q2zBGC+9Q6LI4RVW6Behy2YJwf6EknPSBDCMk5Ss1vCyK3qDRPlmfwuA0uG0zgvt642o3KeOtmOreThHU3kEz8Wlua1mXnJKV7gJP7mofbOtoQ3T7WwcW5wW0kdUHoaZyTjY3QMjJdkK27x9HyMU+3WVf3N1/zsC8YTzKN320kGz30IK10cVGDDgBEDCGBrduC+ZHqCyXlaSLW8zqh1tvWy5ZlcD/LElrsa7T8VEll41uwrqY3uGxIPDRvpXzZ+BZ4ud4QyzrZPMnTmJwbWv5teTp32WD7OTctyWQXUlIExrvdNvK+4D3B4LLxBED6G1eeDiBx1Ycq59Mda1UMytC2tXSuu61WSwPyZxjcgoSFkmsGCAMllymbtCBrCQuQTd/K+tvOQDrM+QJu8D/F9fij1lfTtwLTobmRbr7qkvbUGOzTdQqm+RBPNq3B+BoYD8coshyZDocTrb+aEVT9O7rcvejvXwofqtdE05udQ0eBEa818/avMb3mHLAxfcyLpONAlzH7dgzURS7KCpBuNVRV7jLWE0GKRgf5IF0M5m3fMoHHJ/XEs4KDoYcedgT89w39TyQhXV/7hjem/6tinWzlHoYa1OKjiglq6PKRp1+mrK4NUelU/oZTToUPwp1uH5ddtgf2laWFJWQhw0xvBqsKsNiH5mZm4UuyCKDbE+gDtyAoyBB1SWugQpsHHcaj5AYBSXg81LhyBW5sk4meYSFmmGhNM0Rksteq3vIfcvhh+OGPfij8BL4AOOCIqob3Bij5j/13ZfdtCsTuXVxCtz+Ln/7Xz+G5Of+CixCzIkGQTWrJHel5OdChtJYlHNQYKmhYSu+oS5P5R02EbVRpP6vKsQKOdYJNP6oltdqAmZm+1Kkw0sUS4k+GdOH2xUJqKmgzgQM1eacL6/jVb3wLL3/VqzGuiT2Ly6hEX4FpVswZKdVI8oTdvm2rDpkZ9ingm8sXYp4JS1A+mInnWHuMcwfBHfiwj64pUON563T17IkBFCAQCGKuRUkqFxdsgOuqqaEWVNLJF7Cqpp5ZHdjvBgoO+HmZfpGouVpVULXIO/DlNpMunseXv/JVKVjq9ZACpbpM1eJXN+zTKCVlY2xGB/mAnyGVdJnouW+/tnqFxllkGdaWl5GLpis/cVteFOnCeJGCbf/4/vfjoksvRRUiGDOMpZdtMDe7BVF1Q4VKHmmolTdQS0AleRDYLLUCCs5Jgho7xK9CTL9kXtUY3nTGmTj3y19BVz5vmzjoSNF0e33Zp5BvVloClfaQbvqFU1Bbqb0CSpTujBFoBAhTQ2LgGZcTIwpvCMpDCEBqDNLMFAEO7PnvIAbxdJCGynv9GVQMSS41zpoxrf2Xv+JVGMi3Z+fmtS+U6bmL/0WSpvj4pz6NoYLOFSLmFGhO60cBmlzzMx4NsLqyhFrrJFNAKrP60lxDgbX3L8BqyxcewqeycjmAsDU8n/YpVXCYXp6srKxgKf3KcV5+tQbvmT/62c/x3g99BMNJnYK/y6LJNOaxxhlsKz0fzNs8NsCCDBsIqvT7gLppJEiAJmn9tPIsgoEKFEzAkOHHP/kZfqa9x3NUVmpl0Gg9+HXZNTX0OkGQ3kF7YqV949BdO3DSLW8O22us/WjLli0pwJpnUVavcc1jjsYJxx2LleUlBX/72l8GqMS5li7ei3PZQ1XY5yiZhlznsksViPr2v34Hq4MxCu3nUet1ojXi/ZbUDEmHZlCX/67XURMF0hzMW6/Kz0sE9TWUaguE6oBQyrkfGJfneZrnZT03vF5+oZcop7zpNGzbuQvtMyfIf62K/SHLMjASpZ4h1PiMI5SkUKW9zvVA2SXGJMvnG5KIGrfLtfbyTp7D+4dGCNsFV5bUV9OiPbxOoMlBjEHrOkev19G4KDkBMYRUJl3HRrkVMJI/VtIvhAj/0+kg+q6CbRPhsxgUPOppH88VgB3IHsCc1ihJ6U3xh+w6Sbmfa+ZjO4x0lwO4MYRaZShRkD41tMYn4ltgqH1qOCqxZdsufOXr38LLXvkajEpq/6iwfcdO2XqAZQUiC70AdcByRcHVrgLlK8J5DYbAZLNcPmd9o2xPeVllH3UukIWkewUIR2lF4QYKOg4FtezuvrZ70LjUHUG26OnMMNH+IbfTflXDL1GG0vVTZ38G9gP/3c/a42JIHKGy+6Ycm+n3KdXqZIB4SmkksKOlkrUPCEUP3/3hT/HM570I/33eBTji6kdrvYwwku39t1l9/rM+trn3HN9Lo3zPfk3pLFZwm2LN6ZwQxd/r2i+REshGtheENx1JMBJeuxPZLMjeIcuwqOfcRP5TiaH32L72+Ezr1X9/8gUv/gd87FOfgf/ubsg6suE8ev1Z7Nu3ILa1wL080hokBETQfhRChJP1jwwIoN0bcvSUuz5dNp3BeOdusx/GqL5BfWluNSrpXWrtl3puQr5QXyHU8s0cDY+IEAJIjV22qDxWAZmYJjy5WbYksqE1NqhsiCEghgZcd3wj03zEIN7uJN4QuA9JreMiybfsWvhS50vvE638WjoYZzDONAQRaBlR62sE942S4XZDpmdfrj2GACybpETWqrmepTGb3u1k0+Z+JjAv24Ok7FjBZx7DtPyWzrQd7ePOvUaHeu6almSSURSFSeG+I+0zpjHCurnNfS3Lurje1dp3Dqla6/nk56jHazu670j8NRAYSp3FrL95mB+5qa/HYp7m5/6W2eYkk73dr6eXSROtI+tnGo+jBfPwWMzbbaYxkExz5v4tf/OeBtO3YD5uc91l8zC4bh1Jgtwf3GZayyc324w/GJj/wcA8TO/c7R4buWmnVg/TtGC6aSCZ/Ivc1INsylBqeaqYPu5reeZt8Bjd4LLB5baPaQ3GXRGQm7KmacgGH8yAZGqzAAsnmYzqsh3Mudtc9sS1Stmx7LR2LtOQhNsMUHIfl0mqZr+r5XvyTtVIJhmMQVtojaEOSgatTB1mOsgdWFObSNPHehrMzzpYF8v0QckXyXaztUzTeSGYxpcl4ygudgiXgzYTO6bb8yxPE+Q+bnPetpuHZXgTMJiHweOutbEMdBHraJHm2uCN8wLzIdcyzcf9O3mBAOoQLU21QZFM8qBkGmVpo7AckmnhWzfrYH2ssxe/dXXZfbzw3I/k+uYw1KLK9VAbCl2LX2mJqezDXQjUvARAO0OMyqXHQAeDVT2UlnWpNv8QwoZsj8eb6FBvM21r6+Z2y81CTOMJkjBcG6T5dLt1sx9YZ9NGbagkQTJtgpZhOpJwMo03Wv8TEqNGOhiP5QNBunY097k2YeMrPYwyPUSNC5FgQAKNEkP1cTuUzHuiy7/tU2jzNlD4mZkZWJb1UhUemw/UkQFBYHr3dU66B3RYK5Ndjbfd3c/9bRNoYw1gesC67HG7naQzkJStIyyzkp0rPTwlCK2fywtS2QcDy7RfQcmylKV+UbYLIIwzjWW4bF0MxrluGe4D6VTrBFbLJ91mvOly2SGGgHbONP1pvkwDJZJpnK67T5IrepcN5kE2eowVsDdYrromPYPabEPTui/Z0FoP0xhnmlY/5ySbvutyvBtUshOcNA4fTAxR4099hfcBPoHKGx/RajDpUkUSIWY6EFfw30vzhTZmHYzGmseJLC7bUDIMMciyogcCPDU5gaDDTpRxAgH76UjBIU0iKPsV8p81XfZrrfF3v+99uqDNoqMHrddVjAE+SAftYEHMKF81uBwkz293Sl2eg/gerkDXTL8HP3jTnEt/aoxFlkN3IT1UC1R1AGKBX/z6Qvzdy16Fi/YuIOvPY8yYxgbpXUq3oINZPw8odSiYIKLK+lidEFXsgOJXgroYlPDe7P8b5GB1gLWVNV0w17C4tIrllQFG4yrJqyvC7STT2hjosG89WdeIwlU6UPlBveq9oDujYGJA3psD8j6e9Xwdqv/n18jyjngB9o1M9vW4R8MBPM5Stq80rvltO/HOd78Pv9QhvNubBWT/TtEFGTCr4OpENrbtu7q0WKZ5FWlvDYAMJFODmqe1pUWMVldQiv/yvj0qL2O4uoyJgom1bB1DgP22BjXGUubsYEn7VCa+zAsFGkoE5SsaTx0C1hTkOPk2t8Ls3Cy8Nyzt24dOlqOIGSr5TlR5KD9alA2DLnwLst0L//5lOO/8i2E75J2ZxN82ZywwkaMy5PYIjHUxyoqOLvQjTKS7zCkbTWD7SDQq4fzPiAe6rK3pAu39djIZJZpSbUPthyuDVWRFDsSIWBQAI4L4Z5nmWjlkW4SY5I3kU/Pbd+CjCuqc+bZ3or9lOyair9QeskIeTkzkP56jbpHpQlOiGg9wmAIUD37QA9KFeKyD4UhzXjGgjhmqkKGULccaSwWlIBCnWvqVopvUNSYazFg0lj/SPI6FN/jXraX6rQ00JumRFX2M6ogxMrAzJ91krypgoABGLv069iPtM7n4+aIV6wpR4qjRxSzgMgU8/DdIs/4sFhWUzxSws701bNnMWtZItmWTU7qR6l2LifSLGo99ktonHZgJ8qtcsoxbVvBldn4OywqErkiHt7z73fjyt76NaBmZ9NWaL8VroLaa4iehE9mKWZCNtO/ohlhJ2ZIVRtVYGksf4SjrLclPZ9PaH2MknxqLcGGtRJ3P4J3v/QA+/unPpoCx/6+1Q9mvL5lij4n82evAfhI1HxCyUnup51ye5SAjooPEINak11j7jwwAP5x8eau0T8QoDZSbD2NALV/w/jjUICh7e37UART/TDwzzQPEtwLly0DMu/rK0JVOn/7sZ/Htf/1XZJ2OxjFByCJK2ZIk7Asxyg9Vz/Mcfqa0YLzLUHJOEsbbcHwTAAAQAElEQVTt04uHy/YtIevOotbaWdN+Zrx/2VWEWut9hJmC2p8H4GSATqxhfD0egrJNr9tBHYih/K2W7BXtAWIs2xPQePQFaByGlZVVoSI8xpEuLSFE1MyRz+7Am9/9QVy8T/uIfLXT7adL4exMDxOtDXkPgHodlOnjMdTyzVrzUcvHflcQi/WPuEumWCV7Qb4DaV8rN/i5ONb+GWIubMT73v8h5J0+amYYS3aUnSfav4NsBwTUsn2RZchoO0EvZyYYD5Zxm5NugSMPOwSQvxfa+/wLtrn5eYz1sirKb2qdBe/953+iF0CFAlgrqGXn3mxf56sRYgx6zkwQZceO+lJ+M5EPIkR05BMfO/screMMg0mN4aRCoT0yxgxDrfkiy6UVNoAEyPSlPAAhaCwBUXuk1wXEE8JNNJ95UaBO/yGl9W6p7C+ZHQYk41Xau7opAHbKG0/Fop51pfYZBPFQPpFeBBHFpNbaRD1GiKWW0zj57Wg4QZ53EEImiQFBekftr5CdC9l7Rfzc7nNj6bWn8UUAlda/OoDUWEAkfZRTfCBcJRr/c+ReT2tIhAPt5UF+XUl+VQ5RTuTHFJH6oA4gzZXSS7w1l55/yib+BZt/NRek45KeQ1FBrd7MVvhZnsWYxjWRLhPNS+Y5kvyh5rWSj5i7948ij5r+0lUE6T/QMy3T3lEhAJJrnUmVQf0HBFIQENUmF4TtmXdn8c///kO8+g1nYrUsUMUe7IsD+RGlRyb9ZGpQ9gvaR4bSJ6jc0fj90nZFfhYkotvJJKPEROP3fjlmrWdIDeRBfeUTAeJbI8SAovCcVEn3XLaotV4qCUnBDZWJiNGoRK08as786//+3BYE2cH/SuMb3/pneM8L0mOkZ1+MGWwXrxWS+G0S2dB5jzO4D0nNdw3GKNtU0mGEXOWRziUhBNC6xgIX7l7GE57+fPz3b3ZjxxHHYM/SGhyoT/I1x5lpK3HUOu7rXFTJD4byRzIiSufa601zVWlNUPNZ60ww1EuUoZ5Xpc4wQf4/0PlHBkKMxGC4Kr0qdDqFygNQuEo0Y/lHJXmkxlLX8r1KehN9nctWJPPvX/k6/OyXFyB2ZrW3RHQ017XwmglopAjqZkBKhH2iks5kkD0r7ZljzecktXr8LthWLpPqLMSB+6RQqPXM8rOqhVo7nVgiSO8ggTGGJFuE+mieRe8+lc4fBlLaeTyyj+VZBkmQNPuUV1WFoYJfA9lrIju4IYSALERMJ9O53eAyqXGu8zVv07qfwXIqtQXRWJLzItfzROB217MYUclQMQRkWYaoegxB45HO0sm+kmg0pkoQNGYG6Lkzkr4DlBqj5dSidU5SNpCttd68D8npN/iSapMdTAelKFm5dOnq3GJ9SCZaNcEvdZeXl9N8eaylxtHRM91jdt39XCaZ5tb9zc+83T5Oe0uV2kZ6Zru/6d0O6RBDgMcVg3OvN/mj9vO+XuSTTHNSqG6epoeSZRhIqobkT46j2G6WZzlkMwbL8xj8MtG6FpnsrnXNGqi05zgoWdvuMqbrtpX37q6eM2PZznEL49Z0JsizLM2HpbZgnVyOIcC5x1LIls5d93wkGunjcdsmVppksqntYL09PreTBEmTpNw6e6wel2lIJt8w3nUomYdpPFbjPT+uG08y0btu/qYxuEwSxpONvJBFxFxjVK6tRKtLRgpqE7huftbVMkjK50oNrU48onzIfE1DMunusuU4Jxv/aGkwldze0rnsJrLh4bJxhhCMFIYCSUYLMQTY6BTeNDEEuNy2u0z6WwRX8vHktIqQTAOzgVogKZb1hsPZsbxZtP3avlBy2YNtwXWh02R4MK6T3G9huN362+H7uoRGhnTwsmP29AC2M7mf+5t2GkgmG1hXt5vO4LJxnrhWzxZnPNnYxTjzIwnjDSRBMuns/nZC05GEUzs20/YU4bcTuOw2sqFpy8ZX2risk/UwL/c3lft1tMhdNsjIcG4I4hNDSJsESTVp29cm576VNiPn1glKJEEyLax2E7BcNaUxkE2b+xhvuS5bF/OwXsZ5rO5DyqbSyzjTNA8FHQiDN5eIoE0Y3lkPAI+z1oPUbUG0YiN2zULx4vH8Ri2YWuMwX8uttRlaZ5cN1ssPBOPVOX3IZnzWvQXzsb7etGptZKgkB9RGFRBDUAkJbHcoeSGrEc4NFbTIjZd887Q8y7dfG6yfcW4jCXP05mk5lpdAfUm1WZ5yKFmeweNoIaiNbMZAUlSykPqazlBLd8tyA0mQdHEDPFbrYURL59x9rbPbWiAJl8l1HhomKdwB4P4G87B8KJG8nGzTiAVApOTMdkh5wjRfpjGYLuVCJxpV/AAp9aC2rnlegAyYaM7GehB5/Yg0fRK95qWWfySQjSy/kr+PdThxfz+s57dsQaF9whe8JQWG/D/m8N+L+u73/yP93zRjlmNZwaK5uXn4byjV8kmtIBgg/kGCXG5yJHylNXqD65+osholH0pBBEE2KfRQXFhYBKU3Q4aJDnWvePVr8ZuLL0F/fisq4SuYozqlTw1Kdx88M7HrFbkCi4vYOjeDpYU9egAPAR3sl/deivlejqOPPBQ3vO4JuN3Jt8Sdbndr3OFWJ+HG178utuqCubKwFwt7d2Pn9m2odTBbUXBv+7Yt2H3Zpchj0D4pXmiS3AiVimVN6SgR0nOi8llveztWFLQptJdWIqrWxxfVv5aetfrU0v/Sy3bjG9/+Zx2Mu7LfKuBxiVYkGOsQ43ks9JCf6IBt27h/qQvDmoKNQwVFC63tG0jvB97/fnjqk5+A5z7z6XjxC5+Pxz76kfhLXZ5PvN610dGDdmVpAcuLi7DNPZ/WZ3Z2VjKX4b3G63pxcQH+J2NjydqxYzse/tcPTxfYFR3st2r+S9nC/4zN/UuNyZenSmPYsn0n3nja6fjJf/4cWaevIeQa+wD9mTmEmMH/RLmU71UaFEmEEDQ3y9i6dQsq+Wip4GJX87UqHSuVDz9kJ250gxNxpzveHn9yj7vhpFvcHEcefqieORFQsECdMKPAlQ9izv3Poly2Xr6U2ncK2Z0hwr9wqAD0FBTwr2Xf/q5347v/8QPMbtmKskYKGEktRNmxlF09vlp+OVxbQamAzp/9yT1wy1vcTIffIfxSaKBgDkmQTH2g5HmSYdHrFuh1ctCBrXIE81hbWZC/rKDIgO3zMzhsx1Ycvms7dmyZRR4q2Nf2XnYJhprPGACD58jznoWIUjavtBZJatgTtROBkD4jdHU49j5O2dM+9FPZPyrQ4f9REtQXECGcapUMFajBUuux9oaipnodGsq6oRNNR/MRJajU/HjeMtW99r73wx9hVYGqkkEXshoj6VZLN5KopKttl+lZtWb7qS/S6qgQhcvlh3kWEDXOWjbatXM7LvzNBQpy5BgrgFFrne849Ah881++g/d98MPyoWGaJ8aIkOnAnnStAcma2Ee3bcdIF9ta80WNCdpzBrrMe44WFvbBdiykdy1ZS4vNmh4NVkAFP/ftvQwjBT5Gupiurayoa4mZmT6KosCq6mYXROm5zSR7rMuFA1RRunR7/fTnB+zTPV0eMsnYt7DgLtINKU9rXHZ0jgMS2Vj7APRmVc3zW7ZhIDtbVp7nmu+htKnkD0Nk8hsoUJOxQtrTFMhdFlR6aRBki8loDVH2zopMPl7Cf0d0oJeS3sszjcUa1tJSltR3I7YW96ZE4QKGJRQUWMU3/vlfm3nW+GMWpcdI3SVXVOsupFLTUw2Ji9R3UUiXfj8I8i/3FJPmk4RJa9nUQvK8SM+zn/3nf6VfQIYQEWKE7W1fyrIcoPTV844MkDOglq/S/igb+flwi5vdVGsol00VJJA/9T2XsrXXWy7fj/KnE44/Dte/3nUw1r7UrIUKRUe80STW1JpiU9F3TcoeARdceDG+KduFvAOGDP7VYVfPT40gBWXcw5QQtcvqqk9T8lwY1DG1ulyrFWjbcaXJVAbvITbXl778ZfzLv/0btGUjaD/2WhppPm1D7yFRY/ULiq7G1dH6LPWcnOl39UzKMZbfeNy55t4vI7wHTrRPxhgQ1G9Bz0q3y7jpmTnRnllonXtcngsr6ryW7pZv+3g/6XQ66bnjvv4fAXmdUnNjPfJIUHNkX9amopdBI9SSST0XIyn/Z9Lr2GOO1p7bQaU5jgwoNb+rWv9FUUiaJUp6LVANAhdr5S4jJdVqF2qwBigeNaRFbe0JqFwLnLumyWjoAM3hGEHz2un2sbi8hte+/k1YXhtrbywRFAil7Mwgv2NAO27zWl85epZ0saA9w7Y6RC+61hQs27vnUj0nqGdIhonsPhL4ebS6sqQz1bLGPNAzaZRy7222dYyUz8snixwxy7CkAFxXwZV9emF42CGHao8bajDUs3abdB6BIcpOFbbp+U7pV8nHNRzxqBFUN1jhNF43XAWQBNnANGmpuaqF6EiXocYxoxfWE81PyHIMJxVe/urX4YKLdyPrzsAvfiB7dbQ+YgzScyhdoL1rIt61xrSgvbmHXq+Q7iNUeraW2v8At5eY6Rc4/rhr4Da3uiXucLuTcfOb3ghHHXk4ZvQiZnV5AZX8eXami4lenPi5tGPHNvEZI8rXOwpI2vdijKh0RinlS7IE9i2vYmbrDuxZXMGrX/cG6RIRYqF9f6B10U1+ADvEBjQ1gIDA605GVcm1BoLs1EJt+6zDNF0MAUHgNQOlNlcRJBO4PNGz1rn1NpAUG1scGzQkEy+y6Uc2uelbvuQmjXGl5sjPurQexO6q8siAFgLEX31qOTyxmcw31dSWzKWK201XyQYG03jc1i3LMp0JMhTaRzLtOyEQUlO9amiUMnSNIsvhYHumeSPdTkz3H+nsbBu1vM3f5RZ85vU4jbfMXPu+wbJdNy+3GciGf9uXpAKhWleAfKEjv+zB/dxuuQaSam0+5nEgWLYh3Xul61gw0Z5cr9vDPUmCbMD6GKybZVl/khtyzcsy3M9z6LEbXDaObPhYR9N2tP+an9tNRxLmbRyUTKcs2dTyDG6zDPdx2UAy0bhvSxOEc/8W3AfryX1MazDKbS2YnmSyqWUYrJtzt5nOfQzGuU424zLOdYPL5m+wvAOBJMzXYD4G8ze4v8E82tzllgcpD0yLGxtzQzY6kJu5ZRvcD+tpmp/LVwayYcNsvS9a5chm0t2ZZDI+2SjV0kCJpL73/7jPNLiVvDwdyQ2+ZNPufgfy9+DaQZINHcnkSFDygjKNivBD2bTmYRxJbcJlApJJnifEztlOiGUacEBqcSQvNwktqXmZj+uWZ9nOXXf/to1seBhHNmXTpXYRt/1ct26m87jUlD6W4zEZ2nbTuJ8XhMFlExtvOvdx3WCcwWWSyQ6mJxtdTG/ZzqfpoGQ68/KGY50NpjHeZfcxuG491GXDj8yT5MZckY1fkYTH4TF6zgxtX8syWAaUnLdANvqSVEvzsVzzcW66tq91MwXJNF6S+80jlExv3Q0uC7XxIRt68zHvaSCbNrLJ207m4YdZEaHXhAAAEABJREFUyoV0X4OKGx+SCGj6uY0knNznQD08LtvFdAaSIDfB/cj96y0f295lg+kM5P60xrn9QLkt3jINZNPP+GlwX9fJpp2kq+mQYPmpMvVFNu1GtX1d/v2g1mFrhFoBgCC2RZHJNtADO2jjHUuHClGHrxgDoghaCNLBZZK6CgAdX8j0oFrQW8HL9u7TJayCD9x9BZYOP+JquOA3F+LMM9+MpcUluEOhoOFQb1M7Cv7UNXXWCAIpAJeViy+EMUQGFHro3/AGN5CuYw1TOuuSMdZFsBaNH8w9vWiwz87Pz6e/rXTu58/Vg3+EqEOHbUQSJNVXHGv1EpBEFmqMV/bgkNkM46VLcNh8jrXdF+CEq+3Es5/0GJzx2pfhQ+86C+9/++l4x+mvw5vf8Aq89U2vxvveeio+INx73nIa7vMXf4JlBS4nClJ0ZCspiXkFKIKkdYsCrZ0kbl0H60FU0kHnL3zik2fjy1/5GmJWqD2gNFJ97belDhkkZcsu/vsXv8D3vvc95IXoguxVi0h51Bi9r9j/guoeb4ziIxtVugz3dXB+2IMfhHe9/W14+1vOwguf9xw88mEPwX3v9Wf4yz+7B570+MfiBc95Fk5/0yl459vejGc89UkK6l0XtS6ICwrCQof4sYJEvU6Gbh7hMW6ZncHuSy5GlP2f/MQn4IbXO1HBmOV0GKx1IXSwB+sp14XHqnpY//7d7+GfPvJRrCng2lVwZuRgkhoz8V1TgKhS336vi1z61+UY/mXClvkZOPDWLzIgjSfDo/76YXjrmafhA+97D97zrrfjDa99Nf7hJX+HM047BWd/4mP42Ic/hGc//am43a1OxkAXLf9Kt9LBrS9dtm2dVzB1CTt1uRjpwpNk+5f48t+OYO/evemgeP755+Oss87CioJMea4LjedC9vW8kEzPw0y2t70z4bvy6Sc8/vE44tBDMVbwcVbjKMW/o4vf6uI+rC3tQ6+IsB0Hy4tYVOC6VgBoLqtw0+sei0c/+L54/UtfiHedcQrec9ab8I9vORXvfetpeO/bTsXH3/8OnP7af8D9//wuOPqQeVTLl2G49zfIy7X0K8w8l210QbT9YmBau0F5LVyWxeRrWcx1me3hpz/7T5z7xS8i6CJXg2mWSIJkKrdftfyzLV9xXsN7VCU5QXK8Br2mR8MxLrjgQp0luujILh37bA1U8skgvplsErX2sgh4broqdGNAJn+C9iKIbqz9YUUB/TUFXLMsg/+5XaU5KLpdDBVw+/Wvz8fpZ7wZ5/3q15hR0LhSlHhVLzyiaEmNRaBvUP/5hcDWrVth+0C6zs305WPEFuVRQcdysAyO13D4zm24421OxsMeeH887EEPwL3+9O54+IPujzve9mQcd9SRmOtmGK8uYd8lFypfxNbZLtIeMlzDlrlZD1B76Rjb5WOl9icHlue1Voosw2WXXoKnP/WpuP/97otLLr4Ic6aXLjggkcRvZ/um4+7dl2Km38OCA4uSOaMxjRxg1EY7lO0W9u7BnC7V17n2NXHLm/8BTv7Dm+MmNzoRRxy2C9R623PpxYpRDuAgTpT9c/kN1VcDwZpeXNAP4xaSSE1kypuvqDXg/efz556LiS7m2s61D+Tax6qGQPZ3D4MRbe7y/wWQmuF1SPykgFwMymBZtdrs6+ee+wVcdtllsL61NqOu/Mj0aoaGjFJ+F1WYtr39+ZhjjsFJJ59kUs1LBZIIIahcg84BvVAqcajW/R3ucAeMtc+QUD6EsgQi2e9Tq9a2LS0t4+yzP514ml8lrZ1H+cy0Lupy0A9pTpdvIi+PPxi/yWgivwV62o9//OOf4OJLLkFX/lTqBc5ENunLnyr5yVA+PhKMtS6H2hO9x2XSdUHPiPFwRUt2FZ0c6HbkRdUIvW6usU9w6K5t+MNb/AGOutph8tNMz3JqTwjYNj+jF1174TVdecLWh9Dq2KAIr/1SwY4YAoLGtLhvHwYrq3osjbHn0ksxUtBtoL11bXEPGtiL4bLOIGuLGK8tY07BqBtc91raWyqEeoxteqHjvXmksVR6xqyL/b2yVtfLdZbpa4Maut2ezkMlyIAPffif8O1/+WcFp1a1/ucUQBsBGlONzVTLNyGgDGAYKFC6dX4e3k/27tmNfrdAN88UxN2Dkdbn1Q87FNdRgPXG170Obny96+H6174Wjj7iCMx0CgxXljW3E2zVC7yh9oSRnp9rGveK9rvZrXNYE25+bgZ7tId0Cs2X5rwWTLSP1NoXH/e4x+CwQw4BNc9VOQGpknwhaGxZiKi0H29qfvASydRvupVkqpLmVzVrUuOtBEF+DxAxy/HlL38Zn/nMZwDJt34DjbeWTMuN2neizlsD7duhAEJRg7HE3n0XiX6AEEZY0pnukF0zuNdf3g2nn/YafOSj/4h3vfstOPW01+E1Otu96tUvxVvefBo+/tEP4ZUve6n89KaybZStBxjKd9bkW7XGjfUxez+oky9GeO5DiNrrCgXIh5IXcM455+Ccz34WnV4XHZ0lSu2H0FhgZ8DBUi1kDZLKmw+5WTaGZGonm9w4g+Ub2rJzA0lnG1BKX9MFrZ8om5Gb7ca5zcQkkxzXDS2uzd3Xa9E5qXnTXJm321sg2RY3csswGGG+LbhuaOvOXZ8G46bled7dTjLZm2TSGWgSyVQgN3OSGzTmZx7OTejcQBIem8HyrC/JJMN1g3FYTyRTybxcsB0MLhvsJwa3k9SzpUxr3XcV01mO/aOrZxDJDf3c1/q4Xwtzc3OYnZ1FX3esQueoPM+TrtbJfCzHPN3P4LL7mpd1Ns593Jds5q3tSzZ105JM4zVPg/tCyXkLJNOaN0/jTEdSVJf/kEz8oGR9DO5HcmO8xpEUBdJ6crvBiDa3rtN14z1GkjpfFokXucmD3H8uLcNgHgb3N7hsILnBg6RRSRcXyKbusoFkovXYWzDeYJ4k05itM8kNPm7DVCIbPiQTPUlMJ5IJbz64ihTadpJJOdc9YIPLBrJpsyLTeLddFVgJkonM/W18g/kYjCMbo9vJ7GzTfVJHfZHc0E/VjQHagV03H4Odyv2Ns5FdN36sqLtpjbMct6/p4ubcQNJZAtO34MOp9SUbHc2v5W+8O5BMupGXz9sxms5lg/u1/K2PwTydm856GkxHMo3V/aDkfi6bliQ8LuPcvwWSaaG5raUjqd6bH5JJZ/cxTQuuG1w3tfUgmZzRckkanfibzhXnprceBtvI82ic2z0Og8sG8zGY1nQk0yZnfQ2W6Tb3JzdlG+f+JJPuLpuvoeVnnPu1QDIdEKwjlMzDYHqDUBsf4w0biPWCcQbTOzesNyU9SLZV+K7jdmOcG9xo+baLwboZ3x5G3E5yg1dq0wPSudtamK6TTH5hXAuYSi3OeYsmmYrkZu721n4enwmsXwtuN955C6Zxuc3bMsmNMbjtQCC5gWr7bCB+j4K5FVmmi0OOXEEAHzInWue2cQ0F5xQg8tgMEx1kSh2MPZYWkg4xw6IOyavDoS4uelDOzadfwqwpSEAFPfYtLuKst7wN537hS3qQzktLotDhcm11gE7RlRRCbBMeDICVMsBJWuiSfsw1jsbVjjwC/kVF8nc12c/tExMdSAs/yEPEby68CG95y1tRKOjR789g7MtVYqgO/tgnGmGuIUr6bEEM9l2CbLKKoh7iH17wLLzjzDfi6U94NG5/8s1x+PZZzGQ1Jqv7MFraDQyXMKc+x1/tUNzshtfFC5/zDHzhc5/GX/7pPTAZrGBhz6UIKLG0sFc2DZIBRFIQpAlhv6B0DbKboWbEO975blx40cUK5M5ABI09GBQGqHWRr9OB40c/+rEOugPtI5Ad5zD2wVgcEz/x95r3POW6nFDjWltd1uVhF17w/Ofirx/6YNzgetfGRJePvZddjJXFfYAuI/0iYnVpn+afmOsXuMaRh+GvH/JAvOOsM/D3L3wubnbjG6RLnGKPiLqYpF9SVWNdfJaxQxeYl73kxfir+94fu/dcokP7WPOZw79qzXVIqgF4bvxL2qLTxeraAG869TRdvgbYtn0HKs2D/SkvCgWURigVdCqyDEH9Kr21L+SPHV0wxgp+FrHGrC60z3jKE/GJj3wIT3vS43FrBVL6RcBosKS+A0CB0omCwKXGePVDd+EB9/oLvO4VL8Mpr34VrnPcsVhSwG/7lnlceslFmJvtYVX2KTWWUrIMPhAW0qXUpcHPteOveU18RpeJr3zlq8iLQhYlqJuX9aYO8yRh23fV1v765MTrXRePf+yjUcm2mQJs3YzJbltmutgpe+WspMdlqBTc/QPZ9rF/83B8/EPvxVtPez2e/ZS/xZ/d7U640XWOx9FH7MI1DtuJax51OA7bNocTr3Us7njrW+Dvn/sMfPpjH8Qzn/hYHCa/zOuRgp0rgC5IeYywn0kt1KrHGLReJsjyQkHUVXR6PZU78Fx85pzPYY//PEHewf82DXSJreSpPkyPZMuJ7Dc7O6cAXyH/72h+RgokD1DLX2cV2JjpdzAerir4sBtySERddKkL70TzvKIg2uq+vSkglsniuQYTlQ91zjB/8wYDelrbnzz7M/jOv38XhxxyGGZn5rCq4ON4XCKEiLH0iLIHSXiP8v/UYVE+v7y0gKLI4DwG4MILzsPVD9+F+ysYf8Ypr8MH3vMOvOHVL8dznv5kPPtpT8KLX/Ac5U/GKa95Jd73rrfhLae/EX/76Efgplr3Heqyq0BkX/w0OJSa00o+7LkI0rmQ73Z1qd9z2aWoNcbXvvqVeOBf3R8rS0s4ZNdO7NuzFyJL5q+0h1nPVFn/cp3keu2KshpHHnE4fFHeNi+bZzGVK/lfofJd73JnnHn6m3D6qafg9De+AacJ/KLhzaefireddSbe8daz8ILnPgtHX/1IDBWsXFSw0mOxbYo8InNBC5naNw1WmNpzkAAp5VrrmdbtD37wQ/iXWiFE7VkVouyPDTri/1UiW951EuEgRi25pCZY4D1mUS++Pve5z8EvqGpR+dnR0br1eLxvNixqBK1vlzPZrtaclHoW3u62t8EhO3dipBckIQT5T5Euk/4/3nrsJFH62Sj/vs1tbo0tmodMfEr5gnkgTbKlCtjUpMJGoaO98Zvf+jbOv+A3yKRTJnuuKchn+zluoV6J/Lf9IgmSiZxscvuSISGnvjStMJQK3seYaRxVslHUfE60h0AmHCtIV+t5Bq3xQnM60+3oWdFDTzYK8utORnT1PKSCe2vLC7j04gvUbYKxgpJFBlzn2sfjVa/8B3zwA/+ID33wvfjExz4s+BDe+IbX4CTt4bWeK2CjVDveSkrVDUovEofS0eeAWmt8NZ0d7nOve+PUN70RbznzDLz+1a/Q+hQof+NrlAveIHj9q16R1vL73/NOvOj5z8FRRx6q59aKXvzskW6r8Mu0rfOzEt1KWhd4kIwkSCY93EzSmZ5hFZpSqqYvczOkiloZonymgx8puPuud71bwcCtIAnvw5WegRqq+EKgXlFlX38AABAASURBVKpICuQ+CbIA7aFB+q7pcT3AWM83yuZ+djz32c/AP77z7Xj7GafhXWe9Ge/Wy0Xn73zzmXjbmaen9f76174Kt7vNrXDRhReIf4lur4PRZIhtO7Yi72SpnFuIfBd6Fs70u7hYtJ08w9886hF48IP+Kvmzz4X2ZT9fKvlF40uNvvgtE8k0bpKpB9nkgQGZ/GpVZ8hC57bBcCQ9++ml9Vk6y+VFofPOLCyXJKJoRzprAkSIEZmcbOxnv/QvOgEdwVBnAlQDPOFxj9RL19PwrKc/EbfV83PH9jn1GgOcoDfTwY7tW7S2t+IQ5X9+z7vhbW8+PYH/nMKu7ZqneqLnGDUXdYKJXi5MtCdYhxCibFpLXif5aH9mBlHn2jPOOEP74KL0zNJ6qiWRJKaTay0qhgCSG2A627eFLMvEKyYI67TTNC6T+/c3ru1P0tWkq3GukIR5QanSPtfinbtucFnNG3qRTGX3I5uy2w8EkvuhouaIpOavSucR77fmbyK3OT8YtPItz0AyyTet25o9t4T3cvM0GOc207iPoZVF0ugNMF2tsVsH+59z05vAbSSTzbtFB54D4yzLYDlQIploSCbd3J9ksrXlkkRRFKnuXyI6FkISfm5YnnliKrk+DW6yrBbM0+C6x2tdXDddC+5vnHPjLItsdCKZ5p1s8nZcZKM/SbSJZBqb9TYv8zFAyfKVJbu0Y7ZM62QwvfGmN63BeNMY3N7ibAeD6c3TbaYxmKbFGd/SGG9wm3EGl03jnOTGOLGezK+Fls79XDaYrG2fzkmmuSVpkoNCS28+5mkgG5sb505t7vI0eBzT/d3m/raJ54fkhnzy8uVgxgaSacLc2QxtcAOUyKaj6QxCJabODSSdHRRIJlr3M99WYRNblutumwa3GUimRW8ag/u3YHrTtHW3G6br1t90diQbw2VDWze9dTCYl8HthpbPdG68aQwkk5OYr/uThNOBNK6TTVvLyziXLd8T1fYzH9dJavMv4QXvumWYZrpsnMGXTdN5rOZnvubjNoPLZCPfPK4ISG7Mv/tAyXqar/NWNtk4puWIJM2P29zHG4rBddvY7S6b1rqZhmTq47pprLs3CY/DstzHdC24Th5cf7LRxbzc1znJNC/kZpvlewzOTePc4LJtZLCeBsslmXzW5baf+Rs8Pufu7zaS2EjpQOZHdoMhGx1M1wJMo0uu6+ZhcNmypuUb5zbbx2CZ1tc4tzUSkB4Obd052ehDMo2BZCIlmzxV9EUytauYcvd1+UBo5U23k9yw8RW1kw1/cjNvebQ5/g+S7Wb/8cFqrMOf64aog49/paajl65QAWAUOA8IMYIhAsoRM2w75FDMbt2OleFYMEJvbosCHrPYq4vfK1/9Wnzggx/GzOyc/LZMDy3/qmxOb/Z86KwREn/nEqAPNSlokuZ6WRf2W9/6Vti5Y4fwoiLTAzyXfiTR6fawtLKKjt4Qvu8DH8Cvzj8fvsTZRtH6iZPLBhXTJ5V12K91mHZQaLC0F8dc7TB8+L3vwUP+6n7YsWVWQZBVYDJAOdLhX4HFoENuXwG7roJKisqltl4G9HNiqw6zL33R8/DiFz4P2+Zm0NWh/tAd2zDRpRW+YCmIKkdLfkIS1A2DOkyCETt2HoLvfO8/cO6XvoyYdxBirqse4V8HRtkWoAKPQ/z85z9HrsNQKd+vZLFaeF/U7NOdjgNJtew7RhYDJgroWO4dbn9b3PPud02/yLrs4gtRjwfYtW0LZjuZhrCE4cqiLpJEpYBQ0AHeQb5cgRWP8S53uC1Oe8Nr8VDZowgVJoNlVLLF6uJeULTP0wXoDre9lS6FC5joQrB96xYM1jQPRYFOt4uJ9GSIWNFlutPr41++8+/wLz0LtVXSfXVtqMOZxis7VLrAdzS2qPlaWlpEqQBKt8jQyYOGMcQtb3pjBU9ei0c+9IGY7+VJ990XnY+e7N/RfNTlQHGfgS6ntXBMQa2oS1UvEndWAOHU178Wf3r3u+DCX58HXywGCnbVulR3OjlKXbD7Cs7ZF71PHHb4YQqSrkGuh6gLxfs/+KFU9y8zbPOB1ghIgAGlDrCldI+az54u5qWCUPe8210UlL03FnZfikxzP9ClPJQjLO+7DIu7L8Et/+BGeNPrX4W3n3U6Hv/oR2o+5mB7l/KxUjbOMIHtXWpOHMyel2/tUaCrJ1vY1yiffMwjH44z3/R6+Jc9ARWGCtBZB6mBACT1MtmyWtev1GBqtYyl69z8Vvz4p/+JH/3kpxpCFLF7YL+U1ocwba7iwT8yQ6Y1MZYNg3y+FpUDM2RElhUY+W9TxhzzWvtZiAq67VaAbAE9XRLn+jmCAv7HXu0InHyzm+DB97sPXvCsZ+BV//ASvPgFz8OT//ZxePhDHoz73ufeOPaYY+C5KeQjIwUZf3PRJfjQRz6KQmvf9aHmJIi//6xDpbFah6jxW/9Op8Dy8iJy6Xf44YdiYe9lskSJpcU9eOLfPgbvefub8eynPgG3vuVNsWur1q6C3fIwYLQC7wuhHKIn3LbZLm50vWvhSY97lGz/OjztCY/FDVXffclFmJEfUYGBTCu3I5+Lyrt5TLLmZnp40ymvxz3uepe0Tir5pf8pN7QnxBBA2cx6GlRMn+lyQlzBl1/WXaj9brbX1Xj2ybZLKGLA7bRfnvamN+DvX/Bc3O5WJ+F617omtivYUigoHrR27W9HHLIDJ173BDzwvvfGm097I/76YQ/CnHwtD8BMr4Pzz/81tm3bKv08q40CVK0p+Zv+gv0/z3Ps3r0bv/zlLxNuqP0gBFlB/of9+uD/NDUa1KAK+jS8VaHsKqzwEb3+LL7xzW/jv37+3ygU7NO2L7paQYMBbGe/1BIC0f4i3/GlNIiH19SMAubpV40KOpi21p6WZxlMA9G6H0nUmksIrnnccfiDG91Iga4BMuHVYhJBDf8pA30DSVF/uZXodHvpxdkXvvgl2L9tN6jvyC/wtMdAqRb8vp+6GfB+3Y0zGFlkBbKQwWvGuFxrbE0vcaICjJn24JH2NMif+90Oet0Ca8tLuOSCX6NUMOxI+dCNrn8t3PgG18HJt/gDnKQ1dNMbn4i73fmO4llqTx4q4L4Xhx6yHdu2zKDfzbB1voejjzoC15fv9Xs5vA9Xsl1jG9lEpmkDkbaDfavb7Wr9ZtpPBuK3hKOufjXc+uSTcdtbnYy7/tHtcbc73Q53v/PtcY8/vkOCu/3R7XCXO9wm/cmUQ/QCJ8jnl/Ryo5tn2nuytEaCFs/iwj5IAfyuiZSS6mR7KUufBuOiSxoHGnAwOcQM//SRj+DSyy6D+xRFgSWdazz33q+Ma6ZJu7R4B7FoQNbRCx7q+eFzyq1Punn6tf9Zp5+KB97v3rjBdU7AMUcchsO2zmFW+1uhPWhW+841jjgUN73RibjjbW+Nl73k7/Cpj38UJ510Syxoz2MELrn0YizoudTp5hhqHnPtWX3tk62N/vphD8GjH/lIaAI1j4ADb9Yn6qvS/gXPl85OUtUD/l9BlkshcbANIH+vNPn+25of+/gn8b3v/wC5zjb+MwBjrcFeT36gOawkO2iNj/SCfFLpmd+fgfccyIhzWrNb5/p4h16iPuxB98c1j74aNEw9f3djoOcA9Uyu1X84WMOKfBl6dnW0L07WlrCkF6nXOf5ovORFz8cznvwEbJ3twe0TnePsO4V09X5nXQ2+U/gsu3XrVgXCJgpGdvFjPVf9y82Bnkl50YHHVJNyM02qcsqGUJL7IchHPA4DqXbhzVcZnLdwYL3FOycJsgHTGYyvtPcaMu1XJNM+bd3dfkXy3HYwMD+D+RlMQxJpz5TNcQXJfdomyzS9c7LR1+1kU27p2pxs8NZ5Wqbb3c9gfAuut2AakrAs48imbPktkIT7eg6gVOls5Pm0nzm33BaqSZloTW9+5mG7mr9z16fB+LbuPi57D+vpnGl68/Wdy2dOiT7oh2zGb/8y3UjBb/MysfkbzPdg4DaSJpVPdtLcD/VMdn+yGbd1cF+Px3jnxnn8BtfNxzjbwzQkked5AjNv8W4zvcH4gwHZ6OO2K6IjmXzZNC20vEmm+SSZ1oZlW0+3Yz25bLx1bsFjcLNlGmca18lGlvGut7nbDW29bWtxzs3HcgwHtrf9nBvadpcPBLcZWrzLhrbu3PUrg0A2BjExyQ0jtYpiPbnd4KqNQjb9SBp1OcOb1mA+zhPR1BfJJMtORDa8bBiD+1iG25yTTbv5kE0/spFrh4KS6Uzvvi2dednx3eaHpsi00Y4TmMZ49yG5ob/xpjOQjcOaznztMAaXjbNs5yRNnhzL/aeB5AbvRKQv9zGYTtW0wOwMrlsfL3LjLcc4lz0WsuFlnPsb743BY3M/49s+rls/0xhIOktguhYSQl/T9bZsXmpKm5f5WS+3tXjr3OplfVw2zjRkM2fuRzLZwDQkEz/zbfUjmR4GrrdjgZLlkFQJqT+UzLsFVZMPOTet8S6TTHNhfQzTeJKpj8di3dzWQsvDdSg5t84tkEx6tHXnpjH4gawuoL8EJEESrRyh0rgtw2X3dZv7uk4y6UU2/aBENuNQMX3Ipo3czFODvlo+Kia55m8gmfhCyTQGFTc+McbUbluQjTzraDoDuSmL3L9s/huMVDC9so0P2dAb4bYWXP+/AvuM59i/Kio6PfRnZjHUA3dldaDg0RD+hR6iLgpBF68WmOlKElAxYu/yKvatrGF5MEItutktO9S/wqfO+Sye9JSnK/j4T9C9Dd1uHzVkH4F1t9xKGONkQDTAplUHXKxDTxef29z6ZPgyCB0eBzo4Qoce95+Isc6f6Ont80UXX4IPfvif4ENfVODID3jTWJbIIVHq1h7wpYc6lpMxlhXwOvH618UZp5+WLjYOonUlc6hDp//JHqSR7Q4l0v1KBQQHCSodxoMuN50o9gpU3Pcv/wxPUlDj0ot+g7XVJehOAOggKMH66IolRSrx8ZhbGOii2Z+dxyc+9Rns8f81MejiXgMOFlHlrMgxFM3u3XtABvgys7o2SJdVMGCsufI6MECDLNNBaqzLYgf+Rc5gdQVjBQ6LjDqIhxSErHWpLALQU7RhVcHXnBU8BgfLFhQkU4QPDnzt1KXRvwR75Uv/HkcdfojQS5jrdfDiFz4ft7zpTXDYzh3pQtoXzr8WqqRL1EV+RQHhoqsgpMbelz9detluvO/9H0Cuy8REBhgpiFSD0BTIGso1j54r2zNKL/PzRXfvZZfg+tc+AS/XJeomN7geLvnNr6A7bAqgzuvy2pfSQQG7GCvkChJ5TJUubCMFVjkaYlaXldHKEnZumcNrX/kK3OmOt9MFdh/6vQKFxj5RoDMEwjp7jr1uB7o4dHq99CsG/z1T/020H/3kJ+nQ5fmoYSsTIcQ0p5CfxhjSJS0Tr1oXmic89tG4421OxuKeS7F1poM12fiYqx+BFz73mfAvdu6gtqDLon8J2delqqvLn/Ww/AOfj6Vs44OrnwuGjm2oAPMcejaAAAAQAElEQVS1r31tnPKG1+M6176WVJhoaZRSTMa1PkFGBDSuDBPNyYzmwH4ylvHT3+PUIP75X78DsRYVQBK/T5JHo6N5HkmfkS6IeV7IA4P8dSJdAqj/pA4gP8hlo77HqXH3NVF3v8sd8fY3n4b3vfOteOOrX4VnP+XJePgDH4B7/ek98Zf3vAceoMDjIx72UDz+MY/BccceA0pnLR8UCiJ5nf9MAaWg4MlIa2M0mqSxun2klyBRF/5Me8BYbUFjW1pcUDBtC5YVPO918jT/p7z+NXjKEx+PnQpQdLU2JsMVjPyrWAV+oQt/0F4jNUHNJ6Wz84mDxGp38M5r/TUvfynufpc/EvkAY+GryRD9bg7Tn3/eL3GC9D71ja/HzW5yI4wU1Jmf7afA1FiXiZ27dqWAPZTsewaSqgEuu0A2dZcPDrXWeZHAF2T/yvS+9/5LvOj5z8N1TzheQZ9ZRFSo5ed6e4BcF+2owPtEug61P3k8lfaGE467Bp4qWzzvOc9UMHtZa2QRO7dvhe1mDVo4mA6TyQS2tfedn/3sZ4ha/6ZzHkJ0EXIDOGkKncF1+44B/6tUm5UNlrh4/sEgH5TGjPCzyz5+9mc+gyhfcZAt04Xc62moCxmh/mQ6P0brLQal9vRKc17q2XD9610X1zr+OM3dALnajfMazeVb3W4vra1S9LWcvCgKZKK54+1vj0o2gXAUP8tolLSKtb+mgJodIOpS95lzPpdedHhP9J7p9RrSOqboDcrWP5TeLm7kGgNJkDT6SqGWThsEUqfU8yKX/FL7RKW2iXzdY8wK7R2yQ9TaKFReWtyHixR4POaoI7WPPQfvf9e7cOapb8RbzjgNp57yOpx1xptUPwWvf82rYD86Us8LGQJ5FjDRnjzQS59Z73Xak1eXFtJa869ua9kp6ROY9JdKqeovkhhprRiC5nVeLy0L9c+Et6+b71hrMvmxfLoUuDxeW04v1wZ6DszrBYD32VpBpygZnpuRng2eq5Dsa0lXDiQTQS37kEx6GlFpX3NOf62D9a/hmWnAz7wf/uhHOPcLX8T8lq3pz49EjcE0tr1tDtGTBGlwrdbLmUr7SInZfgfQGeOv9ILGv2K+/W1OgteujIpaL6M8Vj/jxtq7vJZrvWSs9Xz3Ca2bR8z2Orj2CcfhVa/4BzxZa9zzMtPviucEHb08KiIlq8Tivt2g9rxHPeLheOzfPAqV5t429nO9lk9E2a5enytC3TX28FvaT+SoZbsW2rpzDVnrb4Jur4+RAop50cX//Op8vPcDH8T2nTvh5+FEayxGrWvN4VhzRxIhZgAIMtdZbKJ9dxZ1qR1FfvyOs96Cm9/kxtghf1nRmWqyuqbzTcQWnRN74q/jDgKiXrjM6tm8mM5E8zoT6DgB/zmdTHvk3f/4TnilXoZtVTBzINtO9IzrFDmgtVdp7CogaPyVFmyeF2leK+H7/Rl88EMfBtXGGCAFAVhPIqUaINfLwEaZZCqTxHTy/mootU7N3zZ0O8lE73ILJNviRh6khyvua2j7Oze07aYhmcZknIEk3MfQynfZ/aBE7i+PbOpkk4tEc1umuTc/7zOGqH3Sbebl3EAyjYekqxvgsU/TtQ0kYT4tmD+52dc6Glq9XW4BSi6bL0lQdZdrzZ+U1RTLj+SvCaecJCIDLMMAJfMdaW+yfuZlMM6g5vRx2TzcJ8sysa5ToDw9e8Sz3+8nOvc1uEISZAPu5/G5r+3WgnEGt7tP29flFizXupnG7a6TTGPAeiKZbNjSmM4AJeMMlu2+1tn8XO/oDEoyjcU49zGt9XM7yTTvto/rLbQ6k0x6uG7e7g8lkglvXi24HUquK0u2cdl9zN84182LpKvJzqmgL7cp28CRTDyMa3m7TNJZApKJpuVpHgaywZObOYBESzLJsF7m6xxXkNo25yTTmEnCyTj3t10Nrl8ZBLIR7E5m0Crq3PUW3G5w3W0Gl68KLJxkchRPZGsU41t+JNMgzJPc1Mc0doq2D8lkrGk6t0PJOPN3H5Jo8SR10JqkB4HI0seG8eIiG34kE959U0Ff5mewbOfk5WlEljY497siMM10G8lki5anc7fbFs6xnkimsVpPtzlv29uy615M3W43jbflZbxhup/r66wTX5Kp6j4uuN30BtcNJHU41+NMDw+3k0wL023u54crucnHNjfe9jWQTHY3rp0b8yeZ5ts83cdQFEUaA5RM4zb3c04y0ZP7+wbJjbGQV1w2n+l5dN1ANuOxPQ2Wa7BMA5RIJtmmNw+Dy2QjD0rN5VJPZm32qiadpnOXA7jxECCJ6UQ29Vam2yzDsg4E4w2mMT1JkA20OOcGksnXSMLJ9C24Tjb2JJnGSDZ100CplaNi+rR45wbbyjRkw99ExhtcNky3G+8+zt1GbvZz/XcFWRyLKyuYqFDoALh3aQUDVWLRx7Zdh2F26w7kPV1iFTyMguD/cUiht8J5F0E0zLrYfshhCgEFLOvif9Fle/CPH/gQ/vpRj8FzX/AifO2b30ZVEzt27NLlaoAs76CqavR1SPMvdotCh+tAgEGgHG2SQukwUOKP7nB7XO8618ZQb+rrdACu4QMpwMRrpLXV7c/iE2d/Wm/2L4PYI8vyFKgY60BrOj0ZUImf/YwSY3C9PfC+9OWvxFFHH4exdO3MzGM4rrG0NsKuw6+moNkMQt5HxQKDUZXsg6yDojeDTreHsQ7EPvj3dNivFbh4iIIoz37m0wAdmse63Ht4Gh0sM+kC6AjLBoQcKhjXm5nDD3/8E/zwRz/BRAdoyB4xZtK5FlTI8gxLyyswPity4WoVIwAihJiCkKTLQWIVjGFQC9HtFLoUB3R1weyKx1hB1RUFY0QlXMRINt21fZsCKEPdZ9ZSwGLnti2qD7CysEfBl5EuJ2Pc6PrXgX+x98TH/g1Oee2r8Gf3uCuOu8bVsPuSC9OvK63J4sJe9HTB9D4wVjAq04Gr1GR05Vdf+frX4UDezNy8xh0A6ZwVRRoHpGklulprfzIZY3amj4yQbiu4ti7/L3/J32PnNvXTpSrqYlDLpt0MGK0tYXVpn4w5FocyXZ58USsUiOxEwgG+4fIitkinOQWUL7voQjzjqU/BTW58Q/ifX+/btwcxBpCE9c1loyib79m9VxezbvIfz8VIQazPKJjugID1tM+WCuSRTH09zoEuOJkmeqC11MmiLjo9PFc+cJs/vFmy433+/E/whle/HA994P1x2K5tkLER6glKXWr27lvE2rCUj3lN9VCFAsNSOiHA/2fjxZUhYjGDvDeHkpna7JsD+WiJ2S1bcE8F6+bnZtKFUTcwROkh1eB5CDFKR40xRC8B0DkCur0ZfOffv4c1vTQAiIMlz8fB8AfixpqzoDFPFOmh+Hc6nTSvZECh9b4qv40IWFte1rAHuPtd74y3nXU6Xv7SF+Gkm98Ec90chS6+5doqxivLCSbyyyjcTLeQvXZhuLaWxlNqDf/q/F/j05/9LGblS/ahnvaSLMvT+NpfQlruWEHJEAJiDNi6dQsW9u5OgbXICm+V/LspADpW0NF+IsWg1aZLbI7Zfg8drRVZH7UuvEQl+SsoFcTrdnLNW4VVraEiAiccdwz8t8Nuf9uTkSu4V46lp2CwuijfPRYveO6z8Yc3vymKLKidGGn9ldoXxBirS0vSTUwgF5bvt/YmKUyDS4Ur+TKlf8nlv+PoAOgjHv4QPPsZT8OxR19drjDCQMF370msRqCCCFQgI6KEfwnZANDJgAt//T/y07240+1vi4c88K/UdyyTjBS86Ep6DWrVqqBPLWg/TZmaZ9sfIM4771cIISKtEflDiBG1lcRmci+DyLEB+D2TGNXaO+DcNmzZMIAhA2MG/93Z5pdUXZERlXyIJDK1UQrkeY6RLpJCgZpDDT6tpZ587653ubP2ggy2cS1fCPKnSrnFxBgTr1LPpEx7XaWg41jPgpNueQscr8DzZD3AqZkUeY30C0iqCCnrTOCq9xKvxx/+6MdpTUoJGIqiSJT7UatCgRvoL0C6Ud+X/5CXx7c+Nk090fOm1Fx5DM3arfTM83oqMdGe2yky7NFLqasdeThe+uK/w/ve/S486mEPwXWOPxbHHHkkuvLtSuMeaf2Wot+htTanPdd7IfVsziTM5clggEI2y6RX0Fz5F+5ZDDKPBpT2LOnrXCAMSCawThQPr52J9kuD108UrlB/zYLOhXUDskmUgQyes6C163mrpEcU34nmCJpDgKD8I/f5A79dIrlBSBKkZkDj0ACEt8ZNSRVp4W/VTQPiox//OPwSzlQ9PQ8nsnlfwYdh8jsCoiMp1QLEFXIsDXEiVxzBa/vpT3kSnvX0J+u50oV/xeegWC+PiJJEPUei9rR+N4f/XvKMAmm1XoT4n8OvLu6DwS8Yd8zP4MEPuB8e+dCHYLuCaiPttVF7bK0zy2y/gIOVD/6r++Mxj3oExFrP11WdH+QH2jdkOkR92ZbOc/k7NPaQbIkrTfY5wzRRW3dey/ecRz1DEKJ2J+LsT38W5ykIOTM7B0pGoTWaq90+UInecsc+Y+j5kket64m8oYx6oTqDM954Bq517LVw6QUXoxqMMa8za14HlKtjwQShDIh1rqNC0BjHsL9SNlhZ3KcgJdO/YIH2+k5O3PgG18df/OmfYOe2rViVver1vcNjCTEiCgo975aXlpFlGfKigP31e9/7Pn7+378QmWezAWhmDZptUI7QYLUvyI4evwHriSTIBow3rDdt4MmmvZJOhpaGbPC2EUmU8n33ta7GuWx6g/uQNErT2ehCEqYjpaF0I3k5mSTh5P7Tuctk0+aywTQGy7Muzl13G8nL8T4Y3voY3Ob+BpLJ5saTDR+3G1r+zk3r3GD5BpdNZyAJLSME5eaV5lH+FkNIurlucJvnbaOPCuYz0Z7i3OCy+aspfVx2X7eNtNb9owjTkNQzsoDjDm4zpA7rX5bVzpf7u24a9zWfafD4DJZlGlLjER/jTO914v65xkTuP6fuY/5kg1e35NMtrXm43bqQ1LZU6X4ySWBat5n3NJBMvuS+lk8y+ZNpoGQdDSomvHOD21sgmzGYznzIzTrZzLt1sv6mcT/rYpx5kUy8jcdUIpnGZ7z7WT+sJ5JpvkkmjGkMJDfwrrdgWYa2TjZ05mswE7LBkU1uXAstTVsnGxqSCeV2jz1VruRL8kNqdgeDK0ImA1hB141vgWQaUIt3fmVgXuZjAxtcNr2VswHtYJ4I40xLNg5gvB2ebOqmN1gP521f1+3Q5uGyc/Nq5fT1oDS9I+Ak0wbbOqjpDO7Xgusk0/itj/Ek08RbfwPJ5MyWZTB/00GJpL61J2jzM97gNucGN5JMNjTeMgzGu24ag8vGGUg629CJZNKHpN6eDdIB1H2gRDa0rre6udzyI5lkk01u2STVs9F5ms5ttpVxBhOZF8mki/m3djZtoQeY7WO8gWTSjWTS1309bySTDp5j07XguueypfHDEEpkQ69i2hxaXVx3+vsTRwAAEABJREFUX9fJTRrjrY91cZmks9TXOriPZRhIJl3IJnc/g8dlMI3B/SzHjJybR7m+eRtHf00B2WDa8biP+ZJMepinfdK4tptpDK4bbyC5oZ/xbrds9ze0NG47GJBN/4O1GWde5umygWzozbe1n9tbsB3cpwWyoXffFlpa5y3uwJy8fL8Daa66Tjh4Fzs9/PqCi/DWd7wLL/i7l+D5hr9/KR73pKfiac9+nuD5CZ76rOfiKc9s4ElPfxae8oxn44EPfTge+ohH4V73ewD+5C/uhee98O/wb9/9PhByzMzOw8G1RQU2XR4MhvL7uLH2/UsEUvOJzUSt+6ATAXU4pi57f/6n98ROBclWFEyKAfAvxmw7/3IgywtkRRf+H998/FNnY3Z+C2KWw/+n2XmVRwoeEdTCFOiianv6oKEaKvE2n0c88pE48QY3xPLqqgIyQ0x0wPU/HT/yqKNxiQKqSwouKSYLMQbF2/9Muujo0MsI/xJxy/yszqsDWLcVBSbW9Lb8z//sT3Cda5+ATEhDVB5C0NgNcWOwNQL6CqQsLq9iVYfln/zsv5pgYoiwjJEO2ZaRF4UCuCuIOvBWGofHbVuOtX58APY6cJmUgQAUoh/rwHPB+eenQ9qqxjbSJbGnQFynU6SxQ3bOxW9FB+s8i4iahyXpvyo7+zIzowv4eLiqQ/oK/IuvQ7ZvxZOf8HicfMubKXA2wO5LL4IvO8sL+9I4fSmhZJPElq06sK8NYD0XFXj66te+AYaIteEIUQehWlGJUuOIsqfHQxL6oNac1LrwLC8tYHamhwc98AE49phrgLrkTxR43CUdUrtkzs/OwHpXCujYxnkMqHXYdiAgD0Qni8hl8zUFYZY1Ll80rn3C8bjH3e+qy8QSrnGNo2QHXfIkk/K3kexFUj47g4ECRdF6IqCrC+NXvvo1LK+sCT9CJp29z451iax1kRgoODY7MyP7BQWaIjIi/dLuhte7Dv7u+c/FOWd/As971jPgfwY7XF3C0r698OW4q0CybT4zMwvGHEMFzAy15tA+ZlzFqEB3H2PZalXBQueZLs25gDFK/wp3VIDeAbZaNoISJV8ZrGPQ+EOM0n0FEF9Dnnd0Kanxi1+eJ/9d08jXO+DyqfYAL4/eD7OmwILHEGKA91NKjg/qtS9Gmo9Ddx2Cvbt3Y06Bvcc86pHpf4Lki92SAoILCmxAQYVaEMoxCqmSWSPNaSVcreDm2qr8XuMYaX7m5+dxzmc/h/Mv+A1CXqCsNXOaAysUY0SuOfOhfqJ1sSy/82Xfa0OOhVXVd+3Yhle87CW4geZmqHWaSdE8CxAX6T5GKXleJ5ZVSneSMN9OpyPemWgmUneIWrambONgiNeAf110+9veSsHJEvt2X4qrH3GYgjUvwm1OvmVaP6tLi+h1cu0TQ+1FFbwObZ+iKNCmWvzacpuTbItXkNfI5Ot+kfCA+90Hj1BgaDIapKDF1rlZBAVgdNNGFBv/TVJobRmMjxo7FbyALt/bt86hkwf0ihz3u8+9sGvHDnRUXtS68Tj3F26DGxpsCBGQnqX2Tf9K28OIMdNaH6CSnaC0Sa3K+qfWPCPBOuL3zDx3sND1/jWMISrpVKn8Ja3dhcVlDLX32E+9b65pP+xqTt0vyzKM5WsuqwsMLs9o//E/8/UcRyEd/CgUmCYp+gnsHyHIdwSdXgcr2keDdDj6qKMUuLiBzDxJ+0EzxlotHrFBRX00JWoiZDaAEYsK1H/jm98CZU//j2ly6ZdeoNGUBmykzVrDd6NBBXKzldwsH8y/RN48K/SccZmkzpvyUVTwuLMs4DLt8w+4/31x5ulvwsMe/MD0T/nHayt6OSUbaJ+k9k9ovTqn1vzcTB8jPedrvaTp5AUCKN/qyBY5hnom+M8P5FqrRZZhqHnAug+QBEnoC5RPw4n0VGjPzRqQrXP5Vl+2CfKtgfaG1F9ya9VhUNk4s/D8VKo7z6SLnzmdbg+x6GCkF38DvTStJcOirgxI6TVFQDb1Wn7XlNzouXAuUHvNoJERF118Kb7+jW/B8v3MiFmeniMTPT8Kr3/RkuIiIOnhg7I/tFZr7UdPffITce+//DP0O0X6+4zdPKZ9ZmHvZegr6NgVUC/dxuVQPr6aYKI1XWg9b1GgsSd6B4i933ZllL9+0F/hZX/3Itz0xOtjz4X+syxDXHLhBXio8E983GOQR8IvKvu9Dhx0k0qIUWtcw7LPk9yok8Rvm2yrFjb71NpTx5quWs+/MXKdq1a1Ts859wuY37Ydu/cuiJSyB1FroRj8rLXdlldWU1td1pBFMNbz8TGPejROvO71UMhPtil42ZHetc6Aheaip2dDHjQO+aXitciDfEr1pYV98Fh7nVx+u4aJfNrjHw3X4BdOj3rkI3CtE64p+SVK+XkMASFGyYbWbo1Kz+aJ5tLPiCB+I5XHkuE/qZDrbFpL+xagMlKq07e/KvlnaxfnpMYrCJYj8P5kiJJpIJt2sskP7G+eZNNmHqWeY+brsvu73X0MxhtcbsH1Fowjibav+xtcJxsZuIJkHm4yvctj7TEDnRUMEz2f2zbn00A2fEkmtMduMB8jrFM7JpIw72kwTQskk6+2+kKJ5MZ4zNf83F+LNe1VWYiIIYAU7/W5MY11NtTyQ/PzfPd6vURnPgbjScLlqPly3b5q/h4/SbiPwWPYt29f0h9KplGW+JFMufu3QDY4kjBvy8jl0yThRDKNy3iDaUhiVXusebtumdbD4zH4nENSfl3qmTZOOdnwadvd13J8rrIu/uFIy9OxIY/P8khqLVSJh/tCyfQum4fBZdvQYF1cN800qFv6uM007kc2Y3TZjR6LweWWl9sM7teC241zbrAc6+rc+Ja/21xvoa07N03Lz7lpjHduILkxVy3eOck0H2TTTl4+h9I0T7KhsX4tkA2OPHgezEB8khIkXdwPPHktwkYjqU13kiarNQbJ5IjtgFrhbT87jSfei9cGcbt5GewAzsmGh/u43XLdZnqD9SSZDhxeAG433nxN53pLQzI5Esmkq/U0jXm7j3PLMLiP9W5xLtuxDS4P9SbYdO7v3DiSyV52HuPNw+CywTSue1xe6O5ncJv1dLv7Om+BbBa+dXU/07tsPtbZfEzrutttS9vVuXHmayCZxu7xuO5F5jLZ8DcPyzZP93N/48zL+hk8dve1HC9W60ESxrs8owur9XE7SbNP/mCerrhvC5Y/Lcf9yWau3d/jbGldb8E6WTe3u791Nm/r583EdMaT3Fgo7mOcc+viubM8l92fZNr83G468/Y4LN9lA9mMx308XuPMw/Kg5L4kk0wodXWYjCEkfzAfA0mdv0o99CsFH4D0UNCG7r6WSxIOeHgsbhOb5KeW6bJlOjet+xhv/V22HpZhcNk405ne/UjJ1oPHOLfZBu5LMulMNuMjm7p5mNYyoEQyrWXXjTeY74E2EGmypdtMYxnuQzLhSSafsF8Zb11M24Lr7kcy2a6tOzcNyaQHriT58D3SgSnzrxqzAp865/N47wc/gg9+5ON49/s/jI+d/Vl89FPn7Acf//Tn8InPfB6f+uwXBOfim//yb/iPH/8EF1x0iQIlUMBxHjHv6nAmvWKBmhHQpWFVh4+gS8dEByIpjI4CXDEGjbEEdHHwpWS0tor5uRn4YrG8sDddhk++5c2xuryAbpHpgIC0NqN8wWOvUMM8v//DH+GX5/0aywoGZZ2Oj+9Y0yUo02E/k2zoouA+m3aketbw/8DhIQ9+EAa6PFI0PQXoKuk30+tjYe8+HRb6CFH6tzaUTV00H/O0D44kp9ftwhfUqPEE0fR0kH7a054G762lDq0TgfV1300gQoiY6ADdVRAq6jDh4Epf5YnmxBfmQhelTDbzOtqxY7tEVpjo8OY5NpAUrl4HIBePKPqhgo1zCtZ8+MP/hMXFJeTiUwEY6hBYSFdfxJZ0MOn0Z4QNoPSIslMIIc3HWBdyW6hbFLo4BgwHa4iBcHAjyrpBweFCkbbKQSPJXNNloMgL9a1gvUfjCYL4leL+6wsuxBe/9GUF9uYRJGeoi0ImHTXlaT8sZW+S6QDkfUmDwarm41YnnYw7/dEd4V/hOGAHzZjtEETr/q0doubHtjC4bJBY6WLpddI787g0Byu65N/pTn+EG9/ohtiz+zKx1EVA8x7UnmdRPiuPcl26TzQHNQiGDBfJt3/0ox+nMQx0QfJcObhl3QsF9Ca65FhvCdW+NUZffrS4dw+OPPxQHKVgVCcPGMmG9jFfapyXulzWsqX1djDKOtufouRBcnWvSfo4d50kgvSsdOEvdTmtZPtSY5rRhf/4449LflFovqBUyqbK0qcUfU/Bv5oQvzpBR/7teTrvV79OPkNS6teJfvrL8kiC5DQ6lUkmvJ9Pi0tLqUxS4y+RaU6iyoHAmoIEwsIXuQfc9z6yTYEVreeoWyDlR0E2iJpbBxSgMTnPAmCAnKRTZPKTIewbS5q/cz77eXR68tuQw3uLfZmUBO3ZtqXnLYQI6zVcP3t4HULz+uAHPRB3vP3tsLSwB1sUYLI/l7JhrRG5Tw2Kp5SWnSEeYEAlw00q2w1gDIhZhqjxCQ3Phf2zkO+84HnPwcMf+mA87CEPwpvPODX9s+t6MoLH0etoDNr/ijxHFE8NC06VLjPmVWq+2v2hzUmmvc50JBGsE6Bh1BsgTTHUnnn961wbj37UI9IeSZRpzXpstmUeCI0CkFDPSVQnjdIjRQxI+tnutXxqrODlNY66Om57m1tr31hAR3spriCJjVoISq+B1kRXPrVHe+aKXtgIKd6ZRYrm/+0nSP5YdiaJZEvN1URzPVIQYEm6fOSjH4d/KZxrD3TQwntkURTaV0aQUeB92+P0XFZa8w68lVqbt73NbbBr185E44F47mrxrtfnrFIZkhk090vLS+jbn7RvVgqU/8nd746OfGSifdi2LooclXQiiUp+auh1+1qzJTSxKPS86Cgw9olPfQq2of+prnW1bd2vgubcIB72cSm18SGZ/MR2aNsy+ei0T5mYpLODgu021rMhyFccdKy0DqUp/PLmiY9/HJ74t4/Fta95XFo3IwUftfWjiAHQ2gmyQydqTYDIQ9SzewCpio6CL5NxJXlBLQQZENVuvDHlaIKZfh/W2arZJhM920iqj1hrrFAfj7+UzUMIKLVOID+WmvAzoaugnIlrElJDYgmXAeUC5wZK7lj+wCzH2nACxR5RaZ8NeQGykdfosVmGkmWS1DxN4HbXnRvUnPAkEaSQ9QdqlSMqPdO9Jvr9WXzhC1/E7j17EbX2Q9Q+IN/yXE80lhAjPFfmF1W231WyAbQv+gz0hzr7+KWCbb2il3LbtsyraYRqMkznpJFeyk2qscZSoVYQsg7awSLEM2hcNSrNY2SNUkG1eflX0BwvXnoJ7nDSSXjp85+HB93n3rimXvD93QufD//T661b5lDKZ4PG4X4d+TZVrvUMqeS3mfwKSmPrqHGXGoOqv/XH4yQJj7KQlZEAABAASURBVNW2JIAiz/S8X0FfZ5FcPvP1b/0Lfq6XY0VvFrnWRY0Ay4bmPRetXxDZV/vyHePVilXZ5qRb3Ax/fs+7I8p2EwUP8yjm9k/th6YxQHsc1e7zCzUmCArtBebnseQan+fSEKVn6bnSvD3m0X8jUvmAxjs7O5uCOlmWSwBlZ6bxAMRQ54AsLzCnl9+f+/wXIDdAFF0IEXZn7x+VHNWyNEPI5Q+VfNt2wVRy/UCoZH+D8SYlG9khhCQ/yn8MpGZMwiaao5H2oiyNKbhLApLy0QCyoSs0/q7OhIZcY4WS9bMc8zN/sqE13rYytLoYZ1qy0cdlg/sZ3G4dzN/7rGWYL9nwlLj0MT/r7Jxkwrmv9TM/j8Xt5mk+5mkit7VAMo3NbZZhWvMzkIRlu8305m08lFw3kIRxE51fa9nbPPwjGdOal+umm2ieKz0rPH+u2x7WjWSaC/MwuG1lZSXx9Pjts8at6uztPh6b6XoKZLrNZY+TZJqfgc4Mxlmu5btMEh6/+5pXK9ft1tNnHeM8Tvsq2YyJJNyHZDprQ8ntLa11MF+SaZ+1LPM3H5GmPq5bT9vRsjwGg8umN5CNHMtyX+NaGpJpfizHYH4eo3XwuIc6rxlncD+Pm6TWjvY15SSTLU3rdtvUupjeOOthO5BMfVwnm7LpDaY1TQvWE0rWwfTGW67LnjvX1Zw+JFPuNoP5eWxtX/M2gXOD20mmuST3z03XgmkNpje43LZZPsm2upGTTLYMJJMATCUzMCODy2RDQzJRGWdwxTSGtm6cgWQSgPVENn3Xqylzn9YQLiekvlw2T4PLJBMvl20wT5bbbOjWSczHgzXYoAaSG2MjiTaRTPxM637mSzItPvM0kA29283L4LLlmh5KZLMp2IlIpge6293fYLq2n8vqkhzLZQPJpIdpW10sw21QMi9l6UNyQz+P2eB+rWz3a+lJbji67WW82112TlIP+QwxxnQxsmzzM531tfzWxl5o7mO85ZFMDzBvFO5nnMFlkml8Lb3lmZfB7S2Q3JgX0xos23Q4IBlPMo2dZBqXdTGt+Vm/1gambXlBye2mU3G/D8lkd7cvLy/DYzHP6f7uRxJXlUzX0rT9Wx3aNuduc04SMYQ0fp2t0nhaPLkpj2TSsW2zjclm/OZvvPVv+bpONn1Ipnlwm+fVdG43YD2Zh+fHbQaSSSc3m85gGtdbIBsa07dgurb9YHlL59ztJJ393wEDatsz5ghZgUwH1aI/B0N3Zgvy3pxgNkHRn0/43IfDBDPIRZ/p4Nj+aqsOEZV4ljU1N1DwYKwHWoWow1ahww4DMdCBuPGZMagDbgIdDH2huPSiC1HohnOzP7hReisPHbCpgyJ0IIAOobUASmKfeo6F/9a//AtGOhxSYxjqkJ3rsqlznqgAP+CyLEsPX+eeMz/oKh3Q7nznO6X/gUQheT64UnKiuOaRiAHwITyTvr7sGLINXNOmprRnTXQYaec6hIBOr4vDDz8cN77JTXQoHYEUvxhhfzIdSZiulO7Wu9IhGyHDnn370v+QgEGCgPTQ95hnFWTyAaHWwbLUobqnAFehS23ioXFnGp+h1GHWMjz2ZQVrHGB657veI74L2HnoEXDAZu/CErozc5id34a9C8uInR4mMuakBnwx8uW3p2CCx7SswJIPYpVkjnSoX1MwqdShPNfFJI8RGpC0rBFdVokkGIPkEA4MM0R89/vfT39LdCwb1VA7Q/KHQNEI9EkHQ8vx3Bi/ZcsW3OxmN8X27dtwYDKPWjwSQLwqQMNGJd6ViGsxrATOa0J65IKIiexUo8acAry3UXBBpOlSQReET5m+6g0IqCUHAl8sfvE/v0Ip+yMIL6KR/AySifVE4cyLohGFWmq9PKmkYS1Aqtfy3VJ6lMorKDEgksiiwJ3lf5UujbYxUcN2zmTP1C6avAW5Ry4o5LezszM47PDDIAHJ123Dri4U3tNHDohIn1IOoQwQkYqathoDXU78P0LAVaRaHQ1XRGZ/i+vzH5JtPLIaMRCVfGWwtox73+svcOc73h47t2/FqoI1K4uL6Mp/e52ONKoFlcC5QWXJtB0pO7W28D9h/fkv/hu79+7VPADeZ8aaeNKGu7x2JKEPgr4y6XXM0dfAXf/4jxWwW8G2+TkFU/ZiRnaSmfXhFKzPnvpVmp8KrgtUryE65waVk1TpuLayiKsdfige/5i/wZP+9nE4/pijMVFwoCpHCGqnx2MJ63nql/qzKV7Ft+1vOJCsFm/vmfe7773hX3c6GCoXSf400fwWurBL40ZS7d7pSwXlFFgfAeR3mcZkWl+ITzzxRL186YGUfvqow+U/6u5xASZQT9XtZ/YHHCSp+SDY/z3KKsaofUDraiJ/6DrYLp36s7M49wtfSv8jtDW99KiFy+RzIUbUGnOlMdeyXy4b+U8/dBTMct7X3h0Dcdtb3yqtP4/RI9T0icOmvvV60ePNxKPUflCIN7WnH3XE4bjhideDXzrUeq5NFPgwQHyjaN11InrKvxgiBrrwBj0ff3PhxfhnvdAzzuvUONPuD61kIOmFg6daYzx4y/7YkfSAjOgxeH/3uowi8Uu5B97/fvDfFD1UL78W9u7GWC9RvCdRu22lfcp2au0Tamq/QwKorBIAIpVVZ60NSzmS+sJDSeW2v2rp45ba/VLNX8Y4b0GtCVUL4R3d2lBsG4D61i1oXHULG7iASnZPgJD64X+RavmQ1XEetM9Usjs1pz0F1Jb1Yu57//EDDBSgT3MpudbN4kKM6Znk80mQX0y0V2dZhNdsFgN27tgG/89ggjQM8J5YIeWqNyOtIOOi0jqupIChVm7wJLQ0UeNPe5Ce4XolgEpBjVrnr5tqjT/vGU/Hmae+Cff+iz/Dltm+9uZFTMZD+KxTaz35uW8+WjASVUueMn+vy2kwRvz2UMs+09S11ktXzwH/2nekM4L/52hDBa79ryUUMxaphOnbH+ticLnWfDovJwPs3D6Hu/yxni875rVmFXAtBwihRlBQNuUqkxVCEMQG/Hejg1zS81XJaD6v+iw50R4y0dlwIl3GWhsOeF7rWtfCSSf9IZZ11/GvwoM6lrKPx0LpQYqRIGjePbyRItz7FhZx3q9/DQpfS1HTAoRT0Jy4Xst3MvlBED+SIOlmmbvWM7pKcEVtlm+I6k9u9qutgLgYn2WacdWNa0FNGx+SOouVmGi85mUaknDfVm7bBiWSMN5AMulLNjmU3F/Zfh+Sqd62kUz9jDTONnZungaXrYv3VZeHCkq5ThIej4Fs9Hab+RhM6z4G62wwb5+bPR7zGOmZ6JxseOUKuLqf+1v2NMQQ5UtZmgOaQEAy6e4+5jMej5NOpLxSdrZst4l049ORb1uOebvN4EbXPRbnvgt5LKYz/TRv07re8nbucRmMdx+ysYfHTDY6ms7jbWVYrsHy4rrPuD/Z6O6y+zu3TPezLpbT4s3T4HbzMrh+ZeC+pm9lum69LIckrH/bNs3PZUPb1sowzvwMLns8JDf8sq2T++NavPtYtvm5bF2cW47HTDb2IBvdSGI6kUw+QDa5+RrIpk4y6UI2uXkfCK1s55ZrmOaBqeS+U9X9im7TzoMNhYwwU+fTAKVWwIH4aXqRpQ/ZDKbtQ3I/fKqsf7X9XSW5oQtJo9Jm5gEayE1HtR42uPHmYSCZ+nuCDInB+pfpDevVlJFMC9R4ksnw1tk8nbd45+ZvcLkFkmnzM97y7Owu2ynt/M7tsMZhPbmvaZ2vo5JckmkzdRvJtIniIMl6TYNtYDL3sxySG30t27TT47Fc97FubiOZxuByy8NtpnNOckM/48zTdC67j+sGyzYOSiRTH7cfiCObOcJ6crthvZrmj2xo2v4k05hIJhtZnvt4XNbFYPlQch/j2zEKtd+H3ORNMulpWgeXnLu/eRvwW6RWLslEXesAgEqHhxASb/MjmzYT+OFN0mcsuG8rh6SbE87jMbjdSPMwuGycwf1IJnu57DaD6Qwum4fLbj9YH7ebjtyfD9nU3db2bfsbR262u24gL48z3vLJpo2kUWlNp8L/wVcpW+vZiVq8a9mcIQMVyItZByFXgCArQJUTxAJCpnbTUG3RIPoQMs2X+jJKK2+LOi7r5NXXQRwg/ID1Zk8CRZHrjXcPcwqeFFmGjg7el1x8IXJ162TE9vlZvPoVL8Ohu7ZpnieALnGGWgc2DV4fMRZPCcTacIwvfvmrqABkRYGRLnO5ApBpTCKzL5PESAcZH3azEBHUd2ZmBve8293QVVSxUO+gYAF1mA2VgwYTvUmfgLo4MgVAmzJ06TKuycep3cG6jgJ2DsCGvMC41OGxZvqD8ze96c3gAy6DJEqH5AOydwxBqjd750T+bt1z9b1s9x789y9/iUwHI9LtpUYFVDrsXu2II9MYOnme1nBq0JfXchA/kg2eAV3pw5hhcXkVZ73t7XjjqWfgS1/+OurYwc7DrobhhFgeTDCzZTtGurmMpMCaDs3Lq6MUlFxeWYNt6P9RRpC9fDHKNU8S0dhexq0FpfSqpX+MEbX+sy/5ojURDiGDfzn21a9/Q3MyloVrhCA7xJACq8Fl+YL75nmmkQCTdOAfYefOnQpA3gwk05jMzywdJC1l24kusxUiSvlaqbxChrLFqZ7wkl8KVnT5q0OE/8+alJ5SQpeJk5HGk6TW+jYoSx/qmxqNMhBUX/+i6gc/+hE8Plpvge3uskYlwrBOr6I/YmcOVNkXzIkCcSqmj8fiYGyFgFxzXk1GCPK9iIl8rgTlY5gMAeGpS2M5GigGP0Qt36zHa8IPBG43jBRsCsleUWOLmiOZBw62WteY5YDGoKkClIcQQVoryJfG2LdvAf+7RFTJn+N6TgSx9wVWMyfcCMcdezTuc++/SDm8jhX4yWJAJhuORxrDhuVqbCaXDQ0m07hy+f0PfvAD7N23D9Q47J81JEwkdJa+IG61MAIKVCtlw0p+6r+Vefxxx6Irm4/8S2nTe32L2h9TI/GjeoV1UFl0NZs6EADR1ALnBJDL7tC+tKLAql8UbN0yr/U6RhaJCKhHJepaJUHSSUV9amEh3ioe9EMy4ckm93ozIshupPTSpBp3wvHH4U/ucTfk2sckUiaeoNKFUhQo5XdJZA2JavggJZcF4kNSdCWixmHaUra68Y1vjFkF8FxWV9kidUpf5ttCQqQvYURYKZhgsF4JPf0lcfZNWMh+HKeJfvdyqfnNk5/X8JoEJEg2Gowm+NgnP5WCPxNvHh5fiLBurY6k9dbOlWxZwb47ViDoqKtfDScr4DDW2hOFONZTgI3k8VQaSxRvy45iUMnmVzviCNxOLznGeuYYB9E4gF7K/4N0sw5j7XUuhyAvkX9F+aX/3ManPv0ZjDR/IWYIUW0b0lyo/SWor9SM5i+ijY/rhg1EW6A0E0y8JuU/lXPp5/VxIwWoHvrAB+Loqx3ZBNFl575efHltj7RuxxpnjKGxSw3lBionoO/9IQAJp9xGU5kMiCGC/q/ztJovAAAQAElEQVTtrxxuNwiPqUSKch2ktVpq1P4WLq1P8atdVj+zUVMic7k2LrUFPYc8owE15AuQPmpLtL/nl+0q1smvKB1K+Zr18DP4vPPPx7/9+3eBEBA0n8ZX2i/tjyFKvvyOJLy/lVp3mexRaw5W9OLP/nfrW50srWqNowbXNaf6SHnh1CRs4iketao1G3Qqq+5PpXmjOkgaenrO9oocI71I9K8G+90CRxx6CIosYqygpAOVXdFQ+1ml51CtnJIntpJkbg3UqUaQtl+Du7Jvkvs11+K5gdCe0ddLg1K5/f9fv/NdVOJb1kSIOdpEjcHQ1gHzrLC2tg/btnXwh394I5T1qvoOUYUxmFVYHS1jXA8TjNbzSTXQucSwpnyIoHWHvAvqrBta0HnX6zFmBRACtm7bhpvoZTLJtC/67Oj17nlr9CAgfYLnT7nHsqA5/M///C9Q8+w2g8dNEqRGItuWmmsVU51s8FAiN8vuMw1qTr7W4oL0I82vRikfqmRH05BElOyWbjqHEkl9Y6PPdF83mN44564bSMocIekLJbdZ/oFguS2OZNLXeple3fbr3+IPpDct2fRtyy2NeRhnaHHOD5RLMtmA5MY43Ydk0oEkpBz0DbKRZX08bue11qrboBTUbhkGkjrbVIlnK1MkV/ixzIOBZZCNBLeT3NDXdbfbx8iGppVlvIFkmg/jTWcgG1qsJ7eR1DC1apW7bnCzebRy2vKBdZJJhsc9DWQjxziyKZNMdsRUIplq5mtIFX25bJnWZZqH8WpOfEgm2VAy3qBianPu/s6vDExDMvEhmebNOChZrueabPZg6yJ0onHuducHA5IberidpLPfGSyDZOI1XW4ZecxXBuHARnckG4Zu8wCdkw2OpEmSQLIpG0Ey4Vw2vfMWyM22Fmcag5U2kA0NyWRs42xQ54a2TG7SkdxwTCiZn7K0CExPMk2GJ2waTGcwLdnwc7nFuWxwvSiKxM86GEi6aQNGeivhitsswxu7c5JJN5fbdnITZ97Gm74tt7l1N5DcsKn5eC4MLZ37u+w2g8sk97MfuemcJOFENnr4EOm6eVqey+bhsvl5TKaxDTp6E2JdXfdlyr9SIZk2MdMa3J/khs6uT4N5t2C8+ZMNPXn53DQttP2ctzjn1sf6u2x+3sSsv+vGk5t83ddA0s0JPDaPx31aaHm4noiu5Mv83Exu8mz1aPmS623twUUPBtur1c9yDO5nXm4zmHeLc9lt02Cc28lmPl13O8k0B2QzPy3ebS24n2Vah1bWgW1ud1+DaQzTZfd1ve3X5sYZ2rpz11tw/f8MZFPzbfm5bPAhaqLDdClbb4BoKxGWyg2V2iZlDUNLI1Q6KoIBIUT412MyJjIFEKIOuiDUXutiuJb+mV+lg+7q8gKucbUj4H8a6f9r46mnvB5HHn6ILtJDUEGCAAVm1EtdJX39Q4Li718N/vJXvwJ1wKcOY2AQgedTcmrAOlY6lJHUQTuH1519/tBDDsHVddGsdQiEDoNqBkn1BTx+oClv5kjJbS04uOi/WbQ6nGAkO1SIOgSrPwLmtmzFTf7gZugpAEvp6T4kEUPDt5ZOUApqs81ilmN1dQ2/0li8fhIXkWYa0+rKCm50wxtIoxr9Xg+DtdW0b6gZpL9FrTmZ6ABag/DBOe/0kIJuWQcf/eTZeNLTnokXv+yV+Na/fQ+TkCP25rCsyGMVdcjOe4idGWTdGfT8dzsFGg72LSwpoFomy3st2nYkNaejFESMMUqPCpTNm/mvEu1EY6tFt3dhET/+6U+Ra+8LMQLCOfhkmyczSOdVXYZGegZ4H5mRrTLZ4YQTTsBRR11DPjISvwBfMCsEQHpXglo6VwqmInbVlqNGhkrgwONEdIYRiFFN1OI3qoGRjLw2GmNldYBjjj4W17j6NdCVjQiIEjKgQB+Ril+Drd0SAgrR/fcvfpkCqRAuyzJniFG56olOeULulwO2W4gBJOEAeVeB705/VuHGgCUFeivpVWmdQbranh3ZqtvtoSg6iJJjWVGXQpcN5tdABq+pUnOeF0XSzfgsLzQnpeojZBp7o6M1Y9IhSI+g+bL/rSyv4KqS/dYwTUcyVf1F6R0YUXsMQjhAQa3X8XiAXC8T7nmPu+KEax6LZa3xlZUlFHmGWc1zqYC3AdAciZ3YoIYS9W1QEcKEQDAEkMRPf/ozja1CiBkYImKUXNHWojMtgjqpDoOK/jgIt23bVtztLnfBQOvI68m/TJvtdRXjHZlkA2pIl/0giPOBOG7QuzBWwKrIowK6a1ha3IflxQXFjwfo5DnGbQBLfk5xMn0D5tFiXG6w/iY36yRBik79PQckTbIBasHtb3dbbNuyRXIXtTd0oQ0PlXyir0u9X/psEKtABlBQy1ANEFQ9iG+QjS3DsGvXLszNzWOsQBhAHJgofSzbLXS7J09EpXzA/mweEM8Ewvtj22LdBuvk6zW3/v5QSscYgnwhS0z8T8BzrZ3/+OEP8eOf/BSF1m5UHRqndWt0LEVbIwZirEBgp1PAZ7MsiwporOKOd7wDtm3dgtFgAI+z0btWn+bDJtM3QapVzw/zSraXPh2t2z+8xc0xPzcrVAmphxgDJpoX25RUpwrIQgYtf9ifnc/Nb8E3v/1t/EyBC7+4G+llGiBaTKdWjyZPtp5qvqq6SU1j8PPLe8hEQapKY+hrTaxpP+51cvzNXz8cx13jKOy5+GKs+hfL8mcHp0rZiySCbFX62alZpHZfWQEHJmvocTkHQ2pu554kSIEavVwNiUBfFIitvxOIJOWNDNc2oQZFOg3rpOtZ4pXKtb4Nm1ygvvhfpigfIiVfa8KsbEvvyQgBP9F+ddme3XAwUtON0s9FySy1TqDc+2au/RpKYgPDRPuJed7/fvfBcLAmqnodRLQuQyV9JFPfUCuSUTdHiqkUtUf6X0yUmuNlvSSxDNdrnavWVpaxvLSAoebcdbfVmlPvmWbhPy3j3FD7S1Bbnse7Xq6V/zYfstHPfrcJFfxyLshWMWa45NLd+O9f/A+iAn95R3uZ8FfFf26ujxvf+Po4+pirY1FjWVUgdaQx1HmGIB6V1qKhlv/WwtUKtNd6LkHg8qqeQ2vjGmvjCgPlg0mVznIj5RPNk/3X83Xscccjypb+pWapdWzwONqxu8wQRZMhSqbpfvk/58E4+4LHQVLFAFK5wM/gSj5hcH8DlEiKT0QmPpbTtkOJZOIRZJsofdzWgvu3gCtIJJN8kokPSTi5n/MWzNN7omVYlsFtpjO43TnZ9G/rxk0D2bS3OJJJfsvLYzRvt5NNG9nkxrvdOpjeMmwP0xpXFEU6q7vudpJpTO7ndsNIZ0v3aXHOTW+c935ysw9JWIbHbTBNYEAQnhSdgFQu25sPSZ1H/CwBXDdgKpGE5ZuXZVqfA8dj8o7OfLn803QGj8tg/aZ5umwwL/czP/N32fTmQTY6mcbtbjOQTHYn989N53bztW4G1z32Vr75GEi6KYH7mcZ493XegusG1w/UyfyNc7v7297mZSC5YUe3G4w3QMl183RONrpM9xdJ8oc2d1srw7hpMA/rYnCZbPhZlvs5N5BMdpvuSzJVySY3ncFI5y2YD8nUn9zMW3nOTet+BwLZ0LvdcGC7cYZgIW2jEQaSyZBk49DGGciGKbmZW4kWoGQ6g/k6F2rjQ272a5Ek22IyftuH5MbAjTOQTBub5UHJzm45nlRDO1l2EIP7GESaPiRT3uKcu980P/M03oTO3U4y6WYc2fBoy+7rBdjTxdoyrY8XlQ/Pzt3fYDpys2/b3/SW09bJTRrj7WAk99tYpvuYxrxbGeZjILnxALBdTGdwm/t7cVpH83df5+ZDbsqy/sYZSKb5cH8DyeQj7tsCyWQny7Md3Z9s+ll2i3cOJbJpI6kaUl/rZjC9kWTDs8VZF4PbzMcb17Tu7me8x9fKNz25KcN9DeZpWtP5lz7O3d/0HpNz010VmE6PZcBP+3Vi8zF/g8saXGrxQZVksqX7kU2Z5OXsOa1Dy8d9DFCy7tM0lmM6NW3wMs70LZ3rBpJpLbVlsrEzlMhGJxUTH3KzbpzB/SzLuevk5WmMN00LpjUYTzLZwOXfG3QqigE+iyGiRiQQA/XAxQZILcnBBqgZAWoXuM36GCrNnc/HBrQHYgYMhyOEEGE/M51/OeEAQUdv33v9joIAa+joMrO4bw+OP+YaeNtbzsSNbnA9DBWs0BlRsiqRV4hoZCqDlSEDKL4/V2ColOygw9pYh7mY5bo4+1BAWG6mOkCNK9Nht0wXTijdQhfEI484FLUOvlm3j66Cbt3ZLfA/Pc97s8gEnZktwm+dAte3KEhnmBd+C6IuuO5jcPAu6/RByYx50KH4OMzqIk+GpFOQgR1MqnRALnUhIIEQIyY66Npkrl966aUabw3oQphFjRE1qAve9a9/XRx66C4FKVeQR1221R4CkWeZKEQuw4egWayhwN0Yg9EENXUYLrqY374LQ5nkAx/5BO77wIfiL+73QJzx9nfj57/6DZYGJVj00Z3bhkpBvaW1EZYFpSzui3uNoIDjRDCGRIAhKK8TROlRCdnKrdMggi5aapfW/p+F+Fed3V5fuhCV5kemV4vGrYIDGfNzc4mX9xv/U5RFXXaPOOJIRF0WiqKDrOgKeghFT8HETtKxDAUmzDFBhm5/i2AenqtC5UyB1dCdRVQwNUhuPjOHSvMRdBmZmd+a/o7j3NwWHH3UMVjat4g2UQXKds5VRC0tDZoa+FeuHof/R0X2NWrOGOI6jeyBFphw7t/CRPMs90TFkH6tu7C0ikUFHhkLzG3bib50sr85qFp6TIJKbWNEBU0DxhrjuFaeIGJcG9o6MakB27fQ+IYKDvhvn1oeNU8kEZyLJo2r1rxoQDEE4YmRLmu4iuQ124JJycTJxTRvpH1UOAml5pcyIlFqna3h0EN24La3PUk+StFOEANQmwbEeFSi359L9qrErRLfSmykqnBCqCyy5DN+Fq6srOJ/zvuVnsk5NAz4gme9xBGgOBjUU2zQJHNC6n+TG98YRx5xBCrNhYOPcwoCT2Qrrx1p1pCn76ZPKlp4KliRVDjgy7QCj1ckWSS2KOA0Pytf1/q2rGBlTGK9nAuwwRdKkq7BNONQ9Uo+LQ3Z9CGJLGa42U3/AJPxMI1NLSi0bkIgonw006WmFl0LlcqV5gshokLjs1CqBaR6axxR/bxOt23bZq3V4o8anO0H7iXQh9TEqs06VvIDQPTi56zWlwHrqW5zkbjY1l3+XcEsSOktG2oa4P2ilH87//znz9XLhjVknQ4YAqxWqT3TMoLqgU0/aJSZ9lDjh6MhPO473/lO6SVPDGy0N3/RmdZ0DTBlJGH/9NnVvq0uGOoF0fHHHosb3uBEOIg01iXYMkhKjwqelyAdxBZaDhgq0Gj9OjoDe585+9OfQUfrOb2YkAZIgKnUWq3JbXfDFMEVFg+kq7RWo55VpQJSWRawsryIk295S9z1Tn+E0fIyE7qPmgAAEABJREFUZm2/SYlagdXRcIiJ1lBe5Iiy2UR+jg27WJdKtWYt+hefVruWp9Uylev+58K1KAzuF2Usqm7vEYnJEzTKt5j1mqp2sxamCEWgRn03H+uB1Gys/SLI0DRIluUl/HoZ/4vU8KHmsELQfJqV7Vur4P3JAXAwIC86GGmOIa1izBCC1p/e8MUQhIHWr3Z54aBkG5944vXTuh5pf+aGnuIqgY0tZT2V4d56LnAahKOIUjOgfXIkFVQLwERzXHk+VI551HOzk15adLsdZNKl1vqgSJt9EQrGr6W9VqYD1GAfVQGAiBhShqtIdeq8P5FxBmMrLQA/+6P86Re//B8sLK8CMUfIig2babRI85d4yQ7uaB2UL8tHjz/+mshiB10962e2bAeLGQyqDOjMIvS2Joi9LYi9eWTrZ4Rc57tc54Te/HYYujr/dGa3otOfR0d8/PexDX2VZ7Wvn3jiDXCYniGr63+/r9vtpuATSVijysYJAc6yLE/5b35zoTQkKFttAhHUB0rOSbdTtYN/SIJsIIg/2ZRJpg6V7NfakuQGrRuNJzdx5GbZvAwt3XTucgumITVG2d78Wnkk4TbXy/WArPfBA+vuY8B6mi4b5X3TecvDZfMlN3UlabR8sYb5tzxMZ5ltX5cNrjtvwZ2jnmsGcnMs0/gYAmIIaUzmayCZ6oT6yM6WLSXg5Hbzs+8a77KBFK1s1dKQdHED3C+TrxvasXs85mFw2UASpvEYPB7jDC2NGZLU+h7DcQiD6UjCekDJuhnnfpZLNrq5TjLRmZZkGqfLBtMaXLZ8yzSYl8Flg8vk5vhIgtyUASXLUpb4k02b+7a4tkwy0Vgu2dC5r2U4J5t262QgielENnWyyafbpsvmZTCObGzsssdpcJt1MM7l6dzlFkimsbpO0lkCcrOcEFfx5fG30Mq7ii5tc8r1bPP2gw1loERyo05uGlNNCU/SxbSYSG7gyIbWClkZgwmdk5t0xpF0pvXQyDdNQujLZfMwqJpoXDa4Tu4vh9yflyfYQHJDN0/KNJiPwThyk9+0DLfbgTyxzq0XucmTZLKB6SzPC878XDcYZzCOpFEJSG7o5XaSCd/SWYdWXsuTbGgSob6si4FkcvyWj3Huj/VkPgbjzMubhuW4meTGQ8hjNN5gHqYlqUNxAbcZ3NfgQJ0DdmQzftMbWp7mQTLpRTKNFevJdC0YRdJZsqN1NEy3u9E4j8Fl827Harzrxru93bBcN43H4DLZyDBf93FuvPO2v/HmMQ3mZ7orA0L/TfE3T4P52E7OfbA3jo2rg2TaPK2f7Wo5zhPt+uYPJfdRlvy/LZNMdoWSdVa28TFNC0Z6bCQTve1BEk7uZzCtaQxk02acaZybxv3adpKJ13TddFAimcal4n4ft0/DdCPJ6ervXKaPTjo8sC4BgXOi0gEJBwBVNwgPAaG6QOUsPdgzjStK/yA+FLb5eCo63R7UgKEuYWNdXuBmgQOR/vVbngUFQlZxu1vfCu96x9tw7DWujvFwFfNzMxgPVhGkYxR988uqGk7mSwZQ4F/YMcvgg99El8/gsisitJ19SfcflfZclBqrc9vTB8kPf/QT+MSnP4uPf+ZcfOpzX8anz/0Kzv78V1LZ9U8Kd/a5X8XZ534NZ3/B+VdF0+SfEt2nP/9lfPFr38SXvvYNnPulrwq+gs+e+0Wc/ZnP4eOf+By+/LWvI0TrpoOTDvfQfAWNpdbFzRBUty7WyxBixL69e7SnKHjoQWock/EIXV0Cd+7Yjpvf9Gbw32X0CxuovVofj/uKFFFjjz78auy636AOGZh3cNneRSwo6LVlxyGYUzDyJz//H7zmDaemYORDH/lovPjlr8I5X/gyLt27gKI/h74CdCHXviUmvZlZZCqXEjCRfRkiogIblK6ez6jx1dCgGGAcdIgDNWsk/vPn/6XDkQPQQWMqNUe6/khn+wxkjxiY9kYfnmyHougoKDWT5P3kJz/FL355Hr7z79+D/1nWv3znu/jnf/suvvWv/45v/PO/4Wvf/ld8XfD5L3wFLXz23C/hsxrHZ7/4JZwj+MwXNBcKRJzzhS/h81/UXH1JtJofBydKjaXIC11saO1lsfZDFQT61CqZLmiMa4M17Nu3IG+sBWpUr0o2qTVOqAxozIJUFq5OOMKXT5HBtuv2ZrBj1yFwIHTv4jJ+8JP/lJ5fwz996rN467s/gFefcgZe8JJX4inPeREe+5Rn4ZF/+xQ89NF/i4f+jeEJeNijn6D649fhb/Hwv3kc7vmnf46z3vpWODhayE/6/T5mFGALmgcHc6FU6fBs+zovZX+ph6Av75lqvtKP+10xARH0Xy0/CZpz8/a8QntIVY1xwxtdH1e/+hE6JA/1HJQvSmbayysANfVFZUQTGGtQtWnUUk+DfH3fwgIuueSSFGxVEyYKipCEPqpuUrsEAiThMeZ5jhve8IYqQ3MN5PJb44e6SEbREDUuD6IFhDccrL3BAVXDV/IgPg42eU9LvyCSf4u9eNTYTCY8EJrWaTuTBMmmYf2bZMKZzkASHtv2bVuRxaA9osDqynKi8fi8v3UUxILmxVDDowzS0kCAMYF9UwU4UbRBfjOWbefmtyDK7/8/8v4DbrLkLO+Gr6tOdz9p0s7sriJiUdYqB1AAXjC2wfH7XufwGoxJQkJZBCPA2ASDCSYqoiywjQNgmySBhCQkkAjCIAQGJCQhCYXNM/Pk7j7f9a/T1U/P7MzsaiXh3/v7avvquuuu+77rrrvq1KlTp59Z9Ki7FGKlsu1Qfez3KQbYsZ3rPWWljmwFERlKt68a+Hf6u8+B6ziHr7O6voxzPa/npcMNN96kX33LW+X0ZZrrHMxyDTj961gjMwdoYpZrgf4e5ADX8eXcubP6rM98nPhT/d0cIk7Go4jhbUOKiSDfDbyAmWU9t60+Y85BDmv2iRxafMHnf74Ym72sHX3mMPsV9PALX6Y51OviD4dTo/i+f3BYr13WpxtuvDFzfeOi1tBuwKdGDzltDFRmY9pbLcO/uBwpHUwPNF4bV9/xc2My0T/4u39H4/TncHdXW1mTS2KXBx1xvXRdyazvq16X+HCwKA7/gz6AZoUcMI//+JmSk68g5lWKNbD6mkcYNy9AX0voS7aFzxdCgjugX9Dk89BHwGvHc6cRkyc+R3Z0FxPtSLMcLnaLOcV4Ms5cf+9973vTx07zXGTcR1w6daOxqGfsmTvzxJZx6aLPvOEXvfwPkHbywuXYsWNxsV/4Rg8XZHqmBUquuwaHBroo7WcPweH72uaGRhnrvcz3s3nBu727rXPnz4kDcnxwYlMS4y5jnIbrNYUpPKjhSpuVTi7gIpHrjpM9+E87oGmMRsRnlvvDRH+al8mlG6l3pz52Z4lbk8MfMFhp3KKTJ0/nXmC9/o1v0W+94/f1v975J/qd4K2/8U69+e2/p7f+1h8E79Kv/da79Nbf/H39Wvhv+813Zh/xe3rbb/2e3vxrv6E3vvXtelPwxrf8evZs2c+96S31n/V5Q/YLP/Pf/4d+/Cf+k9745jfXcVvLwWMppdK2BW1bbSxnGU+55HqSPvrRj9WXsdTBk13nOf23lKLV9JUEHzAnWJsA9Q02WolCBgMZYHtp52K5mKx1tiFvBzt+x1/avLgSW+PcO6lbBXLUdZmvDZRtL9ui3IAuOrbJEpde+F0L+UKOMn0lR74h1TrMi0L4tmuskKceHtcQZdvLtpVEHfZafZNJVW0ffXhch02OHD1kqLOPbCLPy6AmQxk5+8L42YMOdcgA2rCdOToVz7P0Bzu2Rfxs14N+zgMoA/bDyLLPxyfbte9aJGQAfk6yXiODDv1lzDgcp44ydfgBFurLGFCGjwx+gaaDfrONTAM6tE2/ALr0B6zSzQ79QAe/0INPO9iDZw8xoz3biFb/mi3kQK1YfFG2XWNiezn22GiwBz5twrMtErqg2YcHjV/0gTLyTQ9ZeOSrgAeQXYXtpT+2a19W9aBpbzWHXgV2G+A3+uKcuqzXXgZCi2R7QemSdbbrRUiHMbIUvgTR6luOiO1lJ1tnCEILmn1kv8mTY6PJ264XADrwgD3YxS9guwZQi2QP9dgByJDbAx8x27XP+GMP+sgA+0iOMqBdJmmblOgB/GKCQisJOeRtL+1Thxx1QIsEjWy7QBbspZ7tykIOAllocsr2UA+N/caHxibt2q7xY+JSpg/I2a5jyyKALHZBq0PWHuwTv4bVemRoCyjJdvXddh13JSEP7CNe2PVju/pG+9hflbOt1UQ9wEf4tI0esQfw0aeu0fZgw3b1q8mTKwk54oLdFK/8yc20z0NCa8N29R0/4NGSHZ5L7Ts87JNrkaDhAWjY0Ks+YA9QhwywXTdZjbZd5zu6AD7y0PSllS+2g4yNp1AD7AvLA1e1D7aXuS6RWjtU0RawTfGTDw4e82ac/zNgyQMUcMp5qpOyOXHGp4GyImM28BXZJi78so/8W/UfhxkHZUu5tjapY7ubBxtQinXPu99d//pbvkX/7rv/ra65+rS68G696Ub1s0Pxp0KmvfiAHez2KfcpV8j1V1EHeQDoQztzRLJK18XVeSiLzTVgLm9srNeHdnR//ud/Xs96ztfp6V/7Tfqa4CnP+UY95Wufp6/5+m/W077hW/TUr/1mPeW533QBnorcc58nZJ9KXQ6JnvL0Z+trnvFMPfXpz9AznvVcfe3XfYO+6Zv/lb7hec/Tt3/Hd+h8HiSGTWniE79nebhPKBKOXv2iL6WU6i/5uXPn6pwclS68mSKYzcuhOhf97b/1N3WPe9w9h3p7Yfepn1fEbGz1geTI8ZBTurHYyO8fzLS2eUwbOVTcO5zr/N6BeMN//NQZebSud7/vA3rNT/yknvI1z9AXf+mX6Vu+9d/oZ/7nz+nDH/mYjp08pbPxB5tri4NkroOSNhyfZ7luOfAd2o9LcvVBqZ/l4eGP/+Td6iVN86CfLLUOVMd4vuDN8/DO2NT1cjyqm7Sf/umf1lc9+av19/7BP9BXffVTFnhq8qfqyU/9Gj35a56ur46/T37qM/Ts5369nvPcbxjyxP7ZX/f1enbyZwXP+fp/qa/7xufpm/7Vt+qZz3munvyUp+rpGadv+ZZv1VtzaKw8sOHXEbwkezxdFLn+uT9xoIevlHs6XaUtZAdTKKQ8FMJXDt4PNRpPQhfxD+y/8MUv1VPj+xf/8y/LAeJT9cyv/xZ93bd+l77t+35UP/iSV+sVP/nf9d9+/g36xTf/hn7l7b+rX/udP9RbK/5Ab/mdd+lXf/tdestv/37wTv3ab/+e3vfBP69z7PSZM3Xe3JaDOh5+x3l4OH78eMaDeREP45qDPnOuuh2PZjkACWsoXua7Tz/Bpardw42F5OM8WPdZL+YZT2ZC11lPetLjc72VPIQdaDo9zNjupzyJklXcJTbTuorM41ifeM8rJMIHtEglD6n0C9Av27ItrpdIh1ZgXSqt5xDu+uuvr1X0o+s67Wf94SaOBS0AABAASURBVGBolgdzp38ZMQGpj9wdA1knjiXy0zwglTS9sZHDotiKgRyib8Y3a5qXLpQHROiCVrCiWBhqL/VtozPU2ANNHwB9H+d6AX18odaxzzxFY8o6k7IaEu8+NJi7CEALOuNG7tCHuS7Xc62XbpRxm1f/eh0lxtwpNu/7RZ/RrcLUeZCQyPUpTbWpRcP4wh7kzW/+Vb3//X8m1kF4Qghc4Elf2YzANNcB4OD+i77oC9VljjTRob+RDeNSvWEtQH6Wl2slbSDTlU6H+wd64hOfoHvd817RVP31WcnLtnnGCh2YNtLKNTGOLxmTrJlra2v1n+F405vfpElo5Pp8gWR36lP7vCJJGaywKolN2/Xa7HKNcZ984APur8c++lE6n3VkLYejezvbcubHZDxKXIqYd9jaz/VMf6R5bDFPFnkOIZcHkQnePPW1nBzZPvsNcpW0nnotxi5GVKMRNvQqGqvm8Zc8q5oUfaNf52Af/Yb5gk6eeJegXq/JG+344+jWNnXXU+mc62Sa2HT1Xtxl7hAjXph84AMfSLy6rMGq9XZJrKcqiTUHgi5WupM64upaN8mBwsMe9jDtZY3yRW7ROwnuAC9++VguyJ3Qpr4PIruZewD34r2sRYfZ1x0mBhoXrR/fyouw49o6tqm17MvwmXl5EDkOMyhv5kVWryG1XLEJ+kWuu5CYPwAPu1KqJcof+OAH5NIlXn2ul3muC+6biwYQznhLQ8t0r1fRzbfs5oDwp/WVX/VM/bMv/mr9w3/y5foXX/HM7BG+QU95xjfpi7/iWfqSLx/wz7/8mfrnX/6M4Jn60i/Ly7wvf5q++mnP1lOe9ozkz8ge7pl66jOeVfdzT3vms/T0Zz5T//rbvk3/6lu/Vd/zvd+r9//Zn8l2HWfWWduqY5hxxH88JYa2IXVLXljOsp7Oc11TD+a5lsirwCW+Lq6jDBBteaMp20Nb8C6GfWEd8g3IQtsWYw1sCx6wBz60FgkZsChW2W4x3+GvwnaNVdO3hzK68IDtGkt46GLLPuLZA91kkbGNeG2bWKJzKSALnxwFbADoi3nYGcZpnuk1zC/k4CNrD23CWwX13G/gcf/ABjQ65JTxwXb1lzJyq1j1aVUPWexTjw0ADZCjTBvj7PMAZds1nk0G32wv28YeOvbAww/K8NGBBtAAGtiuY9no1j5twkO24eJyk2n9oYxf2KDdJg8Nmh3bdV4qyXa+VfvGdYct5OyBT6V9RK+W7YGPPLC97Aty8MjxB9gX1lPXZMgBvAbblbSHvBY+ji/b1R/bSy3aaGhM20s5241NjLKAhtGcpwbllsMHlFeBTAvkKn+VtoeJguzFfMr24Ijt3MQ6MbCgtceA2sbJCvvIHjJM3FHpNMtmFXTmRlhSnlaUyGf21oFXEn40YBu0cqprgLDbZVGyXcvQ8IBtxGKyrzbRx1+YXAyUoclrbPKAS7m1QU7ZtrAHsNhnUZ9lExnDoqykrpTcwMbpx6wi9y3ZrlAStmgHoAuwQ5+xO/g9xKPJRq1+8I2H6j4lYrg2WVOfm0yKQpaLBBq59maDfvKmlPZ4WFnPmzTqR9mMgK5jHqFFbOJzNrQ8tCmOx+301xlj/LHgAdoq6aft1KM/5F3iT3uANpCzvey7Fsl2pWzHdlfjhY5tocdmBH/Rb9Ai2a4UmxVk8aOBCujReCQh1qCLU1/baW1Qi+/EFD8A5QZ7mL+0x3whJ45r2agjC5ClbWxhFxnoi/nwkMMOfaNs46iWcxN96pBhTLFlu8YKe0rqmaOMfcD+CHQuaqC+QZEByGS0ZKe9unnWQOv2CR8b7MiviOBb5TARwycbNmbKrAlj8UEGwKx5+FU2eclBVek4GByrK0UlAomynA268rBgW3ZDkdI3u5MDBbX73LdD9NlslegtQUez4bWtrmRdycP69m23atRP9dmf+Wg9+6lP1ste9Hx9yf/zj+r/gGNv+3zkpFOnTonYHxwcxmWrj36v5Eq/+uGLviu2ORQa/sy71PUPPmMzy/Uzj//8eRHzKW6LTfjOzq5OXXVaKiON1jZ0LAdx/OnNeOu4RhvHtHbsZDbnp7SWA7vKy+HdKOjWt1QRmS4oKSO/cfyU1rdOajTZVJmsC5ujtXURV/4s9tz582KtKCVRYZ1KjJREWYx9wLxNBle7OSDsXTSaZPPdK4ew69pNXJy4ft7nfrYe9fCHauf8bZrkYZY/UR+POnGYgq2D/f0cTu5n2OYp9vXwdYgF68lM7opK6eLPvG7wM2xyymubm1rb3NJHbrhJ//mnfkbP+YZv1Fc85Wl6ztd/o/7oT/9Mt+3sq6Rv/KJy/3AWT6zRaKLSjZTBqWPVpwNWrz4POTVPPz/6kY/I7tT3ljyK/Dh5UUksZjlgjqPi/lPs+sC1v7evExl7/oyYX2GNMz7deE2jyYbG6/h4XBtbJ/LQdFLHTlwV2dMaRWaUeFM/XtvUZGNLk4zNWsaInD9DX8/4bR07oZMZ66tOX61uNNHO7r4mWYPjUPqglRRfBQZW1xWxDveZ3xxcTUZj8UDuvlfcjlBinXnehwLzMOcu4t+jnHmkvWmvn3/dG/T0HHZ/yZd/lf7d9/+AfvXX364PfuSjuvGWW3WoTk7/1jLftq46o61Tp8Uc5JB4HL8nmZfQa+n3ZOO4lvTmCU3Sx42M287OTnycah6fWA+Z79xr9sJvfnalqItvpUIq+W+ePsXtK37StUvWu3FzDfaZ16z1zIG4kBprPBrp+oc8WH2uw1Ha7HNgoRxOTibjOkedexTXRy8sAYWi1GtImUsh5oFLp+3dPZ09vy0e3CsvKvRXKpEATq7YUDh9HsL70HOtT0Z60P3vp1nWnq3NDbFeTCYTgUHfasnRcAp3hEzzSPHpc32u1cOmwxw4wSmJM3HgfrG2vqY+xvpUDMh3Alp5ycPOtREexBVgW/aAJkY7o8R4M33il5cHufZPnTyZeXAo6pgHU/ZEUWgt2MRpYDgZny7rRy+rS4z73J8Ocg1u5EUNv+LcX/wJ6NEFMoxJr4FDrtqPXnFP1fyiXCUyN2oe+aG9o+9K9an4BD6o17U1c6kkFryImmYvy68fWUO6XKtdHtBKN1JJ/2hqlnUJQHfF8dsaJQbzzNN73eueetxjH5tpOhPX0DTXR29WswZ6Y3GNw5/LGV9rnPWHtnsXTXMBjNbWdH53R/e5z3103XXX1bmm2OqUlJy52Cc2Xfw+PNjX+to4h/MHwt+9rK+HvcUv6qdzpa1hzAirow6SSfErX7qj1McfqY/YERjFedonZ+/EHpXrtUtTD8oB5Np4LP7igGvVskYpK/lO7p2zxA+drpTqcx8+UFIf8DFfaTPRWdT2Na/slS/HRipWOCGjnE+IfHrVatdvLVJKiXPVXfBrO7Wfg0gkBqLWO7RDueb5Cq0F0oA+seTS1XW3pC/zrINYm+c6Onv2nG666RZ1XWIZjHP/DDt7kP2I9Gl/rq4r6hnYcJS5yHicPHkiL2LP6NprrtY2L//UR7ZHYgH6oSWXUsMgUKMRcsj5pyuUeG0dO5Y5PaljdpBDRsaRcZ8nbrt7e3kZtCeuk/W8SBmPJ1lHZvWXWTFUP1iDIG/AiwHUHAF/4uCwNCzYjTfMR6VPqon7PNjLunPjDTfm2pvWZ4LDrKesbzKatIg4NC0SD2CdOXNt7uWHcremq05fq3X+1Hq8mfK6coSp0WQrOBZsabw25PC6tS112bOxP1AZR36ibrweuY3IbWmyfkxrud/uH8yzzzgjl5Em2WuU0gm/SsnFEpcY61xKoRzHLP7rupFKGSXWh+kLF3GqF595AjPPPJkPSqmfqZbDW8bGjn6pYJwurlcS7dsONXyQQRZAYwsMtUff8FbRdUVd11XYiXPmA/oAOTRt1/qSPttDm7Qzzf0FOUAZQK9i1YaSKIOQcub8PHsC2yKmgDYSRIGulGW7JTLoAdtCDnnKWiRHqbgI8JdPXcm1Gfv8Qh3fHLkRfS257hJvroNx1jbW/1KsmBU5yGCq7+fLcpf9dtfF9kKuz/gB9G3XceQvrTK8iiWRz3Iv6kon/AQT2kr7JfJ92uflJTk/tODf31Vsct/t0k5Ecv3txO5UtANmuUexF52nTwBZctZu/koKu7y42M4zxyxjszaZiP46/W5jElK265w7zJ6olFL9m0SWPcNa7l34qiR0bLTTncyLWdZ+xpwcQHf0Jzaw02jbiRuxKtrIetJHdy9rDPLYP5a1iDaIP3W000DZdh13ZLBrOzHoE4tZ1qVpBfL2wE+l+sRTaaehlckbqKM3XSnqSqk+2kdttfbwAfsAWkktD1k/rdyanGdxb/Rqbhf5IpTSyeGV+GBb9hGq8cUXbdhelG6f2VZRUhuMkGpGGz0nMCnYroPeysiBPhsS7kFFzmadxapX5yIezOArHaMOtPKqzvpkLU64boLZPPLggRw20KET+EdOe10mjJKYDExALoJxeGvjcTyQmLjNR3J0I54ZKNleTlbsYBNgC1kGED520YOmTSXZFmXbog495CejcR6mx8v+tr7RB2SUhG10bF9gA9+ZxNjd5CE6Fw8XEhckOtt5YOlKUVeK4HExYtO2uBCQnaTf+AFYTPAXXdpTEn2jDtAvfrmFDXThQR9k84/9NlWwjT5+jXMzok91HOMHtnfyYLgfHRY+25pnQZnmgXyWBQZQ7rMYlWJdgM5yUQV3d2TwCR+xq0XqcwXA56LHF/ykaraygDR5ZKmn78gQT3Qbn3hAk7NAIUs9togB/nVdqX04PDzI2E4zRzpNJmNRp6zELJqz9K3Ef/oMr6/9Kxol/t14JFBGXfRn9QF1Fl+7zMteqrzD6Pfpl+3YLUvs7G7XzdM8h02gz7aD2IzGnTY210VbSlvz6E/j32E2/Czc8BJe0QYoJYGNNB/KwE68A+qA7fRzXv0hfiVl+H38oowuYDwAPPoBD3vINh65U2G79sW2sAOQA0qijA2ADuWwlx9s9FljaI8Y7qV/eX7RLHEndghyLVVQWACZuYs82tLugTXrR8r9MrVWPMn10ikuqUsc+Ye9PZ5o52CqLoc8/Bt1u4dzuVtLtMeRm6iUkTho6DIOXQ4Y6y8q48X+/q6ObW3WmN3tmjN68pd9iV7zkufr5T/8vXrqP/9HusdVx7R39hZNuj5rQK95bpxZ8nQ469V38UlF9TCnj49zpWSNu05ZLMWD98033ZS5NknspHnmTL5SdaiuKOh1ON3X2vo4m9Q9jdKHbrIm/qcxaznAUZmozqv0gg1hn3kyyzwBsZY+aQWWM0cK6IpK4K7T4dw65BcI4zUNm9lRrDm0I9OlTeKTcp/+KMkSFGPTK/ys/+NunIpOhzmsmsbW2uZxHfD0mbbwZZLNj6Z7mpSZnvIVX6qHPeh+On/rjVqfFPXTA+3nYZd+b+bAA9k+a0mXvvB/vZzu7UTPGpc0nL453o1zHfKACU2fu/SjdJ2IzebJ05rkQPU9H/qofvoXX6/zr6njAAAQAElEQVQv/oqn6inP/nq99o1v0Tgxw7dZxqIbjTXNw3JxSX6o4xtrcXFbmh2krXkOTc/plptuzthsJG7EZjLMsYwhMR+N4zvzJNHoEgdiMIrN3Z09ObkTz3npBHriU8ZyN5EzZhUe5Vp0elM0E3DN530XXtDHvrqM/VbWh3nlTTOxDhLv/cyxSe4XlPteiguZPxmVFPqA60yR7YPRaKRiazzqco/dS/cOtD4eq3MvhmUy6bS9c1Yq0jSG+tFEBx7Vf4Pql9/ydv2zL3+qvvk7/p1e96Zf0/ahRHxnJfPa0sbx4yqdNYrtEv15Dm+VXkzGFug8y1J2GEwrSnpR4l+aTnPO/C7ay4Pb8RMn87BzINtyUabCVMr4r69Nkk01iX2uq1RpVDr1sz71QDXRX9Cnv9juEyOlHfpNvp/N4yQbVGKDQp/1Ji2pWGlTKukDf6I+iozLSPv7hzpz1dVaH62ry/UxsTWxtLU21kHmYzeyHJ3DzNNYSN/yHXfoG2Du4ke4+XR1Xbrxltt0OI/b7uQEK+K4plnsz/uSXFLoLtnIVkks+4Nd3fvu16TP84zXXIeHe7knrGma++1ckcm8mmcu90uo2ux73YnkyFjTzKWCP1EiL2l7lnWoFPzOvAt/zrxIh9JMKCkiUigOH4gpsB3+hYhQ/OkrH5vIwWNO7u7uai3xHrmoyJpkTm7nRQU5MsiX+AVtvtKeg5ICc7fTPDHpM1fmGnVdXZ9TpY0cys9zWDzPurKWeePIOXpxb7ASIfoxT7vzMPtwZ/PM0TKPjUONclHMMq4dDaG3QLI6zqV3cqB4PUAfZyIOA6SSMTzIjctlpEl8f8/73qc3vPGNOn3NNVlP55pmrs/nfeKYRmg7PttO2/E810ifeTJO/w9y2PpXvuALdPWZq7n0q/x4PInbRX3m3DzjCfpRpz7y88S2D69Xp4NMTI/XNUt5Ps4cV6+1Y1tS5L7oC79Qo7TWzaVZXi51cYO1JIOWOXuYtTm+He5Hok8547h5SuPgtW94i/7sz29QN1rTlP7FZloWYXVsHOb+QJ8zvWSHE4KY2NY885s9V4mwS4TrJ/2Njd5xJHAZytjezMud/exJ+b9fPzIvuDbWRnUsDzMH5pguXb0fjXLQaneq60E3UlEq890nBn1ygz7cxLlUKPeCTiVNOeVQkShSjM5njp9WHwf7+DmvpviSbKsEljJXpLZmlfjhyB8eTmUVRVn5WiBU2kkYNE9b874kHzCDXvjYR3NA5KOptEPc5lnTACwAD0DbjtgAyvAr5NxbDjXKvWqadaDqz3ut5znkg3/2QbEOlozfQeZHbpWaR36Sa5Z98lruG4dZn+Z9xl195tBhxnmq4yeO6fRVJ/NC7nzuOWkz98hcpPJ8JuFj5myaEHrz6M1zv5hHZp591zwtDOhDqc5hYtYlbtyrZ3FiXHKd5JphTLr408dmlzndjUaR7+PDLPMwnpaS9sNLvaVIZqxyrcxzbfe53kvaddqlTiuplVvelUhmPbSjn74iWsIjViVzqRtPNFnbrPcx/vqji8Ak181kTNuz9FBpSelv7GRcZ0EfW7ZVilPfa5a+r61Nsr4fiOt4PTSH+twHQJepUhZwF89opOZF3WgcTII1ucv+oiNfD70hdRta28xYHPQq3MtGa5oR/ERjxngofs1SV0baSB+cOdl5pOlBxqq39vLidpaxt4tGuV4W3VfpOjm+c/8jL6WoC2+UMSCnrKQ+CtC2Uxo+8GwLPvLEcZUH305coksdZdDs2oMtdJToHeYQ6iDPDId5NqI8GnWaTMZCjDUklsKeq09/G1JQ3I8Pgy3boUuFkmwL3yaTSc3Dyryaas5cSp096MEfeGki8xofWHP60IiQ01aftme5vsgpg+bXPDYPcqA+TT+Yy0q/W951GfQ0Mk6fxuNR/HN8mFU02zP2xHGH9ua0EzidK5kfs8x38i73NEVmWR+6i+0uY4adkvEbj0bqSsmlGvuZ7/hBDJbrQvzggyz88XicOE/U2iXW2Oq6knv5SOP4O4rfXXzhLykOc17QRXj4QcUopvo0kbknq3NRSQ4mC7tdfJvhh6QSv7pSqjzxCkvNh64roTtlBMQ8wA/aXcs1RN6l7737GMkndAkm6xOt59kamjb6xBy7ra8lbQH4jA007SHD2cett96a631P7XCyi69trqCDTWRtx694FvvwsTNO/7BlW7PcF+FXoXxBg5DCZpNFDx6wLduQ6jN3DjNvAO1VZr6gQUjRdeI77jImATS8IifuiVtCo9ANpXSJdye7SGK+IWDBtxkDaTabZw4yflJJrGyLRJuroC+UyQF0iw16xKHYXhppQm0gKCuJvCFF2a7ASCuTA+RoqKHL4NiDPPUAGXIADZAnt730x7ZwEmCH9mxrmTKw8DqXBPMI3PAbCDx0iR72CQDABrrAHmziA6DOdu0jsgA++raFDsAn6ogXuZLwlYlDHfJh1Y/tmsPDVi3ky3Yu2LHYOHPxzbJQcbiHHIeStBOx+oFHO+gDpf918nGhhmZCzkOTOxr4YLv2w/bSbzmTKAsVfh9kYcAm7XARrWXzgf+UaQ8btMWFiBxl5KinPMsCOEubyNiuFw4ywHY2MfsV6NMeNm1XX4gV5QYtUiuv5ouq22XI0D62yW1XH/CPOtuyLRI+wqOOMvL44CKVzuqyOJXks/TpMDe0tpiV4lxws1x409yIDhP2ueB1XRRzNWOX9sltp67UNmlLK8l25a+wqq/dyjWCDnYANr0Qtl3tIltKEQnZliMPKNuu7dj4PYe1LDddmMhTLpHrSq6fFazyoNNpAWhHGSSr/mPD9gVtwMNXZGyTXRq9qp6S6A8b0+x9srUIY+WDBQArKmSBdX57VzzkTCZr2SR1muZBzJnb405ZfKc53Dqvq06dUA9vPNLOznaut1E2evsZz2GjFUlhe8A89ADlmjpx4oT4cyTb+szHPU7f9q+ep8c9+hHayD20399RWszNc5aHFIBeL2KETamkHws4YxYbS99z85jHp8McikZIVSeVFqlXRNP8PD5OQzs3+zEVmmcDOc2Naz96Lp1Kbipm3DKHiDmwXXVsR595O4seN43YS7tsQmNGQNFXNvSgPpCWBA64SAHtJQzxRRXoNFRGKusDHTfW4DC+bedw4ZA1IXVsCo5tbWRTu6dbbrxBD7v+Qfq65zxL1159lW74yIdjdKbxYqMyy8GBo7OejV9a1/mzZ2tdscS6eJib7Sx2eymulQolUe5tzYPaB/ozmsjjNU091u++63/rq7/mmfoXX/lk/dG735NDnGO67ey5xHRNoo+5oW7n8IMHJ+dhYJZr/zDz6IaPfSz+OcPTqc/BYEY2NGUlzRPjXvhTEi9wcHAYc5260VglPkzj2EwWeZ63Nc1mHxCjaTb2h2lXGbseOPNkATljsAKXTkDJexcpuTLeDkp0B3SqeXisad0iZ8MEZokbPNb3vRzITXOf4RAI+m53v7t2MmZlNEoMiz704Y/pOV//L/X1z/sWvfv9H9S5vanGG1tSYrqXjszSe3ej+FQyh3oxj7uuaDObulHWUA7t93JQJ81FGXRZV0Epjp8DbGcMJtFHbqQ+c1MZf2S6yBFpi9QnikpVnwJIls8RlcIlPrBYU8gHO1DBQnGo6zOmC0b86WtLjo+dulKGUq+sJX1FnFA8qTp9KD7YbiipaTT5PEJ9rGznYJp8mnFgLOgb7cPrVWIG6VhO/7kGnNjlaUBbielaro+S+0xCIttxoadWzHkJvYuhK6cmHilH3zVXKF2Q+gtKFOD0aX+ewkDH49BX/ti0cHsZG36fdhtuL9M4SKbnK7J9qvpaDrF0A5M1fsRRQz16fR4KB6H4H4V+gcZr+aocehGrH2h8oEDeQPkuI0b2s6a5dFkbcg2MJ3rjm96cFwK72s3BvOhMjONrsvqJikAtpH9d1+nmW27S3XMN//2//w+0vrGujY3N1BT1pdN4sq7x2oZGYD15yqMcxHUB+eaxk+JX2Wubx+o1zv/QbBS5SQ711vKS4wu/6K/pAfd/oA5299Tn2mefysPyQR6aR5mXxGWU6wR/mI9Z1jQvI23nsPINb3yzxrkvd90o99yxWMOdzthFo26cB8ZDkczXJdBnDNu4UN1GjhwMdfnORdaVonH8Oc7BKb2P0apPXpEvOTWKgnItg4EXStJwDbp36oCSNwxlJYWq34ot0GeMKlTN5vvCj1MEyaLRqKHEdwVscEEBRhD7uh0imKp8f+KfjEUzYsdoYt6Ft729neucmsQs5aGPqQ8rHDkrUEV0nHkWtkqxOGBYy8M/dIqR6yuIjofoL74HW3Uc3asGe1GjSySkGzh8BJQZ47pnjN/kIGR8j2WIha3W9uDHPD4FtT5tL2Raht1Gt7zQzxRoL9nyw14KTHMv515KRZ99nWN7zv0MRlrrF6jFxVefNWlvb7eWbGucgzPiB+/8+fMaj0fqulLjSjwd2rmPqsTDBebRzvTXACe3Zj0oyRsG/iCjyAyx6eNjl/WDvQDXM8+d5JPJRFtbW8J/O23VNnqlC8MIpW1XZI2RlrHGXorLMnQpRcAe7MADyALqLobtqgNfSfgxy32zyY9GxKWT7UCiD8BOPxPztk+MaupdAQ3soWw7YbQulWintUk9ZXLbF9jqM35gnvEm77pSx2yUdYjyYfaRXAvw+8jM8lwJvyR28LrEnr6Ms2+Gti1Sn3GZpx88yyOL/Tm6saG0CWKi7p3KQsd29c0lOUi5lCL+2Rf2dtgcpR3Glrawv3+QF9KJK20iix+AettpZp41+oABznrdVXSlDHGLj9wH1tfWaj1ru8IDzCfytdTRHqCftuucmqVN/Emx3hPQ7dNfxxHL6krW4tiaIxd+863ZQFdJ+Mk1d5h7KP2Bj23mMXterqHM2rgyzHdkkKW+wbaw32DHgwUaj3YA7RMfcursQZY2uW6wjQ/UASXRJoAPwpI96HWlqHNRkSsarVyo8zxHHe4n9qEptyWSnDLAHvHHH2jiDmgPf/FVSZThA+TCqjGhrLTNRd3TTg0WnPi34FM3z9o2zUuzWXxqcuToY69BSXZ0FyAGtsNligxjgCz+EDOQF/a0KtmuQEBJtkUntEjwG2BhHNiunYHXgByNkGMDOeooA+gG5AB8YA9+oAOow1HyVSB7KTS7LbcHe5SRxxY5ttsA2aa69oO6Wlj5sl1jY1voMeDokuMTNsmVRH9BSMGzXXVsiwSvtYEc4GLg7Rm57Rp32lESsiBktQMfGww+E952lceOPbShJOTgoYs8ue0qS52S4HGKzwKRYt7AHdYFB7vo2MPY2r5Ajzp0lUQM7EGOOMC3vfQV3irQVRI+gJDL2Npe0vCxhTw5Zfuo3jas6pc9tN/kyNEjRgi1dvCDOuICjzJAjhwedfaRbfSBPfCgAXbIATT6tGm79l1J8JPVjz3o2659pC1g+4J6Cug1UAa2q110gD3oKQlZ2gYpVvv2UE/dNS7RqAAAEABJREFUKs92rYcP0CG/FKhr44sNZMhX24eH3CVQryfkG+yh7VYmR5/cPhrDxoN/ZfTa2lzL3vVQ2+du1Zhd6fxAh7vnNQ3mBzsC++dv1c65mzTqD3ViY6yPfvB9uttVxzTp5nI20q0N2yGPkHtgvSa6bCjO5YDqp3/mZ/RDz39R3p5tZV3O5ssBQsGFPveyXRGD9eNoZBmWrLTIYpw8i/5hDoLYwLraCi+2nBsTMcYm6ww5N+PDvOnlYW9zY0McSIzHI/W5Qc9jZ5abxCqmuVmAUjoB7JM3dHkoBOjOZ33OOo4wy4Nmg1WkbGgBNCjuVBE/1yZjHWYjoxzc0cetzY28TV/X2nhSNyw8sN52661Kt1X/LCtx/MzPfJy+49u/TQ996EPEIX8GUKPhxFjbuzsi1jR54tRJTdOvirnkko1nDsHI5xGAr0UiRgldSo5c/KN/o7H6cEo31noO0PhH2Z/6NU/XT/zH/6QJD+R5OD5/flvjyURreSDf2dkVDzDj8bi+4ZxmbKKeTx//ByQYKQ+fgWPt7mfdTLydNreOH9c09F7GqiT248QBe+NJ4tHo5F3GjmuLsZ/XMZxrlg1Xw+V49JO6mqfDs+jO5r2m6FJOPs1GdQo/sTt27Lg28zDh+DJPLzg8nMf9rWMnwj+WeOewY3c/MVgTcfrVX32Lvuqrn6y3vPXXtJ147OawEv83NrdUMt60TQ64T0zSL+hpYnWQQwn8ol9d1wl6tT/Q6K9ilo31XsZ8kpijM4peV5xYTOuLK9URVMZlHqpfQrZU0pE78cGPK4nZrtVNznbtK/3QJyGVxO38uXMqscv1Sju2xfVSTAOZSYu8ljKOyPQpbCbuo9G4xlLRsFlzVMt2VdInI9Fes9PoS1lvdciyGbYvlLIvXbYt+46B3bsK2xeorvpKxcVleKtYrV+lV2U+FXTJuuGu1Jcir/ulX5YWY1wyb3TFlP7mM846dvrM1brpllv1+l95s37nd9+p3/+D/613/M7v6W2/+dsDfiP5b7wjdFBpyr+t1/3SG/Ta171ev/DaX9bP/sLr6v+A7Od+MfkvvlY//wuv1c/+3C9kLRzWh0xgzbLWuHR50J5kr5iXsbJKykre5drl2i7xm/Xgf/7P/yleclCeZT3qkcm6R50dDaBLpzsbf9tZK2bxoWiUg4nTp0+LRJvknwo031r+qWjjL8qmnUFIY/TFzoqUtYfY3XrLLXBXEPISH/SQp4p8I3uT9fV1inWNqsTQRCX/4r7SaPYIypxTEn4mqz71IUCyO/ygZ8dWJKGTyR7K0Mx35a7EfYyX29D2UI98pS7RGHXol+wtR5PsN3JYtR+MJqPciyfquiLWhMPcH5fIPfYwe4tVcC06191dQ+4lWcQPsn9zJx07vqXx2kjb2Ttv75xX3qrHh/SoKHvWxf3X0EFyx8fWD/oC3dDKJWuB7Roz27CHMcg8I3ZNnpwygF4FvFn2NeS267Vue2nHdrWvJGSAbXWJixbJHmRsLzgXZvbAb+1iA1BG0nZtwx5yeNTZgx9N1nb1T0l3VI8O8WmwHS3VdpTU9JGj/5TDFmXbWYPHFJdxoGAf2cAuMbAv9BE56tjX2Ufytmvbtmsf0KVdJdmu7VJufpAjgz8AGrvQyEHDA9AxU22gZ7uOD3IAHSUhB0JWWfi2qyx8dJEnt13XfPrRQFsNo9wP2J+uAjnqsUWuJPuo37bD0TIOtKMk2zUm6NmuMcc3LVKjqQfocZ+DXoXtpW1UbZNV2K79xC/0sQmgdYm0yl+laQ8b9N8+8rXJ2Ec8e6BX69C3B7+gabrVU8a27dqPS/ln17pajw8AHYA+sI3ZLDFZCKDsgWG7BholBs4e+FokHGlYsGoGz3ZttDLyZR+VqQdhVxnbtR06YLsGHscotwlGmYccBhIedUqCT2eYTPAAti+FVb2o1o/t2h59REdJtvM9fOyBbnVwoRtaGdu2az/wyR4Gs/mjRbJdZezBru1l+7brBorDR/pKG0rCNg909B179nCx4bPtenEiQ5lYRKVeFE2fHF1y9JGFRs529Qc9oCRkaB80vbAFTRtsKog3ZXzFHnzmCDawDQ9Ao2tb1CPX4mMPMUCGNm3X+UB9gz3wbGOm1kPYrn7brjx7iB12lGQ731rWYY92lETe5PCXulbGZ2jbVTfiNcdv+osu8pSBPcSfWCELbJPVMcAWOpVxiS97kLUHO8iu6tiu7dtDjglkAPQq7EHG9ip7SeP3shCi2bBdY0n5SkDfvtC2fVRe1bVd/Ya32h8l2c63ar090MgpyT4qX6yX6it8es2m+9rf29bdrzmt5z77GXrpi56vF7/gh/SjP/h9+rEX/LBe8ZIX6Ae+99/qRT/yA/rB5N/1bd+iv/u3/1oOKM+Kg8mSrZWzgVw24pJSUZ6zFGe1n7drG5ubuvrqqzUaT/SqV79G7/z9P1CXhz5FVjX1wgaHCReAujx4UadYtYd+VnbW3Xw0zcaKsqhLNUcstbz4Yg2YZRM6ykZ1PB5l0zGS4/NuNog72+dCW10plwSHOTEZGVVkcsaNvqIehOSAalS6elDYlVJzdFaxqtNodCudII3S4a31bJiLdLC/K36BEpYOs5nuU7+/t6/1HO6tJV5nb7stbeetauT+6l/5An3T876x/jt7G2trOUA+py4xOH3VKW1tbcZ8L9aZySS2s5EYc0CVgxg23H16M4ttckVHNTk6Iso1d8bGZaTNHMDtHxwmYtY1195dH/7YDfr27/wufd8P/KByzqoTV53WXt40drF9fnunWuIa57q3XcvDdyVv97W2viEwip8c7OHXNHGVrJKYYmeah4ZpHh6OcCjoWca+64rKAl3GuNHkq2XoVdT6rtPAK+pCl7Rn420vIsH1df78uVwjMx1kHq/H12l8SYPi15f8e50nT52useFPyf7zf/mv+oZvfJ7e9/4P1IOGq6+5Wz2kHI0nmifes/SLNibpa0k7vAHnnxEg4K08Sz8nGSvezHalxI34komOV12JnxfA9ZdR6Ctv9jmI3M4B9UEOb7uuaDOH2elIPrGRByWeJ0OJfJ6y4gMHxvQzQpf8tLqWX1JohdnkCn4mpitVHyeJpxJxYT7t7+/XMXKsgK4Y91PqI5Ns5dOrV8IdpK50NWdeNd8Gy1FI//P9CX2aTYxAA2gA7RANWozjspw6PjYcpT+3z21Xvj3kSrKd70/ux77QJr6Di1u5FA+ZxicH8D7V6GWx7jDWk6yRv/lbv6U//uM/ybzflH3UnyNKF6Q+pb2sXePxmj74oQ/rmc96jp7xzGfry7/iyfqyr3yy/sWXf5W+6ilP01d+9dP05Kc8fUl/JfRTUw6e8Zyv1TOe/bV6ZvJnf+3X61nP/To9K/Sznv3cau/bv+Pf1vVgkrVjNJpkTT4Q68Ak63mbk8SL63A8ygNxruOuFHEQ9a4/+AO96w/+UOPI8m/WdlkXutg4zFrE2rc2iXz6sPrBFoDXcujLoaQtbFEPzV8szLnnLuJnu8bSvnSO3pVwOR/ggyvp/r+hznZ1k750pVSaL+4b87zIygKeIjMtWdYlvleBHiDmksVa19V104KHJlBSy0P+H/ng59Cws5T14j4ylO/cN/r0CWl7sEH0bMt2rotZzUPmFlsqrXQ6S31oBZGjoCHFg8orXVEJv8+1s7+/F99mGo07nTt7q1KlUb5GXRe6hO40Zj+0QJ81+dKI9dTh7+XBwb00WRvpIIeQOzl4dO6roBsV3eMed1OXPQn9AcSrl7JfmNOtUKr+6zLJHmKEf6silC8FZC7Fh0cdaH1pPHtoAz482+qI1QK6KCGzylot2679sY/yVVl74K/yaKuUUlmsQ9Psf8hti2uBtQ7fkGmytIkcdeTUwwMYWpWl3GC7kk3OPur7qo1GI7yWvfV4PM78KplXfZ2jq/r4ZLteq/iC7+jBb3r4A486ZNCHhwxl6qAbjxwe/QPooQPgA9t1nJC1XX1brdciwWv9gW6A1+yS4wfPSq091PFpP/su+NQjB6DRR6bZW6UvxaPedp0f0Mhgy3aNLbECjLmSqMMXygBfWl9TfUF/sYU/5LZrXJoteEqyh7ZtpzR8sEf/6I89zDf0aAsJbNquPiML7KNyk0MW0JZtyAp7oG1XGzCRIbdd+62VZB/JwW6y0A32hTLDldNqL5Hbrg3ZVksYboBHR8npILBdHYaG32TJKdte2oRnuwYdeWwxeI0Pr4GAAQaUQAPbS1v20K495OhhR0n2ES/F5QSgLcq2qx10bIvU6qCxQ5nBBkwuBt/2Ug8Z6oCS8BMefQLQYS8/tuuFzyJx/Phxra+v1zIXDG3hC0BhVdd2bRP7SkIWfwDthLW00/ThYYN6QJlY8stLfsZMHfHEl8lkUu3DA00eHdt1bO0hp77xaQtQho8ePtIOfNtUVbR629VeZa58UQ+ann0kZw80dYwB/UfVHvj2cDHSF2zgB/mqDLq2RV/pN2VksMX4kQN0rgR0bF92/urjTNhrQBW/7GGe0A9APXX2UX+RA/Cpb4AHKKMLoG3XMaaugXECrUyuJNv5Hj72QNtDPnBVbRFHgJ7tVrXM7dvzmi/2UR/hodRy6EsBa5s5/FrrpONb6/r8z32S/upf+r/0+Z/zBH324x+rz3nCY/XExz1KX/j5n6Mv/LzP1l/9vCeFfpK+9Rufq5MbnTZGvTyfavj1Hi1g0dlcHYF4zPOEeNttZ9PHTjfffKu++3u+T+d3DqRuHFnVA4TsH3WkFbvZ/DkmS/qVxSZUmgkPovYr/D6FLhslQaeOsl3CHSwptO3F3MJaXw/5pjncO5ZD0atOnVSfhwQOfQC/kmzo8xAGTd5AuQH5WQ42wXR6mI3JdIk5Nhd1fTbFIN6LfBXE7eytN2lUsrHJBvYwB4tXnTihWR4w59FfX5to6Emfg6aRbrv1Fm1mjVtfG+umGz6mz/3sJ+qVr3iZnv60p+rBD3qAts+f1Uf+/EPi/2CKfles3d0d7e3tZoO8r+kMP2eap2+lK5rEvhapJ34BdfOMyjy7ZR6Qb77lNh07eUq9O53f3deJU2d0MJd+5md/Xv/6O75TJWPYjdfq//GRh9dSOk3jv9Vrd2e7+p+OL1q5fcafcvPwnaa1u7uns2fPqetGWstDdz/vMzeKutgEoy50MM6mfpwN/iign/McRNbxYPMaUAbw8IX80jhMLIjHTH3GrI+dEJnT8wrG58TxY1pLnNazEb3mmmukzKd8aXt3Vx6NxJ9p7udQ8pfe8Cv6ru/53vD3tLF5TCdzMHvTzbdIcj10aPeIUjI/6awk+jMZjzTuitZzmLCRdhQ/ts+d1U4OPueZV5RBn/kA4IFZ5jD/NlD9HzdZ4vCZP9U/lsPnSTbMzMn9PIwt513a6zMXOXgc/k2fjJDDXHz6hU/kYMEWNGjli/PL1dlWoa+6K4krGT3yPuPv2BqcXW1voIcHxT59CzX4q5asw8wHZQxK5lCMZFZKKZTDfcwAABAASURBVNa8T59pQXc1oQwyT518FVrhQYPVeug4iysfV+v2EAfbsi8EhmyT3SXYt9clRhcbgwcuxb+Yd5fLd1KxV8kDffx2p9e+9peyzh1G05pnjas+ZlzCyAcChKyf6MgaZ+0qWcOw8+cf/mjmxbDOHUx7rR87qXmZBOMBhg5anrrRWtaHzRNa3zqpzePglLaOX6WNrRPBcfUuWSfG2ts/lKCDw8Np/Dyoh4xKmmXdwdeu6zIles2ynmxsbokXP7/8+jeojCZinQmR+ZxDmtKpxH10on7Jz5XqLlawh3jZzlq3VmOHTCmF7JMGO04vrOEfWBT/X5vZrmNGB0ImyyqUtWg5/8JhDXbWmqPeV+bRF3VRdgaVw+lpXlQp5V5oDKh0eArPgRbJi/xTlTFG4Mj+x9fiqu6FMVlY7JOn/yV9W8s9tsaqNlErUrn6gdfKveaJ897BrnbzAp1Dv42NtYzFLCZmOnFsS9xPuWc2KGvCxeizf70S1A/2Lpfv5dBxc3Mie6rdnbMaja1cntrJC+55dEfjUsvzrFK94j+XlHvx71bOw7Md3QFaJHso29Ysa8M8foM+cVqILDOu0SsBwS7rCs+RyFFutihTBw/bAN6qLLw7A2zYFvrAHvqgSyTbSy6+UGg6tLXKg7Yt/ESm1ZNTph5aSeQgZI0pOWXbS317aBs9YmsPZeS0kijbFs+yyNquNvCDOvj7OZzTIsFbxYJd42EPbdiuNvBbi4QPxBvQDmXaANCcSdAWdbYv6Bf14/G42sQc7SMHTRsNlLFBPTzasp1LYV7t2UZkSduuNEzsoQeNrm3ICnysxMoXsqCxVnVs13igBx8oyXblK4k+0WbIZb+gQbNL3tD46DRd6uBj33a1bXvZJ3vgUY9ek7cHGcrEi9hTjxwxI1cSvGTVLrLQDReXsbPKw0fswrOH9uwhX7VBPUC/AV3ahk9OOeumqx5MCHIqUeIgDF6DPci2MrKglW0vgwTPdhbULFtZeJqcfSRzKR568AF0G2zbFKs9/AN0ACaylwIyBN0edO0hRwfdFkjK9lGdPdDYpH0Gj9x27V+zST26ABrQJrntOgGhAXwA3UAZP1Zz2uHt8XAzk2jbdr3YGJMmjw/IoNvsKQn+6kWNPjbh267xo9/YQq/V2462aj2E7TpB0aXN3TywooNt/EMPPg+m5NinDj40tuHjX4OSbNcYhqxtIdfQ5Mgbz760vG1M1BjTJmjt4meDPfQZe7Zr29C0gTx5NZQv/KUOPv22XeNPGT71AB3bNT5Ksl1p2yIhS345tHpybAN70EUHPm3Qlj3wG48cGXvgI9fK2IFGBkDbgxw0PABtu8YC/cYjB9STUweg7UG+1ZE3UN8Ab5WmDGyT1Tbtga6MlS/0Wnsr7CuQvXZ3t7MtmuXw6jbtbp/VzTd9TGdzKDY92NF0f0cHO+c03Tuvszd/THvnb9W5W27QPa45pS/94n+knbO3qGimzJAK4ZdL7IUTep51iw014zAZTzTJodLxE6f02+/4Xf3C6345268SlTL4l71ZFLmAAlgDI2aURRbGcr47bSgopctLhw11yfO8L4cHP81GVnLK43Ee3sLg+qt2smk9zGFfn40n/4ai+YfUs1F0oPAuRqlezkVe/+cN2Tyu5n0O9TTPw+VFcLU7jd6sopVb3nTWJ53GsTnNRvrE1oY+7d73VHF8TzD4NdtaDqUODvbFLyrucY+7azcb25K69fBvu+VmTTrrn/7Dv1d/ufo93/2d+utf+Jd15qoT6qcHOsjYcsBckc35sY31HGBOEi+pHl7t7ChNBb2GoA8582iWOM0St+MnTur89q7G6xs6lrHbyYP0eG1TO3uH+s//7af1ile/RqevvVuiZDEGrCOzxYZ5LS9isOv4C9LI8tMvWt3MQXCftko6fbe7XZsDgRzq5RBuZ/t85uP5HMYeBPvBXsU0h7SHe8zNPR3mYJV4lsQaOGOwmkODxodugMcYzHPIB5QDPsrOHHDaL5kP8US33nSjbrv5phq3rc0NjbKZl615+rh17Lj48/E/fs979a3/5tvV5TBjY+t4rgglPgeifprDhD5xJC5recAq0T04OBAHo13okrbO3nKjbvjIh7Rz7lZpdlDh9GU9Dy/8swgNXSyX9BWZfrqv/jBxif8lg/iRD3+o/gp2nn6MRl1dd7uOa6uvMe8zQhw8VoRTuWk/5PKDn60AvYrGbzl10OQA2jbZJwnVQyXQwv5W5sk8sYLuE3viT55KOfHNJaRMs0Xb+DGAfyKAP6cv3UguJSIOBjFsDNSn7ht/L7YOD+Bhq7NXS8oUu7CsS6RqI3r2IGsP+SVE7zTLHmxgG6BIDqBXscqDXgVy9mAL+lMDa5ZFZzRZ1wc++CH91jveobWsUxzwMbZdrtXqwWIqqRYWnlReGLlHcI3Ocuhzsv6audSDw/UcIPKipRuvqxtvqEwGeLIpQ8ML9meqL2QO88Jm2ndcoRXTlGfBydgc576Hn05b3I/Y/xGredq0Mx/jBtfwPPM7pfrr95K5it6b3/JWffhjN2p983j9nzDt8ov4vIRiPTnMfUHL2bzoVzJsJ8ulUTsJeVkgiy3iRZtdYgYPBTuOQXySgf2GT7Lpv3BzQz+ksogVMWQchzGexx/G4GKEvfhwPyH2xN2ytnNP3t3bUyldhcJT5lHNoSuOSvoEE3s0+tBy6FU08/RgSafQxw/kLqdHHUDHNlmdj40Ho9HkJfP91MmTYq9ImZiQpxlEA1qsWb4y61nz1ev4sU2NR9ZO9q77OQycZh+1lz3r/u45He5vq5/ta3m/5J4ZzA731FByn78SRrmxXAnz6Z6m2SuPylynTmxpfW2U+/Bt2SdID33IgzMv8HWebvSVJhR99jsJRiokyrpMsh2xvmJVxHb0BvSJwyqQWy0TV9DluianHtiD/sV86tAn/tP68g7OAPgDdfS9yrMHm/aQI2UPtG2KF8B2PeDDBn6wDpEjRPuz2Wyxj+lqf5GDD+jLeDzONVKEjj3YRwYggz5AFhnsUmcPsvSPOtvVvj3kyNkDjZ7tbEPmdW5iz3b1ay37OWzQlu3qx6o8dUpCh3Ynk0l9wUOb6ADkQcSy7h/WeEAjA2xTvJ1/2OQcAhlgu84T2gH24GOzTVvwkW1xtl3jB49YNv+glYT/0MhT12jbVQ++kmzXMnZsV1+VZA8+0TbAZ3L8SPXyQ5m26A85ZWwT38aDv6prD+3YQ44x9JADtAVsU7X0CRkYtqvP9KnFCPnWHm0B5IEWCR5oPGiqbNc24GOHfJW/Ght7kG3tIgdsky3RbLScimZnmduDEkLAPirjCA7CRxk0RWhgD4O0KgN9sR6yq6AeYA8+NHq2a2CVBC/ZMjCUAX61QaK+Af0G5ECzD5/yquxqGT4yANoe4mC7+oMde6AJPIBHbg+y6Npe+oufrd4e+OgAZKlXEvlBHup4I2G7vlnmgoGf6uXHHmw0BjZs14WjTcTWHm2A1kf4QEnwAPr86hJd23WBWp3A1GMjKsuPfeQDNlqF7UqiM5vN6oIHAxl40MB2jQ80sE12weKDPKCitU8ZW6DR1HOhr8rAo575QUxbn+E3OepabJHBJvUN2ETPHnxr/NWcNijbgww24NHGpXSpQ54cIA8ajxxQRw7s4dpqdLNNDg9Z+oIde/ADHmWAzCps17lsD7JKWpWHBugCaOJEHtELxg2e7cqDRg7gDzk826gtYV9YbhX2wEentdvq7ijn13Hj8Sg3xrGuuuqUNtbXclA4zsFWp+n+Xh7up9ms7WtjMspb5Q2dOr6h3XO36cv/+RfrcY95hIYDyLkiWNHHlwol9sHJU6fE4R++Ken8dg418+D1ope8TPzPOuROcpErLAn09VvZqJliNprZByqZlBpqGUPmyebGpqD7HErIRaV0yjOp5vmyLQ7459SlfCyHGF02Yl2x7n63a3T61AmtjYrWs4EF/BJ0UnqNPdcoj5Fgng1tQ5+NK0hg5BwUFQ6JRlrqb+TACGxOOjUgA5BvQB9wiETOZnlzMtJDHvQA3eued9d+Dti2tjazyemq/yezMd9nLBKLtclYu3lIWRuNxEHobg6BD7Zv09WntvS3vugL9F3f/q/0gh/+fj3lK75Uj3nEQ2s/DnJoecsNH9FNN3w4m+Nbsik/EAefx3PgmYKGselFsp0IGzJwDtj2cnQlnTu/oxtuvqX+2fVkY0slh22zvuiFGcf3ve/PdCIP2ucytvIwBqyLx7YiF21n4I4Qs8uPxYHZzva5+HaD9nLouH32Np3JuHzGp91L1wV3O3NK154+qWtzqHpNcPVVx3UmuOrkls6cOraMM3FvaLEn38oDwcWAD5BPdeaAMt/nmmTcxxn3saYa5aCPcTu+Ptan3eNuesJnPk7r41H8PRQxyxQSv35X5u9LX/4q7R/MtL27r4PDWQ4eT+jg4DC8A5Wu0zgbZYBOnzmtoM/mus8Gf/u2m3XNyWN6wmMeqb/3t/+GnvmUr9L3fue36aUv+BG97IU/qte87CX68Zf/2BI/8YqXquHHX/ky/YfXvErf+W3fpoc/7KHigPQwb+WnhwfZzB5onoer5XWZmDPCPQ8sThcCxyF4qbrsB3kqWw7dAA9QtmMQIoDXkOJd+mANNOVTp07G6bnisrh+iWEYSifV2lqV7zOL5aKP3XCjtnd2EYtcxLMW2FYpRZ9wosGgB4lrs4c/jb5dHrmI451yWcimdCRlX1i+2FYrt/xI81NP/Z9o80q96lPZJ17daKxfev3r61iP81DojC3jezt/UYjO6mc+6zUaT3KQGa67XLMzySO5m+QlwlR7014cMu4dkvfil5G51AfedB7RsfpuLEW+j14Y0e9UwnMZ66abb81aMNVkspbhtqZZHzbWN1XS1pSXE7LsohKfZ/VlglOn7CWnGmWNf8973683/epbY3aiWe9Akov6HFYqFrWS6C+A1XLoK4G9Bu0g03UdmWxrnuukFj6FX3fWx0+hC5+w6VzOCxvOuFn1QDFr+4kTx9Vnnb94jCy1JXnIE2vGoJROksVfAGznPtqH7lPXK2MdUKcebX3SUr+wVPOYvtg8/CP0gubAcaGWLEr5/ng+/SJg9qBL1idOo7w0O3PmjNjH2VYfORuZtOpetgeksRTl5H3ubzvZ+9z/vvfRg+5/na45c1L3uvvVuvbMCW2tdzq+OdbWpGSPMGB9JE1yULhW93h99kZzKXu6K6HP/u+yONzRZvZ87MH2s4eZ5cX29m23qMse4jPuc+8cQD5QygtBZT70gRPBTspoOtCiD71I9LeBMqBsW/aAkjUC2EO5ySAHuGYBdEOTYY7Bs490kYWPTLOLDHxy+KuwB13bq+xK20c8dLEBbFf/4a3CHvi2qz6y1NvWqi92opa5cKl6eMg2aJHswSbFJtNlbYOmv7ZrG7SHrj3I20MOHyiJtREZytPs19CHhj/JgaLt2r+IXvKDXGsXO5QRhEeOX9gk/plVAAAQAElEQVSjDI3MfD6v6y904yELbFff7dvHxR542LMHOSVRTlavKXJgu9rhvOJgcXZCTv/whb5SJm+gDhodAI1toCTyhhSXH3hNl5yyfRQ3ysB2vecRI9s1BhihjrzBHnRtVxZxQodY2YMefQBVIF/YWEVYtf/2YINyq4cGtuvYwsdv7NkDj3rK1EHjAzm8JksZv6izBz18hEduD75iAyBvD3L2kKMLbFd/odElt8NDkUbJ7TCySNBAE6AOKMl2vlU7Zd+eVhJ2kG+wXeVTtfwgA5ChHXImAznl1n4r24MNe8iRAbZFZwDlljeaspKw04JKu7aXwbAHm0pCDoSsPmMHvxpWbWAHNF+bjj3YQ3Y/D1PUA2wBfCK3XS8o6M0cLBw/frxOXi4aDh1o03Z9o4BPyI3zIIgte+Ajiw/UNbvI0jaAxg657dv1Gb3t7W3hJ3awzaKELXS4SOHTLqf51GMXeezazsHPmqhXEjzqmh727SEetm/XvpLso/oU68e+PQ8/AH4BaEBbtAnwzXb1B5/ox6oPjUYfWRqDR7+AbVgV1GOTPiG/KgdN29TZwzgiA486bJFXQytf1IMVVu7ts4qmb3s591ZtQLf+QGMDW/S/6TYeZWgAjZztGn/bIsGjznblY/Ni2K6LKLK2q19KopysfugrftmuZb5s1+uSMdAdpGbLdr0eWvkO1Go1G85JDhznaXpnbzeHS7MK+oVA2DmoWlMX213JIVQOh6a5WY06azY90DOf8fRsomcLLDZSVbFkq4W2xT/Gvp6HwvX19RyKHMrZCJw+c43+8I/frZe98tWqf1rmyNuDDmoKnU2pKmdhN5uQFNXnING2bCtfWl+bqAtd+RG10M1mOfKOXeJL20piXdg+f073utc99axnPkOvfuUr9PKXvEgve/EL6i8I+fcvfyyHPuAlOQB68fN/WNDwkQEvf8kL9Yofe9ESQxnegFe+lLoXihz8+Ctfqte8IgdIi/zVL39JLdc8B0v/8TWv1Ktf/lL9RA6Sfujff7/+8l/6PM2yaWUcZ9m04vtHP/pRsTnf3d2p86lYOQibapJBuer4ptayqeZXqn3exB9b6/Sohz5YT/2qL9PLXvL82H6J/s23fKP+77/11/WA6z5NqdbhzrkcIt9a4WziOVBz4oXdklgCO40EpRupdF0O1Y7r2PGTmrvkwXw/8yTrRB6kb77tbB3HUR6wJ+sbyvDE/1kOs6/Kurgnxa41lzN4IFlGIuxwIGbp69WnT9fD7fnsUPe8+zX6hq97TuLxSr08cX7Vy35Mr3rpiyv490jBy1/8fIGXvehHK/9Vifnl8OqXvVivSczJwYVyL17Yeb5emnF/yQt+WC/+0R/UC3/4B/SCH/r3ev4Pfr+YAz/6A9+nb3jus8QvS3fOn1U/n+qqHJJ2xXr7b/6Wfvn1b8wjR9HJHMJOE4DDHCzwi6dxYmKn14nBYa6b3d1dzbOJHXdFkxx89znE/od/5/+j7/mOf6P/+KqX6/u/6zv0VV/6xfo7f/Ov6fOf9Hg9/EH31/X3/4yKhz7gvrX8iAc/QI+6/kF6dMb4kQ99iB52/YN13XWfLv6Pf7TR57oZj0fq4tt8cYjQE+igjx994t6HFn6R3wmgdzmx1TrbSzH4YMn4eAgcBNGxjaviMNspl5RL9ljJVMLo01+lXyGTLZXkyPSybrrlFp3PA/0082yaFx+zXFPOHC6lk41WjN7lT9PPGAv6TqKPHKjtWrYr1b7sC8t9+teADDT5KuwLdVbr7gxt317/Uu3cGVt/cTJWhlQH+fql1/+K9vYPMgeU/ctEjO9+9o+DL/2QXeLbtrqsb+xFuF5OXnWVeJHAL5vXN4/JHCTmgNOg0d0o/E4lvHwphbruscrFldCukIv4BTk5HmB/72C/3gfZd4yzH51nbG3XOTDLAeR41An0uXZ7OS+ADvTmt/669g6maWqs0XhS9dm7rk0muffqsunOjB8+cY+0XeOgpFJKvpVY9jX//7+vj6PHGT9lnGyLZLve/zY3N8JVQAyDoVpDSnkgaoyZexQZi+08T3CfwGxfta0+NgcaqU8B4hv2b2c57Vbeoj67qlrkC//IFR91hbQ6B1fppsK1ZztzfiT+uRP4dhoMURZ5yJVW+hQHIHXPu12r5zzzaXrZj72w3qtf/pIX1D0Pe66f+skf13941cv0E9l7gR9/xUvU9gLsA9ifvSx7iSvhx174I9kDXg4/KvYMr8z+5MfzMvAFP/QD+qHv/z795E/8uH7kB75ff+ML/2peVM8G5HouCRp71S69Kb1VkisgLkBJ5A0pimuxwbbsAdSB1bpGr+bY4p7HHAOU7cyp+AKfdYgcW4B65iF0Gxt7aNM27Arb1ZdaWPlCH2AD2F6pvZC0rXHWQNv1Ob35Yrv223a9lvCv2cInAI/1nbaUZLv6Yw85MbCHftqOhIQNQB027KEeG6tABsDjmYG42RbrJMAYbXOt4j/24OETsujagzz12IFPPXXAHuqpo9/kk6znABp5cmzbg5+0QRnfG7CJHHW2awwajWyrR4Z2KZNTtp0XY5Pluo8eOvi8sbFR/y1lyoD24NN/AI2vzdZqDg1oAz307cE323Vs4WPDHvjIYI/nHfjoE3vkGpCxB3ktEm3Yrn3AL2SbHLkWCTmAXbBg13spMaEO+aYP3YAs9cB2bcsexgSekmznW3U9x37jw6TMeLZ27EG3lalHHiBvu46jbYrVJgT1APmGrJGuAbWPhKlEUEkElY7Aaw2GXT9Nhk4DmPYwMQkmem1yUk8ZG3QGXcrw7aFD6KMHqGttYoO6xmu68KDJqbNdO04Z2K4LBG0ADtHojz3I0Q5tNNlmA5vwge0aH/SBbZGgsYVvXMz0C3vYYHOFja2trRp8eKDJYpdJij/o7ezsiJu27bpIEB9kaQc0u8gCbMGjrskiD027tmscbCNSfaC++YXftI0N2zVG0AhjgzZsV1/gU6aP2MA+7dN/+oA8fPqELLapp0wdNoE9jDE+0FfsYQvbyAPkALYB9chhi7aaz5SBbXHB0y7yADvUoQu/6UPjJ3z8okxb2CRHhxzgk+16uGq7XrDoYYtFBRp9gC3KtEv7SsIWgJ/icixsVxoesH27uYVeA/rYpdzaUVLzj1hzeG27LkT0z3Ydz6ZH3Fb9Qhd72I6pOjfIAfxWbw920Lddb7D4gAyyABvI265zhTbtoz42WduI17bgAXRt19gqCTu0RR9SrLL2MGeQbaBuFSUbgN0cjmydOJnDwJIHul4cOtHGKA9Y2EU++5Ualz425SLwuMc8Rv/fv/U3tLd9Vod5+zvOwQfj20XPPMTE7a50muehn4cr+tfl4e389q6Onzqjn/4fP6vXvu6X1cuizYMcznB4M16bCPtKwu8ssjU+o9FItuumJFWapL3rrrtOB3nQzBGmlMOIWWyMF3LozrLxs4f4Vp3JWB/5yId17bXX6PqHPEiPeOgD9YgH3y8HOg/UEx7zcD3yIffXo65/QA6APlOf9aiH6vGPfljNP/OR1+txj3iIHvvwB1fZR0cPuYc98DP00AdcV3H9/T9dD7nffSoefN9PE6CMzMMfdN/aDvZpj/yR1z9QD77/ffWQBz5AvDHngGs3DyD4P8sh1ng80e7evq659m5Z3/hTn2ntM4eufQ4O+xxgzQ62xf+dfNxP1c0PQ0+lw92KiWd64Gd8mv7B//236q/qXvHiF+oHv/e79eQv+xI9+mEPFr/0PH/2Vs34FUAO1Y7noekw4zjLYU2R819CysCH4sF5P/OEcSqJb2/VMXPh10e/og986MOarG1kns80YSOVseH/2t3PUx6NY0F13JifdlGXeTDP2NCXc/GB/yu504dpDsL5xeE1OeC759WndfczJ3XPa67Sva49rU/L4eSn3/Nafca976773uceFQ/i1w/3/XQ9+H7X6SE5rAPQDwoPcOh6/0+/txooP/Az7pO43EcPiu7DHnx/PTpj+rDMgYcHT3jsI/Skz3yUHpfxfvyjHy4Ocx/8gM/Q6RNbmu5ta+S5umB/d1ulWP/9f/wPOfEo3Uj7OSToZUlFdvqYuV+C/b09cVgwGY0S0JnGXREH+d/6zd+k7/w336q/9DlP0FhTHe6clad7Ned/8ARdZvsC0Mq49jlknu9va8COiqWzZ89qlmtsnGv5IGNEXKH7HIa6lFpXuk6KT1wTIcQ4lNTxUGlbtkWi3h5o7MCzXevt2+cddiOE3qp8WILXQHkVl+NXmeVXr9G40/b2ed3znvfQ8ePHcq3viT7naSKHL32lnRUkgY2P+e6V/s4rZzSe6Nz5bf3xu98txifhkNJn1pH9xMn2sqWLiebfHeWSNR6PY7boMGuPY790XdbRubqMt23ZVkuWKznYVY2R7aqvJGJIXcj6sS3blYYPKNhe8ikD+0IesvbAsy+fd/ib+UNcmEeU0WV+YPdKwF/kkOf+Zlvo65OUmv02X21n6Oc1XnVtz9ryW+/4Xb3zXX+gycampjkBPDicVpk6Lp0zFrPIW90o45J+lq4T6xdj5SJNc/A3mYyVgGad3dEoaxdjh314zBuWwXmIedYsQH/BDB6VskjuYpAJCsLgfojtknkxy7q6sbGuHdaO+MW1V7r4FBu2a9zmkbFSE5vonDx1lX7ljW/Wu9/7fvXuRN9K6Yb+Rdd2pZVU0gY+gVU6VZf82BZjzpqBPP2yh35QvqTSXWBid5a4k6NuD21AN9iWfXtQ3y36iQ1o7DC2+E39xwNiczGwRX+xv2oLHmXkyW2T1XjDo541tsiqeeJ/eHigtexfzpw5nXVhpKqSfcl6XvSWzAnqbewQ+7Gws5GHffrSZS7v5xD9PX/6Xk1nrH1rUiaoS8ZbUukyVxLHkPVwoF1vtmFdFoeHh/FpLeviLPN7Nz552QfJ+a+oy/3LLuKfXSmhAXrwM/EkDXLkxB+/beuOkj3IIH+xLPGDZ7vG6t73vnfy3Anj7/GtY9VX6tWrxilftciX408XvZtv+Kiuzl7h9Iljuufdzui67A3YK1x3r2t1t9Mnct+/Z1683iv3+3vr+tzHH577Pfsu9j+PffhD9Nmf+ejgUZfFkx73yLoH/ILPebw+9/GPqXvBz3vi4yr9+Ec/Qk947KP0xMc9Rk94zKP1uU/4LH3+k56oR17/kOxF7p/9WBzP2jKyNC5FznU+zx4hQZZZgFLdZz0hNrZlW8TEtkjwGQNyAA2gqWf8oYHtqm+bqoTqaA2pjHxxrWN/ljkEusynSfZq5KmuH9uibA927KO5gi6gPWC7rh9KanMCPrbJsUOe6uobOXIAPoDH9be2tlZl0KUe0Ffqbde4KAkdgG10whJx4PpBhzLAT+wC7PDsCQ8dcmzYQ9+Qb8AuMSFWyFCGBtDIwbdd44Qte4gVNHIAGXyiXcrYpG/cD8jxFb+pxydAHWcZtMOaYA92KdMP23Xfhhx9og30sAdNG7SlpGbbdr2mqMM/5ADtIf+vPwAAEABJREFUYwN+xOvaQE4dfPRplxw+Ob6iB5qMPcQQnu26zjSb9B/faBf/8Q3adp2f2KQ9+E1nNy/pt/MMRB066NO+PcSi0c0OcgA5gB9Nxh7aQRbAp0/EjDL+UaZt2sIXbCBnD7rQyFAP0GtytIXv1Nuu84EyUBK28A0523UO24NdbMBHF2DXPuqjkmzXuY2s7aqvRUK++oMRAN92vYjsoxwnqEPBPmocHg3jrD3wkW0OI0/9auPwALrAtpiwTAbb1UHksQOUhI2mQ11Y1Ud41FGGjzw5sAf/Wx28RtNXZGmTAWQwV/tAPfLYh9/0yIE92LaHnP7iB4DGNhMC3dYGfOzag47tegNFlkFA1nad1MjR/mpb2KbMBYTP9mAHu/iPr7brgzO24COHLfSoxwY5tmkXUG+7XrzowLNdF2Xk0UWeHCBP2R7ab2Vk6Yc99MH2cjIjD7RI+ICPxAjfYdMuuFgOm9jGNy5s4gmPxQ0b6KBvD/5Ar9qARo42V4FNyvbgL3rANlmdXxDok9te9gd76NuD7CpNPMCqnu4g4QewXec/9ii3fLWP2G32iQnzQUm2qy569uCXPfDQbzpKQmYVYS0/tpd2lIRushoP/KHvABob9hA//Loc7CN/mq2W20Md5buK7Imyv3P9jZpcKi05eaOLpAaHHuoUXp6R9A///t/V/T/j03WYg6ud8+frxpj+zVNpNl2Wsu+uFnOBRl/qbamMNPdYL37ZK3TjLbdpms1YN5poffOYbr7l1tRbij9apggoCHvJCnHN1WfUFWlUSm2HBzjGCx+m2Wh1OQQ4yIb2IA8GxHiUwwLq351DCXze2z4n/sSaw6X97bOalL6Cf98Snqb7uhLan1VfLh9pJupoA7Q/4SafHeyq5ODPFTMpm1HlYYU84RNYW1/XTTffLCcWx44fT9W83pSopN/8+0VdDhq7tENbXQ7xKnKgVXIgySFjl5xfPn56Nudf9Jc/T89++lP1g9/33XrVy1+iZz/ja3T3a67W/s62bvhoDhETr3EMT/IQvpcXOybmFQm2huD3yRtmoW+57Zze/Z73iodxBmHGQ7Stu9/tWk0Td8aEA+jxqMsGZRK5HBDROSkPGTvaWJ+Ig8j9bD5uuvFj8WVH/Cl2yeFll3iUxGfAYeI1gJjSvzY2lBsaj7zxWg4PtDI2DnbOidhtTjox5nvnbs2h34FGaZfYaXqQB4b0NIe+8zxQFHyPXzfc8LH0+09z8DSX3MmlU5c5HEKldDo4OMzh7lRbm1ui/4q+0qfzZ2/TM572VP31L/wrmRuHFUP/puoiM3avkeYip3xZRC4fzTLPb84cYX3f2toS69q0HmCPM036OnrMfSXZRV4gxTv82MOY36HgJyDQX0G3zwI1yTW7kYObtTzYK71xwJwqWVig4Q1ohvA5iO/THEi97e2/oc080E4ma2Jc+JPsUkqNTdO4Kzl+s57cettZOQ9zYJeXISNGT9oLHffTDtbjj45gF5h3Cm3sVoUvx7sUf1XvL5K26e8n1mKXuGKB8WJ+0z94Qz6Sct299dffpoPpXIx1r7TpBTSkUdadWQ6H93b3xP33IIfP5Nhj/gDmT8uhB7TvwU4WgVinhT4VA9BJaxHoRbOpGOjMUejJZCxeQGSqZh70WefWxP+say0P3F3HHBi0VVNs5LpHb4DrS43drCOv/5U3qYwnUvrbjUfCHv98yiCnT2oitp9Mg7YTG99lk9OMHT4xZhixXdc8Ykj5kwX7zvtoIwuG1m1naZ/Xfva5Nxw/tiXWrFnuhZQP+CdUMicmOfBBo889ZJZ1u1vMb/rWZZ6yb/rd33unjp88qZ3M1/3sXaZZw8x6EYzHE7G+89JpIweX2LoSsDtLO+z/oZl7k/hA+6V06hbtsycayiO1eG8dO3ZJ08xSKnq+7gRo63JiJXED1D/gATm0K1affdC5c2eHX70vGhkiTWEA5UiKPcMH3/9+zbPPyM1WB3lJOM9etA82x0XK/s15qeea76e8dwFmeZk329/R5dDn5azzovfcLTfq/K03iT3c3vnbxF6x6w9T3huQ8Z3t74be1yz0PGvM7GBfJePs3ASyrWT5kPmv51sq0CAxoP+2ZRuy5rZVShGJGEKD1bLtKgvPNtkFYFxh2BY2gO3luFPWItmDPjyALnnDxeXGX6jXzHb1mXmFr6s6SrJ9gb+swcw35miqqy7zlOdU5ik80NpazVdt20P/4DUgC03ebFBugEdb+Aoo4wdAhjI5aDbsI//h4T/y0KvAHv4TA3vQsV37B496gAz3I65pfGFNwx6HjLTbgG0l2V7awA56trOvXqtjSiyxZw88JaELkCeutEsZ35GlTdYSdDlPog5fWo6ePfQBGsRsnU+2l/4oCd+B7XrwiQ3sAvpCHe0CaGzBb2XbtR/w0cVf6CazKoePuoNkD/OiiWGHPmMH+6tAxh76CU0dOTr4jw4+w6Ntxg4Z6skBdbaXMcF/ZOmDbbXUZFv5crnter3YriLoNdBugWu7CkE3IIQAgGe7OtX45LZ1cbJ9MauWbdc27CGvzHzRQSYQoKO0R6DI7QuDbw+69sBHJiZEDlpw7UGu1ZED+4iP/+jYRzz7iKa+Ad0GeOg10CYXBAPEIFPPwNIvJgr18GzX+CGnJPSRp88APnIg1UtZZJAFLS7IEy/aQLbJwIdnD/2Axm6DbcTrhYdf2EPHHjZE8GzXtpWEL7Tb9FvZdh1L6rAR0VpGH1+Qs4cxsk11bRPCdpVtNokddgD1ADuUkaGMj/SXHPssWuT20AYytIkO+SpW66inDJChDCg32G5k9Rk5YLsuLPhrD+3Cx0f7qAwPaJHsI3sLVs3sS/OptL2MEf7RRmuXemh41FGGbjzKDfCbjD3YtN2qa/+QWTJC2K5th1xeV6v9gQ+wC6hraGXq4VGGtk1W7dpe5pW58mW7luwhx0ZlXOarbuUiOo+8XbI9TkGrKLI7OXVSxihbpj6Antey9NDrH6wv+Wf/RF20u2welXTu3DnVeMYuLDQTDFXUzVfsljxEdRP97jv/UD/28teoL5P6j+yPckhQf0mXTXeOqWLVmmdDX/vi6nFaIFeN//2u+3St54HMObgZpb2+ys7FwSN6zgbuMIcxfbSwV7qSA6ND/d7v/Z5sazIqFck0zaYVO4BfuK1PRtk0zj4hdPEZe6uABwoPmzkwHOrmUvW9T58H4K9Lp9F4Ih4697Kx3c1DiWX1bGzTqVDCTud5uAMol8QD7OZQdX/3fDbq5+r/5GT3/K3iwPLe97hGj3jog/XP/vE/1H/9T/9Bz8yh5N2uPq0+G/WtHAhyGHnm9KlhA01b8SqBkNJKQx+6dCPxbz/+r3f+vvrEs5SuPhwy7ve///00z4Fbn34psKRRDmdY83psZmxKZx3kIeswDxDreSiPgv7wD96lzdAdsYu+K6ZyDgR5yFAOVF3jFl4eAkx5AeVhYbXcaPiglYd8KuIzO8yDQsbiMA8Q+9vnNY7zm5PxMB/S9jy+pVNSHoz6lKVe6bre9773673vfX/m+lguo3CLSuki1ot+9pFX0qgr4gCS/owSBP5s+v9J3E+fOqGeB1T6lfFyfAAl/Y6KADS8VcADJoaxx1oO5mmPX7RPM9+hhZNBxKTkDsiBPfgap3VnE2N2Z2XvrFzvSIJkl/rM8/DcdZ34HxR82r3undD3yvCo+rKYUzUOUV4108u1ayXz7fff9Qf68w9/RE5A0RsOaQ/kxCBqn9BnJ4fmZzjAzxyZJf6bOQDm4aFkbm9sbkpxqtdRor8NdiqPqi5J4W+rsC+Up24VTe4vOseH1iY0aOVPNLed62leryfmNHG1LfY40Lfcepte+0uv15ygusuYJ0apF4EP2OuMMn+60qkrpf7FB3rjHGqPuhKJeTAL5lKuP8XCgKGc1hf8uYZ5NleJ3IBZaHTBPGqzCnRc5+Zc89mhDrO+rK+vpY0+9EH9Re921pnzeWHXx3qfmmT5DtWrtqOkPv2YZ47yb0v+Yvp4bntPXfzmemZ9SU8jdfuPbdkDbl97ec4nc9xaK7YraQ95LeTLdvUx5B1+pjmARKhk/GZZD2zXQ7gu4wr/E4Htqm4PeS1c4ms1NvYgazvrkNKPrKWhmZ+2RX7mzBnxclSZB6McLPIrW/hdV9RskffZ58wOpyKZ/s17veWtb9Xe3n61u5mXV+Pc/3tZBzmIVubD2tq6Zlnju9JVW9hBfxXwADzmOvlh7rNcD9vb2zV+8PCplFIPHTl8oEx709i/LS9Wmg1kFR+c9pXu94E+gWQPBqYZW9u5Lg51v/vdT8fqoWcf//bq9ZoLKs31aakhJJ/cI8mmWXff/ra31cNKJXZ5u6m1yTjnjntKkOrLPeUaVPYFwJU+rHxo131EyuwjLgHND7Q+KeJ/MnNsc6KrTm5Vep5DzeUL5Nh07uFmb0CeMVdFfMYnLtiQTk+UwDkxbNAi2V5Qkn1EMzaMAYAG0AC6KdkWvFZuebtebIuxBegBZNAB0MAe2obXYA886oE9lFs9vFXYXvaB9pCj3h749pDD63IN4wuwBz7yq3rINVB3MWwLfaAkdEGTswe7tmuMqItY/Uwz/yiDVXnW10kO6uED6lCwj2zZrjGlzjbVtYw8Bfpmu8bCNqwK29Xf1XolUeZaBfQFu4wf9kBElrZsVxo/qeO65vpGD31kD3IIjs1VO/BXgQz1yKGLLewQF/jwbK+q1HapwzfOFYgTfiCEHvrUIdPqsA8NsAnwk5w20UPHdr3Xw0cfPnnTbzrI4jtt2hf6hzygjhxZ7FC2XeeA7eUBKe0j1+ppGxoeNLCHNpDFXgMyDeiswh7aoh69VcADq/KXo+2h7VaPHrbI41s2MRGwXQcGISoQALZhLWF7KUd9GywECDKwLTpIHWXqKCMPnUarDcpMgDYolAk07SMDHz3Q9OBDI4t9yvZRoNBtQAaavIGy7XoBMemYBNhREr6CkPWGhi/20F/bsOsFij/UkcPEJoC2XW0rCR72AH6CsOsEwh/0kYHXQNke2mp0y/EXG+jCIz7QTRd7lJGhTdtLX+ArCT716NMH6Abby/4hD5Br9dAxUW3ag2zjIbvavj3U265jbQ858sjSNrHHtm3MqvnW6smRR4a+24NNdBufvAF5fFgt24PtxqMhe+AhD6izB95qPXyADIAG0KDR5OgBe7BjDzk80GRs13g0HnYA9S2HboCHLGh0iwd549kX2kUeIGO7jhm0krBNnIgjMbdd5yT8VF/yQ90qLhai7mIeZfgAehXwGuDbJvu4gY0SXdtquWqKvcWmqYg1rojNE+hT7rORSqfzxnlHf/OvfaG+4C/9X5rmQWuWAxVFFRPzbMiqzb4PawA6UHLs5fDqzLX30Ct//D/o197+m9o4dlK3ndvWxtYx0YaRqbaI7xyTsl3R1w3eXPe/72fo1PHjmuZmy6HMKJtpR5KxsrOxzQajdEUTNu05IOCQoE/9H/7v/y0eALnaNuQAABAASURBVEel0zwyXWQnIw4ce/U85MTncdelp7oiHLkrAdvUY7+hpH3oUefEdHhoVQ6gxGY1iMmQfaD6K4j1jc0cms40zcPKseMnNJ5MNIpvrP12bAT0KcZiuU98kuWTqGlzY12bmxvaCiZj+nqo/Z3zdYPujM/drzmjk8c39bSv/iq95IXP14MfcD/dfOPHstE+of3dbWGjIk4t9vzhxTiftNuNxppnLvBnY3KX4Y3fiXMX/x54//trTEwzmrbrPY3rDahYDtCPug7yEDaeTLS2vq63vOUtWs/hzf7eQcQihz7tZcyXvlReL2IZMwLUkd959PXfnTq2tRH9Xko81tfGWlvESZnL/HIhHaR12Tw8Sr3TUug/+dM/reOzkYfEedRnGR/JOmQuZh52mXf4cpCD40lOuJ0YzvOw8o/+/t/TmatO1jjHUgzmg4HY0Aro+Wp5laaupA0lffSjH9VoMq7V0zw4jnNI4dIJf9JkPELakXQONyyu5walVldIdnSCJtLHIGjlT0beX8GHWa7FPvNpKzF+1KMemT5NRZm41nlUe60LLPRKPCucub+ld7/7Pfr933+XiE3pRvW6P3nyZMrDg39E7/JnLdfXbXnhwj8fMV6baO9gX4pz6xsb2t7ZydTp42E/5IvY2ZZt5Ut3NTEGDZezYaeNy1V+kvj20MYd+XJXm8PuNOsz+xfAnGdOMPaM5Tt+53/pj//k3eJgbjSZiD8hda5NKX4l3iW0Q4+yHvVZP/glGLqs/X3queYrWH8rMidyKKFKz8Ql1mWR6bIQVGQR7MpcHEiMGi/5qFN4C1gadKS6nkxGaeJQ8xxOzHL9gxMnjtV/UqD6KVKfa1PxNLlUaSV1WV/LeKI/ec979Y7f+d2s/Ws5nNmXbY3Ho0gcfWwfFULZF5bDusNPjckdSn18Avbghz3kTdu+sNz4q7nt2lfbwjfGnnpyAP2JwvbtTNAWTPv2dY1vD3W2q4991qlc+hnnmU6fvkrX5eUoz0bj3ANLZGa5n8wyl5l/zMeulKxns9qvae4ddlEpnd6bF1tv/43f1ImTpwSf+d/V+dsLepL5AA7293Hldmi+U8F8H9F+2qJckq/l5d5m7q/wz+cw0sXipcxG1ixk9vb2qk/Hs6/qwwDJ1DvraiAXippz/VTq8l+rvlxKilh0pRNxOn36dA4h76s59+HsA/bzQhj9AfPqE3SIfPqK9Y0tve1tv6Gzt52XPdzzxlnjc5mKg13cLerVhXBy5+XBKtgzpvss2ZfEPGPGIedh1vX9vV2dP3dW0Bt5oTDqSnRiO+EIuaSxZ9oL4nVaTdzS+V5Wn4o+tBLDPmXIK6HLuLd627JjYxF36ogHII7kAHnbZDVGpcTPgDrkqLAHO5Thw7sUbKvpa5FsV5492NAiYediLKqq37ZrDq/JYds2rCXwCSCzZC4I29WGfZRjg1iQ215IaikH/1L18GfZX9CWfaSnRbJd+6kkfAEhKw97ABvA9rI9ZLDLnEanAX6D7UpycIgdrkXkAdcnL5LRQ6jl0LaX7cBHFz7rAoCHP+QH2YdSbzvX1LyuNdinv/Bpx3ZeduwJ/kau/+EFgGoZuwBb6JBTbmg8+NAA2h58RA6f6CO+QLe40B40vgLbiC9hu8YZe0qyvex3inVeo2+b4iWBbusjNO3Qb3vQsV3toEw9ue1lO/Ban9BljAA0dfQHnQZ4oJXJ0QfwATzbwg+gO5HQW8WqSlmtgG6VOAloxB46Sj08eyjTgVXnqL8Y6MNjwJCHtl2bgWZguWEAaHi0gR45sF0nYGsLZdt1gG3XgGslYQPZ1QFuPPjAHvSgkQPIYKbl0NST24O8fWHOgCKDPr7iNzSgbBv1OlGQwzaAabvekJGlDGwv+4XcJJtSbNIOFzU2uSnztg896pik1BNjLhb0lESZesq0HVa1jSx24GHDdj21RxYZ+OjYXsbWPqKRaRiPx1UGeXiUAfbhAfjAdm1fSbSLf6ttoWMP7aCHjG0xL3jriTy22WwQF2Riqtq0DVmBHWC71kFfCvS32VASNAi57JM92MXPVTQZfIRPebUNysB2HXvoVduUAbyGi8uNj33A9QNW22wyLb+UDXgN9tCfi8vo0waApt4e5kXrFzxguy5AzCP79vZs1/gpCVsgZP1Ar6IyV75sr5SuTCLJRs3Z0LBpyj5q+MUbG+nwutiCh1yesbKJs5b/uci2xkXiDfFTnvyVOnnyeG5muzpx4niuy8N6w8voZWMmkfd5AJT6FCiVbAWL+jLWTJ1+8EdeoFtz+MivPXZ291VKp5KNZN9Hto9OLOjiFP7dr71W193n3jmA3BcHh+M8CUZDM/5U1iXNZYMYO10wzSafc57ReKI/+7MPZOP6djkyhzn8mubgZpSHPclSAF1/bZh6fwJoh0C1P+lTXBY80M/6GpsW+4RTdtoPvGgTP+Zxen//QOvrOSjLRpK1a5qN06233RZXE0MF7oZ4RrcHSteTH+aBB3mufx5+WOvYaKQqMdvTuVtv1tmbb9Qoo/DgB9xX3/rNz9M973aN9nfOqctYOVZd814tj2WsV/Rp26ORbrr5lpQlDhId30s69Rl5ADu2tamDbN4pzzOv+gSglCJHJsORA5upNnPwXDImeweHOkxM/uiP3613/8l76iGkIufEjRxUL4wnaY4ciDJxK1LkQZVb8KHhAegl7BzsTrWfjRrxwT/iwz2AmB3PYW8vyXkIiNs1CuoSqb5oXkb64Ic/oi7rdwnvMA8qfVzoIoudLFrqSvyRxAPM2ngs5QBiPYcGn/W4x+ggDzMbORR3/LU7OZCQL1H1Eo13qbyXxaHL777z9+qGkXYPMu8nsZtm68d9MhwLDGp7RSW5om9dOdmXlmAcr6x5Z2sH+9XNqJAnW36YK4eHB8LdRz3qUaJ8kHLXESukAwcLjSNKGa8Bt509q5/92Z/T1uYx7WzvJLaSnRgsxkd3MdHWufM5zM8D8/GTJ+Jjqeht3XLbrdrM3Fdo5JRukoP24G6HeRfabrFfzaHBXTD3SVOh/YZPllHbWS/zkiYGba6Lvpa5TmeJ+y++7pd0mIWkG01UurFY74ixPchy+MNBDb9AKxnvWdbNY8eO1Tkwyro1zouBychqoHwE55LdX6Kf7qmf7qo/TL6ApgdSrrk+L9/66X7q9zWL3Cz0fHaQ+XY211qv3bz0GefexAuhLmujci/c2dlezFHmAUgnF5yBCi/rwjRr4kHuTz/78z+v3AokF5EODw/JKuzIhrIte0CKd/rTxq3lKNom+4SAPQzYF9qyrZLx0J1IXdZUe5gH2JtlDEejkVjv7oT6FUVs3+l40faqMXvQhW87Vb2c//rc57bywu+hD70+976Dujbjb1dK5sYs88EqkUOWGNA/bChpnPugUvdTP/3T2UPNKnb39kXazKEhfeZZDz329fAbsAFamRzbxGuafQA0wAY87nmnz5zWQebR2bxEYV0a5z5lG9VhfCCDPhw7RPLhAw2G0h19X+wX8rZFe9TRH55LHv/4x2cPuVf5yGjleqC8bBGHEqeNzeN6/wc+rJ//hV/S2vpWpDvt7U/zwnlD3LNtIl2kfqmJGdkp5zrkeroSuJe6dDqWvQAvGg9zHVIu3Sjt7Gd3NA9mR8h1PQfhUNMr/6Wp+QWw5mkfl+bxhv5fDqm+4oexbGg2moLt2k97yOE3GfJLleHZg7ztxLCHdQFs1zI2GLeGysyXfWG97epHqqo99AB+Mw+Zm+TUA9vCZre47u1B3759jh0tkj3UL4q1rUZfLue6BLQFbAtfuLa4zuDhC+3gLzm2bFcfqVMSfNtCHlBmfSZv0EXJHtrCLiAOtAso265t2BYJO+QAGrBXxYf1HNjTD2zQru08L6zXvjRb9mCHMja49gA0fSZfy8sJng8aH1lAW9TbrmNpu/qGr/hAjhx9Rxdf7GH+oAuUZA/6+AzgkyNPThk75JTpFzbpF+PB2Q10q4vJ+rFd84u/6A+27aHedvWf/uJzk7fdyOW8sV3XbtpDHp9sC3uTnCvhm+1qrykjswr8BPYgZ7vGzR5y3UFqti4Ws11ZhWA1IAyXBgGO2oNgq2v15PAIrj0MFJ2ks/Bt18msJMoNtpcdpl10yCNW5WmTtuETYAJFG+hjG36TZaLAp4wOsAdfsEkdA4iNZtf2BQGEbx/pND1sYb+VlWS76lKHHsA3ZAB8e7go8ZMyefMbGXyyj+xQBw9okWxXCh5ABjvYA9ih3OooA3jktmss7cGOkpBNVmOPjQZijB5l+mIPsUAWnj2U0acMaAMgY7tupCjbrvFREmUQ8oILAn3aaWCxWZWzXW1Qr0VCh1jbQ2ybju3aH9tVx7aQBeiT0zfs439DKysJHnrkjU85VdU2dloZXgM86prOKp+6hsbHfqNbDq/JXZw3GeYu7VBPf8jRA00GugFek8G3VSBDPXYAdolP4ze91TLy4GI7yADsoIcMOVjlwQfIkl8J6K7W3xkdZbOUGVgPHrMfk7NhWiI7OJ7tK2KYvESiOPOGcmT5s9JJV8T/0OWf/pN/nGexA7GxRaaLnGJDizawGzXh17Dps87v7unqu91Db/vN39YrXvUaHT95SuO1jfpLFlSFDUUzBfTQt00mNvq8iX5MDibG2azMssmuNdkzTbOpti02ikrOLx/naZRflKzlgOamW27Rz/z3/54H1pmOnzgpuWRDmYeFbDAjprUc9pF/oqB9gP2GXhZ26Q8xdfqmxNJB++lLr4HjMoqss6Fej69TcZjCRv2qHLxu5IGkj9996bKhLSLvHTr2e/jJ6e9oPNEoDxbQNDVNH2d5aLetzfWJ+NPrc7fdkkPH83rEw67XF/ylz9P6ZJyx3I8781gBffJVDP4d5mGwV9HO3p6msQm6UZfKXtfGx/ted534N9CUhhkb2/XhYhq9WYIwi9WD6O0fzuVuLMb+3M6uXv0T/0Frm1ui/0qfhpaLlL7KyYOBZ80Tq4vR2wKX4i95vXL4eFjHmgcM5QFxP4egThujHEbzsEEcGb95/MRXdxNNQ/clh663nJVcNM28Y24pqcQGYGzneRDlVxKML7+emEfunve4u7bypnmaQ7RJYtzH1jw2LgXaW+W3ch3n0iUWRbuJ+x/90R/Vh8guD+Ul/IS6bpxoX7HvBaCXyCFqUeKoO062qxB9ArXwSf2K/XwuZXKceTvLXDnIAfz973dffdq97535lHkZn7qCUiLYo9mrZiH7sPvUK/2eZm6dyPX9+je8QW9605t0TeYkv368Jdc/tvUJpq3jx7J+nNCNN94oxZ/DHETffOstuvqaa7KexM/wFF/wrTeXBVTytDtQIe7Ch3FouJJ6k7lcfiXdj6cO+6vyF5dX6z4e2rZKrinm8izzgNy2Rpnr73nPe/Rrv/42cUgglzxszVlmRELHHuS4PinzZ9CjrE08MGFnNweA58/dptvj1vDAbZrnEBH0K3k/21fDfMFfzfvZ4ULvUHvc4gp8AAAQAElEQVS72+ry9s6LVWp/f1fzvIjYyYEk178yJ/D3sqBfuaDHk7Xa1w996M+1mXW/6zrRj8vp2Zbty1VfwG9j1fILKj9FBcaDPtyReXxCFjlodPj3D8kB/E8E9lGM7CMam7RHbl/It11ja1v41uSgVVchruxej3zkI+u/A7mzsyNnHRjl0Moe5uQsc7nP/UFJdu7dUeFFKLbGuV+/4Q2/ore89deyjlyr4zn82s0hZKZBvXcyd5n/tqM9fNAbqAu/iRHy1KPDnGF/NplMxD5inntwl3sdhw5ochi5nsPTtRxEsEaiF9eoqj2zF22GSV2tuMIXMmBVxF7YCBP/hheUpV7Tj33sY+vBCTGjTldIvZz731TTedFP/pefyno70+bWCc1zb+vGa9kvzUNrceWprg3ogHnspuvpk68I4n723PnYmuUeO62y41yL09lckxz69LHTh9s7VLpFnubhaE45405+BIfvvO5VzaN+xQ+xsy3b8T8t9X2l7aFse6mP7LIQwraGOamabFfdeeYdsIdyrbzoyx7qsAmoRge0MrltMU60Y1sk28t2bdc2lYR8sgs+6F3ASIE2Zrk+yNFpSNXyYw92qUMOQDcBytigDJ8ygG6gvtHkyNquvtsWyfbSf8oNyF9sjzr602AbVtW3fUFOBTZYy8nxheuTWHKNAsrYsoexRg6g20A9NPrUocO1y/Vte7kPtF3XDuqRx3fQdMj5qwCuO2TQbzZt15jQVgN+Asq2RbJd+4gt7rmcjVDPPgt72EWn+QcfH9BFDkDDwwb0xT6gbw/xoA4Z22S17Urkq+lzaHmYZ0FkAXzawRd70KMM7MEuMjFR+4yPtAmPPgH8s13nvVYSMhRbDn0xqMMP7ODXxfWXKtuDn9TZXvbTNj4WvkTCOM6RUwY0BM8+UqTedu2APfDtIW+BsC0S+uQEAthHQbJdF234BJRAoY99QLvkABu2q6/2YJt6gqEk9EDI+rG97CgM21UXGfuorpWVZB/xW5thX/CBD2ib3PbSrpLgg5D102h7sG0POZW2ySrsIS61kC97qCN+9JHBBrbFBQDwnTouFOQoE0fbte9cNDFV/Wt8fG4+wWu07TqejIE9+IJtJZGDkPUDDShgD5qc9uHhC742nj3Yoy14tmtbtE8ZPdvZgM8qbFefqbMt+sFpPfLYbhelkpBJVj/QwHbVt10frpt/1EGv+qGVRD11sGyT1ThWIl+2q10tku1atgfZpk+uKyR7kEek9d0+4sFvoL7RXCfAHuLZxor6Vb9tV7/xwzbVS8ADjcE4oWv7gr7AA8SbmK3qwIcHdCeT7eqTPeRNbdVu4935PJsZzReHj726bJtKK2ejUxrCZ3+F3URO2QnFF/G8rYMcgKyvjZPv6p/+43+kJ+QN9s757dSVyDgq/RJxParDJgq/59kBltFEOzlc2Dp+Uq96zU/o19/+m5rkAFIummYTUrUxA2LJtpy8fuKfspn67Cc9UWdOX6V+PsuD4Uz86mUevmMDuXnamYcoeWh1HmYVG13od/yv/6XX/fLr07tO48lGNphzuYw1Y7foUeX1NSpdlbkd7fDTRn8FdOOJZr20fzgVv2KZyyrZ8MNX6USqMQ1RDyjIA0WuDzgQI1/LgSibYR4UiN37/uRPoj5SHx9mAQdi8+RHKIxk+pSY9LHmIhJrHZsbbIxzuLOzfV78qfXh/p6uPnNa/EnSw69/iPb3djQelXjQ5xBSQV/HXcQ8pAJLKnmo6iPFYSJxLiU6tmiDXxp9zud8tkbh8evUvh5ERydlrpvSdYnxum47v6PDjFGXcR/lcHg6l177ul/Wu971vzV3Ub+EFbHAS968D63IXAT4oL8Ev/HmqdvK4RTzb542mIPKmJRuLPy49dy5tCV1maPT3hnHImXsclZa6d39Q8kla+5crK2EhuuduEp9+NM6Hzn0mE4PNQs289CSZxIpc3s3D6a9Xfs4j51LoS/dJevh9xnvX3njm/ShP/+wuvg1ynh23ahuOh17l0TvjGUg16FMB3SlZPt21T0dvR33U8XoVV1ImxxoP/GJT1A8zwHPNLnSFyX1AR9yEJ/JwmI+jsYj8Wu57/m+79VHP/Yx8e82MkaMVUQ+oQ+/kuYaPXXVaX3kox/Td333v9O3f/t36F1/8IdZv+bSYhz6eJsuZFbE+z6zAyh5cKXP5WINH6Dbcuj/k8AP8Mn0YZ51nLHCLrTteq2xh/nF175O/Aq8ZM4r/L39fXVZU6TEWMq129cy1ybzgPst687HMgce8YhHiF9bMZ+e9MTHCzxxkT8pc6ziCY/XIx/xMD3qEQ/VIx/+UD0qaPmjHnF96uBfX+sfhUzFw8JveGi1+4hHPFwPf/jDdL/7XqdP//T76CEPeXCu0QONMy/j5hU/88wYDjy4vplfb8whOgq83OPlBvTFsDP/L2beQZn4ItJy6E8GsAdWbdkW4wF0JxL6bext60Mf+pC4j9kffz8v1Zxt2b5U1WV5tquOnbnGhR1J5h6+AubZQ65/sB704AdmqZ+KtcZ2pFT73vxHlnmJ7sHBQdbkvtbfeuttevWrX1P/+YiNra3wOjHnR1nniRvyAH1QDa98wQPch4ndaDSq1wK6x48fr89AH/zgB/Xyl71cb33rWzMfpzpx8mR8nYlDiHHuJcitmLyAxPYFjI+zYLtqzLNnm+deWGRN8/Lvuuuu02d91mfV8cXvKnTZL2dP1asbb+qP3/M+/Zf/9jM6v3OQ/eNmDgyzwDr7o9zj+4qMk7NPWGBeeUUq3RXBC/FJ9l7IsX87lv3CKAeQN91yq9Y3NqNriRt6TNWDx2Vuwe9TN6DkPu5AOXzsg+S9cnVLtnVxsgcecWbMbIt4MFdsCx51XdY7QBloJVFvu44putTbgx3q0Guwj9qjrpmBtoe6xms5ddgFjSZfrYeGtwp4tmsfaL/5ZQ/trMo2242nS6TVOtvVru3ltaQkZJLVWNMeNDxAG8SVnDqulclkIkA9QN521aeMPNe4PfDsoT1sUI8d9CkD9Buoh4cNrjNkbVe/abvFREm2863aF/QADNvVF84xKLO+AGxhEx5rDLagL9ajTPuAevTgocOaAd8e+tTqbUMufbFd1xR8BraXc5T+KQl72MI37ALiRpn1jDqAPO1HZfmhjAyy+EdfAX1CB1v24NNSaYVAn5ct2EafHD1EKGPHdo17o9FBTknIEEvqoG3XvuMPfQDIryJqdVxs17zVwQe2ySqoq8QVvlq7tqs9RJseeVl1sFXSyVUgaA8GoIHtupFCDj0aYhABNDIEgk7agyxtUQefett1wKEBfIIDjR0OnZgA8OzBBnzb9YZIHTrI264DYVst0RY/eWWg8QNfkQfQ2CVHH1lsM1joU4d9+LZr8JBDHlvUAXjoIIddYB/JtzryBts0Uftuu/qtJGyBkLU9e+gzcbOHPlPPwoAt/KAOeQCfPjTf57O5+nluXy7qSpf7Sanl2XQm7hxdFn/by7bsI7r1E7v0CUADaABdotOV2I8tfMEmdU4lBymj8O2UssnBJqCefkREyONzix++UweQow6ddiFTZl6ghywyFwPdBtqwLewD27W/0NiwrZYu1rGP5icy9oWytIsNbFGPPjxyYLu2RV2D7UZeNke3ImNHH5lnxMB2tVfrEk8MhJUsOwEGNKBcigdeDky6HMJ0XcnYS059JkDGfl6Br7Pp9IJ5WEoR6cI2XOPXZSwbbNpQTX3aaYjh8AZ/4FFG9FKgLk5F/uiDVQ4LyY+4OfRLAavo1H6kL1UuTGQLDURm9WMjOdc8seLNLrqgRIFeJtNkbaxbb71V/BLxqpPH9cX/9B/r9KnjOXg50Gx6kFZoGzslNFi0kD7Ps/mktJe3+1vHjuuWbLpf9OKX6Oz585qsb6o38k77qghDir8VGQL87+fT+j/COX36lBwGMRvnwc6yGIsZ13B0SunywDeJT3PBY3O9vbOrH33hS/T+D31YfQ6dnLfm61vHNI383kH8j485r1FMXQB4FXEkIVLDQMRnd+orRjqYOQesM53Lxvj83qH24/c8bQEODueRA32M9LIuTL0mk3Fl7ectHgdzG8dP6Zfe+BY9/Tlfr5973Rs0zSZ7pk5zlSX62OnRirnNjQ2oPGAcap6Hea79rTzQsA7MZlNtbKzXOJ3J4eNNN92o3e0dnTlzpj6gcO3ERKxVEzUfyn3oIPNibTIScY/7UiZGGXVKjTgMGHVFn/W4x2pzPX2YH2ZOBIlpLktNcyrLRt521CzeBHOdbmdMpvHzxltu0Yt+7KWam351mou8xHbgTINeNUU97XuJEoZTY3vJsy3FTh8bfeJdD+/KSPMy1gc/epN+6n/+ol7/5l/T3lTSeF3ndg80j9zG1gnNo+Nct336SvxKrm/uC6wDffxkjXbMj/PANks893OQW4oF+sxvyhvr64nzhojnDTfcqK4byWl/nAcZYoHt9EgNxJODYKB4oPQa9FUi14NA4pA5/ZP/9af00RtvUjeeaJq5XpH7E+OMT+hdCn3GIebywapicYAuk6pU+kneJ0cBehC/mEF5qBm+e8Qr6fRlqO1T7nOAuIJa14evKu/EnBhy2NIlpsczbx/3mMdonDk2z7rbp78LSZEGu4rNQEM6yKFUSbwR/eCff0Tf9h3fJY/WNMr6cjBPZIxHySPeK1/xQWn3kkgd3h2hiBcX8ljvee8H9dyve57+28/8nN741rfrS7/iq/Un7/tgvT6nuUbrC4LMJblItXeSMvjNZ8X2gPBDX+zVUZ2atlZ5PT6H8/F+Wl9q0NIu+owvgAbItBy6AUeQ60OQJ4uFeO6hVz1KSwy8WqQCBRClvqL1po8IyOBk7k9zD+m6xCw24ap0cjfWrWfP61fe+GZt5hAAy6w1yI6z9meFj+Zc01x/vLSZJc7TXBP7mQtbmxu62zWn9bx/+Vy99EU/qhf+yA8u8aJK/0DKP6AX/ciAV7zkBXp58IqXvDD5C9Xyl7/kRZWu5RdHZoFarvID72Uvfr5+5N9/j1710hfpP77mlfrJH3+lvv+7v1P3vc+9dO7Wm/Lyb57ep8v57itKYhg4cUyZPera2jjTcZ771lRv+tU354XNee1l7SmTdfVVDv1BG60hkj3MAM4AOXZj0xXKd1DF6pdIhrxgLjnsAX3VKCkPdlTLQ51qWrSzoJV65mUvkmUboqJK1uJQW5mqXPXJh7JUStpirQpK9HHtwx/5mLZ39nWYbXgk0l0H9RPdK+cXCKSRC1tMy2kj7MEDGksh1vOdunwPnz5ZH5kg8vQxjPjaZZzCS4FfuN/j2mt1/YMeqEn2kPPDgzg2D/rUKvuCmTwaRadEZ661xX2+G40llxwGntLrXv96vSKHkGfzgu7YyVNSGWnWW3t5mXmY8XfXSfFCl0i00qduNJ6IvypA73zua1N1mncTveOdf6h/+70/oO/7kRfqG7/l2/SyV/+Ebrr1nI6fOp3rRjqXl8jskzDtk+PA/gAAEABJREFUfA3oQ2lYKqRYh6uanJJA/Kt56IFHyel3wPoXvpDpS6jwEuNx1vOuWAf7uzpz6qQ+73M/R+tr48z3Q/X1Ss53mo5oYiWxblYiDPaNThx6d/r3P/TDevefvk/zxGkvbwnXto5Xep41g3u+ShGxlZ3PgHnieDFm4c2yZoBz27s1HjN1eUlatJf93Nve8Xv6nh98vr773/+IDjTWYXAw7zRNv2ZSxmge9wY4PbDTVvjtk66E2wfz6gd8OzIraDx8s4c6aOaaPZTZf3Tp+6h06lwSXVdYRwl59IDt2h48JLrogpK42IZVQX2D7apjH+VN3ramuQ/PcoDcQDtN91J5bSBftoWdQ/a1CxtKgjca5eV/9lNra2uJY6+LbUZs+UHedi3brjZbn+J4LdtDvZJMXwPqUtQkbdCePcj0GXf4zXfajhMRt0pkAJLz9PkwB+ZdKVq2J2XOzipsVz5xYb+I3QZswp/GBvvkGM9ckHb39nSYWNS922SivZS1SNWfSJHDsl37RvzxHx38qHvo7e36AwAlEcOulBpDnlX7zG38B/SL+GETXX4wgDw2GBdsIk99TNVP8x0eQJa+QCNAblvjjN9Gnj1s1zhgX4tEm7bT/DC26AN0EaGenDJ69iBLXwF8ZOg3clcCcpPEkr5gC3361mA74T8CtgE20WXPgE4rYwNQJhZ97ks94xLI4S7gYpWuyIt8lH3JeDIWmKxNMu8mWfMnIi1UVtWXdFeKulIumHvIJ3gC5WIHS4Rtyza2hbO26wTAYduVBx9ZJdFBAkKe4lIXeQYSHgNEfZ9FF134ABvoIgOfCQHQhQ+QY7CgqWt20EWv5dQB20Ledl1gbFefaRtdbKPT7NquFx32bYtJzKAryXadjMhTTz+o31z8Gck8m8Tp9DD60/RbaadU8OC9mc0i9X0GWRngksEkn+VBD8R09bNPTNJUbQe/8Q8/4VMmp21kKM9y4dNP4gUNr/mLLL7aw5hRPsxhxDQLpWOghM/Ag66U2qaSmAectpOnWPnEh0WEdmgDv2yLC52LE5/6LHh22soTEoe9gHbQBejQpu3E5//H218A2pJU9/7499vde+9j10cYYQYdLOjDCRIkSHDXoMHdIbi76+DuEiNCQl6MhNjLy4sRIQk+dufK8S39/36qT5977p0B8nj5/3r22lW1almtWqW9z51AVq9KFqDwYnexMfaRogv7AfixBxk93rZ4oKXt0JG3XfqNvoEePnyEDHRACx4csiiTt52+m4o6aGkXMqkHkE2Z9pMC8NtpcyZDbAGgs136s6cF1/ej3dmNTHDog488dJSpw5+Dusmmb6Deb9iPXtrEn4O28TUb7XH5t+mq6Kw1yCaosqTEGillYpDYnCXe2uBTKcyoQgBw6EE27WkTg0AkCF20ASAP2Bb12AnYLnSK3Cr5pq5VV5UwQZFFWleVQEBPOwHaSBlZyuPQsJCho027htnAznLYqhInyGkjP1shZW/UQWS3ASV2FBq30ZHKzY1J7GkUEVJsYYPbVtY0ts2skLdlKzjLdxuZBYSASsO5ocaba5pN1nWH291Cd7zdLTXeWInps/i20SwyDmUTPVxYyiZNZZEdDqpsmmaaZuwTM/Qb/+OG//mHf6Cv/PZvKcYo2zM1uaQZpz1sNNc3NsVi3rgW0GbumE02tLgw0AMecG8dOXxQo2Gj9bVVlbYnvgb1IHmHr42uaTyWYtrfBoajOf3rf3xbb3zHu/St735Pe046SUdWVzUYDVXl0LC+vqoa97STiJvEpDbtcXBpt6Zp31ST8Vrajr5p6mrRH+PML5O2UjVaLPCbv/sHesDDHqW73/dB+syXfl1rs8hY2KXl8UyTaqhxLjDWp1I1yILkKJTU1Ng8kS2tJ07nQj+3a58+9yu/pRe88g3663/6Tz33Za/T5371K5qo1tzSHvHn7LRpmAV3dWVZo0GjNhd/jv21Z2oSFOSn8dlsyoFoqmlsJRS49KsTO6oq8T+UwdfD0bwmCQguoO1KtuXYViAxwAXZLO2vNNbc/FD4rKqb8mvPubn5+Hyi/3Gda+l/XOtnNNtY1fygFn2GLg3mYnclbJlrWik28aeKyKmbJnXSr37lK3p3LiEnicPFPXt1NBurOm1ijuLf8htUtapESR2o+J9G5LJiNt6QZxPVKZM6adjTZ1ViOzEQVfVgXhtT6zs/vEhPf+5L9Ko3vlO/9MRn6hVveKs2NdRwaW8OGpIHQ00lbcT/XLAjq91c13wtLaR/lkZN7I8fM5nwP2AaNFWJv1n5E8yJ6rrSYDDQ4SNHNUqszacPL87FyX98+/ta25xKpn+mGlTWMLS0wemvQTVTHQ+0GU/DutUsqdNG/oSUsT6fS/LN9Mt73/9Bff3P/qL7NzSboVrXoq+a+GiWOQsepf1N7J2V/p5EZ+bqdpy+ssbB2ZYyFhh/ymNb7dZ/jl1VXYuXD9PIofOddiv4afq/QIKnTp8rlREju9Is426SjbRt5SMLFbN8BZJHH1qOwSw0bQcIiWz1EFmFP3G6vrqSC+3r6RpXvUrml/UtedZmbiKmscPojl/GHPajp64qLcZXBw9erKXd+zTzQL/1u/9Tr3z9W3TR8lijXQfkwUhhTWzMVFUuMEv/tfRD/KakxCh+pD9pz2bW2mmY+GXMwuJ+/c8//HM98zkv0tf/4m8j82QNd52si1anesIznqc/+5t/UDtc0GZbJ+YkVXXmifR7/DNLvCrtm5FP+0w1X8G1tD9pTIorphqkE+nTUk4dZdaycWyp00dhlQ2z1MaHTRMdScH/OKCvFbY2RPRzKYtS5GzhS33ypDuhTYGem0VvSUtZimskV1LKlwTteI5FALJU9JJD2jTcU42GTQ5Ta6oyPtADdjC/qN//4z/LZcO3VWWkDOu6XF7MZTzO2qwRGTszzVRnHIxjzGDIS5Yml33Sci79fvZG19U1rnymND6sUUb8KPPjKGNiFN65pHOkwc85s8FsQ6NZ0jZp5rlhZoQCGQ/DQOFNPTRziZVRxlSB4IbhXchYJq3HK9o3V0XWuq582VN1h1vdRO36spxxOsv6Vlexrx7mYkqaVYNoqTWl/6KDeXE6Xdeefbv19W98Q/+WtUrzu7Se+WPqKv5uNctaSIxW8SHzMnHi5Nt4cQaN63ik7xPFF6lJHMHTJiX2NzPPlXiq6hJDpaPafLeW2vAGWiBeV/yukqY+H0dPkvJpk+/BkVUF2tKWVnVdifHVJN2zaynzJ5dMbSwNa1VpHF9MifvUT+ObNu1vM58PMrfGqLyoWtKf/+Xf6Ht5cdRkfbUHoANWVdWq6tiexrdAXUkZN9NIZ96cRa7yDDMnxxlZJ6Qqts4y9vAf/gqbgAhM6tTGZndpGz/VqXSrtCFzaWS1ETQYDso6Oc44rjMXVqEZNY3Wjx7V3e90x6wX1lwdnszjii2ruQify+XYSi4E0VtXEr5vYhd9Po78sSrtOXCyzv3QR/T+D39UFx1Z0XBpd+aQ2JN1eXVzIl5IVtGnWNm3TXlo6zTz4HTWJp5mUj0o848yDw0z5/3JX/2dXvu29+rXv/Z1DfdeRofHtd79oU/p1W96p1Y2Wg3i16W86BznorN2pUFVqZay57JoF23AZ1XqtrpVcY3iilBVUgs4qdOKcKbcJoYIUWcedKQ5NdBNsu9cXFjUZub2Nmv3KOR3uN3P6cC+XZE5ydq7qYXM4ewZaE/l9G/aNpd2t/H3ZtbjaRQP50dq0/fPf/GL9Ad/8nXtO+VkreGgZiReNG2EZxadTltiWZFdudUw8eEY3ybWKrVqKsc6SYmVtk0SKC+PqmH8v0+///W/1Ite9Uad+7HP6h0f+KQe/thn6sh6k5lhXoP5fVrbmKY3IikxNT9oMr6nqpNniwM4ctEXNaryNU1dtCVfqY79dqIwitstoK6naRJTVVWJMgD9+tpa5seNgoPHtipHVuioB0cKr7Ye22neTPwlAOdTxjzxAy0AGXrgoWxbdsdDmTpo4EM2ZVL2OraLLdgHvk+RRRk+2yRijzAajQQfdcgGqCSlfjgclpe3C7kvgA470Ytc2+rlQg9+M2d10il+Tj17N+Qhp6prUccZG9mOj+Czvd2+Mfw5Z7SJlxo/hse2qoDt4jd0o3f3rl0a5xKSX+4qY23YDEpbkIl85eEHAP3dge3sRxaLzbQHGbZLv9P+ubyoXsxL1klign6hXCU+M3QUA+SqEg+yaQe+mGRQTdNW9iTw1aGnL+zON9Aie9A0IrVd2trnR/EvcvAbtMgHaAN4Yon1aWNtPXuuTWXIaFA3qh1bEqPQ0g4A+l6G3fkKvN3lqUcv/UhKGT22EVPihjJ1APmeljwAD/6HoZcNDW3GJ+gnDw4aUnjAI5M6ysiwLXDU4W/40aE80ICfZm7oYZb5gb4AyE+yLlV1/BC8AlXl+Da58DCvt0nH2YtOcsadZn45EQpN+g5dQLvlz6gXeXA7833ZdrG7qqqExVbBRnlXQSOB3kG2xdMLnSbAaNx4a/MIHcLsrqOgs12U2E6jLB7w8ALwA+jByfBDw0ADB63tIkNbD3jo7E4eZXRDS+MoI4syOmwX3dQBiIEGGZSxH1rKAPXwAbaFbNuCbiOLLvX9hAMNnQ4fMgHy0CAT+QD2gAcHDwAN9AB4ANoeqLddBjaTjW0x4PENNNhjW9gCbw/aeuyu3bbp4G0foBta7FEe5CQpH7vjoQANtH3/QI+tAHXwUU+ZujaTF3bBCw6/gU8UapwJEVrbpS8LXiqDFfnIIkVu0OWDLHjAF0S+wPVgu8hCD3zgoQXgU57eDspMTqT4D4CHsu2Y2BYIS/lQtxPszi/g0AOQt4/hKcNMig20CSCPHZcG+AGA7zjIIEYH9pH2dXanL9+l7bZLOi0TQ7YwOyYC+IBpxim60WPDKVmZYELbBvp6u/MDZYB22C7ykQMoj23ZTi4yip2d3jYT1SwLCelO6HHM+lVtAXVTlRRcm40Xh0YVkS4JC4SlkhdPCtlDZXqkEL1dUuqhpeiulGzakXxbQJGuwtempuhJ2n3aUHS5WbF9piYLn8Oxub6ixz76kTrtlJNUV8pbvDVVVa19+0/SRRcfllyVcTfOxFxlwiaeplnsuWQb5ZJmadduve3t79B/fue7chb0ScaGXOvQoSPi33KLAPHAx8JeRQeXPze58Q11zpWvmPGyoTa+HA4HeYs+B2kB20mBJPm0+D/pwu69+sRnPqdXve4N+pu/+3vNZbOr2DtO3+/Zt08KX13XSVzG3Dhz9iR1tHsSPaNsGvbu3SvS9fUNbaR+lANyPZjTwUNH9do3vFmve9Nb9a3//J4OHl3VK1/7Bj37+S/UP+dN/cmXOa0cKNiyjuYWdDSXtE02BFUaxbw1l83ZRjZD3Z93XqD/9b//Tq+JvOWNmeZ2n6Qja2P98oterne8+70674KLdOCkU3VkeSUbyw3t3bsvh5qxOERME6uzAOOJQxJtR4ddyVJfdkwAABAASURBVFWtzWzk0wW5pNmj1bTh9//gD8Sh/XAuy6hX/K/QxhldPMR3yipstWpzWeMc4C9/ubNU19l4S2oGjYhd/jzf8dH97n3PHF6kzbUVDZtGtjVI2/iH76t0iRM3Cjjywq4ZuPg8AvXO975XH/7ox3XBwYPaf/IpOZRL2LonF5JEIfbVoWUuAwY5xFG2I0SORAsaeNq0YX5xdw4kbS65v6onPOXp5ZcgmzkULe07WR/66Kf0tGc9N/XSoRz4+NUE/5fjOnFIe9I8LWUjXCXmN3PJfdYZp8uO5WkjKX7Fz7Zjei2ewWBYNtBHjq5IVa2V1XV94tOf0WVOv0zaWUmuNEk8redt92YuAFrNVMUpVcY7+XE2L7wZHwyH4gJ2nH4cT1t9+Vd/XW9+6ztURb7rpsjJV+yJTHVPGzsVD1wSwLQdEd/JmvRSIN0cLLXxZfq9VdJgkvB9AnR0KpXkdSlPK+YuLOhhmzJVytOXSxqddfwxjm+g37d3j+5x97tlM7wu8PiOPqLfie+wi01/WMq/Rct43X/gpDIm1nNoH6X/P/35L2cMvkh/90//ojgwdzm7NcyYXV3f1PrGWHM5EA9Gc1rOy4h0hoa5TCd2llfysiG+X9qTeSEx8b0fnK9Xvup1eunLX61//Oa3dNKpZ2o1p93l9YmGC7v1gwsPFT3/+C/f0sakLXPgZg71K7lIx14AeztokwBJ+o/7zLEUFIAvOjhW1+fa+Ix8n5L/0bDVnz1BhGMF0KP6fJt+PR5iQeg7uq2Mu7QtyC5fsid8ObJAtVsp+Q7aJMdgfWNdg+EgB3vSUeanTa0wR/3Rn2gzfaHwO0FqWIQ9ZDrg27aGw5FWMi8ynw6zft7x9rdVU03zkmJTVQ4R9Q5oMpcBdS4TgZIPrs5FWKFNWmdcHQPk/GiYZj2cH1RaGNXaXD0qXrQsDmvd+PrX1e6FuQyFWVqgMk9PMrZdZe5Me1TVYt6yw5K1cpA5lf5czoXDb331a/JwvlxUzlTJBkKYse7MHy5pnKE+16VtygJavtvkWvHASdpDV+6+FSptP+A66DgV+72DwkFcGgSdAYn9bdoo4jM+XFxcUBXbKbMuKY1tMs+1SWfqnqrq2sYhmPl9M2NYrvXxT35GqgZlLUDkJBP8OBdOM1mKzEl0rOXMsRHfVXV8WVeqkzIfrGUOxo75+XnxhAMusj8eLlG75QUElLou49bxi1SlH657rWvpmle7aro9c8f6mujHUda+jVxcDOdGQjFSesD+NpyztGHmWou79urNb3+nXvP6N+j7512ohV171OQCci4vs9wMc2E7iw9azVpnHZkllZq8VBmGhjlsdX2ci0oXPvYfH/3U5/TCl71Kv/37f5QXrpfRcvYS9fxuaTCvD33sk2V/MsqL4osOHdZ85sFp/IrfgGn2CZvMw/FtVVWYrks+7SVRBWM5bbJJu3gEPZ+5deXwUfFPk4yyh1w5elgn7duj+93nntrI2FlanNfBgxfFbwPNzy/AollsGjQDtbNWTlxNsn7S31XW/n/45j/r1fEVv+ic27qwHYwWNJxbjB/asg6Mc8ktOfu5mQ4fPqJZ5AwzR9iVNrLfWg+QH8W2pfh7EF8ezt7tc1/8Fb3wpa/QX/7N3+vUMy+ntpnXn3zjb/SIRz8x87t1eHlNC4u7YuswMmfi0qaWVLWSE6TEQylLcmIDqGK/8jA2pmnHLHTkbav4OKkdyvhceWzL7gA6aOpqqy9C04YfOdO0kVgPyza93fHB4/CQArYhOw6wg/XU7nRT7gnIb+vOmAIPDrBd7CZelKeXDz0ADYCNpOggpQ4gj92bOfcC0AE9ne3t9kS82DdBDy+6muwv0W3HbnycFJnwQ0P9KHv2wXAo6FiLkUEd5eEWHtnoBeAnxbfqfZyxsJH5ZRB96IUfO6CzOxvJw4tM9FbB8+8s0i7wg8QrNFwelj16ZJOnznaJIeRiF7QAcvoycuFv086qrlRn/NR1XfwPH3W0owf0O4U+hQa/wIPcVJUPcgEKVeKEeoA8OPiAqKWYtStzTPwBDTZiP3Khoa2kyKfOZtxt/fAhsYoegHoAGbZLG9CHj5FlW9QjAzw6en9DA9gdH3UAsuAFKGOH7dLvyALwUV+nPMiGjzogqPKBt2TyZbvYB11VOfGohEXm3pwDZoE2a1tIQtPVpTZ9SZsnmXMmJd/RWOXJ/KMfAWbu+DFQ2VtCIqlNAAHJxijHgEonPtTvBNuXSkvjcPZOWvInysO54EgBnAYvjgVPHj6cbLvYtLMMPXUAeYD6np/FEpy2HjqIMnJtF6ztItfuBk3PC53tOH1aAF4A+QAySJXH7mTBS2AB5G2nc1thH7S2i7/CUvB9Sl1PAw49yMcn1NkuNioP5STHydnJ29fZne3QA709DBj6xjakRS66ANpM2gPlQpQvbEIOgxK7bJfBAN72thzK0KGPVHnsThdlIKjy6fPw9DrJU0kdOPuYD2knYLvo4y0L7cFOu9Ohrcd28RH02IJc5CEXEnxACoDbCeB66PmR0QO4vt52scW2eJBju+DIKw/ppQH22C522g6lSlwgH3q7w9ku8nr6vi09HbQnAnX6Lzy2i35IbZMUG5CHDFKQtgud3fVHj6fuJ4HtYr99TIZOeOxLzjfKxvQEskst7rTF9qXSnIhMK9RkwWsz6dZVJbQDV7rC5fXoX3qkxnk7PczBaS2XNeMcBEZzQ9mRHajrRlyOTXJoqOqBZrFzFvvZfH/r3/9T7z33/dnIjcolGr9iGgyG2WxsFH5iiE0DB4g2kz1vmM4840zd7773Df2G6qpStOjIkSOyXQDbbSfB6mPAgWfvvgP6wz/+E73kpS/XV37zt8sRrhnMaWVtQ6u5kMidQg57tfi1ydS1qmzw6xwAq2aUjedMh3K5dDCbaKVNu/ce0JFsVrlkesSjfknvfd8HpKrJBnhem7l82JOLwd/+nd/V057+TP3GV36rvBEdjYZlfmQsjnOBOcmleJP2zrLwDHJY4dJqI7yvee3ry0VjM5wTG+6FbLBPOuXU6PignvGs55R/P3PX7n3atWe/prlUW8thbRZ7B6NFzefiZTS/pGa4UEDVMDIs6pEzS+/x50af/tzn9Sd/+o2ETVX+AXzH9qqqt/0mOZ9KqiweXLqZS4LLn322Jtk0Wq2aqhIxUYVmmgu0W//crXSjG94gnK3WV5dVh2Y9lzuLC/MSAuj3pFNl7MpyyorOqhkkGeiVr3mtXvXa1+mH51+oqhmWfpmqKr7ngLW6OU2+1bitSpuom0TLpI2sZqTDK+tqE2PzS3v0F3/9v/T8F7xYr89FLv+37WF8yf91fRpnc+H867/xldS/QHv371ddN1rLZcdGYrdKXrFxNbFcZaM3zOHxzLMumxgdaJaNVJ1xEPM1Tb5V9Fa1IlKTjA3Kg+FI4xyclnbv0Vd/72v61Ge/KC62mlx0zSK3ymZ0LpffrWvxK0lib5RDZh37Tr7M6VpJHNL2/Sefqo998lN66StepcXIYlzURbeV7UdMcIE231MMiC0CnD5J2hZQoe3o9SOeTo7iw22IzxX+bYjdrbqnT7tS/93J6OpiH2hQSdsdcrbzkafgu3JslIo/q6oSPlbG+mg41B3v8PO61jWvoeXlIxpmfmEtZT6AbpTxwhjaTCwuLCyIPyVkLA1Gw8hqNcqhcjAc6Y++/nU9+alP1zve8z79+V//reocUg+ceobquSWtjltN2kaD+T3amNYaz2q1zZwW9hzQYuCHF16sT6b/nvS0Z+ozn/+C+JPQNv6dpH/nIn8hB3fa0DSD8j+necITnqBvf/vbZYxj21wuPmxrkkNimza2yZc0eaX9PbTJt+qfOK4NBKdAW0DlaS+lIy8NV4iP+0IeCNIt2KFD0dGB8mzVF1yK+RRMm8yOT8GlPTtQPzZrdQJIC+82dYehthmm7+JbV7WqHPj+8Zv/oj/+kz8V/dqqCkcVKaSRsG2/5DC3GY/EjeKjScbxWZc9S7e8+c2lxNIkh6Y2aZs6bT3kd8IW+kcmO2nbWDELkIJX5BK3dVWJizb02S6xfIP/cX2dc86VNctcH2NCOiv4uq5Kaju4NvNL1/a6GqiuG9WZx34n68eRvByqU1bpD0tJ7S0fKBKjO8lP+HR80s5Ux57iy74YZ6ZtkRzEifmgfswHX9joUGkbZeDkk09WkzZUzvhKP2FyXdWajKexKD4jnzHCHNeGfzNroJLuzrz3G1/5TX34Ix/NWrdHS7v3apAXeONcSK+z5qlObIzKWHfVyHWt9VwqKf7hJecocwS6+LcOMZvWzIJoFZ9vgUxeaXHSkndIk1cg2Z5WqbODSG332ZmXhqOBHv7wh2maWJuLXvq7rJMhq6qqyEfGTkC2FD0FKu3du1+fzkvSBz7owfrs575QLtHW8rLEiYVhLuVGWTcGSdUkVuLLqaq8RGu1tjHR6WecpeW1dX3uC1/SE5/0FL3ila/Sd7//A52SfQPzFZeMk8k0dlRaymXbF7/0Zb34JS8VL21mrQRsxKfMW0o7B1mn6jr9FX+x7wqFCnimNqBtCHMGYIdrw5qRmvB09gQK3lVGCamr9E23r2OsjLNnnB8NdM+73VVXv8qVNdlcU94ZqM06yj5ybW1NB04+SedfdJFYL5vsxbhsHSdm6rrR3rzo5uX1O9/1Hj3z2c/JXmxFrWrNZe8zGC2oyWUiseJ6WPyzK76tspdbG8/EPiIEWty9V03iaXPS6sKDh/S///bv9bxffoGe/8svLPLOOPOymiTWdiUOq7rRv/zrv+mR2euN0r+SRaw28dNgOEoxjZZEvAO2ZTuIfOJcYsC2Zon/aS4gAejCUuioJw8OsK0epzzkbRda28F0H2i7XPSkr3aWbW/Tn8jfl6HHFsrYBtgdH3nq68QB9ejpcbYF3j5Gi5y+XnlsF5pBfAReeeBpmqa0DZk9UD/J2EEGOm0XGuWhrqezXfB2p7fH0yfIhpa1wLbqqir9gVzbhQ966EiVB32b2UMkWz62Cx02Yje0ymO74JWn6IivexnwYzP0pLYFDl7koz9sOQeNiz22BY46ZMDDuEMudJSp66HHU/ejYCct9AA49ADk0YVN1AGUbRe7wJ/YZuywLeqgRQZ8lGmr3cWz8uykpZ4yekkph6TEPmUAOaTAiXX2sb61TXWJ414/tiATGeBsb9tou9AqD7KhAVIsH7urt49PkYdc24Wu/7Jd5CEDeXZXtrsUHHV2V4avx5FStrs62xS3wXaJKfTqJzxldkEgyi4NqAN6OQjtgcbRGfBBY3eG2C4G0PHgAW09tksdvAD81JPidHCA8qAnSelg6sjbXXCgkzJge9uZlOGzu8GADcizXQYJfOiDhjrod4LdyQIHne1iL7TIwU4OC8qztLRUBlwvE3ry2NoDA5A8dbaLLNsCx2C2O312V4dddodTHgYEvOjcyBsL2wKXqrzt6hY+8gB0AHmgz/e29zjbJbDtzg41rt6DAAAQAElEQVRsVh5090BbAXiRg72ktrf7w3a4VNrU80GDPACe4XBYdEHY40htC9ngbZf+s02x9BMZ24UXO5CvPMgHkA2A3wkhOe6DDvhtl76i/+xON3U9sX1MN/KBnXW2t220uzz1tIXUdvGD3aXoRD71PSCzB2092G538sgD9rFyT09qd3jbhdv2cTbBC9jH8PgI/fAXpnxBA2Aj9dRRxl5wdtfHxG7IyweaHkDYnQ74bG+33e7w9vE4eHs7yKt/WuirtKPawjgpkESkPVAG+jKpZHepfvJzSYpWieVpLgGG5SDVZpM4aHKBctGFus+976Ub3/CGuSQ4qvlc1oxz+JsbDSOjLXEUVslVuRTgomSUDR8pF22nnX6mvvQrv6rf+/3/qV3ZDK5nI9AMhuIA4qrWZjYkjOXhcCCeWTZvTV3pLne+i656lXO0nkuiOuWaza5a0ULbsi1FpwOtsgkJHFleVRXZC0u79Gd//pd64lOeqqc8/Vn6wxxwc68l3qLzq4PRwpL4U5xpLrlIq2x8PZhT1cxp196TtJSLiW/+63/o1a97ox76iEfpTW95u/7pn/+t2L+8mk30cK78Air7VmHDt/79P/TyXCJ99atf1Tjtq6pKc3kzO8kmVM74yrgfJ++qFoeNN73lrfrr//2/tXf/AY1zYMh5XFx68KvS+VxU8ae4T86FyEte/qpcsv1NLk0qnXJaNsq5iJzE5vVJWy7ijq5uiHybDXg1mM8FZKPR4i6B/+BHPqZ3vefctGefFnMYOXTkaNExU/q5lVod85/iQwdGsXM+G+/Ln32W2vR/ZavlUJ/NNXVV5RIjT3vKU0RspJT2rmt+1GiQDWxEK6THIIiZEsuuparRZhq6uLRbn/7sF/SQhz2ipOs5LKgaiAvF3ftPFv8uZjWczwVxo7FqzdK2OoeN4eJukVL353/9N3r281+gxz/5afr1XDJvTFt1F7UWMTbLONrIIeayZ52tL3zxy3r6M55Z/nR69569aY80S+vrZpDD35psa5RLpLPOOqtcIE9jY52DCH3o+KTNJlRy4aOv2tAPctHYBre4a7c203+vfu3rY8dvqXWtOrHBxfZqDozT2E+7sJmL04NHVnXBoaOijfTbC178cr3ytW8Q7crdfdRUUqsCRW10ODYoPjy+bDl4QKmTsA9GXfI5Du3U7wCCoU054MhQ2taTH596iy+JoiugQLsFJV94u7oeT6o8baD/zDK+67oqnGsry9q7Z7ce+pAHZd5p4uMcZNNQ26qqSjysUUFpLodyDolHEsdypYWlXVpeWZMSV3Pzi/q3//i23v7uc/XEjJtHPOYJetu736e/+ftv6tDKhpY3pgU2M36Ork/0re/8QJ/78q/rcU9+uu5x3wfqVa9/k/7X//mHjKlVnZGY4RL/4KHDUVOXOe3w4cNiPA+Ho7JXefKTn6y/+qu/Epcus1krfu02yfiWjcnq0q28SLcg9Z0vKJduLt3dkXQ45eliLpn/20/px56pl7eVdopzX7BV7smi/BKY2GlbtgtV912yl/q1JTp1rYiAZC7lY3Xzfi6kctkyid+GWSd+PS9uDh4+okEueztuJFTxC/3fw5YFCQQuHpcW57W2sqLb3PrntHvXLjHhwOW2U4v/eugwl/59qTSoCmyJOo6ROZB4ZI6v61rEKBdfe/bs0c/d6lZZCzl8zjQYNspUKTtWZf60XeIGnjQheQZeVS6Jvv2d7+rreUk0yLxhV9EX5QKSzQd6pUzaY0kB8CpPV1LolPWhS8HtBB17CjotdA+xp+SPkVxabqe/bNrWynaBM844Q/ijSpmLyDbzaJs+nmVc2C51Hb/St46vpqoyz0ZC9gJTveNd79bLXvUa/fbv/X55QbMnl0+DzPvrmcc3s94564CrrDPx03zmgmnkj3OJaVcaDgeyO3ta8ThfWwBeqUsaZHTznXKSDJd8b9GFJoXyscGVbL5CG+dj+8GDB3W7291WN7vZTTXOHqjNGllX1igvTnhxF+LID31ktT1EVqsunuez77gol2D8BQkXrL/8whfrHve6j972zndn/fht/a9cjv3bv39H5194SIeyVlx48Ij+8zvfL/iv/eEfZz/zNN3tHvfWc3N59s//+i3tygvQYS7hNrN4zKKPPdVqLihHGUsLuch0YvSjn/iEXvv61zNEsg/YLVd12XPYGY/NAJM1y5zsukq+FZeMbVZIFWjVlnRW0lnypZwLR34KyMWjwlZw4R7nAn7Evidr4iQvXxezrm6sruj0U07SwzPHj9dWtDtjdxrfDeOzufk5Hbz4kPbu219i4FAu4pvBSHUz1Or6WFU90K49+3RBXhJ95be+qvve/0F6VfZkf/bnf50Xl2PV2fNUgWZuUYt5UTvJ/N56UPALS3u1tHt/5uZK//rv39bvx38vfcWr9aS8qPrjr39D/MXKOHF1OC+cF7Jn2sjF7MmnnCJXdS4p/1bPeOazyp6BOFvMWnP06HJa6Pgh0CprVYr5VHY8fwxBnACpusTH9nE427I72Mljd7iqqgTU6UcAGvqqB8o9IBha22SLXHgAu8NRXyrzRd6mLbE9Zej684/totfu+JQHPdD0fLaLjlSVFDw0fdl2kQF+MBholH2l8kCD/aS2C43ygIOmaZoiD1uYa0mpi+O3aeEF1yZuS33mGFLWaHTZLjENTUQXeSfaDh7b0NfDODELvqclbzt93WbOnlIseehsC7r5xDj2sA4ghzxyqev1kwdPGTtpF0AZAMcZCDrbxXZwAPV2p0t57M7vdpcGVdpHCvR6+hRbkb2Zcwn1vW2ktkEVfspAbwMVtoU/+3YNh8PSB8jGNqC3DzrKtAsgDx31pLYzTx/j30mDXnSgGzkAuN4GUujBAZQBu7OfPHqoA2yXNvV4ePEDcns91GEXAC8pNpOnDjkAeXDU2Z1c28UP1NsdTnmwHxxgd3jb27T6CU/mko6pp8MolPfQ439UCh08difHdiEFR10plK9L/8LwnUCDgB5nd/J2ctsuzkYHju5pyQN9GQfSCTvtIA8NQD0ywAG2i+PQDx4a5SEPJLutt8+TArYLb6+7T/UTHvRCYndtIo8udGM7AWR3AxQc9HZHSx49tsskAV/PT556gg/oBxJtRi5APTLBkQfI90AZ+cgCh2x8gzxS29mUjMvkYZvqYge08MBru/isVO74oh75pAB5bAF6fsjBU29727/KA466lWzKeavIZAOf7W069EPX20s98sHbne3KYzvf3Qd6gJLtbVnI2AnIAKDFjktLwWnrsV38AM9OgKYHSG2TbNNS2Fl/aWVwtrd5bIP6fwbbpf12Jw87tPXQBmJgq/gjE7vjxUf4HyAPQ1XVJNnZdAnfNvROWypZlZTvbSi7Z4c+sBOvoLY2zLZld7DT3pBc6mczl/qDps6b6s1oa9XmcpALgulkU09+0hM0GgxUWdqzO5dcuQhItsT4ZhZuLnGG2XxuJK+6UpvN0zAHTP7Ejl/5vTGXbgdzkJ9mv7OSTfKuHNq4pKyzuWLjwAJexdYI1NxoqP379uohD36QdkcXl5CUlcNcWqeiNy1wlbEenjYwc6WFXAiNFhbF5c9SNq6nnn6Wfv+P/kQPf/Rj9ZBcJHLAee8HP6Kvfu0P9c//9p/63nkX5uLiu/rGX/1NwfFLqGc+9wW6+73up0c//kn6xKc/X+pnqsWfSfG2fZQ2rW+OdcFFB7ORn2lXLvfsWueff4Fe/OIX6ze/8puiTbRnlIuqJptp/kSrzsa6CXzpV35Fv/4bv5lN94FygUK9lBZh/9Ie7T3pFHFRel423V/48q/psU94arHlfR/8qL7zgwt08PCKJm2jucW9WspF6dzCbrHp5o3/D86/SK949ev1xGyyX/+mt2ozzu4OcRMph7c2ematcoyQFJ+1ctJKjm7lWV0+qqtc+Uq66jnnaNjkQigHLCWWKmiz2SPfVJWud91r6365lJ5Nx6GzhpW0zp8khhaZs9bqoY3sAqpUD+Y0cy0ugP/929/Ti172Ct35bvfUk5/+TL3n/R/Sb/3e/9Rf/K+/1Xd+eIGO5gDC5dE/50D2tT/6uj77pV/TU57xHN3vgb+oxz2Ji8ff0fLappr0x6R12pojWA60q+sbagYj1Tm8/PC8C8ovP3/nd38vfnm1DuWio/xKJIfXqqq1lIOF5Ni+qite8Yo69dRTy0Zzkg1tG3yVtk5D2ypP2jHIBZSjgz+fbkYjHcmhZD6HFy53X5oL6Ne/+a36m7/7R80t7NF8DkCzHIaauSXxa7vB/C6dkngczC/pC7/6G3r8U56uD3zk4zq8vF5oJ7k4iPukKGOskgcUOwC7TlVVQPHlMTDdIskqjyOgZE78spw2SJYC27JD7uhWAXVP+luBuFWpDkSHeoiJEdFS3+P6fFL1uKTkd0Lnz4l4wVCHlsPpdHNDt7/tbXSHHOyXE391XYtNPfMi69gwPh/G18vLK6rj+yrAxQNjijlmnP6Ra13mjDM1yiX1BRcf1R/88Tf09ve8X49+4lP1C/e4r+6WS8aHP/YJuu9DHqY73O1eusf9HqwXv/K15X8Adf5FR1SPFrUn424h4++Ciy7WJLG+d9+Bcijmz/gYx9hjW6u59GSdff7zn6//83/+jxaWFnNQPRKbF4pj2rT7GBTUlv+S365LPrJaJS2Ab5P57/i06ZzoUZ/ukGnwQKnrKkyyVSZf5QtrqthHlR0Emf8yHGtVz9JGJzBrVebMWfQxH16Qy5jf/J3fzXjZpdwzZW6oAtFXdGZSIc5DS1uC1aBpNM364gTvvr27dac7/Lw21lfjxJmaKuMj+F5nn3Zjqc0YOQZ9XZ+eSFN+QRdZJ+Ipw9Pvm8hPM1fwQvw2t7lNYmBO48312IntM80yf9pY3une5MIsdk6mrYBmMJQSu1/80q+oTVs7SHMEwAeksOPj+FD4JD4VedIeGMPk+/rCd0yGk2UKKCn5CHMBCZz+C08/DnrSuq7Da132zDPFpdL6+lrSQamexje2xX+s9U0zEOM2w0uD4ZyUth9dWdX8wpK4cPrQRz+p577wJbr3/R6ke9zn/uJXya98zev08lxMPicvnF7zujeIvzio6kF4FvNyYBZ562JeGQ4HKv0mlZQ80EY7oKQqT6LbHZRivqhvk+782C7Fvs8pLCwsaDMH+cc99jHau2eXNtPWQVOpjg+nuVRLIuF7+gFInyrQ9Wul5by83HfglMwvziXjQSlz2Q+yB/nghz8qfsn/sEc+Wg/8xYfrvg98iO553weU9MEPe6R+KXPXE/Ky7be++rWs/8vamxd18B46fFQJJQ1z4bi+salxLiIXsh6tZQ1cWVsT+679B07Wu/Mi8jOf+7ygGWQunUs76A8uKxPmGmRf12Tfl7cTaWY8QUMCXEbKszSpA6lLd+LBSeEJOOvlMHueWfZpdV2Jl9XT8bo215Z159vfTne90+11wfe/owPx3TD6mqbRZvaYqhpN0z8V8ZHxb8jZrgAAEABJREFU3SYuHNzyynpsnmg+8/qefSfr0PKaPvfFL+tR8ce97/9gPf3Zz9d73/dh/epv/I6+9gdf15/9xf8qe7k/+tM/12e+8GW99o1v0dOe9Tw9PvuFJz7lmfq1r/yOLsz6wL6IX5Tu3rtfc3l5dSSXkPjhSNZzYpYXlb/3td/Xhz/6UdEe/rR7cdcuWhj/uAOaHJtT2Pp0Y7yPF9slLquqKnMPcrX9/OiMjfwfXU8NOgDytmWbrBibQF/Xp1TaHY3tQm8bdAHbxdb+HIzNgPJgNzKTLXFSZ7xTB4CjHj7mRPRBC44yQBk8tLaLbvInAjQ7AT4AWbzEIN1IXCMTOvhJnQw2DRPDPT000FOPncT3cDgMpYp+6KDBbvLQkQLKYyNVxZ/IQQaxCt1OCOn2x3bxIbZArzzQIpM0RVFnd7IpI5OzD/bZx/DUXRpAB89OAAfQPvRiLzrRBZAHqKPNfT027YReH7Jtl3kOeviQAy15UvDItF38CY4y9XaHgwfocaTIJoUWOwDy8PdAW6ADT30vgzx6AfLQ2y4+hR7Q1mN7K6cy9npZtou925XJICdJ+dhdPTh4APL2MXxfph2AnbUkkwe0CLFNsg12V7Y7up7fdrHFPobPnssliBAM2B2R8uxkTLF8UNoDTsEJPV8hyBd8OI2Fyz4mL1XHOafnh97u6Bgg8KKDvO1t+5THdukAOkl5kJGkfJADn+3CY1vIAAc9HQ3YLgMNPcoDX5LysV1ScPBRQAe04ODnrQV1bMptF6fig14HAwO6vkxqe7vtyAEHHfkTAX0AOtGDj6FFBzgAu9Bhm2yBXg6FPk/7AXjAUYdMUuRiB4Bs+5iN0GADdLZLG8lDBx9AvpcNPfJJd9LtrLdd+g4+6KgjD9idDmQoj+1Ci93YAd526dfeXvi09dgudbbFg3wAHZShtb3dDuo2cvlkdzi7S6FFF6ntEifQAuAB8j3gB+yxO367S3s60p8EtA956ASgJ+2BMkDZdomjvkwKULcTwAHY1re9r0cXgF7st10uIfAV/qYOnj6+bPesRXdfsF38gx54SHcCOPt4Xup7/uxu0h8cXEKzvblxcJbY1PaEJR+ceugrJBucfuqHxZBLSGUDOZcFu80BikvIWTaF17/edfXgB95f5/3gB5pOxjlkNCUmUTbMphZ/TXOyqOqmbIQn2RmPcjk0ZSMe3D/84zf1znefW345yCZ4nI3neOuNudLsafJt9A4HjZaXl4uOO//CnXTPe9xNK8tHdOjii+KHaWAWla0yWUsO4w4Y58370VwQDLMhHwSOrq5rLhvyxd379I//8i199JOf0Rve/LZsXJ+nhzz8UdngPzgb/ofp8U98ip79vF/Wa9/w1rKZ/fdvfz+HhbH41eTMjZQDj9KGTU7J2RiPIntufkFNM9CMvnKtueD+8z/+Q+ee+14dOnRIbRYl4mYzh058Avz5X/6l3vPec8WfB7uqNRiOVLEJD80ovtqM/VyabYxn2puDSpOLEf4toq9/4y9zgfb6cvl2/4c8XA991GP1mFyuAPwfeu/3oIfqXvd9kG53p7vok5/9gv7hm/+mxd171QzntR7Z6zmcTGNoPmplKdBKsh2oShtm6buVo0d0kxveQGdc5lTVlmbpI4eDg8Qkfd6mf+rKOnrkkJ76lCfpxjf4Hzp66GAu8I6oCb1CG6nqHjg7QO8suibJVM0oh6b0Wz2Ijft1NJeIv/W7v683ve0duYh8tvj12j3v9yDd/s531x3vek/d78Hpn6c8Q8/55RflwuiP9K//+d20qc2BpRF9g7xqMNI4stfSzn37D2gj8UoszC8uCh/vP3BAX/zil/Tec88VF4r01Xrmu6qqYrG1moPhgQMn6TrXuY5GufxmrcYf1M/Sj5JV1Y2czffq+nryA6WQ+JgladKfJ4mD5LvP/YCelQvspz3ruXrfhz6qP/6zvyh/Evy1P/x6uVz95Ze8XPTV8174En3tD/9Ee086VZe70lV08dFVcSEzSxva6LMt2+oe0oCrYmurLq+tsigH4Ov833/rEk84t3DJZR5xD5HlgBS8Ov426c4PZUCFhn5VHui7fBt8AXc4UU4eHHltPRX4XBrWiaNhxvqwrrQ4P9KjHvEwnX7aZTROHy7n5UaV+kHqsYa2TXKZsZpD9WAwVN0McoEzU5N+X8pLh1ls599N5dfMdWJezVD8Gd6R1Q0dPLKib//gfP3tP/xzucC/OIfYjUwjE9WqQjvM5YfqoVYSh47cccZBHR1NYJI8Y31PXpaM89JhmEMO42CQMfvv//4tvfu97xFrxL59+7TJ+KDpaV9p6s78MURy+IvKnRB0+GgnOYB8D32Z9McBEql3y3cH4BzZQAIouS18G0xAAQflpEmO+1Shpq5D7hDaIXZ8t+I/+qqDrgoOoJQiqI08+q5Nfw1G8+KXf9/+zvfES6NxLk+o76CKvCpsHTh8KahOTMzy0mM168GNb3h9nXPFK+R+ZKZZ5rgwyDZklwDbx9W1GWP49kTCNgggyaV+xplXmvR9VVWaJTamicnhcFhigD/BvuY1r65Z7Gtnk9RPsgZMVWUinYW2rusy9wwz5zfNQLP4e5I2DxODf5p54j/zQkZOe6tarR39x+Kk2BrDHEiFqFXJO3l3Lm+TUhmMjgN1D9VAYYT5R0FHfmnfdmyK76izizD1vjjl5FN0Vi4hx8yPqUpXlf5irEzjpzY+mDDu4wfWPvKsSbvzonA58++uPfvVVoMybs/LS4C/+6d/1ld//w/1+bx4+vyXflW//pXfznh7nz7/hS+JC7Yq/TAYDbvWZF2ibxSbinnRj42S0we0U+VpUy6Z8gVR6rdxlt1BW+q7rz5PHwxyaTbJReN1r3Nt/eKDHiQuHg8fvFBuJ5obZU2QZPVPJ7stGPJVma9WM79tZJ3nJRxtZn/SZCyoHqjKpez6uC2XZOddeEgXHDyilY3MVKMF7ctaMXWdtW8WmKbdtarEET7El4wr4sq2NnJJOp8XsfiirhstLC7p1a95rf7u7/+h/DMW7F2qqhZxORwOBeC/Y2NY20+7nUuGTk2CL1gXgcJjqYRf+hbd8DRNo82NNVUKRV5gL80N9NQnPE43uv719IPvfVuredk0yXjan/X6/AvOFzYxl29sTrSR8cx+aC6Xg3Xm8gwTcdm6mX3RpK3FP8/yg/MP6nd+7w/02je+VU995nPFZfUjH/14PfpxT9KTn/Ysveilr9S73vuBEkP8Mxv81QF/jXDglNPEBe5GZB08dFj4bykvIueyn8MPtjXIPG87e4Yv6t/+7VvFtiY4pS/bgG3ZVfpdafiML9lOvk2++9hWVYUmqfLgMyDZ7Q/lHmwfR6881NFH04wf1pmd8lK9TW+76IcO+p6PPACt7cw/U7KFDxrA7njJA3ZXhpByD5Q3E1fAOP3WywVvu8ikz7FReXo+6LALoM7u5NsO1bGPHfuy34QPOvoCoC/qxFWVetuqXKmU41vlgV4EevKkpZw8MoBkS7uxGb4ewPe2kQLU9XjKPdjOvnAU8V3/YhN6aBM/+EEPLyfAkSeFF1nkobOPtZc68NAiC8B30PV4bAGgAdfX9TJ7GZQB+5h828VHyASQP8oZjRgCkNXzI5s8OOWxOznQ4TPqgi5zRY+D1nbRYaffEp/EBbbaLrHY5+GHvgfKymN3dMmW/kE2QD02QU/e9rae3h+2tfOBbifAv7OevO2yTvdyexrbxV7bZR5EB3XQAeTBEYvooIw80h7AQ0sK9PieDhxA+cdB1TPanVG9E+2ufCKz3eHtLqWj4UEOCkl7HvJ2R2d3aV/Xp7ZLZ/RlOpUgsF2chwzk2y4BsbNMHr5e70468DiQYAQPLWBb4HAweHihtV0GGwEBgIOGFDq7q4fe7tpCnnpSoJdvH6PtcTtlgIPPtnq88oAHki0BQh22gCNvm6ptsDs91AN9he3Cb3cpMvAr9TvlkKeNpIBtSArYLrbBqzzUJyl9QNoD/ORpP2C76AaHTeAIVIC87TK44LM7WttFFzpOBOVBTg8plo/d8RJ/AH0KL5U9LfrQQwpQD/T18EBvd7LInwg9LfbjC4B8j0ee7W02yoDd9Y19rA4e7NgJ24xbGbujh9b2ti+pto+Vqe+BOsA2yTZQv134ERm744G2B0htlz7pbdXWY3f0FKEn/XHQ09gu8uxj/Dru8XFtPa7qv1Do9UBqm6SM55L5MV+DbFadNbbJgq9s6pss8hdng71315L4tdIjHvoQXffaP6PDBy/S0uJ8bAxxGIi5zWxKJjlgyFXmMDZllfil4N68ZV7JRQBv/j/xyU/rT/70z8Rb5bX+AijmjbOpH+UwwZvOpqpz4Xg081KtxYV5PeD+99Ntb/1zZTOrNhvvgLOppRmktmNHVWBjY6z5hSWxad3MrrUejsQF6Ho2m/wD8Es55DTZzHMBAW4tN4wAZdcjqR6qGsxLzVxglOK8+NWj4pfVHBy4nFgvm7Bx5uNpLlqn2sxmGVtGWeDPPvts7d+/v8wLddPkhc9EbNIHg2HJf+zjn9ByLkj5syMuweA7msvWqq61srKajW/0utFoblGDHExX056ZB7moO6B6tJjDWZtLlPP1V//77/QHf/Jn+v0/+rr+5M//Sn//zX8t+Co8bT3Qd394vkaLuzTJqcBVI2DPnr3FR5JlHwNiZZoNBIeBa/3MNXT72926HKInaWddxcOpa3LwCotIDx26WMNBo/379ugZT3uKrvUzV9PCsFGVQ1gW0GwQpaqqAg5URddMjh8kLh6OrKxqmM3+/OJuHTx8VLRxbml3+TebNmdOG2flUvLwyrqW18flsFGnz+Z25ZInhw+nfwbzS1IOJvzp9ea0VVs1GuQQNxiOdNHBgxqlLzZzITS/sCA2iGs5FO/KRdW/f+s/EptT0WbbWk8MKg98rAk/f9vb6jKnnBpDZ2pz+d6kD1Mt6GnTZi6hqqpWQ38mvpocGCezVkdXV3XW2ZfXZU6/rL4X33/517+it77zPXrGc56v+z/kF8uvb5/9/BeWy+G//tu/V5V+2nfyZbQeGfwKbDPjhrgteqzit7quZLvobuWYcWkQU1MDH5CsWr4gJd0CigVS6QCdQbnjIQdsEf/YJPaEFBEqNilPECXfpW3yLXaTbkNn5yyXEPh0lpcNxNfiwlyJtfXVFV3zGlfXIx/2UF32zNO1lnLtqsQZawx8w+FQ8/Pz4hKyrhvt3r1Ha2vruuDCi8QhcjExRF9UzUDNaK4A/1bYUl4+LCzt0SBjaqpaw6TEXjOYy/iQprFRVS3VjdYzlnfv3ZuLbeuixDnjwk5M5uITGwaDQWwaaHNzQ7t279L1rnc9XXTRRaozHhQ65Wm3oOuIFGS+jsFWEbpjyGO5rk+OlcldGg78JcHR5qCdVAHH8VugY49Toy2weLpvcoBt2U62zSE7kFzXnja5nZDi1gdqgGKfkgfaIFpZrmq5rsv4uejii/Vrv/Gbqs17HcgAABAASURBVDNmgxS/ZoVGodtO8/LKYXarzC9pSi72WANGw1q/cMc7BDHVIHONZ1IX007m2Me2bB9D/ISc7UJvX3oKe5U6+sMp2C7js4oNTebIu9z5TppfGGaOGQc/68Kqdub+TRH30LUKpyvhixntqxot51L8t3/nd+PiCqmBKnlHRpt8PiRtC2cBlVpt5ZUnMkuJNMWSJz0R2iAuDXAg+FT/mA/2U037AfIAY3RpaVG3uuUty/hos2bECSV26qrSNHOx7Yz1ieqMM9uaZs6bpW/ns15Pkl/LXLyQl2b8cyKhUpU5f9e+A9q9/yTxMm0u6xnz6+G8rGlVaTnrJTLQ7+iwve2vuEotZSq3oGtdaHb4psNtEexM4sZ2Cwp58lKrtVyUzmWfMo6tD3zA/fULd7i95oZNLsA3NWyqkHYSC/kOeW2pMSFaYG7rYu3w8orK3L+4W1Xmo9X1ScpSQ9v3HtCuQDWYF//Tq5XsBTwYhW6o1rWqeqBh1jwnfvCfM7Y2xxuZH1e0mBdvhw8fVl3XKa+LefK0088QdtBXQFU3ZZ1syhrXpj8msdiFpk2ujc3ahkoij1MUT7TSbNYGZkpSoE098zD/nnVI1Gb9nOVCydmvzQ9qreelwRXOPlOveOmLtC9zZ5VBXVfW0bz03J0XPJvZb/DiuWkGsbsR8VD2Vq5VBzeMz7iwHc0tib/4mDl7jqyjvEAaLuzSYH6XSN2M1FbxzfySFnbtFfP+TE38mqiJ//h3II8sr2qUtWQ0N686fpgmXg8yj8dfzPFV7FrNmk7d/ryYHGddOJyXYjMaBriSHV8l0BgHySksqqoODwlgu9DZpqhZ1j8ytgse3h4HnjJA/kSwOx7b21U7acnbLjb0doADbKtO2+h35bFjcWxHt93Jwwdd2yvBQx2p7WJr2LLnnRSgjrLd1dk+Tq/dldEJ2J0+5GnrIY8cABQ2q1XmDCleVBUecPADTeK0SRvIV65EHaA8yKBt1AHgbadGpS20jXrobBdf9HTQ9mC79BG2oQ9/2B0OXniQBT001I9z7lEeu6ODhjr0QZeqjK1p0QmeMoA8eAFkUgb/4wA65MLTA2V4kU2KfvRCC1CmLdT3gA7bxYe2t31ke7v98Nku/Y0Ou/OnLuWxXWShD8COXhd5cAA4bT3YiA5SALR9TF9fhh8+2tAD9HZnD/XIxkbo4ANsl7g9kRZ6YCct9H3ZdukrbOvBtnh6WdDuBOpsFz+C78ukPfT4vnxpaYVhwE5iu1MOA3iAvO3idIzEMQQjBioPMgBobW/TUQaUx/Z2Q+EH4KeeFLnIsC1k92VtPdQBtouj6QT4SMFD35eRORqNNBwOi5M2soDyZyMEMXXQAeTtTh55ZAGoRB44bEEWOBYNAN65ubky0AgE5JLC2wM4ANtsb7ddeXoadCDLdrDdhzJ4/IN+aHs51IGHEhz1ADpIwdsu/rFdFmbsh68H5NEGfEJ+J5woBx3IhBf5PS10ALKxFRrqSW2XQQ1vb2vPBw2y4KNvkAEOvh4ogwegRb7tUt3XkQK9XHwPwAOh7RKD9JGkYo/d4aCxXQ53difXdvGZth67K2M/+rHD7nDkwVGHTtoJYAuyt0SUuIMGgL4H+O1OFri+3Kd2V9fLIbV/NM7u6myXNtvHyr1N+EpbD3oAdGM/Ntsu8QkeUB54gZ7X7uSmqviTOmhtX0Kv3eF28kLbg/LsrLMdzP/3H/6dm8Vd2cw1Ax05ciSbgLZsFtdWjuagJ51y0n49/SlPVpuD4PraStJp2soBPRu6zC/EF2PJ2YgNU17Jhp0/a9mXQ0TrStNsYF/+yleLjfdC3jo3o1EOEiuqB41SVWIOP+zLhpQN6sW56ORC4rnPeZaufKUrZHMSfbky4BCaUSW85Gyk2LCQX1paEvPaei4LZxG4kbfpTlv4M9nNaTbMrjUN1Nnsz2XTzxvxOpvYmWrljlJs/FUPpWogh48LjfVcOrGxnisb1rnS17STTX7p8/QVF7eHDh0Sf0L6lCc/SafxS65sqGnLwsKiNmIPsXUob9zh3RUfw8ufqy3Mz2k0HAjaNEXNYKhJbOXPo1w1MWWYzfNM47RnuLCkJhcodQ4og2ywKQ/mFkIzF7PnVDUj4SH+HHU5F51tPDSbtRrk4oTNfUxVZeIqNVFGts1Fc8thIZdCd80B+mY3vak21lZzWBxrNBgIu6fZoFdVJX7Fsri4kAP1ho4eOaTrXOtn9PpXv1KjHL42Ew/I7qAteshL0RXF+VZUaveevbm4nWk5l0eLu/aUC6GNOJ8LYg4OaYicdtAvVQ5fbTVM2ytx2civRjYmU62lT6r4aS4XmdP4Za38ac5UdV1pmFjigoh/OmBl+aiGw/g2G/+TTz5JD3nIQ8oacHEuP/bs3aMqbZqlbmFhQas50N7ohjfQqaecpCZ47G5qIqtNn09j+yy+GItfSnIJFmZNwpuzc9oz1YWRucwvbnMYoi25Wyw2E2cLaedEVS4cpzpwymXCJ02mLZ5RVTfiV5sXXXwwHdOqjq+a2qoqK9nQxJI4rlVSOWWAfBDHfZDXITraLr/9DXKr4KROuaTktyHI7Xwyl/qBq6toiz3Y0tnUYU/4DnlLQwKzxFpd1yFoyyVe09SJo8Pxt7S+uqzH/NLDdPOb3UT79u7WeHM9cbimQWJrbjRMPE60sb6mJvzjHGzpg8FwqKVcLFfxIWO0qmpNEh+AYttM0kZiZXM8lVzLVSPyZX6QVIdPoQOqqlJV11rLZfU4h4r5jMs5/r3b7JWmKS8l7ldzWLZmujh9deu8FLnnPe+hAycd0GbGOnGk/6anTX//t4hqtdU6XeJxMECS7Q/l7bgIb2UwXfWxHOVUkgBUFKYORxF0Dz2W1HZ8NVY9aPTv//Gf+sZf/IXmMobH6TP6sA0zdIrVbcAB8qRO5FeJn0EtnXaZk3WTG11fG1wSVNawGWiQCxnteGzvKF169kQ/tyHbCSke9xllvZok9qaBOrEyzPy4mfiooms9l9S3uMXNtWtpQW3WRydOmrpSXVmTvGCr60q2y/pEfEnYV2XP3KrJXPbVr/5eUFVaGbwr7XyCCTWW9VjyW0DSo39sCiEAESmQ/HbfbZWD+lEfG0uO1eI/AJ/gi5ve5EZaykvDDNZ8JoojlOaLi6hBxjr+Y26eZXIcDkdy2nn+BRdod14m1M2gzKPTBMGsquV6mHnSGb+TktbNULPUnXf+BRpnPZKsUc4cddOQ1SxzcRQKe/Tf/PQyR1lLWEfp1317duupT36CrnHVc7S5vqJZ+rjKuO081Ma6AOX2mDGz9G4VPzD/rGXNGuYCkXatZf6YzFoNMxZo+3rGw2rmrbVcfG2ywCS2Wftm8dcgl2auG62HZzM0xbbo4aXOIL5YyuUj8+Su7IW4RGvqWieddJIe97jH6YY3umFZa9A93roUHsdu4pl9iWK1VKkDx51Aym3Sgt9KU45KtTMHQp6ywsscPMoYkZ15eCL2Nm32Ffw6tK5aHT18sa565SvpDa97jUaZA9azZxhkXAyaOv03zf5OYs6tStDEH5nfnTbjL/Stxmf8kxtOrFSDkers45rRourhgmbOXikvBDOYBHgwVFs3ZT80NfE0SBxJ8/HPYJi69EsVO4nHaWw8KXvbaV4sse88EjtPOrBfL3rhi8q/MWs756MF4es2eRs/SLP8B05bzxZ6q6RCT8G2qqoqZejtjp98D3Z8mUZSVh7bhaeuazVNU0B5qL80IP6h7QF9tmV3QHlaxk2E5AM9cpItH+qG8YvtzEnTAlTYHb9t0bfQYA96qIdvnPVxI/Mg8wBlZFOHTujs49tGHboB8nZ0yKW94JCzmT0zcyuykdfjJ9FF/SzjwnbxS69DeaCDHjvIU4fNxHdvY8hkR+cWYCfQ81EPz3z2/LQVffD2eWRDw74RHHp40Q0/cqgDR97u2g6dbWEPQD1yNzOOaSN58LYzFmbF/+hBpt3xwXMiaMcDLToBZCKbanjIg6+qqvgZXT3YhqzYBi2FwWBQfIsNALS0gdR2iWX0QQ8O/0LX42wXPTt1wk/Z7vTZLjrB4290Ig8ZyASQCezMUw+d3fFThwxk7wS706Otx/Zx/Y4MZCG/B0iRRawD5MFRjx7k2wa1DeCoA2G76AAH2Ab9X4LMRx0xhu3koIwBGAseZRhGSh3BQ4AShHQ8dLaLIeR38sKHYdARFPBDQx6gnjIy6VQ6hTy6yPd1djf47C4YkEkd8rCRMkAZfuwDKCMHsF2CHXr0ooN67LUtaMBR3+PQAdguAaY88NjdBAU9ZcB2CTC78wV18ALklYc2A8kWf8FHve0yAHbaQN42pAWgpW0UsB8+2kyeOsqk6AJYkGkH9QQ8OHgBm0VmnmwZ/NRBY3cTMhXIwlZ0Ug+AQw96e9nYCQ5/9ziC2e5st7u2IRMaLk2ghw958Ngu/qVMnfKQT1L8REoZII9+8tiE3egjD64HdEFru2wQiEG7s4k69Pb1yIMfWfjLtnqavo4U+l4+KTjoAfLgALuLNdpCuQf4bZc29fqpw8cAeYA6u6NDBv2A/fD3ushDSz1APQAvtlB/IkAH9DTQAfYxXdQBl6YHfQBybZOUMQU9gOy+Hn/2ssFRB5C3O//g77VcAMFLG+GhHsG2S0zYLv6yj6XIVR5oWRjtro+RAY560pCUj93xlkK+svfRMJtHLmLQvZDFV22O8DlMDSqpnY5FerOb3FB3+PnblkMFG8g2l1f9Zc90spkN5BBpJb6IQVd1DvUbyn6hXBb84z/9sz76sU+ozgLnbMpcV2VTuJmNRfaE4VU5pE2zQWbj6sjn4vPd73ibTjv1ZLXBT8frOXTGqNgGnbOxVw4gbCbrbNhsxtcgWG/pbuWqCQwCjWautJFDJG/ZJzHMVa2qGZaLvkkr8RY/aIW4zF9xdsRP06Zx2jfKOFjTNG2to2GSTavylp/N6ytf9jJd4+pXU13hWxWeaexV6OiTJz7xCdq/f58O5bJqlMMMvltbWdaeXYvZfE81KBvxVsQsNo1y2MCG8bSVcwjZjHEzVXLa0iadtdY0EHQOZa3atIMLlo1cvLbChio2T0Q/IhtQ/Nmm7eTn54Y6cigXX9mA3/2ud9ZDHvyg8uvWuqpiS1PsGGZTOgk9sUM6TL9htxMb67k0uuo5V9Tb3/pGkW6sLWuaA02VOkDxC7To5yBURe5mNlxpgAaDoSbps430+0xKOyTnwKC0AejzM1dS2ssv1jZzcB3k0FY1A41zSKPv6rousoY50Mzi60Eu73JnJfqF+DmUy6IrXO5svemNb9B1r3NtreWiYCmHs6NHjwpeOzESHPzjXHo9/WlPTl9M5MRWFdWT9PMgAidp1ygXYUeOHBbzwCy2TxMk06S0pUl7sHXSOocei8OP0p6Za81U0zjNzS9qPRtrpU2THAbwpxIbyF5cyAu8xNI1rn5VXekKl1dddOeyJpkmcaE849gA/XzGJnE1SXtHw0H6eCy0IJTgAAAQAElEQVT6J1+yrQrD1T3k7diTAU5+mP5kvZlG/yD2TdO3TXy4ljkHGdgyS53DPouPyfd6qY+5RUeb+lKGMPkuaRVNchvE1se2bCtfsavO2FlPWgl/r62saDEXFvC0icFDBw/pmU97ih5w33trNtlI+KT9kjbWV5UhFZ9Y09BhU9DlM4n9Y2IoNk+Txm1q0v4anembNt6fJQ6n6c9J5jCHoE5/KnUAdEGpzbiYph5fz5LHD4O6En9mOd5Yk+Lrufj6vO9/X/e+1z313Oc8pxywDx06JGOcHXGJ5PjZsWwjfYmv24yFaWyr42PKk1wqYC+XBW1oiaXNjAlSYBa7BhljdicPnI1ECfqIvtSP7eKbafxDG+jjwYAxvKlh7J7Ghip+6cB0xxZYVewveFcaNHV8bcE7jSynw9u0IVW65ENHAztqKALbKG/lIik2ztLmuhnoN77ym+LFTCurSUxOY980fq9qq6orRe2WP1XybcYafTJLP/zCHX8+F33zms/8RZ9PY2cbuaH8qT8tnJi6AwoO/BbQb7bjm4GmiTv6iv4hTet0IC81bvGzN4u9E82PmsTwOHSbucRYFC9DWvwY+XVdl7Zhsl1F3lD/8I//pD/9xp9rz959Zd5t4iPk1tFHPDbplzb+aeOnBEI+s0BvIWmrkBZe+pv+t61p6OGlj2eJrTZKAZ3wgLMdGT8akIXt0MJOHpmkGxvrmV+vVS6G0/CM1Yw85s4aeRL+mqbv6ip9m85l3Nr4cijmQuZz/sIgIyi1lWZtNLhWlXVPcmhmGo7mMu9PVNeN2C+wnx+Ohpqm/6vE8CDjhjG2kjVVaaslYVuxN+2OOmHDKPscxhx7HOo3cnlie4c/VfK0DYgY2Y7IWfp1lMqZLrrgPJ1zpSvqVS9/ia519ato7ejh4CfiItLRzUXWLHYpfV7HtnzUNI3aNmSxpUobJKetlt21N8ubXDVqBqMC1WAooE09/mllTeOYVkrMDAKNYlTGq7SYFyaD+Jo1mNSZ98ZZz0ajgR760F/UAx7wAOFz2hp2DbfGHO3nnLm6vKqK/6LLbZU5vFKbVMHZtSo30TfSZvYWc3ML2lgfy8GnebIqNfVQVV1pGoQrqR7U2kxMjKJnI+sr7Z/PPLSal9m3+blb6mUveaF2Lc7p8CH+mmYu+4b1Mp5Xsy4rMbu4MBe5iaHEPLbSZtvxy0BVVWuS+WCT9SlUShkfzVpLsYl0HGeOZ63YE9WJi3owlDBCkq2sLVPhu9Gg0Si2tonN0aDS2vIRMc8/5clP1K1jJ2vshLEem2zHJ21p4yz+ta1qSyYxNg2N8lRVFR2O+FmaMi08tguuryOt61oA+bBFVlWAPPKIvROBOugB8j0dqe2iq+fp66nDNvYN5GkP/AB56ohNUnhskxSwuzx1QC8bPtsapn8ZT/ADdkePbAQwZ/a0Pc62BoOBoIcGudiFbFLAtuqqTlzVxSe2C30dnzVAxpLlbf8iD13wIhc65BHv4NEBjd3xUKYeelIAPmyEfnl5WSvZn1BPG4G1xDEyoKFMHXpoHyn85JUHn0ALDvpeFnptizFHPXrBQUPZdombXjb8trf7lXLPGzUFTwrAQ7qZ/QTpYi7bsYv22C59BR4b0Qs9KWB3fsEOeGxDKvKAfay+txO7e0DHQl7kA71v0IMOZAK9XchDOHV21zb6CbC7fu7r4YOOub6XZ3e2QWO7xIfy9LbQHgC+oGV7m8Z2aRNy7U4OedqEfIC2rOdFNPZQ7uXaLrK047E7nO3tfrNd+gW+nr+3BVZsA3oc+vFJRWUPfSVlu1NCHjzQCyAPUNcLIkhsgyoGg6dgWxgEgAPIA3ZHjyHwU4dcwHZxGg7py6Q0kBRagDyOhB/7qEceQF5bD3Q9gCJPPantoquXB055kEG+B9ulbZThpdPggQ6wHS6VjrBdaHfWU2m7TEQ7B2vP28tFNkB7mADI076ex3bpePA75e+Ug3+xr9eJbHCA7e2JredBFkCZwc6AQj986AWQBc528Rd1ygNfkjLY4UUGegho7AMH2C6+AQfA18uzjYgC1AEUbB/nR/AAdfCSxw5k0V5S6rCBNlBH2XYZkNDbFg91dmdTby/xhhxk2y48ykO5p0dGUKUPwNsudLa3cdBCZ7vYT7kH5bE7fLKlHlrANqhtHAXwtAcgD452YjNxAR6gDrBd+KGzTXIc2B3O7tLjKk8o2C6y7ONT9ADYQbvIYwtAHlxfd4LIUrQt5bORDRsbnqVdSxkXTeKyLgtVdoPbC+0sh2kOJMcgW6FsePE9YLv8epGxQpyyINgu845+4hMjQisgtBbbvlbOZquKXi6c9iwt6llPf2o2vENxwTMc1LrwwvO1Z88utTnkt9kwJqM2G9GIkCLLruSq1ur6pqrBUB/52MfFRWSVTcRcLlO++/3vaTg3KuMInzXZYIjNY2She3FhpJP279G5735nNv2X03LeUM8PGzUxt82lzFw2kegdDQeqsyEMWkm2fDhAVLn4YROffWtsqlTlYFPnkFfFBlVVWigNhqPUWWzyp/FpqzwR1qZd42zmB7m4OHrk4mxYK01yKbEwN1BOHIGJXv3Kl+u2t/k5LS0u6OBFF+a+YjP+GRZ7ZtmYznIYufGNbqjHPPqXdPZlz9RF+GxpQVWuqy487wfCvyvZ/Cp+GzSNZtG/kYPRJD7APmAUXzXFxlpxT4E4Vs1gWPy3mcuNVk67BwWQxaGdQxd+xOa5+I3D8dGLL9J6DgP70283usH19LxnPys2hDuHI5d+T9tP+LSpY5wp9cP4PLv4hOZMN73xDfXaV79C51zx8hrWKv/oPH5p0+bhoNYo/bKeC66mroQf1pLfzCapziGM/u/9rjzTNIx2rK1vlD6b5CDRxktVaPlTKHiI6yY+quy0Nkzx2SyHhJwfFM9oNYdBtxMdvOB8Xf+618nl4+t19ateJbSz2LvVxjZ8J3wG6d+zzjxNj33Mo9J/67o4fbRrcT6XZHNqcrhr0xdRqTrtGKT9C7k8Y3xx7mHDWsVGwFWcEGiV9kaPk28GwxzeuovCJvE9ik8WODRGJ/8DnwvP+6Guksvcpz31SdqduFjJRediDmGrOUxP48e6csbYnjIPLB89otFoqKBSHmvY1JrmAGX7hBZ1RduyncvX1eL/pq4Kb5sxTXyMc1m2Z9euxOtA9H0dwfQT+d3B085JLvcoA0g1XycAdU6MEB+XrLdsoNpKHRsCUspKPpCxMBtv6NnPeKoe86hHJoQ2tcb/3Cjt351xRczht7quRF8AdVVpmMPMIP0xnzmEPlTaNctlInY0qZ+Lr7q6WnXa5tjYJmbajGtAoXf6dpA+nubSZHF+mDFel1/sDELPxdJqxuZF5/+w/M+4nvn0p+q0y5yaIWnNzY/K3NpEfxu566urZeyNhvT3RslHhPDNWjnANPHzMDxjbWS+x8ZRLkTmEwu29f/yIKNCWYQM4pMEe9GzlvE2HA7is5n6daNN+8l36Sx10xIbR44c0ZixWREj1jRzlzImpznsR2zawTeQwCb5vwAu/eczh6Hjz/7sG2IfBDtzSp0YVmZhYrLN3KfMMbVrDTKmBqkbDuqMQZWLx5v/7E1yubGm3l2zTOpVX0Dg/wPQqh4QQ5700sBBOgQ9EGP8j3Em8d/RI4eUoa25xAEX7fzP1OJkwRM2zWhj4oUUHwO/93u/p3H8PZqbF/tF2xomdon5tdWVxFKdWG9E/DcZA6RVYrair+r0V9I6Kb5jzM4S03MZE7a1mrjUj3qYwH5U3X8RT3xnVOqJj3+MDuzbnRdZF2rv7qWM3+VcNM3H7lrDpiljBvuIO4B8Fbtdd/YrttrxUqCNfySHpy5w6NChpFXGzYY4XA/jW3y9GX8jZy3jy4mb+VxUDqJrM/NaVyfZ1jRzJP6ZZj6pJB3Oi8BJ9g+7d++Ob5tgfvyHGItlGR8bIh4vzHxwjatdVW9+w+vEi1nWV37px76APQn7kzK3JK6rMHJZXscO7KZt2MvFxLT0+Vz6tZarWhluJQ7W87JqY3NcylXGAe5gP76xvpa1ZEPIYm5zxjLrRZX5jP8hXG7zdMEPvy/mrRf88vPKP5VyOC8aicM6hgwzV82icyPzT5OxBSzk8sCOkYkF27Iq2ZWqAKnybKxtiJo6tszFx5OsCfPzC2rqgZaPHg0FnzY9sDMlr/Ap88tUC4nnjbUV3eUX7qB3vPVNutpVrqhv/v3flv2ks2bPDWs1Vav10LAfahPDxLrSxjZATM/iCMdPzWCouhlEeFV8NM2Ywnfs6ZrERhU7oWUvcXT5aIkb+DdzueCsNewrNd3MpeNhNdWs7CsHlfTsZz5dj8ilbfFzaEfMndGtPLbz/dN92tg9i42kAPmdYFt2B70G6HqwuzrbfbX6OhDkf1RKXQ/Q2D5OF3XMw6RVxiMAHUCe/VadfQtAGaCuB/h6oE3ENOWenrztQk4eGlIAWQA8EMDT6yOY2visr6O+QHzZpfnOHBxHCB7kIBP5qRGyhokF1ljbor4H29s+sC144FUeUsr4pAdkwEuZ+RnALnRQZzucKnIYp8w9yIBnkPW4t68Q5Qs+8NSnmLV6kma0xWZo4e1lQNvT9bbBA9idXniwBxz0PZ3t0k7KdpeHpgfkQk+7bBcfoRsAD5C3LR7kwIO+3n7qaTP6qYeuB+p62dRRhg76jZxxyCMLmXano+ftU7vrH2h3ArKQCR22YCtlaNBJSpn6nXnbxSe9zp7GNqSlrmR2fKELAGW7+An+HwX28TS0sQfshE9bD/oru1NOAdiqK8acSEw9xpDupNspmDr47M551IGDnkGBw+xOJ4aBt130kUd+7zTbJUBtlwClDgeTKk8vFx0AeHC9fuTYDuWxj92VoYMeoBYegDx1totOu6PX1mO7dAI0vXz4AOVBHkB9iqVd2GZb0FMHLUD9TqAOPlLwtrf58RVywFOPHwDK8JAi03YZ0NAA4OCzLYIf6GlJ+00afWO7LFhMANTRV6Tw93naAA5APnXoJ48u7OzrwEHf43s629s+xB7wygMtPHbXbsrUAakuvkAWeQA89D1QBqgDyAPkbRed8NsWD3XY3+NsFx22t2mpgw4dpHZHozzgkpQPdGSgAcjbx2gpg++Bst31FTjKAHmAvO0ysVO2XeIRPbZLH+MfnfDYLrbbx+vWT/mgu4dehN3Jtl1Qtrf9Zh/LU9nzklLeCSHV3r17tZGLro1sDKfZJM+y+VrL4ZHycDRIW3wMascHleqccuq6KnhSNpLEXZ3NwrRsMjfKWBvlkKuf8LSqst4D8Wmhjf1JKVXZRC/EhtXlw7rsGafpYb/4YK3komc0aKRsfNl0V56pLtAmbcPJZhSIhGxsm+FIg+GcLrr4kN7ytrerGQxVZZN44KSTVGXTM2P3GDYbva2muVCbxQ9s5JF/xmkn633veZee+LjH6Aff/c9cMP1Q+/fuUp3N5DD+mMRvsxwo2vAoG0anNXXl+KnOXpEL0AAAEABJREFUASMbVan0Tb7VPe6SrW/8VcWOQdrUZGOehqVmGjsrsVltpxs6sG+XNlaXy4b5B9/9tk7et0fvecdbdY+73ln79u6JK7KJiN/n4+/sZcUBqY1/AP4nLw96wP308pe+SGefeXrkHNVlTtqvQU6wo+x8B7U0GtYapE+VSxHFfg7g2DLLJozDyloOWeO0r48h0kkuW5inhsNhGSPQTOKH0XCgpVySjZCXixUOJxsrR1TNxrF/oCMXX6ifu/nN9MqXvUT41+ljdDqtjkly/lOg3YLR3Fzppza2tIlNDnTLiQHl4HC1q1xZ73rbm3XrW9ystAddu+ZHmiWegV0Lc+nPTTU1vpwX8ThNO5hz1xLj49iL7jr9NRgMSv0w7SGOSxtzwdg0jYiH9fhgPQfyaXgGoR+m74m72XhNuRnWqQf2aSWX1A+4z730ofe/V5c78wzVaRC/yqzSRsev6LK6hxTceH01/blbD7rfvXWLXHIME3hc0hLn0/jPiSn+Yf1JLsmIr7XYcNHBi7Iuj3XyySeXQ37ZlCaO7UgNYPs08TALDBJT6JmO1+XExDSX2IcvukCj2H+D616r/Crk+te7dkybqOiIf/bkEA9flXZyKMOOafAcPCexCboqB7Y28WJbNlHXtav/tsFL8HARNRoNVKdtdeJiNDfIOrdSDnwbuaSYZEPIJTV+mkXPLHZjM/1N6ggFkog0bu3S+JR8jE+5TXW7nabQfTIHKNhjoPLAV2QnjvftXhT98LQnPV6veNmLyz8BQd/xPy7YiL+nuVRoQxd3iFjBL/iDw+Ish0nq2viW/kmwxI+b4uB9NBdrtGWWOJrmIoK+REYV5XFD4tKZ/WaaTTbEHFdnTtm7NK+VIwd14Q+/p327FvT617yqzD1nJZ7OywGfeZkLHsYj+eGgUZsYKT2QAxKXx238x+XdJHPZIHPyJDG7GR8Pm0a786KJ8bCe+F+L76uqkh1PhFdbT7sjv4W61CRcJf6m6bM2Y3OSNpJfWJyPTGkWvOijcEdFwVVxAPkkpcwv2ffs3qWlxcWQthrn8mMa+wcZj1zoxFXh/gmfEhQ7adqtQquTDxwocr/xp3+mf/nnb4pYxO7uQqBVk5h0xqcSy3kLJPppM/09zrxO7E8ybq53nWvquoE6Y2aaOJhlLqpr/B7Fvaotjf+vSQnXCPmviY2/0q/Xuda1dNVzriQuwWjXSi4+6rouMYivAfxd5wv/91DXlf7+H/9BFx+6WG0cXaU8Gg21Ul5AjLWUlxKz9Os0c/cs8T1LHpimXzuYapD4Yx04mhcUyB3ngoi5FR8t0qdpyyU/8VtB9mkp/BRfreYy6Z9+6gE9/rGPyh7hMjrvB99JjC/ogvN/IMXmI0cOZTxuaJR1aW40kDNvjTPepqnD3jZjp2/TLHHX7oj9jAydlPgZ5QUc/77hOHFRx4f4bdDUIm2qShmAiaO6xFanZyjqNxND83OjxPSGVo4ux5+Lms+l/6CuC+5o5gf0Adp6bGdceKsk4WfsU2LupMz3o2Gj8zMPXCX9/bIXv0C3vfUtsq42+v53/13LRy4q/giJlD5raqlNO2eJWeKb9i/lZe6uQJNK4py+GmdOx4YqbaljG6nd2cAYXIjNi7nEb9L28eZa1tT1XNJLe3bNa7a5qja4lVw2sq6/773v0p3veAf9MDaO4nP80Mb2SeKiiswm8ocZ2+Nc4E4yL6EFfMJP5I3/A1Zbytg7ypo8ybxQZZ3ZWFvXOJek0Hbx1W77SnBQIZ5kMpho12bGSFNXWsu4uOH1r6s3vvZVuv997q66HavN+Fbm8FHmgT2Zt/btWsyF5UB19OO7prZidhw5FetdMpolZqZbY6GKXMX4WcqTjAs0N02jhYW50t+DphJylhbnMj4bra0cju/aXJCPdOjC83Sly19Wn/3kx/SA7Bv4hev8qCnxi2+mmb+RB9hOAiRRn5I/BrTVPr4OHBSkAHmgz8/SNwBlgDrbqhILgE54bMvuoK/q+fq0x5OCA8gD9vG804w58OgCyPf2kLc7etsUt2EnDXy2M1amAm+72NjLtl34qANsl3r4qLBd2msn6hJ72Nuyn5JU8j0uaRBy8AA0yQbVFr3Ipmx3cijblm3Qx0EvFxuIl2FifJBxwfizXXhsi/l0ZztsFznIBk+KLJCkfdl25qdaPDvxvT50kp9kbwKP7eIDaNEJnnpAeaBJUuzqcbYz5w2L36lDJnTYBY3d+YE6u8tTjw7qAWj7eurI4wPqKENLCuysI09db2tfbx/TA87u/IU8/EsKHt5ej93RILMH28UfnG3nM/fRP9Dbx+Rju+1tnyAbsDuc8qALSHabjnwPtkvW7tJS2PGFnTuKJQsOmYDtIrdU5Mt2vlVwtrfjEh7lIQXgxf4quOM+VNouAmgMYLvQUAdQsF0chKAetzOvPOAB24VWeWyXPHKpUx5SeDGIlDJAHqcTWKQhLYPNdkn7IO1pbRe7oQPQUVXVtj7KyCG1Oxl2l6ILOfDZJik6etqCyBdloJcDX9DlAz9tIAVhd7LtTh51PWA7B7dNFsKtQdjz9PLRQdvBQ0+wo892GdwENOUe0Gu7+AAZPS95u7MFWuWBljxybRcfgcM+8Np64KUMHSjK0IEj7XVQBqBDhm2NciGxkcUXwHboAehIaV8vk7xtisWWXg90ADIBeAvR1hc46m0XPuQoD3bgW9vFH7aD7T62t3E9L+1gkOPTXkavy+7o4YYeIG8fw0ML3u5wdudvcNAC9rE6ytTZHR38gO3SDuWhTPtIoQ2q2I1vAOyknT2cSGdfUh8yALurI//joJeJ/p15ygB+s10mmp122M6muCmioSuZfNmdXrtLN3Ox0bKhyuZpMGjEryZIRzmIgBeHs2zGtAXggK6s8quJlZWVEmtLS0vFd+NsNqMqlyQTkh8Jraw2dpQ0eQGtIrpVlcXe0b2ZC5q5Ya0mm7yH5wKS/3HEkWx2+feQLjj/h8r+TnUlcai3wpy2ZOIo/uDt9GQ60/zCokZzC+XPzT716c+EuIpkaXllNYtnLgBCU0U3/VlXkZJN+yR+meTA0WZzum/Pkp6ay4m3vPF15d9fOu973ym/5MvJJhvVmYYxgguUBt7MJWwe22xIU1SaF3Nm0TMJ+bj8ioDNNwddLgqgBSjPOCjkEqKN/mkOSZNs7NdXj2i8vqLaU533/e/oMY96qH7lC5/VVa90eY0GlS6+8AKNY+diLv2G6T8uFqbpy2FTa5aUli4fOaRb3Oym+vAHztWtb/mz+tY//6NGCY3pxqq4pOOXkOtry5GzLuibbLoVP8JPLAyHg2w0AqOBBtkkDZo6fq9E+6o0cJR5ZmlxIXWN8NnG2oqm8R9ym1wOzzWVJmmD0qYnP/4xet2rX64zTjmQdq1l797K6fL+05YMmA7G2YSbzbBrtYkJDkPzc0Ot52Jo5eghXSV+eMOrX6FnPe3Jmh82OnzwfDXpXeeCcphDRVRrlouRzfU1zeJffISv5hLfHEra9BOgtBeNFV/bcTQLehr7Ws3Ft7viY/p5lnZM0jfOAabKQW995ZDWc0n+8hwIX/nSF5fLvUEt8QsR5WLD2BOZyI67irwEudrUEV9tDoC7ckB5Qy6brnD2ZXOgHMV/mzngLWoUQcO6Sv8rB5dKC9kM7ckl0qCutZZL0flc0NIntmUHoieCIz6eTJuq+BPbuUib5bC1mI7fzIXw5c+4jF7/qpfHf1coB9r54HfnwqtN7OEv7B7nIrdJjM0vjITPN3J5OU6sDWPTLONibjSIdBW9upQn5sSUmdYTD2tbcDSXxyN05ZJzYX6Y9owie1TiYHN9XcqBaHXlqMZZt+gnp8+VNhnYyqOqw5NrVeqoD0ALtoe2z1xKioxhAoSD4ELmmM2MgXvf/S5677vermte/ao6ef8+DVIPzCde5oeDomsjc9IssTSX9jNGlP5t0kdNU2swaMpcyKaVA3JF7AbK3FJXwidKv0zS59NAOlr0ySh62owZbJiLz+98x5/XB859j+59z7tpfjQo/2zBqNefiw3GJDrGOcTPxTb6BT+Qh444J97Q1ZexdSPjYAJPDjyXOfVUYdeluEaMNduXVnUcDj3Ib9L2Jm1ANvuNScZcm3YCSr8gqRNHj3QA7rvf/a421/PCajLVNDAYDBIT8+KZJRbg7eD4b+p/FCAXatIj5ZJnpr/7P/9HdZX58qKLhL1cetZx0Cx20peZHNRk3hsNhrmAmMtFzlCLuTyq0oa73PmOWddaEbdT6DNuB7mUyhk1JqAlyf9XH1wXXWgF1nORvDsXSre7zW3K/DBoajVx9P69u9Nei/HEOqO0Q+kHJVbrukpbK9Xpr29+85v6TvqAX4Y6/phm/A8GTYnj1cyxIVUdvxDf0Pflkk9hPXPC/PxIC7m8GWVe3pW5qYqficvx1j5A20/sIV/aQB4A8dMB8c5fJpy8f4/udPvb6j73upuWFkbazFxzZua39YznU0/Oy7a6Ei+tlpePiHhk7FS0NX3ZxF/FZ6EJSoqfZrkUmWYdZ51ePnpUhw8dyhicyxo4jDtnZd4NoeqqKn6aZZ2lH3g5xPiahXcQefNZFxmXTVWLcYls6uHF9tNPP007H3unP7q8bY0y7oeDRhed98OsQ4Os2fM673vfFZeQ78wLuF96xEN19ateKfuQSJ5tZi6dJjPJWrymxcyxMSX7jvW8LFhWeZmVdk9jM3bPL3Sxjvwml+pNXWeOsqbxAWN5PS8pVuMD+AaJg4X0cZX4n2QO3Mg6MomPT963W8986hP15te/RtfKvDnOWs+aM2Geit2MrXHmnCaGFIjfmqbWKPMW/QHgDyc2AUU+ayPpci62TdyCS2zOZ0w6dLPMv9QrdW2AVHlaWTv3lFV0jdIPk5zzmOs38yL3mvHVG7IHedJjH6lTD+wR+5Kjhy/S5vpypuN1baRNk6zvtAEdbdb4WfYJ9B92OXtR4n8wbNRkDEWFwOPPSeb0ceZxfDdNfm40SL/U5QXTOPutJvu4C3743ewRpEc89EH64Lnv1tVymbyWdfHk/Xs1C+8Psr8cDZqyLlaSEgLisZ08GEod2C6ZtqyNJRuaYzjbpWxfesoc2wPctoXPgDqxgNwetPXYnSxoqAO9MyXfg22q45/0UmzciYcfsF1odn5Nib+Mo55+Z4q9lEkB7ATghw+gfidQ14Pt4hPqB01TxjF18I0zZ02ilzLjwWS2AHrA7rDkt6qKvAZZ8Rk4ZHC/AM2JgM092Ba2wzsYDEoenwDgbR/XH+AA6m1vn7HAAT0enX17SNHXp9RBB9juxnraDN52aQt56G1v953d2WJbPNCgE9k78z2f3fFCa3d56qAFwGMDeWSQB/qy7TLfUtfj4KcMr+1t2ygD0JHa3m4H9LYzVw8y54yKP8Ehyz5ehm3YCy99AtBGANtslzq7S4kXZFE3HA6LfFLKCLI7OvLYBvR5UsA2yaWC7eP0wY8+bO91U94J0GlEgeMAABAASURBVPRAHEJLPTiU2MdkHj+bUBvoCUntjjjo4wyxOzw0AAp6mj7FCZuZeCkD5AG746UB0MDfG2m7dJDyIJMOgCbFop+OAHocKY0EyFOHPABe0p6XevLATjz5nfrtLijA9bTY0oPtYiPywWnrQQ5Z26Xe7gYXNNTZXbvtY/Kxu9eD7dhoWzsfaPAbqX0skJkw7E5WrwM98CIH++ChDpztMsHYLr6EdteuXSXfbdonJYC5yMEWcMhAN5MZMtGpPMiEBhn2MXngAWgZCLbLJIUd0APUw4ds5JGCh6cH28WHlKGFBz+RKg94eOAnpQzYTq3KxABtj+tlkAK2i3xoLg3QBeyktV0mpB6PbHRDAw45trd9TBmg3nbRB4/ygKMOfruTG3Sh6XHQQG8faxM4wHbpN3goI4uUcg8nlnv8f2eKjh8HP0nXRjaJXDpW2X2v5TDD23D+RyX4YJxN4ywbv1k2fm025gW4ICu4afpiqlNOOSXpTBxg8AGxalscjin/JP2trFw3BkhdyPl2NpmOzuxT1WazPBrWGmSz95xnPyMXZWtay0bylJMPlM02G2IOig49E2qB2GBb42wo+HcXpznMVnWt93/wg/qnHLrkKoemJVXZdNtwqMTNcFBrEF9UaWd2gyU/zUWM44O7/sKdcjnxDj36kY/Q7oX56J5oftiojq3QTHPBg92DulKBpi4HvUFSNviDyB7lMDEaDLIpbUp7FhdysAm+ykUdf0o1TBvn0tZ8VGkSOYr8iW5w3Wvqox86V89/9tO1f8+89i7NaXP1qHiz3oSHPtrM5dAkh4vhoBF6pum/lo1F0ioXchwU3vz61+rLn/+Mrnm1K2uWTfaF53+/bI659Ni7e1HDQaWNHCCm2Qhz2Ghy6DDty2aaWNnIwYPDyCT19AtlLoyASfwEPRv3Ufia8K3nkDIbr+lqV76C3v/ud+hZOaiMs8Gvsqmfp93peeVxoP+0ybRpfStrY3Msp38G8RnxxMHQ4Yl4Lc2PtHrkYq3lIvLROYR9+hMf0V3uePv4KxeHuSQ8/4ff07CxFuYGgWGRuJEYX1tZ1ix+GTZNwSmHizZ+m+K/rJdOmXaMhk34BlL6fpK+pY+aqtUs+XEOufhvKbIf+sD76Su/9kX9YtLp5mrRP46foK3iA2fjXUCSdeyhHbuXFnL+WS2/ntydQ/yvfPFz+tmb3LAcHo9cfFD8agM75nPwK77OIRo++njGISziiPGNXCxt5tKuja468TtITIwSB5P08VouR+n7cfx+4Q++q8c+8qH68PvenUvsy6Utazrz9FO1b89uXXzRBYlJZ73Y0DBxQExtpB1AjcMz7vfu2aWF+B0fguraw7dlO9ZoK22TUS7/53JIq0s8nnzS/iJ3nDjZzGFsNfG7mnE8TTvG8T1tOunAvsR8pTRBdS8v/Z0FRbS78yOy266Mf3vI+M/ZUJCrf2JSeylANfLaxPWBtKlNn6YjRL/d4HrX1tve9AY97jGPSozNZTysFt+sxPciNmLXoKpyOTwoc0aVPH6nH1ZzKbyaQ/tG4miWvgCYe2yrbppCb1vwNHXmnYwDbKgzPtvphq58+bP0wuc9Ry994fN1zhUvp43EKn/ePwjt3l2Zr6yYMC1y2rQXP+1N35HOMk8uzM+l/zJm4oQ2tio0w6Yp/tyM3ymjF9rV5aNq6lp2PBFblceOgqT/1U8VxcwLm/EfFzuDxNxmLpK5cCEfycJOQLGFMqDYB5x0YL/27N5d2kT/jzI/VrGh/JIz9J0dbZIOum84g/oxH+IAPfzaa3V5WX/xF99IDDblF+PTrAnE3WYuz5paYt6twgAoMU4sbmZdBK54xcvrpje9saCd5NK9birV8dks68mPUf//1yr30uOMJnGxOD+vm93kJpptzWG046IL8iKmsmor40jCF/i/g6m4RImbtZm14Z+++U9az9xRxxlt4gD8rsQafcgc0CaO2vgF32TRU+f9KM+4W8/80AzqHGInOnLkcORKTeSMRsMtuiTHfZxSD8n+P31asV6ulV+VSc979jP1vOc8U5vrK/r+d76tYexazcsMZWwtZW7l17/EF+2ZZc7BT6xz5J22NPEl9XPDofg1KXuYXUu7NMtlyDC4SdYMzG3S/3Vo2S85cYyfFrMfAEaDJi6eiNiZZm6ZZkyOEtOMjZWMt1nK87lEW8tLW+JM8Tc+R24Hx3xDro6utcwpw6xF44xf5uJdma8Shjp80YV5yXVIXEC+821vySXs7bSW9fbIoQvF/oG4Xs+cX2dvsbQwEi+50jVqM+co/dmk0KZtm5l717IurgfGiQfaNEgd43Hf3j25PB2UF8JpmRy/TbOmsAaOauluv3AHvf1Nr9PT84J2/66FsifJ0qE6fhnEyM2sS018hV+Iq1n0MWfs37tX6GlqZw5SYqbNuFKBJmt2WDJHthmztRbzco6+ov1zo6bQV2nTOHsQZBCPRCOgIrVSG2XAYDinQ7lAXkz/VGkzc3yd9s9VMz0+L3M/8ZH363GPfrguf9nTNd1YSXhvanf2VvNp3DjluUGdWBhoIevv3GigOmOKcTaJbvRjEzbQx4sLc5oP3TA8TjyJfUPmmFn2IksLIynzBy9kH3Dfe+p973qbXvGSF4q/RuFSEp2HD14Q89Z15mmnlfhh7KUZsUkiVR7aCCT73/KxHdkdIJBY7GGWOQ7oy9TbHW1VVemfCtSPBbujRwayABhsF37kgJsmLkiVx3a+467g4OuhIPNlu9gM7yRjEj7yttXT2k5MNZmXpuFQ0WV7O1WeNu1L0n22xmHPD5K84uwqfNvlZGwX/dSjlzEKkO/BdtGln/DQboA2AMiEhRRYWFjQYDAAlXV9UgB80zRifrJd9KBXW499zD5kUod9tos/en2QDzOv2R0eWnSNcmEPPb7tadEJvW1BBx4AB9je9j20QI9HP0B5JyAH/aTIQieAXgAe5NgubVQe6KC3u/7FD9ClqugntV3oqVMe6MdZ8+FFXlCFti+DgwY8YLvwY8tK5um1zL/cv2ATdHanG1/pJzzIsDvfwItO0p7Ndp8tMbVd2MrYLnj7+JRqu5OL/ScC9QC++bEAI4QnAkburLN9IkkpI7ynpbGU4QMoQwQOAAfYLg62XRqnrcd2wcNnW/2DfAAZ1JECdLDt7YCE3nbp3F4PDu/z1JNHFill5Nidrh4Hnjx0PVxa2e74oLdd2oJ92EVqm6oy6OAHR9BQDxD8trfbvNOWXi908FHXg/IQjBts2rJBsDs9QZe297zoJPABcMgBkANtn5IH7M530OM324IeOfDbXeDbLm2FfzMHHeWBDrC7uqBKv9BG8NDSFtpPHpm2ISt06EMHQNsoUwktQB6wXfwFDkA+cpUHXsB2sRu87WKrth70bmULHhl21250Ar0M6qC3j8mgDCDDdrFFeeABb1+SFnxIij67qwcHoKMHu6vraUlpA/W2KZb+ha/XRz3+BWwXHRBST1vsYzjw8JLax+PBXRr0um2Xttodn92l9BW67C42sMd26VPqlMd2vrsP+ncCvMTxNBvjJhun/fv3R4+1kQMYh5CqcspV2qUtcEmrbByB8847L2/WV3VaNk3IAmxoOtCPfZz1vQo4VECSfMD2MJ/FkE03v2AgvcXP3lSPe+xjtJqDxQXRzQGiQDb7s7ShBXJgmgWyp9CuXbsjUVpcWsoB6aj+4R//Ub/7ta9pYWlRmzmw1Rm/+ANfwa8cemlzk3YP4w9k78rhhQ3v4Ysv1JWucDm96AXP1+tf+yrd8253LZcl0KzFnnE221U2nnWlXCCt63AukNZzGcFhhA1rG5vSMflMhK5p9POGn8PAfDaug/h0IweGo4cPqrwtr1V+sfjqV75U73rHW3WbW908pBvZKK9qkA00F1yDJlv9yEU2BwYOQ+SRjbw9u5e0tDCniy88X218VOUwds2rX0Vvf/Mbde673q47/vxtdXY23/xKkn9vrs0BYyEXTE3agI832UAHR5tGw0bzsXM0GpTDXRN7B4NaXHpw0F+Ym1NQGuegxC8UacvVrnzF8u93vv+978ol6rU0zsXdnhwo+CUC/nI66VjPa+txYkIBa35xUfy5KUCfTuIzYpODb7pIdfy9lEvAlVxCnn3GaeJPVt9/7rt197veWVe83NnlH+4/cvjiYtMwjVrKQWRhbqQq0seJ8UEaNkob5tMm2j2XNChxyODwtJxDNT4Jq9ZzGXTwgvOUSl3nWtfQg+53H338wx/Ui1/wPPEn2D/4zn9qFMKIK/23/9STpPSNY6OjLy4tY0fJF0isLR85pIXo3LO0qJWjhzXNYeVNb3hdZD5flz3zdFW5GDly8cU6Gjvm50biED1NP67l4g6ZyKlj8CgH/oX5eQ2bRrNs3Im7lVyY8YvNjfh8ORe1/Inch973Hr34l5+ry552StpzuPiPulNPOaDNHCzxKwfXlcTz4sJcDoDDjH8rKkQMr0fWhfFBk47m4ouxA2jrsbvebNM2+otD7igxc/DghSq/QMqhDPtnSSscErq52A7bOIdf2rly9GgupXaJcmljiZGcBIoOUiCF4OnHKqmALb92FqQ+H9vxeXUCWEHwEf5hvA3SHvpgg0vRo0d0ubMvq4c86IH6+Mc+kgPqo1M+K+3fjG8nIkbol+XQTXIAQnWVFxnD0Zzm5tIHSatmoOms1WA4UhNwlUhNeX1jU6tr69pIOk0/RW0Onau6/Nln6jnPeJr4N2cfeP/76MDe3SKWlhZG2p/8NL45lPmkrirR1xuJXfwzS3zNMufNZ57s+nxF2EVcjIYDNaFfTdwC84kfYmScC4c6g+fss88ufas8LY1Iyoc8QP4nwUb2QG36EFvWVlc0HAy0b99enXHG6fr+976bbpl1gJ1bAD32pWsS79PMy0e0mnnywIEDchS2sQW/jtIm6ILqPlQCpbQVA8kfy6nw7yRpc8icRS9z4uFDh7SY8b+ReZrywvwo4qcF2sTjJHMLvuECdZJ9VZt2/fztbqt9+/doOGoSv0eTDnIgbMRFM31aFOqnf3ba3kvpcX3a4wnv7bYFSX6agxX9fdVzztHNb3azxOhY6VrRDsZGHSdXoc2io1lidZpYAVp8kvZNE4MXHzqUWJ0kFipNUk+7mWfKhSJKM39Bjx8L5CKnpJHB/+BsusVzhStcvvwFxUbmfw5tTeYiVHeAtV1OxWmUe9BP9cDNxeJq5rkqLwxX86Llrnf+BX36Ux/X3e9258TWplaCY86aZM6cpY9nWcumsbeuq4zVjM2m1iB5fBWG3BFtFt+xZm/kIn01B9C5rGubGTPjxITjj8Gg0aCpMyc6/t7UIDHPGFw+ckSz+JP5rInMuF4LmQ82MlaRNwjfQuKPvuFPi88666wyNo413rI76HHT9Bk68T+X9XU69+D55xWbR4NKo9w0Hsq+5PJnn6HXvOrl+uTHP6IH3O/eBc8LpTZt3sglMWsBfnD6cjRsyhw2yFrltAdbR8MMbV48AAAQAElEQVRBWdu5fB1kT8S63KYty1mTiJ2QZg06JP6N45P27dGjHv5QfTJz4+tf8wrd8LrXKhePk+wV2JMUP+aCbhp/TZLia+yeZnzVVRXbhjqQFw8/+MH34+u1ApubScerGudl5Tj5zbyg2oy8cV5snH/e93V0+ZDOThv37t0Vn69rknVycWEkpT1ykkCbpANaRY9WGafr2rtvv/g3spE3n3G8lgvrUT3TkYPnZ55d0qMf9TB96P3v0XOe9XRdIfM+/0zMeln/RtqMHRtczCam8WVdSU1tNWnHoKlLDDg2ULcZe9ezPuJvZZ+V6vCv5QKzEf9Tw/vf91769Cc/qte/+hW64uUvW/6ZjdWjGXuRvZG5czHr5GLmJGQgs05fO/2TkChNTPMu8bGrgmszZ5ZMvuw4Iym4nwRN06hOf1dpj93xzTJnTtP3QMSUj93VlcKOL7vD28dS27IvCT1bbxNl8r0+UtvClh6047F9XB002MhaAS/lvi3kaZvy2MdsSbHYRgoPkEFYcE38MMhYRgZ2IRu6cJNsgx1MABqQpNCOMxcDyEQ/suyO1j6WUtcDvNDDT0oZmT1sZgxRtxMPHXq4FKONyAIHHQAvOAAberATTYkTZAHw0FZk2M4wnxU/DIfDcnkLDQAdKUAeHaTowQ70kAdPajsuZSSqyKPePr79dkeD/l6u3dEgG7B9XH/bFg/0trfjFvnKAx5IdpuPtqMDefiytxc87Ya257Fd7KUMUAcfQBkAB5AHkIN+aJC/kf0QKWXo7E4meQCeHijbXb1tipeAnbRU2i7tRi9gu9isrcfuyra3fWBbPL0sbKOvSLN3brc7CyIAQip7IsoAdT1QBmg8KfS2i1L4ANtlcbSPdXbvdLurY/DCjxxAeSgnKQ0jj+ydZToR+dBTTwqAA2wXXvI9L/UAcuAhtU1SaKkDqAOosL09KKgDwCMTGoAy0Odtlw6yO16CjzpsUR7b2/7GF8gE7M4WaJEf0vKBho4mhY46fIYPSAtRvmwX30OjPNABlEmRSx6g3NvTByvyAWSyGScdZQMOne0iGxmUtfVQJotMu2uX7TJ52M6BcvM438KL7p6eNsBPClAHoBta24XfPj6FBzpooAXIg+ttsjueS8PBDx11dkeHTfQVQN42ZKXdZKAHbF8qznaxFRpAeZBjd/gUS7/3dXaHx27q0GtblPv2gO/pyQO2Sbah17GN+G/O2C7tsr0tGZt6sH2JevsYzj6W3xawlWlzAGFDPMnGcJDNMellLnOqLpeLm+Xlo3lzfHE2erx1G+eAMi2+mWbzPs3mBFr8xGJ1Tg4/N73pTUW88lZukEWcAwgxtaXqUpPWYnsl/m+CrVLYho48EZ1N72Ht27tH81kU9+/ZnTf8K3r6U5+qe9ydP7eaE9uvstVMW5wDEW3CPg4CbN55+40d02yqFnct6czLXlb8+4/rWShsixgE2q2Fmfwsh5Q28rhkyIlCa/HFQjaH/PqL/5HLci6Dbn2rW+m1r36lPveZT+n1r32N7nufe+nyl8uBIv5ZycXEZg4sxFRTV2lkW3w3Dq7/M9aiA3sD69ngcrnARdniwpx+9mY30bOf9Yxsis/V2976Jv387W6dg73FRclSNqh7di3q6KGDanI5xS8paGuVtgzTh8P4vo3MSS4s0H3o4EVajf0H9u9Vm8PIOIcR3uovpT03j543vO7Vevvb3qyXv+wlusud75TLjj2FfiOHptFoqFlig76mPeNslLmgYqMNjNMebOdwtZJLowvO+2Eu/M5Xt9m+t97w2lfr3e98ux79yIeXS7YqG3V+3bmSS7elHB52Ly10HX3ct9VSTnsUsJnHxmrTP03aNjc/V/5tJWyjf9ZXlzU/GpRfqvGnd1zccjn4vGc/S5/46EdyKHul7plYObB3ry6OLziIrOcCgvas5mKGviyQg9ZyYDUHD9o0SdumOTwt5NImi3R8bV31nCvlMuqX9N53vVPvfsfb9ILnP1dnnXlaLlVXhW7yC7kMPXLoosRlq3HixGmz0yL3KY0DaGPw8/Hxag7QdfpylBPLLJvYJgec+9z7XvqVL39RT3nyk3TDG14/MTTTwdjPv7W2lsPKOP1bJ7bwfQcbwm7atJH2oW8+fbyUN+j3v++99a63v01vfP1rdMfb30aebuYg+YNywbUvl1v07z3vcTc9/WlP1Y2ii/G/mIPygf37ykXgnl27ND8/pz0Zf5e97Bm67nWvU14C3P7nb1fGT7om9jndVQVc+or+miUOmV9ufeuf0zlXuXLWZYt//3F+YaSFXELvje7FxQUtRPZ8/Mylx76M9Rvd6Ia6733vIy6xIjgyO4dFcvI4rpWjtJT7NL6kDH0qIdoCb6U7k+DyAbOWGGAcNSmvJZbmhgMNc9rm8E68np32PvYxv6SPfOhDes2rX6Wb3fQmqisXX9c5sGzmgLCyuqbllVWt5WJxMp1ploltNkv/T2bBr2kldSur6+UwPE39IBeSB046OQfqs4XfP/bRD+kLn/20HvaLD9IZp58qDr8X58J2mkuT1YxdLgKqGDtoajG+Z5nLgIWFBe1aXCp7vFve6ha61rWuqf379mku8meZh9Yyr/CLdvoCW9MxIj7Wctl3yikn65a3vEVZS+00Xj/N05ZLnMXFxTL3T7MujBO/VQ6zN7rRjXS9611P9EWbuZRYmMYmgDy4Nn2HXfti8w1ucAPd+ta3FmX4iRvodKlPW7DZOafXS3Y77Up8hyZj6sILL9DpuQx99KN/SVe9yjmij5k3FrK3YtyMM6dNcsmhXKrhX2Jxb2Lw9LzMuPzlL6fbZu5lfLRpwyDzaxubp8mjwf5p/Qb3MYilxwrkIrbH9SkNDJraHdBq7549Ys7Ys3uX7n7Xu+oaV7+a9uSl2+6MWeY54gD7e6Dcxn5MrxLHV7nKVXTNa15TxBJzInRzGYs3uOENdOUrX6nMtVyWLe1a1CJjNfPC/Px8+n2u9Dk8rBWnnXYZ3elOd9Su3UsJMw6yEnuDHcYmSwtOhKB/6k8r/kmHxdg0zNhwmWOnut51r13Ws3e8/a26613urHMyb2+mjy+48DwtZ67l15zYfHEu9CeZ41mT19fWtJp5dS0XSGVty/w6zeXfMPPBzW/+s1qi7Wk38wu8G9k/zGfeWozfr3Pta+na17qW9uXiHb9Ot8YB6WbmB/ZJ08Q+Y/doLikvuOB8Xe2qV9GVr3jF0vI2MVUyO75s/CQxBnZHx+bGZl5QLatOn81nzZgLEMujQaXFzPO0Y3XliK51javpZS99sT71iY/pXVl7f/ZmN9aVrnR5jYZNfHVEhw5dnPRogSOHD2mcdW6WNX6WPQ/jgfmGC+211ZVSF3XCryeffCB7rrsWmZ/65Mf1hMc/NpdoZxfdF13wQ63moncxa19uB1XWzflRYmQoxlSbdQAftIk7Yg6f3uLmN9fP3eqWOuusM3X25QJ5AXN2Lv/OTnrWWafr7LPOKHDlK19eV7nKFXWrW95MD33og3TSSXuVBSz7qY34ZhLb2kwxrcoTl7XxW4FSU2W9WdD6+kbZ89FftHOUyX49vpqP7+qM+xisU0/ar/vd+57i5eUnc4n76F96hM4+8wztSTwPsh7wMnJtdblcKDJGaBPzMrGzkT0VdcAk88loUItf8p+dtj3soQ9OLL5YH/vIB/WMpz9Fp596SuydaG/G0yj6h7Fld14+8nLT8Y/jK9YkYho9tkvT+LKP5ZX2daDtp00c2TtpJLsr297OK4/tfP/kT1VVhc92SXsOdAGUbZMcV18Q+YIGsF3Wml4euGnGifKAY963nbmjLQCuaZrUdh+709GVjn0PsifsZcFDmXSWNRL5trftAgdA30uAlrz5ClShxxbwtguv3aWpLuW+jjI6epnIpUys78SBh3Yn2J3MXhY0gO3iJ9vi2cz8gUzoaFvvE3Ss5wXJiXpsF37loQ4+u5MV1HH2U48caJCL/nHWb/DgbAtfALYLLzQA9cPhUND39ciyXfQjQ3lIAdpAarvUKw84ZNlOSeWsCQ7ZyCzIrS/oyFIHUEYfOPJ9Sh5AFwAgq28fZdvljgSc3emG3/Z2G6EDoOkBOeiGljpsRRdAuQfKAHTQgCcP2J0O8j0N+R5s99njUmQA8ABU2i729nlSwO7wtimW8QQv0NuDDKDiq1Dt+AJ3IuyoLgKpR6BtkQLQgEcJnQMOh5EHbBeDyQM4lBQe27AXWeDgBWF3eOQA4Fl8GRjUw0sHUQcfusnbLsEJje0SdD1eeWyX4IYffC+DMjpIwSuP7UILDTbb7nyQTb7yQAvAl2L5kMcW6EtdJrs2kxIwzcZiRjkTfpXmRVx4mPhyeMgCoOz2qlTUdZVBMY5PptE3U5s6INpzEGhyKJtP3ayA8lhW5UzYSSNCPEwaVVWRVZ9iF76axR4GMfZRhgh6cD0tA5w8bYePMnzQUgZPfS+DOsq2i107+wle9PT1lPs88sjXVS3bxd9smKx4IwtbkoInRcd0MtV4c5wN/Zo2ssBPxhOqShvtTje6oMU2KqvgbR8nZ5IJr82hrJLzVrEuYIc//YN9dQ558PdybBcdygMOSLbg7PDFp+DgQV9dVVSLMniAPEjai42UbRcayviMFBp8DE+8oJCoqq2q6sB28TH1AHKUx3Zoj4Es2S4hwVaphyAvgaNOOx5kXhqgD9jZ/9gKQE/bqLOjfIe8PguNZI3Tb7Y1lwPZSi6Rbnqj6+sjHzxXn//Mx/Xpj35QHzr3Xfpw4EPveac++N53dnnKBd6p977jzXr1y19c/hSHyy3e3mIXsLi0pPLkIFjSvrUxqS15xQJa3CbV9kOph9HcfA4Gq9rIhRgb5MVsvJcvvkivedlL9Zu/9mV9+XOf1pc++yl94TOf0Oc/9TF97hMf1mc//iF96qMfCLxfX/j0x3TuO9+qj37gvXpnLvM++uEP6iEPekAujNaKzpY5IP3Z5HDJ2KvrLl4SDFLmFy5GoME349iwK4cd3vIfySXToVwSnHbKAd3+trfSK1/ywuj/uD77iY/ota94iR7x4Pvrjre5ha5yhbN0pWyoL3vKfp26b5dO2bukyxzYrTNSPvv0U3SzG1xXd7nDbfW0Jz5W577rbbH3E3rnW96oB9/v3vqZq52j1VzWKYeXKnYOshFeXVnJhcay+HUq44O5YjSaExcbXHTQ/+Doe/qAgyht4rBRp53DbI65tJtNNuODFQ0r6ZwrnK0H3ueeeuNrXqkvxo+fy1v6l7/weXrAve6mW93sRrrhta+hc84+o9h+YNe8Tk4bzjrtZF05B4frX/PquuWNr69fvP+99ZbXv1q/+atf1JfSJy96/nN01zvfsWzsL77ofHGZgu6NXI5hxyxz6ZEjh6QSB22XJi66copbeNqI/Qu5bKFPVnNhNM6mrE3fbOQQyOH4aA51xN1cYsM5hM5yeOSC9UDsfOB976WXv+iX9bnExq9+/jN625tepyc+5pG63z3vTBAR7gAAEABJREFUqnvc5Y6lfTdNH1z3mlfTta52ZV3/2lfXbW5xE93rrnfUQx94Xz3h0Y/Qu976Rv3Glz+vT3z4/eVPzW5+4xvowJ6l+G85F5MqbVvIgYtf73HhwUXdrlwArOVQS0t6oJV9vk+nmUf5v3uu5bKIWKvTH/waYjbZUJtD8+Mf/cjyp+tf+PTH9bL0yV3veDvd+H9cu/h+z8KwxNKp+3frlH1LOvPU/br21c8p8fT0Jz1O/BuPn/3kxzI+X6qfv/WtxMXzSi5FuYCZnxuKS8/DGUtL83M67dST9dxnPj0x+A59+mMf1h/+3u+U9jKmfvULn0lsf0ykX/zMJzOe3qYXPPdZOmn/Xin9yPjQ1tMyqvp+TMzO0hdPf8qT9IkcwD4Z+GLG6hc/+0l95mMfyfj8kH7l85/Wpz72IX0m4+ZLn/uUPpq55+1veYMe8oD76cLzfxip/UyhrYgIqnzQ1G7lSpL6KM6nw3a4n/Q9mhtpyNwX/zOvczjmAqJKHFXKup9+GHimMy5zQHe/8x30zsTCVxLj73/PO/TUJzxG97n7XXTbW/6srnHOFXTaSXu1d3FOe9Mve+aH2hs446R9ukIuqa/3M1fVHW5zKz3yFx+ol77guXrfu95e/ucDL33hL+tnrnqOpvx6JrFNf7R5UcAvimcZ98Q+6TDzk+2M/RXNssbNxeaNHECIm8X035Of8Hi9LfPGBzMv/9oXP1v8+sXM4R//0Pv05fiV9O1vfoM+mcvOr/7mr5WYvu8975b9ivLEafTb/yW0oR8nfo8cXRbzz9LiYs7yY/Frq7vd5U768AfO3er3DyQNZPx8IvDJj3xAwKeyvnwy8/THg+N/qvWLD35ghvhMaxk3zWCo9Vy6KDo6yHfrHN4tbePIa+tpS8o3oEIj8Qs9frV1h9vdVh9833v0oQBxyLr2mY9/OL75tL6YmGScYMvHPnSuPvZh7P6APp2YvPIVLq82+8Wjh49o7549WYc2yovdUcb7sbjHjp8GVB4XW7e+W6WNAV3ak8qCJgWk1bwwUS5R1nJRfbvE1wff9159IDHw6bTtC5/+hD6SdY+1D/h42vaJ+PtTWR8Zb5/71Mf1gfjjlrlgO5iL2rnMn3v37NaRw4d0+/jri5kvP52LrE/nQgZffTrj9FPps09t9R99+IXMq4zh97/7nXrCYx6d+dBq6kaD9N+RI0eLtd3XVvu6wgnftOWnAWmYy/Y6e8RNYiVrQpY4Lcf+hcxvt7jpjfWmvGB799veonfnJduLsybd7153L/Mn8+T1Muezhl3jylfQDa97Td3+1rfIOniPtOOResFznqFXvvQFen/2PK9+xcu0a2lB67mUqzIGFxeXFFVayUX+hT/8gW5585vprRlbX8i8xjrzyY+8X/j6M/HX+9/ztuTfp/e8/S16zzveUvrj8/E7e6kbXO9aUsZy74yI3soe88UofXLw4EHZLpfEk8TiNHPuLHvy+fl5Hc187sxVzOGjXMJurC1n3djQ5c48Xbe71c2zP3tr9m3v0gfSjje/7lXZZzxOd/+F2+sm179O1rtzdOapBwqwH7ls5rhzLn+mbnr9a+ted7lD5qoH6MXPf5Y+/P53l/n/1S9/ie7087cpv55nLVHmKV6azmcsLC0uqE2ZtWU0HKRZU/ZtqhILvPylYVVV5X5yI/Fh3eeedy//ZuTHMz997IPvjY/er48lT/njH+ryH8tawN7tU1k33vam1+uBeZF29MghMe4WFpcyDseILVC2mLitlI59raaP+rV4eXk5cTkovrSds13OLBk701zCTnMRnZt8LY4GZT5+XC4gP5yxwzzNfu4pT3h02TPc7lY3K/659tWvrKtf+XK6Pvufm9xQ9/iFO+gxD/9FveDZz9BbEnP9/PLcZzxVt8n6gNwq/iFdzx7u4osu0DD9RTxdeMH52rt3T9rV6kj24HuSpwXMqaSS86n00zy2hd9ty+7ylHsgniY5a9FHxBQupK6ObYwr8oBt9U+b2Iux+bRFJni7q7ePpXYicyu+bRc7kKU8s+DZq1JumkYAeWRTB9idrJAXXTvrqAdGWQftTo/tcm5VHmSzd0RmXXW+a3POBJTBS7zYLvFQ1bVoPzz4wHaRg03iOWYGpUsAOoa5jAPgsZ31cFri60SbKe8E26VttAXAtr4ee9j30kb6oldcV7WGg6EY//1ZFR7sQH+d9lCmb0mRQ57UdmkbtLbLeqY88KB/I3tq/Ebe7vzTy7Q7R9gu/TVMm6GFNyJKm22XmEAvOPT2gH7kUkdaytk/9LaUcuICeeiEH+hp4YMWAIduUvAAtAB5gLr+khYeu/N1X4dddmevbVgL9PXwQ9PbRaXt7ThGJjZQb7v4Fbux3+7kUYcc5YEesF18FNSP/WAHBKQAcpC3E9rssWVl79uqT8uOOTjKPbiygKquVGdsN9lPDoYDVYPBIIvosAD5qqpke7sx4GiUbe00oM0kYLt0OoFAMMILDfQELSnGKo99jD/FEvQ4b/fu3YIPedADvU7o4EeW7TKgel22iwxo0QmdbViEXDK9TcgERzDYLu2jjE7+vIGUwKezbSuCCyRXaJFFXeHJJBIPlU3aZDxWFWc6zq3rukwmyGIDizzy8DVbdcgBBy02VdFFupkFCGjTmbzVmmWRByY5PDXIt5TWKuTpl3RgXSkGxveT4Cz8gxx0AYNMqKMMzrCVfkVfm/6iTpn8mqrWsBloUDfCJ3XsY6LpfQkdPgWqqhJPn4eGPkAffLQTeujwJfXQog+anbTQgIceGtvFBv5HBgvZzGCP7bSxFrbjb+TDQ5vQZzuHlqr4Gh7aCcxlIYAGWuSToh8ckz3trau6xJDyYGebyYYUu4ISNsE7Sb9Spm6cjeUkF53a8hu0xBq00IBHfu1KAPXgsZ8UeYU2/LZld0AdNg6aoWbTVuPN9KWq0pe9H22LfFU5fc2CwoanVZ2LICDVBV+n/5qMY1dVJoJIpiKAXnSwqM2IrcSA7RAoId6K+h6gKxX5Qg7tAOxEXviCLv1CLNPeShZxBD+8tgU9YHc8fR3p/4+9P4G3LS3rO/Hnu9be55w736pbAxQUBchocCBG0XzS+Sf/xO5OJ9pq1KjYBltjnKIRREFFRBRFREFGAUFmBcXZjtHWOCS2YxJNR6IokwSpouY7nHGvfr7vu9+91xnurZkqzHlr//bzvM/8Dmvtvd5z7innTDv11iuNfKCb7aTtrIutPEQ+ujKJfmcjrr3qVHzqJzwunvRxj46//fGPjb/ziR9b8Gkf99h40hMeE5/2CY9NPCY+5QkfU+iTPu4xsTJsxGo3xEpvZTlHOR8brmPOXWQbcvzW4ZrLDzGEKobtYJbzmjS0SflO2u9El4//WdcsYpZ1TvN6GfK6LP+ENx/wzfeQPHh59MMelIdjD47HP+Ih8Tce9dD4+EdfG0987MPikx5/XcETH3tt/N2/9TfiEx/7iPjb+YX/UXkYsJ4HVtPM0c2GsIbICbWmnXzgn6Usokttzkve03dyb9QHqmn0aTzkl0jyC7//THXCTsw2zseOX/o3zsXxlYiP/Zhr43P/yafHs77xX8XLXvDceOuPvLTgx1/3ivjx170y3vajP5x4VfzY63448cp47ct/IF7wnd8aX/WUL4y//6mfFNdeeTqO5IEH+ZP0Ib8MHJlM8oEi5yfr6KLPNe4j6GNrliTnZCf3xk7W3OW9pLefvIcCQ+4P4T8zJ+tey4OWUn/O8cT9m2H6zDPkIdeweSHHcTbX/kJcdnQSn/DYh8cXffb/Fs962tfEy7//u+JHXvKCePOrXxI/+cbXxE+9+bXxjjf9SLz9Da8p9b/1R14er3rR8+Pbn/518Xmf8T/Hxz3m4XE6Y8TWhfB/zLKdsaeZb5L30Y08wLWWyco0/CfVK1kTXY4DAkTy2e9yH5FrIvKSii7rb/fnaV6vRB/kGk26jLM9i2nee6CLLe/XGafzoSLXZZJrtXPhtliNzbj61JGs7br4zE//u/H1X/GU+J5vf0a8+HufE6952Q/Ej/7wD8WbX/OyMp43veol8cofeF48/9nfHN/+jV8b//JLPj8PWD8xrjlzLI50OzHJfT5snsv5Oh9dxnc/9H3u1dybfd4H1taOxFbW5N7vpisxy7rqfibKWuX8B1EaqSN9lE/Tdnt7K7pcz2nOgbWv9RHb52+NY5NZPPHxj4ovf/LnxQu/61nx+nyo/Ymc/5/9sdfnnnpFrsur4mfe+rqyNm9+9UvjB9Lmq57y5PjHeQB+TR52z3JvbuRBxTTnsU+417suk2QVaysrsZMHujl5sX3hXMTm+dx/O7E6bMaVuaGvPrESVx6bxINOrsWZo9M4mnNwfBKxff62tL0QkdduTnl0+YOZIZlZZKOLLtEnO4mUZMxrLj8Rj7vumnj4lZfFw86cjkc++Ip46BWn4sGXH08ci4dddTKuufxoPOzq03HVqaOxee7WOH5kNcj7QeT7LOMN3STZPiL7DbPMOaSu6OXDcRHLNizZBVdlQ9pvzYjt6KOfrub9Jvm8B/R9F737z7Ftr8eweTbINe+3z8V051zWt5Z74onxL5/yBfH873hm2S8/9tpX5Pz/SLzjjXl9v+5l8RM/+vJ4xxteUfCTr39FvPlVL4qXv+A55Zr6gs/8X+IJj7wmjrIVWznObmcr+twXXe5b75/9fI2yvOj6LmdwiJ3U930ffib2dJHlZY1ER4Q/EDm22uc8nohHP+yqeNhVJ+JR11wWj7/u6nji4x6R98er4xMf/8j425/0hPj4x1wX1119Oj72EdfkmM7GkHtuyD0Xl2jqD0J+fOecdTFZPRKRNW17DXQR0yxu5/zt8ZBc30947COzhkfmvfiR8bc+9lFJPyY+Me8RH/+oh5U5ePRDzsRDLj8WJ9e62Mi5mOZ9ou8nsZ33u36ymnH7IGOLWLQcdHTZE0lyjyiRi5BTnnQgZnktrmS89bO3xYPPnI6Pf1zmz7n4xMc/Ip7wMQ+Nx+YPVh738Gvj8Y98SHxsrsnjH/ngnMMr4kFZk7exyIMJ8jvn8SPHY/3cRs71NLwHRc7ZkCsTd6Mt5zJyHVkgst7Y02j9ZFQPObeVpiL5iCHr6TLGdl6K63EqPxsf9bAHh59DT8jPwk/Oz/BP+fhHx6d+4mPj0574+PjkJzw6PyMfFo/L9X/swx8SV548FmdvvimOzO8D6+fOF37IfXFsOokH5Q/Nrkk89LLjed2ejIfn59Mjr74sr98zuceuiOvOnIiPyf41qd/KOY48zJjlfOX0xDTvabh2QVjnkHtYyCsBIl8J6cHo8j4FB+syaKbLVchruPPeEEQfXUzSPvI7/Wz9fMzys/mhV5yOv/9pfyv+xRf/s/jub316vOaHvj/elPf5N7zyxXnP/+F4S167r3v5D8ZLvu+58Z3PfGp+Pvzz+OLP/Yz4nP/tH8YTHv3w/Hy/PSJ/YDfNz7EhB7aR30fpp9HnZ5Gfq1vr503Ty5oAABAASURBVOKavK9533r8Ix4cH/cxD8m9/oj4m4+7Lr9HPTZ/gPfY+Huf9sT45Pwu9T99yieU/tWn17K222LY2QwbkFtqSMzsFgw5Xzs5n6urq0Fe6PWzvE9+kveDvCfkZ/3qylp+ZkRs53cF8oJc63MG8n6ys342JrPNmOV9+syxlVz3x8Xn56Hi0776y+P7n/us+NFXvDg/w18dP5Gf6W9/w6vyM+TV9f71plfH61/xA/HC535LfNtTvzq+8LP+UXxyfr87k58F/c6F8HN9O8e7k5+v3q86COhiNtvJ2odwvax7lrVN3FNBDPRBfjfJqYuOHNr2RhzpZ7n31uL0ahenp12cnEaCOCG/krKUX35kElccmcbxtF3Ne/FG7q8148yIja0hol+JWbkYojTynUxSEENmnsXqyiSfsS5E33WxurpWPpu3hy703YkuZjln057cN7Mgx4Cf6fmdKBLTYSse8/Br4tP/7qfGV+b3s+c84xvKZ6vfiV7zQ8+P173shTlXL4pXvPB74nvz+8Q3fe1XxFM+/7Pi7z/pifHw3A+r+V16+2wemObn6iS/33b52bKVPzRyf67lum1t7eQdhJjmd4aNPIiZ0cWR4ydybYn1fB6ZTOv4ZpFXzJBvOSIkOcbIvVGQ/b7v81qbxmQyiSF1O7lnHJf8dJoTmzbKhLLsFjttZmkPhDFcu8g2y9g7OS/J5vW1U2zl9TWGfvb7rgvI9c0Y23nvVw6UOqDKt/IZQLm++gCl1pXcG6XezOPz3k76d+pyDJMcT98tYwNhbQIoOa1X/w33fcrkreH82XOxmc8y3hpXJtNSu3LjRzbrcAwiu0WvzNhd3wcd4XfTjfwuuZn3QD93nQttgJjlWLeyVmX9pDdEmaM2TutwzoEwr3H11VC5sK+9euVAmROvc8flIWmr3/FpZ71lHnO+sugQO1vbcSx/6GdOoKyh/tqKsM2GmOXe0jaLD2PLS3OGi0+rxfxra3lfyhyb+Z3QfFJhzcJapOo83DeFff2EvDV49uNYldkXxheAbiU3ED1drE5XCqzJ+oQ1Og5zOY/GgFyDrC+yOW515lnJ/aRNikMK5BQN+QPIy8vcagd1ntUb13Fbrz5SbaTGFVDt5fVR5/j1k2qv3LqkxlEmgDK+SdeX8XVB3m0ovON1fV0P4Tgb7Gs77SfljEh5kxmrwRhdRACRm2EBu0KZ9+SdvOfIdx1pm1xe28rFkHw35Ia24J35TSMjpWGdvKaTKneQwglx0oV9WNprp32LCSZGcYkLLKi+2hZlvunjxLYJtibICzJvIsq1F9rp1+cF6+a0r9x6rE1evXKgXKD2gVCWqcomMb6HhUC4gYw3nUzKyb59c+oX2dQJY0vN02y8GWjXdNYh1CtvIOOILvOJ7GZt26UWbYVxjd9iWUPu5Dpn6TDk5hfG6bsuZrluxgdKHG1b3zjeQBwnUDakMqDE006o1855j2zmTpK17RQ7fZRp5/xZo+MDNCtzqs5apcYUKu03uTGMBZRavBl4AOpPj7fzZmZs7R1TZHMthFmKPMee4hxifvnJm7D1gtooNbScUGXaGleqv4Cqa7w+zmfJmddC1UbJoc6xWrO8Po5FHihjgOph7aLoYt7y5uuFLuaSBdFLNB/9hH0hL8ynU993ZX1bDVKgrI92+iiT2teH3B9A8St8xhiIiI4QZN8POGXyXX6gibQI97S5gZID5jSo8eb9/J4Vl2rWo76b12LfOq0RyDmcRN/1GTWiM1h+0Rvyy5eHFjv5JXbIw4vIA4QxlVc/pNwvuX1+0e3Sj/yShTFifyNFVVe+SWXP15B5Z5l3lnRIgUhSelp32SFAGlEls/Dgp8+HdXPO8qCu4kIMedg1ZE1DHhbkCUYIts6HX5rJgwTyiy95Q+7KF83MmTdgY+Zui4okixfJiST5kqsYso70LV8dk+aYuzkiH1LySSDIPOa0lpNrk7j8+Fr4248Pvery8DcNHnTmVPktwstS7txVbEWfc9jnF+CuIL8eZ51dXhN5Hpc5o6C+10qWfNzJZu1jzMrcm498aBHW75dv6xdH+iFOrPZxxcmj+QB/KvwtrwedOR1nTh6Ly44fyZo3C7r8st3lwxSJEs85aXOUe6LO88XKHFKxG9rvR5Q5qKOv70tJ44Yck5glzftnjitG68J8bRyb4/TBwHmf5lHKJB84RO9+LuPZCMdl33GhPMflPu/SntyDtcY4oO2v7wCjFDW7mI/N2sUs+ow/5AGI+3s7H6SFNa92sziZD2Znck3cT67JFaeOlcOHfGYLxzTktbCTD+DG6HOfd7kW3XwdzBjzJl/k2gj3XO6/PveicVxTYb/S7XL9dWmzHP8wjyYxoogcz5BfeLcicv4p2CjXBrkGtb+Zsbb2gZxnyjzvlBhRmjGXkCviYmGvoUp3v1vfGEvtkPfAhialzNMs94/I69BarCn3dmTtde/4ML5e9od7p10j1+Rhx3V5uPqIh1wVj3zo1XHV6WNxOg9uj+RDNHko78HtzoXbY5YP8K5lWRvnfdf6DGVUrZ4xbaNc0iFvXbMg90qXddY1ynmd71/m971Sd9Ze9rE05eGa5Fgjs909RDbvza2ayEjDfN5mdf/mPnQvVpyPodyfG72Qe3UzJrEVfR4DdzkHzn0GyUAZM9cmRLDvvzQIG/kmkux5UXwi759D7uko2I4y5lxHcvyUedjMPSk2Urce4SHLjlTkPKa/999uyHiiRs1cQ6K9SOauo3qQEeOiiAObuSv8KkGuIc5d7oHI65aE613Ht57j24uNlG1EsUkfEl2JEYs6Sj/l4R4p87QRXc6ZYN6XekgzzX03Sds+ayh+ERmHiHyvqO+7JZHNMSTJ3LmJk7F/V9Ai1j1I5iOj2LMO6xFeF33er/qclwavWeEPeVbyB3HT/GFin/d/8rqJHOeQ1+pO7tU+7/NdwSyjW1smcE/6nSSp312HjB0Zm7xH+HnB9oWcqws5x2I96XqZ68h5ayBzROaijD1j7nqZR+wS7uk4UrKmWKDLWAV5P+kLdso12Gd9mDu/1w15PXrf8T4xyXXzc8PPkdPHVuNEflfx82Oa1yLWl3MgJX3xmsnPUtKny3X2BzTuvdjVrFk0Ick4wkqzk7UO8/uDtW3n9d+wk/xeLHW9+yvH5NqSUSKjDIkofH0novRqxiH5ikg/v+82baH0Qa5hl2vYpaMgczREWc+t2Nm4kDgfztuQ+4GcF78jrOQcreXn8JDzeXGslzH1w06uwyy6rKPLNcp0IaK05LocVWLIWvYjAiiIbFB5qHTImLN8LvM7vTRNii00/aDoQKjxuWCWNfkcIo2cCLIWIIynXuch74NSqHEBu2FeGe2g+ihr9j5j9nlOYN/nRc8LfK7RR7l0DO3sF5o5jaW91HqUS5UZDyjj1ccafC72mRFqLeZo8GBzDOXG9VlLGNs5AcJYAggbVFpt8ntNzpm2+o/19q3PGjyEs6+PNg1AqLdWzxyk5lKvrf76CWV7AbUW5foJIPR1XqTGP3r0aPnXBOqPHTtWzlXUtTVw/NoJbYAybuXW5NpBjWtNUOse1+wYjbmRB8GuR2TT1r6/cQws1kc7xyQFwjzaCmUi5k1eOAZrM57QVj8xNy17sMXVRxt1+nm+oc6+UC/0d3xNpy0sx6qtNtrKA2VutBNA2OS1MU7LCzWOMm2a3rURypWpAw6MayxtjA81l33RdPJdXq93BD9bh7xPGKbvu5z3vN/k/t3xWXiYX2Q7eZDVAse8tb42c1FZTKDQrjNQlBtF89dOOdRJgGoLqCp+QBk0EG5G88So6e8mW8vTcMVuLCdOuf1m3+eNRbl9dW5kZVBzW7d9a9NPG22BcgGqNz9Q6jGW0AdqbdrEqNk3hlQYWygTzRQoY9WmyRoPFJH2jk25tUGtW7kyqbHli0O+yStPttSsvvWVCfui8frIS5VLGxyrvHGk1uHFr7z5QK3LuWr1qpOHOhZ9x7GBMn7XBCi1GhNYXLBQ+chmXqg+wMJef2NbX2TTLkm52Umh1mZu0WTaAWVvQqXGMB7UfqtHnwZljl9oqxxqXfJjWBdQajG3UA9Iihwo86BA+zGVbwAaW2izdT8qcDxCubKWS50y+43KK9d+zEPN0WRAmWeoY9BfxLxBtYdK1Ym5+k4RcwG78iiLbECZG6jU2EJ9Q+tLRbqVeZUXYzv7Qpt7C8CuUC2+9M7APdcwtgfK2HcFvxsd2B3H+Wj5pH5oep3KGx6QlOtC2bimg/hifBffgLs1tpa/jcF97ge4Y5BXbilSa3dc9vVrMqlQpu7+hrWMYd3C8UjHdQKlXGX6qJc2KBcaNSp/X8L7IdT7g/UIcwPlmm73Se+V2nrPibvQjNXMGy/dC+dgr8x+870Y1eZSMK7Ya6NMXCzu/SFvNVqX6+Ae8vrwc1lePSz3kP22JvL66Cus/66ulT6XgjmE8RvGOZtsTC8V7yOhs95L4Z7WUGPnA2N+z278ePxNdjF6T/Pf1/7A4l7fxuCaN4zHehB/UH0tjrrGX4xqc09wsbhNfk9i69viSB2/VLnw+oPd86dNmzupdpdCiycV+jfaePsXw6Vi3xs6oISxFu9RjkleIVSdvHMhgLKfrFe7Zi+vTGgvAMn9CqDUCwfTcb17CwX2ikpfnwbH7RwIeaEOKJ+/MWrKxUh0hyzsr8EYDeMAwL6xamdNQl57qHbyY5n9MWBp1/yBxbiUAWFrcdwjAup3krEcqqzNlX5+/gmoOmPq06AN1BzyYmzTcgGlLmP5XUd5ZIPqazwgD1f6AqB8x26xYtS0Feqg+quGygNlnpWZx5zSvQA0KXWps+PYBVB+804ZsIhnTnMD5Qzk3Llz5ZCwfcfW3rMXD/Y8fLMvAMkiTunkm989zGdMIe91Lg81h7zf1c3t3BnfMdnPEIt50ldorxxqTvtCmeMEyjOg/kDx1w9Y1Acsxq+f0F47AVWvzNhSbQTsjmOt1i0FNCl57FuP8QRQ1iKyGVN9G7d2wjwiTRb7RLm2UuVND5RxGgsoObWBygMlRmTTp9k1mxQXvX159VKgyP3urq4BatzIpq1jGuuUNZhPpOmuF3Bgv/kZD6qN/l1T2JEHykCBEgjY1dfGwtxkbXJbXwqURWiJxnGbDAhbiyWFpQwoMVyUyDbWmyNFZQKNDeyrT3tthBtHCpQLrvFOPrD4zUdjtTE5LmNYb4O1AGWzNzupccyhnbGN02AMZQ3jvnwbi3p97Cu3L1UG2N0FqDJtoNZ0kK+y8cXuuKxZvwbrBsocjpNAlanXdlyLcduNx3nRBqo9UNYu5k2drDEA2TKHxrDj/DUb+0CpRXttpEKddlD15tUXULW4UO0AJYa80NYYQh7qnBlPmXB82gJlb6mD3Qek+gp1+jiXsafBMrc2QLGASktn9AaU+TKmAErt8sK6jBPZYKkDUlJfY70+sNQ1f22EfSGvt+OBOh/uD6FeufMrr62QF/JC3hiXgvUqeZmGAAAQAElEQVQ0PVDGBjTRYt2MpxDYNR9jf3kBlDjWqN8Ykc1+knvlBTUXsIhnfOH4gVILHEx1gqpr/HgMyu4JoMaG/dS4QJljryXXVshbP1SdvLZ7AewV7esDi/HvVQJ7Rfv647kASiyNoPLt3mqNXm/j+rVrUN+gDKq/fNyPb46vAWpNUOm4XksEJGW91Lm/pKIoRm/AYq5G4vuEtX6vNddCaj2uhZ8BHoD55dV1UWbNQLmGtY070YwnNJUeBHVCnfTOAuo8wcG0xTGuaP0HCnXuYXft1gZV5hyLZucYvL5dC9fENZJXrl2D9sa5t2GeMQ6KD7V24CD1vSpznJfCvZrsgGDj3LB/vEC5juFgekDIv9Yi9854gHDwvECVj20fyLz3xQbrhFq/16pyxy3GOveO/UtBG6ixoNJL2X+kda0+8wKSxX5X52eH9yjvVc6Fc3AxFOf5G9RY8+4DlrSxjAsEyhwoa3pp60sb/MwVzlWTjW2VQ40Hu6m65nNn6Ti2/EGAZR5zACW8tkD57I95UzZnF2O2D0uf1of9MuOrHwOqnTJY8q0PVWZuP/u8vozjPPpMA5RnUHVQbfXVXox5ffzMhGpnHKFMaNugr7mEPLD4LmdfjG3tG0MYEyhzpLzBWA3Kmr8UWDyrNn9ttPdacnzj2GOdfGRrev2VNT+vS/+Js7I02/dqcu3Mo4GxnC9jGUedfW218RqXV69caGe9Yyhr0N7YQl47YwnjSdUZS6j3fqKth6jGUQ/75xZQVdaoMPkGlP0LVef3W6D8/VsPZK3dmOaRF0BZN/MLIFoDig5oopJPf+No77yN40DdN9pA9XM8DQYCFnH1Fy2GenkhL2BpD5VXbo5xXGWtL7UvGt+oMqBcR8Y4CNoCmhbYd8zaKgCii3mDpSGwGBwwt6jEIMIgBlNqfwxY+mijrXZAWdzIpkw4SU6eMIb2biw3kYufpuUic6G0V9d85D1gU6evm1F/7fTTTipgWZN9AYS/BquvPtYg5NX7G5jGUCYFyryoE/ppYw3aAIoLtBfAwkd7Y0uFvP7WDxQ/oJzcN5k3TONor4G8kHes5rZvLGXyQnv11tX6yuSNqdx+8wPKheEcOq/6tnjKtLXWNl/2jaMNUMZobKFMvTGMJYxhLqDsAfML7bVVr33Mm7b6SYGyB4Cy4ZsdEHfUjK+NOaRQfYzbZFKhzNjmbdBHQPVrPCz7TeZ4xN6c6hvM03jp3v5YBpR5tS6hrfHFOIdyoMyROiDuStO/QT+g5DWHcmVizANlvyi/FFo9+gr7AihrqaxhHAdqDU13MTr2uS9587f48sK+63IpOIdQxwLocqfmrRjejTegrB1QrjPvI8733jrsC6j2MW9Q+3Dn6NytEKDQu/LW5nHsAyzG4D1mPIZWs9RxAWPXBQ8sYsDF+YXDfcRYJ+zPbzpAciCcFzFWAndqTLC0G/vfHd77oPdm97j+jsd5bwDKPoOaM7JZt2g+KbpbL2PsdYSaByrdq9/bh2oHB1PtYamzPwYsdXDX+XGsu8Pf0Ry4HlDrMj5QPge8Zrx2gLI+Yztj+jkn4h42qLmBEgkqLZ0HwJtjvRTu6xKBxTVrLkCyALDQw35+YfhRwECtf7zX7krZrtNee6gx4WC61/6jpQ91PK3eNnaocudQNP3FKFR7qPRidveXvI3LsQDlXgSETZ2fI+oamlydnx9NLgUW14p2DwRY56VwRzXu9YXlGIHFfAFxUGv+ztUYTX6Qz12RtTiN6tt4aVs/YNfaAJqW77raQe0X4fwN6jMAsBinto5D6prHHTTzQ42jqX0/+6DKWix1xhNQazGHcgFVJt/kUqCMwc9Kvwf5fajFhOoDlPojm3bqgfILT0CZF/Nam1RAlZtjLzJMySk1pzBug/H1kUKtT177Fltbz1CUaSu0EfKi6aDWAkuq3hjNRgpIFtDGMQGLMTr3AijPd9aujWcHyu17MGkdfj+xXqFNg32TaGMO+/qqty/U2xfqAUWLnK6T428xgFIjUOyMoQ5qvwjzDVjYQf0FJG1TtZDL6+v8AHaLzjoE1LGrt6+B9lL7wpjOBVRbeW2A8v0NqhxqfO3VC/nIBtUm2YWPumZjHmtofe3UC+Utp3qhXGgnoMbfKwPKeIGyT9UfBGMKqPbamFcY3zXtZKAaAHZLUBmgLKi8AMqF5sCEi99gHyi+JhUmHCP2tKYDyoCMIYwphSoHSt7IZtwkpS/vJoZlXmNC9dPOSYaqd+Dq9ZM3h9QLQjsnxHjNxjqUNygHSm6oOYw1hjYi5g0o9pGtyc0rgKKTV2ccKSzlQIwbUOZKmbbtANK+MNYY1q6dY3Fs2kvtay+0ty+1rz3UG6j+wtqAUq+8Ns5XZJNvyG552dfOmAIoe0k5UGy8SUDllSvU1loEUPaTvHCtWi2Nb37ArnkZy81jLVBvKPqaS2pcxyGFmk9bdcJ6hPHMLeSV6Wcc2J8bKHMFu3WRTf8k5WUu+w32G5SZR0Nl9oESN7IpA5KrL22FPW2l9oEyN0DxbbLItnc8jgkoa+W8pUnxHftAjafujqCfNq0eeUBS1rYw8zdtHJNw7gVQ7NQBpZa5eRkL7JY1nfai9e8JHccZ88aEmh8Opto06NvgGEXT3V1qDNHiNtriub7q7UOtURvntq3vWAfVBipVd1cA3BXzxdpak9jr7A+hrLONoentO7bmA5S9AZVqB0juV7T67kwRB9kCi3EZA5Z9QNF9ivF90T0jnHugfOnx+oa7Xwewa3xxLzfn9FIAdmUEFvUAu3T3R2dv7XtrcD2E10KDfddIX9dPH3nlQt51azr19wagzhdQ5tCY5hpD2f9IGI+98Y6/8XdEtf1oA1A+m91jcQdtPP69pmPdxfi9Pg/UPtRrAthVoteg8yRU7B2nskvhYvYj+b7P2LHuUrHvDZ33IWFOWI7dvnJzAIv7BVTe+RBQ+1Cp9g8kOI5LAfbX3ez3jgMoIqDMB9TnFedJFOXoDRj17h7bamn0jqI0u0a1B8r1Dsvv6pHN9dMu2fKCWu9Y1nhY6sayg8bd9CVovtkXyS7mDWo8a1BuHD/7hH3lXntA8VEGSC7aN4dxhIZAsTWWABSX6w0oc6KtfiLmTV6o87utn9vWZV+5ZsCu2MYfAyjx9WvQVxuf4aSRzZgN6oHipx6W+0tdZHNOPCPwwFCaol0vYFffswRjmcOxCOvRyFhC3vjaaW99jtl//g2UcQKlLiDGDSh6fYXxhHH8ZShlxjaeeZX79ybVWZM6YUyoseSVqdcfdu9b9VBtjWNca22/EWp+IMxpDECX8qfl7JdOvqlPUp6lm9x8+kvVadNgHutSPgbU+GOZvLZ7fcyjrEE7oMytOQXUePoLfaQNkQ0o8z6W6SuAEg+qDSxpZINlX/8UlRdQqG9AiVH+CXZkA3YlHDuOeah2UGm6Fj9AtuAge2UOVMgDpQD7IrJBPfRy4wsXys3qZOojD5QFTfPyAKS8ASgx9YNq5+K2vnGAcoNQbjxl5jdGjJqyptO28Zq4CELew0tP2pveOMK+0A4oc6Q9UOo2t3Xpa3x9xjlj3oyhbt4ttWtn39hNByjapTe+NwQV2kqN1/IBZb7UAaVGef1afcZvMvNarzEimzoguSh57dtp9sYQbS3VC/VS507afJTLN7R+o+a1BmNa40Hj0NeY2kmBcqOQN45ybYyhTB4oa2JMbYAyL2ObGDWg6GNPM7Y1WaeqFku+oeVs/UahzmPrNwqUdbGvrzka7Lcc8mKs00e9VLl6+SazL98AqC5rqb1QAEu5PlD76u4IzkXzkRpTmVRfoIwPKlU2BlC6QLGzVqg87KfF+F58s+YWbsw3GeyvAZYyfRqaz71JoebaG7PlBMpedW+7nxucRxHzpv2cvccEDq7pzgS2jjGssaHV7liUSZvtQbHVHSR/IMigzhGwrxxgsdf3Kh3TGHv193bfOXeegRLa63YMr2WhrNVVDD9K3+79Mdy7E9Hqa9T1GcO18tqA5Xpp29bHaoDFPSHupWYOMQ4HtYax7CPNA+VagrtH72m9zknDOBbUesayj0Ye6jiARfltvNKF8C4w+om74HK3Tc1zKdztwHNH4MD9p9q80nsCY4i9MaDm3Su/P/utzkatxfuSGH+GQK3d+5g2DWO/Jru/KdRa4eL0YjU6Hlj6HWSnjRjrgEXXOboUFoYXYVrsRpsZUPZtiw21DzSTQl27sa+8AMpnjHxcpAHFJrK1OMBCpq+IbFDzaieUA+XQp/FpVp5d7AugxILqq6whskGVJ7t4AWXcUKkKYN/zIVBiRzZjWlOyReacybun1Qn7jTbePmC3ANiVG9iV17gCql1kM0aSxQuqTrsGqGceUHVAsbfm48ePl/85jN8hjGXNPsN6biCUFeM7eNNOX33019yYHgiax//ZrzplHupZm33thP7aCftAGbt2kU250A4o8yTveYTyNCkv7T1vEOayDxSd9oWZv9mHpc44QnmD/vKOTajXXTlUX6jUcWujruXWV3ug1Ay7adPpA3WdzKEf1L426v1uJ6DKtVOnbeO1E8qsRXv7DYAuBcCiJgX6CHkBSIpN85dClY9ti2G+QdUlW/ykzU5f50XIK991ANmMHYxK+wKWQZU3aNcwtgPKhejgBSwnTPvIBpQNBuwq1NhOnJvTzWWhbWGNJYyhnby2wj7UA0zlka3J7QMpiZJTRnvlXiBuVnllxgZK/UCxV2cdQr5NoH3tIxuwsAXCZjwp1H7jjSGM4xi1MxZUO/vaauPY7UPVmU80vWO0r42wL+RbTKDMsbG8EQh5qOuivf0WBzB8uZlbo39LwZuGMbUFyvxo33JENvVJik4/51Z77RqA8k/M1Tk+5foI+bbu1qOvcqh1qjef66U/VLk2ymFZtzKh3DhAWZ/Ipqz5O/8tl/HbGKzNMahTpk+TyStrcaHWYb8h0yzyyV8MQFkboMwb7O5HNqDoIpvxranVCqQ0ylopa7A+qHU1mVRjdcK+89DGY9/4UvVAOexvfWVjKDfepWA89UAZp32hL6BqAaCM03lu0M6cYyovlMcdtXuoN0fDQaGa7mJ07AOUOXC+G8b6u8NDjQlLOo5jXc63e8ZrS9hXDpR9I69Po/J3FlDzHmQPHCTeJXMegDIvsJtqCEjKPmxjkLr+otXcaDHON/si2QfsC+rYDioQWMzJQfqPlMy5dr+Yz7Vq1yWgqFyvygVQanbeG4rRJd6g+gAHWt3ZOAc63wlhiy8dm9sXY9n9wY/nFSjzC5VaT1uf8bWg3NoFUNZovG7K9fNeEPewGUtcLAzUWoFSB9S+4xJxjxpzb+nBGAY/Gy+GVIZ+8zD3AQECLo77IOX9HtL90AAXHzswr1V6d6C7ftK7g+YrvTswp37SSwNY7AMtnZ9GvXaFMqFcAJJLAihxx0ZQZXDHdOx3X/Be48LYjk3IA+V+4PfP8b0psjkXY+gjUrV4QR3bQnA/MVDrgIOpZUHVyTc4AApOrwAAEABJREFUHuHcCKg2sPxONtaPbVoM56jx2o7R5HeG6ncxO1jWBRQzqNSO3w2swxgNygXUsTQeln7KhOPSr8UAyr4Aync+5ZENqq+2DSle/HIJUK4D7a1JXYstDyziRraxXXbLC2oMO4Bk1wEnVFnLL21xzGkfKHmU+/nq3rYOacO47zNmg3KoOWLUjCuMaR4/uxv0aYDdc2Y+Y0u1AUptUO2MZY0NxjSH9j7v+9wfd9C0N7bXsbmg1m8MZT5fW7t9qX3z2ffwUwrVx1RAqdFY+kOtVR9hzeaUN5Ywv/UC4S81jf/VlLrIZu6G7JaXfai55ccoBvlmHmMY33pSVPaE1L66NgbrEsqsX7l29uWh5tJGqFNuHM809LGGNkZ50ezUaw+U5zZjGFv92K7ZqG86eeMK+Qb9BdTatBewvw+Uawxq/pZT+4YmkwrljZrHsQqgXN+dAwfKhewG1KENQB6qoQXbV+dEGMzAQJkMfR2c+pbAzaEfsDiM0UZZzJtxlLnQiuwDsgXKvRCMKd989dFWmTkdhw721QElp75uysgmr866tVcuUlUmVuqvHrc/NmosoFwQkU1fZcIYKSqHaea3Fqhzoc46tZdqL6+NOi8QDwGVK9MfKHkcpzbq/ZXfmLcWRx/1sJwj51kz42gHlLErd5xSf4VYnX3Xzxj2odZsHeZWH9lcTwF1b6So/A97tNMXKPWaU1lkM54+5nNeGxy7dsZPs3AM2iprsaxJvTJtjOlaWI8xjeFNQLsWV95YLYZ+DfoL87juxpZXL7VGeWNqB5TxaafcuOZVZ18A5aJRbj3qpEK9tesvgHKjUtfq0x7quslbv1Rf7cxpbUC5pqxRG+NqI4DFvKvTz/iRTSqMKeSb3r5xgMVeV28ObdQbz9qlUGtoPhm+7CntrFEApRagzIvxoMq0g8pHtqYztjHVNxmQFlHGrMzYUgGUvPoBpXZ9hXZAXKzBUgcUX2BhbvxFZ8QA+2xhKQNG1neeNZ+w7oY7732wpfH2YmwJlDVyvhqAMr7IBks+u4s1kL8zaLnvjO1BNvofJFcGSAqAUvPeMdiHqiuG8zfYL5urHjDkUmNvRd4Zm2Z7EIU6D7CkB9ldTNbmV721NLS+dC/gzudq8aR749iHGkv+vgDU+MAiPFD2GrCQ3V0GuMNYjn2MlqvJWn8vhRq7yZu995bGq2u81D6wuCfEfdyg1gjsymQtYpfwbnV2x71rIVjc76zljnDXYu+2vljs3VZ3vQfc4f6661HvvMd4XM0L7nxN0AVU+7vuT3O5S3R3zZeOMb6Wml9Lxqh2ODhO8zFOg7IWQwoELKFMaAdLOezntdsL/Rr26j7S/YvV0eR+9xzPi3LYPc6DatZOwNL2ILs7khnjYjbqxFgPhJ+JDVDzx6jpcxBGJov1viO7sb75K3POpFDzQ6XNRv1B0Ec0O2AxHiBs6oW8kN8L5aJ9l5cXUGOY27V1nuR9tvG5SRtlsLSz73OHsbRtzyR7bYFSK1Rfa/L5UH95fSMbUJ5HzNlk2hhfyEONkebF1lqFcZRJhbbGEPLCcfgMKtUGKM8okU0740D9RRvzpbicr1iPUK+fcKz6aGO/6VrfeTGnfSGvzHE3KNfPOMDiM015y6de3pqVGweWcwCUubUGaxLGs35l+hkjsinTP9nydy7Vt/nwWfvUqVNFfvbs2bLP9dVWvxbTMXgOYk3KjCGAhU87/1BvbnM65tb3fEDo53mJNfuc6DM9EPor014bqTWol5rb2tQZW98G+0KdtsrlWwx11mQMKdS61TsXyh1z0zXefECZH6CcEWhrndqay7mRmk/o4/gcj7HNYX7tgLJuUNddW+NENmsGFnqoNeprfBHzBlUHFIl5BdS+ca1RyKvTECjxjWXcyGZ9Td+oMv2sXzhmZZ0BZQzQCtZpjIxZNrV2Dk6qHuoE6udGkLYk2hlzb1H2hTG1kQJl08nvhbbmMq7USTeXcjdwy6FOtNpaHAdqHnWiyZudcYRyZeYR8spafG3GUCeanTpAUYF958OcwOIGZS3Gj2zG1kYK1Rcoto7Ti804QJkf7bQXTW7+cV+byGaOpjOOF51UW22EPNTY1mltzpdwX4gMVW7QxlNv39xS+14YUuNZszpjmVu5OZRpr1xqX+ijnbGFeqBs6MimzDW2HnmpNvqZy9hpttibxlLfZOaXvxSavTbmaD7msEblxm3QvkGZNQhtod4ElBtLAGU86hsim3nUKzOXkBdQ1wQoh7XamjPdykveHMq1b4Dqp1HTW1uLDUu9MYQ6YLHG1qQvUPahvNBWGtnMp59ocmmDdo1P83v0Mo4BGpVvABp7SA9n4HAGDmfgcAb+h5wBPwfuDv7aT9YDfICumSVK7w70vTdwd3Lrc2/kPozx0T4DB303vbfGdFBsoDwPAuXZ545sgEU5zbbRhWIPA9Xnjux0O8gGqr/PCkCpt9lqL3xOUCb1WUaZzxQ+p/p8J69MaDcG1Jj6AotnLCBs5jWGvtoIc0gb1AGlNqhUX1jy+igT2kuty+cqczSqXL2xpfaB8lwl3wDL2MoAyWIdofYVGsfDmvZMZr/J5YX1Sa3FugTUvD4vKxfKG4CSz1qFMdU5X47HvnF9/pfaB8o8mav5GNdDRvueyXjGYK2eCZjbmNoYFyhzARiuHLyp015/YBHfHOpaLW0/KLcedcIczdfcQr01Wbs1aWcdAup5lTYW0eIDZf8AYTOmNtZm37zKpPaFvDBGi22uBnX6AGWu7esHlHkwvn199ZHXRsgrUweU2uSFcqDEbDH0Acr8qRfNVp2wFiEf2aDa278jNL+D7ICMFmVM6s0tFOoHVQ+U+mA37TTUQQB2y+DsO7kGVQhLnYH3yuwL7RvsOxFQJ8w+UCY0srU4yZYX1Bylk29A2ajJLnzkodq5ANYJtd/yNqqtOcY21iOAxYSoF/oZ042nn/7KpQJY1KGtaHZA2JQJqKfc6o3hRSjk1Qt5qH7amVuqDii5oOojG1BkzU9ba3U8kU2/xhtLO22AcpgEdR20GyNGTR/X3YvZCx8om8s8xgRKrMhm7CRlHvUR+gPFpo03smkrzJvd4jOmyqHOWfNT5njsG9u+NUiFNyDl5jSWVPsmA8pe1lZosxfGU6a+jdE4QrnxGg+UcY3j6y8cW2QDytj0E8ZtSHV5AYXqM9YBxRdYrHPMG1BkxhTWBIQNKDplAihxIluLL81umQ8pLG3sqx9DmQAkC79moxDq/DZeel/AnMZtFGpNyg7xwJ4BoOxFOJg+sKu/p9Ud+h/OwEd+BqBeax/5zIcZD2fgcAYOZ+CvzwwAi8FA5dv3UBVj3v59gYNyAOV7lboxoMrh4rTVqF/jL0a1EeobhWXsJmtUO0BS6gPKswlQ+pFN2waozxA+QykDyjMWEDZlDfYFUGJBPR9QD1UmL6A+S2ovlDXYbwBKfe25KbKN7eTVCXkh7zOYfJovalEuAMXlmUkboQBY2NoX2ku1EVBt5H0+FOq1E03ufAn1ysYAdClQLgOUeTWGgGoz1gOL+pS32FB9oa6VusjmHFhDsmUOlfsM7eGfvoCq8tt+6rQ1tzrtoK6Rz/fCeNqpE9rbVy7khbyQN15Jkm8+l0PdE9kNzzC0E9pBrd/86pUDZczGUm5Oqfqxj3JtlAt5ATVm440p9NVOXp2QVy4vgDJvMW/KxLxb6pIHip2+QNissUEfoVwAxVd75dpJhfpGAbsLAMVvIUjGGNY9hrIGWI4/zYu/OqCcG0GNCaheAKi2HjIZ3KLaomulzE0Bc8OuKw7aCaBsaKD8erG/qaa/fi2mixbZgDKBQNj0lwLlIpVvUCda358AAOWfOkP9jTA3uDbmcnKFfX2AUqd8kzkh9sd2TdeoNsJ+swPKAajjEOr2Qp+9sQFFZQG0t2OtXiDOqVSZMc0ltBtDvVA3hjKhTH8x7luPAMo/KfaQTltthLwwlxQo8wVLan3W6TpqJ/QFJAVA8dPGsVlHywWUm443AI31N5ewL5qs1dpkyoV9oKy7cawHWMypsdxve/2Bstci22w2y/eLv6DGgzoW8xq3eTgmoHULBcq4gdLXXr8GhUCxsTb1xhHy2jUb9Y6h6dSLsQ3UWIBuBcAivr7aC6CM3bjCdTG+0E5oF9mAYqvOnEC5nvWBOi/q7BsLKNeq/kIfAZQ42giotUGlcQ+buRoMJS+Feye+sQ5xOAOHM3A4Ax+NMwD1PgjsKx/2y/YZHQoOZ+BwBg5n4H/QGQDKd2k4mF5sWvweKg7SwzLWQfp7IoO7Fhso6aDS0hm9OQYxEpX5sA9Ln702Ta9c2Bew9Bn3ocqBRXz1AqrM5wmfUXyO9NlDQNVpN4Y5hTL9GpSJJveZRECNA5UqE81W+4a9Mu2EcvNoJ2+t1qgMWDw/aRvZlGsnsnvgCyjysQ0sZT5/+TwuHcdtsaHa2m/zZix9fGZWPobJgPLMpk1k096xCG1TVMaivzbmBcq6wZLq55+rA8LzH89qlOlnvfLGNJ5x7Su377xJ7bf49gXUZ019hLYtjrbNRl9hXMcurNf/C7bnEoN/ADqN1QugjBuI1lq8vXmMa4ym118fYDEP9q2rQRvtrUEAZR6BsKkT2gl588oLbYS8cgHVV9kY2gltGsZ6eeVSAZRazBnZlAlgMR44mE/z8oKlXgFQzmMaD8guACxiNyEsZYDr0ZWDBSfRgqEIi8yFj3mz2DlbiH1hBzBQSRajBvUAT5EL6uD1MY8UKHn28vaFfm0h5ZU1AOWQq9WtHtg1yeaBKtPPg0tlQr/IJp+k1G59DYDiUp+22hmjCOdvzVZ5swHKXChz/hx3ZPPisK8cKDaRzX6Skl9bYVxlF4M+1iOarTJrkOqn3FjatD5Q8qgbQzugbCZrFNbrDUV+7G88ZeYxBtQ11l5YA6BLmTvttQXKmIFSg7KmkxfGdY2EfGQzprxxtTGn9bovhDHUNeztZ4gDX0CRG1MApT7jR7YWp9EWfy9tN1trghpTH2u2dmscxxzn0idT7Xqp11/Iq5RveY0rr65BvbxUyAt5/YV9qRjz9u8JWiygrGuL1eStf3fpQXGUNdzduId+hzNwOAOHM/DXaQaAfcMByn0ZDqb7HA4FhzNwOAMfsRmAg69LqPKPWCH3QaK/TiGB+304sLsGYPHMApT7fPte7Hd/EdmAfL/vX7A7T6ul0VYBUGr1uUgdUMYB9VmyPeNENqi2QPbqS58Gn6GgPru28ba4PicBJRdQnefvQJG3OIob3+hBsr06bYRy80vtW4PPfvKXQrPfawO1vjY+9do2AGXOIpu5gOSiPHPLaGc96sZ9ZULZGFD9xzJ5xwC75xdq33Vqem2F9YqWV5m1AKXepoPaN4bPyT7zu17qfab28M/Y9pULeePK62ffsSiLbMrsNz/jmlu5kNen2WurLF1Lbfo1nTJ14z5Q9ow60XTaCWUC2LUOTSc9CM3HeIDd4m99sOzrqxIo51zWG9mAXXmzRy4AABAASURBVHVpp6+AqjO29gIoZz3qtRUZZtdLmXCuhbZCXjReqqPxocZV32TSMYw57ncujA4qDCI0UO4BlAnGUCe0Vy51w/jHR6XK3EzS1tdGn4bWB4oIlhQqrwIIT9jlrUU/Y4pWp7IGoCwEoEtZRDfc2F4/AZRFbL7SyAYsYsCS10cAJa68cdOlvByvjHIh77xqY2zr928jODf2gbLptdFXWWSTCmWuAVDsjCnUicgG9bccky0voPzGph2ofLM1nmh9beTH+S+m19bcUm300RdqDmXqnGs3uLbqrV85sBgDEDZgIdNeQJ1bfaHqjW0ccwJlbdQrj2xQZVBpina9tBUKGwXsFkDNaccahHZCmRQoeQFFCwDlQtZGNAWwGJvr75wAJUaMmj7OWYO5VStvUCaU7wUsY2rvnDhPzpeQN7cwB7AIoa2wPuPrr4+QV6bOGNopA8oYgMX41An1DeN+3MMGLCIYf9E5ZA5n4HAGDmfgcAZ2zQAs7pe75H8tO0OO6t5Ahjl83V8zkPv1nq7h3S39nuZt/nc3/6HfA34GgPKd92KF+p204WI290QONT+wL4x59wkPEBxkB5RxNV2jzR2qftxvfKNjH6CJF1S9WAiSAUpeqLTpofahUp9XfP5Il0u+fLbxWQWq35hvjuZo2PtsorzZSe0LeaG9z0Q+B9lv8eXNbZ3y6j3wEvprpx5qXdocBG3FQTqoz9fmF+bQFnbHhPrLWOazHqh+njnYF0A5tzDGGMYzd6tXW/vaeFYhr41950K+wb45gPLPnf2bi/qrVydt/RbfeEA5e4HlOLQVkQ1qrcbQH0hpLPaNtQj1zrc2/itJIKzZ38Z0vtRHNqn2yS5imEsoB8q/tPTQs+05/R2bPgIovvLGkzqmBqg1t5jaCOMrE/JCX6FeCiyep40Hy1xQeSBsQLF1zKLZSwWwqNOcQLQGFJ1yoVx6KWgD1Q8ouYE4qI3jqLc+6V5o12RdmwSNHYAKZRoJ+1IhDywG4WQ2uTphXzS+0RYTKIOIbNpBjWduAbUPS2oeARRfY437UBdfuTFFZJMqa3FTVPwdK9T46pRrZ0ypfg3qtZeKJgcWv4GpTJ0ADFdgX50ognwDyvxBpeoazD2GcmMIa4Dd4wTKeLxYtNUmsmnvzcjxKBfG1U6ZvLAvVZ9upS59jTOGsgaodQMlt/Eim/bm1M54DbC0V2Y+kS7FX3vAbul7A/BGYCyFxpUC5aalvTlb7UDx004Au8YRl2hA8bUeY0Y2qHOcbLkpAcXGelr8yGYd9vUTxnB8QLFXJ5SJmDegcMqaTxHM34BSP1DiQO0bS5gXqiyy2RewlAHFd6/cnA0xb7D0m4sKgSrXXgEgWdRmR52QF1Bt5O9NwDKu+ca4N/Pcu7EOozkDwGLPwH5em0MczsDhDNx7MwD1Orv3Ij6QI5HF3ROk++Hr/psBD/Hi/ly/e5Jb3/tv6g4z338z0L6DXqoCuOf7AwhgXxrzK5QK+TGA4jfWQZXBko59DuKh2qoDJOUgy7hCAVS5fIM60foXoz6jqGu29n3OEVDjNp12DbBbB7U/fqYyVrM3xhhjuTxQ5guWVH/R/OSFfX3GvH2ovuqtQ0CVqVfeYF9oI4Vq1/RAeYZT3xDZYGnnc6f2QGqWL6D4wlIOVWbNkU0/4wJl3CkqL+WFyTeg/IJNsvviGcdnYu2FNg32jS31Wb7xwOJ/qur6qjeOsC/V1kPF9nyvjTohr15e2IdaI1Ce142hr9DGPlDqj2zOmTp91aVo8VJmfKlQ0ai8sN9soM6dcQDVZb60sQPL2rRRLqxLaKMc9vuqg+qvT+tL7VuDkG8y6V4A5Xp13NoLfYAyJ0BZf6h962mA/TJ11i5tiGzGFcku4so3mLOhyaSdm0gYVEErFCh/Q9AkgKpSqHYCqkyFG6b9dp/2HiIB5W9DAmVRxnG1gSoHStwmg2VfmafQ+prTOuXNZU77ygHLKBPtJJSBzv/9v6fh2rrp9FUvtS/MobM+ytWLJgNKfYCikkM77YHyG4fyxhFQ7eStzRw6Wqun9F6QyoESazKZLg7WgJJL3wZ9AUkMs6FgtjMrNPLLm7yn/tasTwYo8SaTSViXuZRDjWEgqLx6dc1GnXEcn3O2ub5RDlnV910XfdfFNOOKSd9Hl3FmOzuRicKI8ttbW+UmIx/ZzJEkTYawVmMLZeZWb995ki+5MrZ65cqsSarOcekn5JXvhfZCuXEuBajroH2z0w8oY1duX51UjGXW4Hz0XVfmIwda9oTjEa6Nc9nGYhyRSxez3KPqtBvHdGyOVehXdU6zXpUq1w8IWEKfUtN0Gl6H2okaY8jyKqxBlHXKfdXTxbSfFJg/Dcs45AUQ0iDCWMYUdFWuDghYQlm0lqWzB011KQocqHYdxIHKQ+HhDHyUz0BeKt7e9yH2SbQcD9b+QRjbHBxliLwXFjTblOQ9imEW3RzyWrUI8qL26/uQMaIg9jV1Q3Qxm2NIi7wjHTiqqjOmGYT8fmSIxavG8r3Z6bfEwnCRcSm589w4nvcnkd5ZsPe4Ejq7kXPgWHdD28TcljK/MW/LuEPxTbu5ZkyablCY98d8lZT2xyBjeB8n105EUmfF2Wl29g1T+y3/Ulok6ac/uWqiaqvHbn5vbxm5auzLGcU9QNYtlFUUixKaFKRumCPHMiRmY+TAU11c2tuQTEX6pe2wB5H9iqgt02SifA2XRlZaHep7Wldm8W6+Lq3GUFYSpJUeS8hlwn3yFJSX+iFr3YtI2RJDhhCzSjN79vI9u2k37IKyqG+550K0btqpINdXmuLkiB26gtlIX/bB3DdSXnPEnWxkbXvgGmacWCDuUnP96372PTL+wShBh3wfI7sPjNe4qLvCW7320kM8kGYA2nV/71QFy3jte690L4CAJVp27RoPFBYqHeuKYvQG1WYk2sVC1QMlr0rjCXmocqhUWdN5D/J5BSjPFD5XqPe5QRufL5TJC3UCaiztfAZSB6gqcfQb8h4FLGoqynyDKoNKU7R4AYUHip/xfZaSAjGu1RyRzfzWqM7nLaG9es8u5NNs8bJW0QT62geKqL4XNvQFFrXYFympz9Lb29Uwx+pz3E72pUB59vM3Ene2d8qcaAiUmCVG8pENyGUYyrOez6LWneLy7OtZRavN8QlAdZkL9ULJ5sZGbG1uxjCbRd910aWdvOcEjrGhPQ8bRNnmxmYZS7txD/ksKt/RxTTPRra3toP8z75jUa9cmMP1ccyeO5hrbXU1/SYlf9/VOpQ75sjm+ESy4XiUO0bXsdVmX51jkxfaC3nrFlDnTpm6MYxrbcqMZR9yJAn76qD29TeedQl5ZfqO+8qEeuWul7xocmmD/sK+NvoI+8Bi/NYjrHEvtL0U9ItsxjVHsmEMYLHvlF0M5Z9gO/kCCC8gAZQDRIM5WQJqUAtSPk5uAv20U9/68kAZrDp99IU6+fadyPPnz4c0skHN46CAcjFo12K5MYDwINJYDdrIA2Uc/rNwJ6XdCOw3fTsMtCZtjG3cpldu3wNMN6bzI7K8Ug/U+dFOX23MI+Rb7cDi15OBcqGbT7128n0e/EReZHkfybpXIpLfzhvHdLoSfeqgy4t0CJKurKxGnzJtJnmBOmbHJTWm8dbzZnD+woU0qfOozHGtrKzEZGUaeXUWFD6i1DTkoWYXhJCPvBEYcztvat5YXB/nwrEK18q43uRcdyBs5pnmISVQ1rPPmsWk62N1ZaUcamsf2YwNFJnrkaLyx2zN03RA9HkgCXXuHKN9Edm0sxbl2Q3zC/UtDxBAWbfJvDbtXauxj7xjEsZ1fYwFhGNuAEoec/Rdl2s2LbH108axrE5Xio/5rEMKNY52IrJNVybR9SnPr/yRT68tn3rzW+dOro31SGe5LpHfujv6zDktaweEfubWXjrLDwJ9lF8MfdeFN3V9hD6Rrct4k5wn69ZXuTBuTqTpIzpCYIzMtenBc+4V7TJEmuWYckPr44cGCueAUW9uM1ctiH7GAkos2E373BNCB6g6+YaxvzL7YyiDZY32BSBZ5CydfBv7yqfoTr+ARTxY8s7tnQ7yUWroXF0KH6XDuhfLzvt6JIYMKZYkuUjNLLqe6Cdd0PmQnRh2Ur4ds9l2aLGa9/RhthPkPaQn73NEOTDc2dosMtKa1GmbDtnzfY685wwFRN5WKtJL2y6vzdjZjLzLxGqXxxA7G7G9cS5iZysmed1nAdFnXGZbsTLt836XdaWP946tci8You+z7hjC98lkGts7Q2zPiG7laGwk308nQWe2nZRvx3R1Jdaz7j7HtJ1+O5CHIJkSMeYjMkxEqTWVaTvELLvDHMmHTV0myEojqxiK/ZAK9WIIIPyvy3eR05HcEN7i5DN02rcXoy7h7Thy4rrowrknMl4e2FlKpDzo49yFreinR2JjK3Xk/T5lQ/7gbqVPn5yvLu1rHiKGLudRZKQhc2YMkpJ2YiiVEbOcNDHkXpgl0jEGzef6ZPOVY4hZViZ2ku6kbJbImcqgQ6bLTr6GBNU/ZQP5lj0lffqvTYmVbie2LtweK33E0dVpbG6sl0xd5p7mviTttrY2ws++ruvjtttui2muYZ+T2GesadJI21mOwz3Qr6zF9kBqIiaTPoDyfWFF+fYsZdPIj72sq0+biln0Mcu525ljlnMwpDbIMSWGROS4wvIXNEOUfqVDEueqEG30L52obhFJh12IRRsKV99rFEMw5DhcN+uLSezMMcv+kOOdTicxzc+r/BIX07yOV3JeImax6T7vMmReP+T1O8lrqu+7HPcs90BE30+iT2xubmffHJHVEl2O2we3PmmXcdIj6805SK0WQ/bELKp2VvomItR3STqG1ObsZe3T6UrkF4GY5fpNUj7JejeHiM0c0/mtWUzXjgQpz4s/urwfDFu59jmunfzcz4D5omROxvBlCZSISddnaO8LETt5scwSR44ej/MXNiPoI7uJWepmoTOQuZLNcblfSLobWVjJNsSQNaV52utDRL7CwVVhAImuIN+iNZIRSSLKnsncd4EOucJLZB05F65z3MkGZDkVjvlOuh1gNiziAAfoH1giYFe9cHD/7lbd5fUDNebdjXFn/aDmgSUd+7ofBOzXw1I2y2tIjH3l9RXyQhv7wr4AwjELqDFjTwOKBMh7SN2rxhI7+Rmkr4BqV4xHb+YTI1FhgbqWQ3bzIvaZUeQlGT1dgbyyhrzQQ1lekYWmZ1iH1BqEvHUpb3ml9oW8NlIxnU5DP3VAfm5MyvNk7/02DX0G0g4IZQLqXJgHiNaAEiuyqWvPhyv53Goen8e28jnHGPa1UWc/XcpYrMN89oUxrE97qTLtBVDmUJ1QN+RcOn/O0SzXRzv9hPwkx9WlX991+VkyLfOYUfK2p4dczoE2qY9sfdfFLM8SxDQ/S4xj3dbos7v9yWRS5g3qvKRbeUHGS9hxXMIaHLP+F/LMZsgPade0xTCedvpo6/yv5vzJ66OvkNc2N2WOY1KhbT7nAAAQAElEQVQw5LVgX3vPEDxUlFe+mWca6pQ7B7Ocm/XzF4LxfOU4tYU6DuceKq/cnNYFhPN99OjRsL7t/OydxRD0XfT52ZeTGcrWNzcy5aBLoY5Lv+PHj5c91s4plHc5z86B1L4Ayn4yh3unzbt9EdnaGZbfm/QHdu1T440BdU2UaW89UvtjKFPnmOUFUOppvHtZn8hmvQ3ZLXZ97iPrVA4UGcznc/6ZN+T693Th3vKzvuxCpyzXRV0kFe4RdUK+oQOiNYttvBSqTrlFNNhveosUDgT2FJdF6qP9GMpcDCEPhP6RTZkT0wZuv8EYQLF1EtsEKxfGalQf+15k2kY2ZUK5dsI8QplQ1mA/3cpNQiqaTqpeau3msB6p/QbH4oXgBmx5gDKGruvzwp9GBHkh7MRWftH0kMm+OujyQG4jNvKnBFv5kwB1OaV5MURBZDO2dQBBR4SvpF3fha3LCwNI+yG0E9asDtI4mb7vs45J2fhAAKXvePR3TKKny++Es9je3CrYyZpmeSPw4s4EgbEyn/GEPikK59x5EOYGAirUCevStvnpK69MH/XOX4N95doJ6wQ0X4zTuMoFsKijyb3om046hrntW7P2BlbWAJkrF8N13cr1cS68qLpIeV50QLnJWaPQHwhAtgAofahUuzYuDczv2ERfPjz6vDf26dPNQe6b7QJrbL7G0f8OkTcKIGNm/siW43EtjWM8kdJdr3FsSL8RNIQq22WnIsEBSNFFX6DHRdVFYR5hzdKGojx8O5yBj+IZyLOBIO+n2zvbsZFfhrweh3wgj7zRANHnYcZ2fuk6e+58dHl/OH9hPba2t/LA60LSnThx8mRE7L2G8qKPecs44RevhFTNsLDPz4zkV1dW62dQ3vOn+dPlldUj0U1XIvppbA9JJitxYX0zDxTyy1oerm3moeJW4sjR46WmzfQb8n64nYct2/kTcn9C7X13J7+4zFJ+7ty52Ey5nzV9fg5t58Gl1c3yyyggu4C9vVgoF0wWVcaTAo2TRI5jiajNsYvaKxZztpKDwlRNvhtYJFs8Gx8uTUGURn4WRRw/cSrWN3fCuRvm9kBsrK+n1VziYhddl9VTENk3cu0NYbMvHVInrWRIVriKyc5f1XZIk91oBQ7Fbij65rns1awbuTY33XRz5FLF6csuj/WNrbg999vqkeMx0EefD4CbuQd30mAt1/y2cxdiM9f2wQ+9Nn9AvB5AWd+d3JcewvVdF67t+vpGdF1fKtjMvW3+NI1Z7nV5bboU1CrSbEiMXnaHqO/a74fGF9OPdZU3zzJGldV+xG6dMaM0UlOYpJXXkhR1EVl7vvm1qIz/wvqF8PB1COL2s+dyP2zFqcvPxPn87sBkNYa8nm4/vx5nz2/GJK8xsZ7fr9Zz31x25spyPW/ndeX14dxdnr6b+VBWMxp1iFZvMmVmCs1yhlJL6fmWGLKKIWmE9431rMH5Xltdia4jbrn1llg5cixYORJdHghbx/l82DP+2pG1WF1ZCeii6yYZg4SvSut79g2f8NqeTKaxmWORDtHFuRxnP13JQ8c0SFPjVthRNkSNM6RgjOzmyKqu8r5X35Hd0qCq971XW+dun2/Gv/MyAxtLenfQfKV3B3cn56HPA2kGgABKScCBfFHeR29e96J9b25UmbBvaqmQF/J+rhfqc8MI+gl1UMcElSprKDdHg10Ck/nhWNd1i7lp/ubYyedPKVCiqLMvFUV4B2/aCf2EvC5A2PceJoBSg/fgrTyIBHII+SmUY9dO6Get1r2S90n7rUZ5oZ2QX83vVFLjaWduAURH/azUVl2DfW0yeb6GIKIgOzHk96at/M61nfUZU9uYN/339h2Xdo6p6YwtlKnTz756+/o0mYeBfZefBVmBdUTOhbTL+tX5GaX9LNfJMoBwfhr6/M7nIZzfAyOb82YOoW4jP+NSHM6lPsq1N7/fGZWZz/iOeTs/Z6zB3Cv53USZtRtLFPusQX/j0Nd9BQRgqkK7HJP2CuSFvH7WILWvDVQ/8zQ4V86f47FO65e2OM1Of+2MaTxhX3912gOlJnVCX/Wi9RtVJy8aLx2j6ZSZ13yORyqUNVgDUK4D7YFoMvvWIOQF1FqtW8RFmraqcp9UBzsKWzDYLVenjWg8sNhMQK57vRgjGyz9s7t46TsGEC6SC+TANFQPlNjqlLfBWN8YTpxQFvOmrT5CkbpmY2xh3wtDfi+avTbGgjoWwHAF+sg0qp35pEKdsH6gLKBxhXEbgHIwZl97ob9Qpr0yAZSNqA4qrw2w2BRAmTfYndM4wnqhzrkXhP5Nrk5eRDbH40a0D5QcLbc6x6ZO6LsXyoGwyV8slzqhP1Dqj2zKzCNa3hSXF1DslDdAzRXZjCWMkd0yb1L7AijjsaZm1/jIpkwYG2pc+6nat8+b3DrVb21thXvLPOqE8gZgUQ9UHihqbQVQ6jOmNQioNkDxh0pjTzOvME5TyYvWb7TFhWUs7fQX8lB1QHFTJoBddQBFv/cNDpZrZ5wG+w1Aid36F6PNF6o97Kbq9QUkBVD5pivCPW/qxB7xYfdwBu71GRgy4uCWFMmPX16fZR/mFzu/kPrFCuaG9NHnAcHa8ZPRTVajn67F0ROn4/SZq2J9ayduz8MgH/iHIB+ru0VYe5ESMiblt+/SImlX+kPaadGFB0xn17dicuREbHUrcW6L2Jkejds3I248txnTE5dn/0icvvohsXbyTEzWjmc9R2NrRmzkodRGfhGGLo6srcXRPLiY7WzFhbO3xYVzt8dscz1OHTsWV+bhyspkJc/Euphtz2LIw6sjK6vRDRFdHmr1WVOfvLA+5fLK5clq22vMR/rkjTpVhYnCZ6yFjRMu0uLgl5Zir3YIZ2csHYeRF5C+HbGdX7ynqyvhb7vlE0XkkMIvvUfyp+/HT9UDYiNGRhX6DtGa3BI175CWFVEHGSmoyH6ziWxDIlLZqHzYqqBo8EC7+M1Kv8Ykhly3WfRx8vIr4+ipM3Hb+k7cen47diZHIlZPRLd2MmaTo3F+O8fpb3cOk9jYIY4cP50R+/jwjTdH9CnLPWBK93FGjUnOyfGja7HSdzHNLTlJeDjpb+RNIOSnPbkftqMbdpLOooudgj77C6Ssz0zGjBjChm+Ft38wxvbF/KJvRhN7DYb5PKV8iOTJGiPbkHxFZF0NfY5zMpnGydOXxWoe6p3Nw/rVYyfiVO77W8+tx+UPui7y4onZyvE4dfW1ceaa62Jy9FTkVRezvOY8iHz3e98Xa+l75MiR6HNO/aH6h2+4Po4cPTIfbR0VWUXFkFy+GEY1DSloL60ifZPS5x4dYjJdzaq7uJCHkUeyPjKPe2DImV9ZOxpHj5/Ie4z7eCtuz8PIzfzpw1rWFJkhsmWkfB+/lCRyH/X5IOi+99Ax+j528l6zkveEbjKJXPKKrMaKxhHuiM/ou0zs4zUuFhrHPYS68pZzMuzSLTqHzOEM3C8zAASwyA3s6i8U9wEDNRcQXdcVwFLmdw8R8yY/xly8j0CNoQJYxNW3PVfEnWjWBCz8ocYFwraTn6/GlBfyxhfyyi4FoMy1tkJbqDJzC3MYb5L3K6GN6PNeplwe2FVjzBsQ2hhDEezut/ge/Ki3bx36SJVJxVimHAjjKm99qX3RfIwplAl5qL7aC6DU75gcY7OJbEDRKYtsxkiSt/JeUqBMWI+QN78+xhTyGqtzvD4j7z330Udo0+LoA3VN1AllxpNvUCag2qo3jlQ0O6hrYP4mM1eDPkIdLGNB9bN29cY0n3b2pfYByWLdm069sN8wzc/GJjOeUKfMdQDK3AO79qn6hsgmn6S85BuKIN+AfF++YNkHSmxzQ+Wbv+sG5NfnoYwHKPVoGwc0/Q4QHyjSthtrFDQoN8m4D7U4dW2SGtWu8UApEii/BdYGEfMGlM3b5OaBGhtY+Ea2pku2TELLYy5hDKGdgBpHe+FmcWPJa+eCu7D2leszBqCq5DL+Xh1UvUbWol6qrZBvOuObz7zKgDI2fYCy6Fv5kwprVKatNLIZR7ky/ZXDciOoN596xwOkV5SY2kY28wNFBpWmeDE2/e1LtZXaByTFrjDzN6DU3+oxD3DJ+LDbJ7KZy7FJW4wUL17Wob7dIFRoJ6DmU9bmQHthX7l21ui8mEOoa3KpfXNI9wJqDuV+2XeO5bV3vVo8cwGSMgfGhXpjbzb6FYP5G1Bs591yUcsDZW4jmz4i2bIG8o5vDGXC2hyn4xXW0PykQjupaHyjQMkLtS7YTZtdXKRBtb+IetdYx7Gg+o1lLQbQ2DukwK76Hf8YMWrArnpUwX6Z8kMczsBHYgZ8GN6LljeflcOfaPts3neT8J+fdPQpi9jJw7o8q4uNPAjYmnVx24WN2EndDTffFps7Q6x5YDA/VPAQoeZgHnoIMmhFFL4b9ZtklocPTNdiJw9C8rgxNrvVyMCx1a/Fn73/g/Hzv/zr8YYf+8l4x8//Uvzab/1OvP+vboyVoydimgcTTFbj2MlTJap/DmQ224mV6SQ8iDx57GhM+y42LlyI6//q+jifBzGO78haHm4NkWPbDn9yvrqykrVlNXmg0BVEHkqJoVAPGzJBFBRLbckDoUREkRCR/SH5WWKIZSuaRXesWQjnzH7dsIgFRL5KCcPcvgjyoC3oYpqHj2fPnYvVPHDxECbyoWU9D+VuuvXWOJcHOQNEBDEk0V/EAS3VKR20TBrzMUWOPTWDdCi6jLSLpiZfStM0uSHhK70yhtyQNBFDdob0TZLvQ679LOt3P7n+kyMnY+X45THkAfS73vvB+PX/5/fj3/3278X/+6fvjj9513uClaMx61fjlrPnY5IHVtNcy34yjcl0JY4eO57D7uPs2bOxnmu+42855mHi5sZ6+NnVZcqyllnDLA+pJ/kgHLlfIm26yMPHPLDq8niMRCef6BOI9En3fA2JyMrFkDSRe4ZdiN1tWHZH7FI45/brhhJf9ZBvQ1lDmSHlM2cu9+cs+aGO+9z5uPHmW2M9r9mVI8djOw92r7/59njvf78hfvStPxEvesVr4zuf/4PxLc95Xjzj278zvu8HXxq/kXOrXbeyFtc+/JF5nec1sbUdk+k0tra3yn7azH0UmSVaGxoTKR3qus7HH2Wehqg0SVpE1j3kXA9dH5HYyhsK3STX60T8wR/+p/itf/8f4vobbwrl/pbr+fWNUH/i5OnwMPHmW241UFDejb2MrmhIjYeMW/nDiOnqamxub8eFjJHTEGfP59rn3oAuOjJCviIxlDop76FgFyJb0yWbr3TZZVH7mXk+7rb+tbIhPRJ5YzVPctk/fP21m4GPsgEd9B34INl9Mawur39hbHMKeWVCfgwggIVIGwEUORCtL/WZJbIB+V5f4xxVcvH37bxn7OQh4ziOcfv8HPWzo8UCSn4jKROwlI3l8gJY1ArVFio1vjCOVMS8mR/yPpT3GPUCKPd6dfateXNzs8S3dgGUvnoBhM+TjjGyOR7zqFNuDONBJvZ4lwAAEABJREFUrQmWVLm2xhXpXmIrE02v3L6QF+M8yrVVDsv4UPmms6axTePNLeyPAdW/5RrH0b7BsfuMfSR/uKbM/mp+VtgHYpqfd8Z1LqzBeCsrK2WutW9y46sT8s0Hah36Glt7oMxVZAPyvb6Mp51QAizsmiyyAWWvmUefBm2UtTmVuo4N2gGldljuH6jx1BsDqs56I5uyhuzeqVezhxpbJ6g8YHcxBmtusGZ5qDbFcPRmjUKRdg2wtDe3Nm2ugZJLn73wu98umc5CIdSJaH2TWaA6ZSaR2hfyYsxrr58y7YW8MjeLRTrRDfqr00aZF7ELKD/2Na7+bkY3qTygWxhTH32VawuUSTC2gNqHSpU1NB+pAa1pL5QLbYCS0xq1Uy61DqG81W4t+lizF55yoVxoL2BZF9R1UK5tgzn0sW8O9eaGaq/cPA3mhVqrc+OvIOuvj7YtnvbOhTJvBs1GvbZS862vry/mFGq9UKn+QGinj7mNK6+/kG92UgEoLtBGf8clX4T5Zl+5UC5SvOsFlNqgzoU+QiOoMsdnzgag3HAcrzKoMeIizbzWYFxj2QfKDWY83simLklIhbzQ1z5Qcre8ytQZV9iPA5r2TSwPy5qhjrPpG22xpA1NJ4XdMZQJbaX3BMYQ9yTGfen7QK7tvhz3YeyP/AzUB2AysUhywGvHp/Uh9Wk8m0XeT3fysyY70QV5WHDi9Jl4yStfE0/5F18VX/oVXx1P/aZnxhve8uMxWT0aus7IoxuIIdHCZ7TF4USXX6K7DJfP5CmLUBfZhuQ80LyQB5wbeWAyPX463p0HJs9+3vfHp3/GZ8dnf+H/EV/7tG/KQ5Pvjm/9ju+Of/m1/zr+j//zK+LFL39VvOs97y+/gbm+mUcok0n4WeN15f3s3LmzceHC+dje2sz7ZBenT18WJ/NA40IeoK7noUSX41rNg9McXczywMXauqwnR5CHOkNBrdUKI6ucY0g6dDkG5mj8kDYj5HgZqk16RKQ2bETO0cFoJpotMSTbkGz6z8JjDWOQR2XEkA93733/X8bTnv70+IInPzm+5Cn/PH7zt/59nDx9Og95jkf9DbO0y7UZMkmWVQLJJ1Nezlt+aORrloEzg5sgD94iMcinVabO9zBCRRnjEOmQqO9D1ZR+fRuSDDlXkZooRsZhSD5fQ0pnue65kYLVY3HL+a340be+PT7vyV8aX/LlXxVPe+a3x1d8zdfHl3zZv4wv/tJ/EZ/5OZ8Xz3/hi+IDH7oh+jw0o1+Jza1ZbOQe2MwfspZDqJXVOHnqdD50bUfXT8JD2e18wPR7gePsLCBPafsuMvuQteXhY5nJnTlvfw4PJ3MOcvaqbcScpl+I2aivTiiXVsS4ZW7n/yBkoLHlnB8iiyqZkotII2up15O5xVB+wOgBrL/9uJqH8/5W42///n+KZ33n8+KLnvLl8c3P+s540SteHW982zvizW//qXjtm348fvClr4yv+rpviH/4v/7jeM53f0+888/+PCara5GXYuT0lJz+Zq0HvEPmFeavGMLFtJaDkep8Nav1jc0I+sifWZTfsjx2/GS86c1vjad/0zPiK7/qa+L7XvD98Sfv/G9x+vIr4njqzud1evb8hYg8ADhy/HjWEtmMlsQXmV1YF8R2HmpO8oHRf57/xoz7GZ/52fFPPuOz4lue9ez40IdvjEibyAZZbe7bZOevDKIse0avSJvsL15V6DLsR1aWEUIs7FO24FUkgIC7j0W8Q+ZwBu7GDHjf0006RpNJ70uY0+cLsZMHfUJeqIOLXxvWBUj2AarcGA3NCFhcc012MWodDcYZ28EyDuznx7Z3hje+aLZAmLvPe53ws0pAzbWZB4xAMdfPuRPyCoF94wSiy+8FQNiMD+TttC+IbGNZdhcxgH28sbQR8kJeAJLiIzOuy755pMrlHZvnJsJxKDOeVJ0UKPH00UYYQzvnqAGqnT7a6C/sN3ufkZ1D9cqEcYVxPB+RV95gX9gHFnMJxN4Gdf322lsrVHvzWId0jCYzpvU5J9YOlPHDbqodLGUth3EA1aVWv+u0MyttjCsV5nGOgLDmC/nDWnPKC4MAJb/2QpmAKpdv0KdBWeOl9oX8OIe8UC7ktQMk+ezh88dOqQ+qTDuhgbTB/h2h01gjoAxMfozxIOWhTs7YT7nQT7mwcCd3LFPeoFzYlzYAZaGMB7UmeQGETR/jC3MIF86+Om20d0O54FLl2m1sbOQX4K1yY9Gu+ai3D5T8bhzhptCmodlJBXDgvMFuOdS+Pi2mvDmAsJnDGtW3+rURQMmjXDgmoa0+QrsWR16986KNsdUBZXzGEDFv2ssCkjI/+uqnf0OzK0b51vTa7rWB+hMebYBFXqDcbB278YAyNqjUuqzdtdM3sgHFH6oNVKqd9pHNWEKfBmMAZTzWpzxNF7HkRfOT2hfae4N0bPbNZTzrhhpTXliDvgLQPPRTDrWvThRlvsF+OSxl1trsgTJHe+NZY4O2QEaOMj7rLZ1LvJljDGM06AaUm402rd9qUDa2VX9XAexzMeY+4UUE2o7rkB9D/UVcy7gO0unTcJD+AS47LO+jaAYOPPCY1++V0XddTPILMOTD/LYf/kPeO6cxzUOefrIav/Bvfjle/bo3xJ/+xXvjz979vvi13/wP8erXviHe/b4PxMrR4zGji1ke6g1htKhtiNKrEt/J/hxznRZDSteOnYihn8br3/Jj8UVf8pR49eteHxtZx8k8OOzyp9MeTNx46+2xcuRYfPD6G+K7v/f58cxvfVb81r//7fDgIbL+Pu2GrKGfTPMA6rLYzkOJv3jPe+Ld731v/MV73xf9ZCXT9TEbsoauj0nadUm9f8a8Mcj41hDl0CFKI98buuSF/WTLq/lIFahLmzywtKe0Iu91OebhotB6jCGPNJYIe4ZOEzxNyzX7L//1v8a/+be/HH/+F++O//RHfxx/+q53xe3nzsfZC+tBP8m1oQLSO5E0EtYQUYMNsWwHSYZiNxSj8htfGclaiiDfhtQPxkxE8pGt2iWTffWRtCLmrdZy5NjJ+O3f/f34V9/wtPimb/m2uP7Gm+PoiZNxQx4eXXHl1dFNV4Jcr+tvvCl+6md/Nv75l/6f8cIffFG41nR9rPqbDRk7jxCL7V/d8OF4wQt/MJ7+jG+Jr3/qN8b1N9wY0zxcm6VN0OerC/+eZNd1OYo6t44lqwmpaHyhQ4r1lRSkwIMskRG0X0KD1EsKKO9KKox4KRTzXW9DhhhK/qHIqauZEvtDHsJul7/z6Dy+9y8/GM9+7vPia//10+KXf/U3yp8qOJaH75M8cN/Knxb4z593MopzOkQX59Y34i0/9rb4p5//z+Lf/sqvxqnLzoS/hTjJOT9+8lRcyO+yA4QH2THPGNlSUnqF5jzUtbaeOhNpEmkQSo4cORoeBF/I/ehvqIq3vOUt8f73vz9OnToVP/mT74g/+IM/jBtvuKF8b15dXY3jJ04EuT7nz5+P2khSMWTgAkr2IPeAv+mbTHwo1/6Gm24u/4T7nf/tz+LW284GdKFnq2zISEMKKjIGY6TVQpeG6ZldmYvAaLO0mqVePsn8ZU/Mu4fkcAbutxnwu+be5AfJ9trcG30ggH2hgCJvdUDtA7tsm166F81wLAdKXKCpL0n9HACKj4bG8vv9Th6W+v2g6dUJqLawpMqFvkJeQN5b8v6obAzjC3MAYQ4R2bQDiiyyAfkeYS0+g0v11X4lf/CiUh6qXesrM1bf9+W3/KT6tZyT/MGt0KZB38ZLtdcGKM8yypqNcazFvnZCXsg32LcWIa9cX6l96wJkyxpoJ4AyB83W3A1NZgyovk2nbIxpfjfUXsgb+9y5cyH08bxG6jjVOSafyY2hTCjXRp2QV6bOuE1m3zUBQn91kU37JLteykSzk9pvRo0Hyjy0eVKurZA3p2j6mDd1wjrVicY3e/UNc7dCgLIWQOmP36DK9FN+EFXWoA1UH3kBlPjW4ziaTCqaL1AOJLUZy4AyJ/rHAa3ZSvcdQAILFw2cjBbIfkumkXJlwKJgqLx6dS6y1D5UHbC4YNQZp+WxL4AyCOUuToO2kc06jO0GHV/4qSp+2utrrIbmI212UqGswbiNb75SWNZvHaJdDOYTUMdmTPtSWPoZxwtCmEcbZQLQvMwlLBdXobkcj9AHqq1+1qrML4fScWx1Y7RY2nnB668MKHntW1eDvsq0aQBC/3Yxx7xpK7QXiqHOR4unHGou9c1eXtgX8o4Zqi2gqABYrDFQ6o55M74whpA3znjelAmotelqX3vReGuWb4CaC9Cl7GHjOo/m0F6o1Me9oRyW9sqFNgJqDfoJdbC0bzZAGTMsdeNa9Ys9DaqtYvVCfgxg1/ypa3ZS628y+7C0t78X2o4BLLraLjrJACU3VJqixUtbsRBchIHqq+1B0E25FKqt/F4ZoPgQhzPwEZ8BH4QbwmOBctpWJV5/3mshD2RS1NHnAd1q1pgHFOfX45f+71+LG265PbqVI7GVB2prx07FDTfdEr/4S78c65s7eRzSZ8T0jYp0DPIt7zr5brYqH4q0iBTOGcLfVHv9G94YL3npy+LDN90UD3rQ1bGxcSHO3X5LXHnmsnjYw66Nxzzm0fkFfCu/NJ7N/sPid37nd+KpT31q/Nqv/bv0n8aRPMS8sLkVZ89vRJ8Hp7/5278bX/aVXxP/6z/53+NpT39GvPPP3hXH8kDl1JkrwgOYW8+ejdkQMZmuZO1RmgcSpUSyO0eRZTdN066OI3Kcscsw5q1aDamr6FKuD0l9NerwnZ0l1FYoq1y1mvPpai1CeXgvmeOY/xQ+HyZW8iBuOx92brjxxujzS/d0bS3nYiVmaSdKTdR6Ch81V41pnkySMrkx1IsouiHMr2fFvJdxZzkvQ4Fx0mz+mqlLDFnHXDQixO/+3u/HNz/jmfEH//E/xqMe/Zg4e+5s3HTjDXHNg66Ma695UDzhYx8fJ44di63NjfB/qnP+/Ll44xvfGN/+Hc+O7dlObOdh8yz3ZXTTPKhci1vOrsdP/uwvxk/8zC/E23/6F+LP3/uXMTDJ9c716CfJ93nAvR3+9mj0uXezLmsTUcbYRlap8iHlFZGNRHsNc6bRCLmKaidfjWpffljEqzmUVdivXIs0ZHeYuxKz9JxjGJKPoOvjzBVXxx//yZ+Ww8fXvv5N4VxccdWD4i8/8N/j1ltujquvuiL+p7/zt+N/+Z8/PT7tU58UD7/u2ug64sMf/nD4nW4nL4ZvfPo3x/fnwe3R46ci8sD+ltvP5sHtkcw43zOQyRLR2tCYrGOoh/VDitLEeoeURuK2228L/+7myZMn4siRtci0ceUVZ2LS5/0lr8OHXnNNXHH55eGfR+i7Lra38zo+e3v5EwlHck/HqA1zfsi4DZHjD/oY6PLg/ULuichrnLjxltvCQ9e5SyEeNxcm30j7FqPRiCw+ls1xRMpIRk1Fs5a6FtLEMIvlmg3J19eSq/3D98MZ+IKfH4QAABAASURBVEjOABDAvpTAgfJ9hveCAIg+77U+ywh5IFob8l4mWl/a+rC0U74XXd4zgPKs1HRQ+z6/NNnFKBAtRmQz7xjqUhzGEvLAnZ47Y+mzF8YSzoU28uYS9rWf5ue4VEDNCZUq00dboIzBvjCGkI9sQL5H7OShqvbmVG+/KEZvQJlLfdVrp1peX3lgMX71ygVQ6pDXHwibNo7FtZdvsA6gxGoy7fUHyp5RDtVGuXUYWz7mDSh5tRVA2LRpOYGSR7kwhuc6gN0yZu2BhZ39lq9RZUInqLbGUg8oXuwVoMy5eqFfg31hHyhjbfOhHChjktcm5k2+yaDGV+W4pZ7NbG5u5ufott1w/DL6aNNyyPvZbzz1FwNQ5gP2U31gt9y4sJS1vrYCqk65tUitQQBlzMqAMo+xp2k3FgHj7j6+2yeZC1qgVoRiJ0moA8qitH7Mm8UJ/UTTA6V4ZeqBsqlckBZP6kZx4ynXV6pMXWTT10VrF0yjxoUaU3v9jGOMdCsL7YKK5mOc5qeNtvoJfQVQFti8QBmDvH7CA1D9msw6zS9V1jabNjFvQJk769Cu6axHmVT52Nc+EDbtrVE9UGKtrKyUL6vWZH5h/jZeeWMo17cBlv7m1i6yASWuMmOIVpcxrCGyreWDlDC/evMbo0F/ee2FNaRbWfvWVybsG7vB/qXkxtFGaNegHCjr5jjtW0cbg/1ma21jAIs1BkI/xxTZ9tYFlBuJ+YV642rvXBgXah3pXsasXtgX2kj1b1APKN4HdcJcwlzGEFB91BtLujdAkzWq3xhAmTdYUmNoL+QBya7xNJ1UQLUphqM3daPuJdk7YwuUeh0DVB64ZNxD5eEMPBBnYLlrh8hPslKi969ZHkDkKwTdJIKu/F+nb7jx5vi3eQB52RVXBh5K3HYuVo4ci8nqkfjxt7+jPPAPkQcUaW/EdIzIyBFD1GaWLg8x8oAg7aLo2nu1+b3f+71485vfUg5Drn3oQ+LWm2+Mj33Mx8SP/PDL4h1ve3O8/rWvire++Q3xi7/ws/EF/+zz4rabb4rTp07G1tZGPPOZz4g/+uP/kvHJQ8iTwXQthslqfPDDt8R7PnB9rJ28PN755++OC9s7cXZ9I265PQ828kv4ytqRWPNQazaLAWKWEzNkbbNdyLqbLql2Q46hoo9I24oIT18GYxSQMbsYoo9ZYtBn7j9LOnOu5nTMDxlPZLBYtiFSnLEi25A0UXLMZzjjnLtwvvxGn7FXjxyNzRzrStLIPI53IOvJIAsqL5pcfg+i9dNmNueThG0eLbtZWwqGHN8sUWjmnCWG9EtV1mud3XIe0ks5g+/lLV7wghfEjTfeFFdccUU9LLvyTDzz6U+NH331K+L1r3llvPqVL43XvuaH4/nP++64+orLY9jZjq08jHzta34kfuzHfjxzdLkf12LoJrnGW3Hb+lZcf+u5mBy7LE5cfnX85QdvKH8TcTtrpF8pdpt5aLmTdUY/ydqs7wCkfkZf4g9Zd0WXfWJwfAtEpDqGcKyJlKsXs4wxpHKYy1yjmbLsS8Uw54td2kZBjFoueOk1i1laDCnJvZCca/6ud78nfvCHXlp+KHDtdY8I/6biB/77B+PzP+/z4o2ve038+JteF6962Yvje5/77Hj1K14SP/8z74iXv/TF8eQv+mdxPg98V6aT8DcTX/XqV8Wb8loccq766Wo4T4P1Zn+WGDJfRaYvr929vZUOKfB/ZLOZ6+WfRDifB47Hjx2N537nc+JzPuuz4uOf8Dfi6772a+JTn/QpsTLpyp9NWFmZhvUMeaA3y+szSk7n3UeJSkvWnLch4eHpJGu15tlATFZXI3IvyPeTaQCJyDYkcn3yfQhy3ck162KW4xPFfyFXl4aLF+mYsL/AMOekItJbKuKwHc7AA2YGgID9+EgU6DOuzxFDHjK2fPLK1MmP5faFMinsrxuIrusWAMLW7Btf7x/27jyAfXNlXGMJ+RZtzDfZXgo1XqsXKCZQqTE288DI53x5lc6L38v0UQaU58TVvLf5HAyU50L/RJk1QY0l3+yNI2+sJlfWzw+ClemvDNg3ZuUN2grjWZMxGuw3O3kBy3iu89hPfbOXOk5jy2unvTVLlfns77h93jWn/kJemXNnDH2VTaf5+TE/q9DPMQJlrxgXiJMnT8aJEyeKTJvIps469DensYzb4qdJsVdufvNZo/bq5LVv1FjaQp0LfRqgygBdQzvjCKgyIByfMY1lPo0bbbHUKbcPhH1rUKa/1L0l1OnvWI1rXqj5tLsUgLJH9toYw9yNNr71zdfySoWyFkd7YPGsr58AyljUC6C5FFvjtHHCUrcwmjPp2y0cslMmGygyAzgxFqROH6gTb99JAsopsrbqhckFsCuecYQ67UX7KaqTrs5FEVBrMI9ybfUTjVdnP7LJOzHS7C7qdwMrM4Zy7d205rOvHCibFyj1utGMFdnk9QfKAuvf+sbQznqVWZfx9BHpXjapvHb66iPVTujrBaWvXzLHemvXr1HnW19zAaXmyGZfv9tuuy38uwHaHz16NDVRNol5xlChj7mVy0v1FfLKAE3D2MIazW9N6t0bUnXOqX462NfW+MCiTuWOIbLpl6TMKVCoMn2EOdR7Q7cP2F3YaQt1L7b5LQb5BtXWepwLY1m3uZXZF8awTuXq07XsG/vamVu98mavXFuouZXbV26dxtRfP+vSV15qPGXaaqMfUPZc84VaO1S5vtpFNmnrQ82f4jInyltMazKeOusByhrIC/XWIfTRN7JZ1ziHfT8gpMbTV33rO7dAiW1M9VDrj2xAuTdon91Sp9R+g/FE60u1EbCMZf+OAJQcQKmp1QOEzTzCHAdBm73QbiwDFjmAsepAHi5uszf2gQEOhf9DzEDbJeTzsWiD9rrayC/AXn+reTDnP8Gkn4Z/U+2nfvpn4zZ/E2qaBzdBPPZxj8+H9rzmBuLmW2+Ln/uFX4wuv/ANqaPrY5Za78HGBsK/IzfzEC51QX4PSIV/VzA/eWOln8RaflH85V/+t3H9h/4qrrriTNxy4w3xaZ/8xHjT614Vn/Y3nxAPvux4nDl5JCZ5hHTNlZfFC5733Pi2Zz49Zlvr4YHFDTdcH29729vCes9vbsfq8VNx6/mtePd/vz5mK8diWDkarK7Feh46buZhxmTtSB5SroT/9PRCjrnP/P6m4LkL63Ekv5Bu5kPSFkR/5EhIZ1m3vyk3Wc3xZ/0X1jeDbpoHfsSWfzAvZZM8MHH+cgrCAw/na/XIsfBAbBZd2kZMV9ZiMw8Gt/1DeF0fOzl/dJPwkCQKjehzjsu90jpzTr2P9JNJQORnxixs4MxFqHOu6broch5PX3Z53gdnsbG5lXFWw/95x9qx4zGZrsZsiJRNYnNrK/vT2M74mT7r34lI/z4PaXZy3NOV1fAwZwjSh7C+Ibr0XUnfnex30UH4P3aJjNGl75BF6dtPVmJrRuwMadNPY5YJ+r6PbcccXWyn4SyhT7pkWuJozvG//83fjD/9b++MI2urcfbWW+OhD746XvoDL4jP/cx/FE941HURG7fFZGcjHnr1mfhH//DvxWtf9Yr4+I99XGxdOBdnLjsVb3/bj8ftZ8/FbWfPx3bmWTl6Ij500+0xPXY6Jombcy/MpmsRWd8OfVzY2ik8OS/bab+5E8Vv1vUh/FMAG7M0WTsW55NZPZJzmPvnptzrq0ePlfl1jlbXjkbQxfrGZth3DiNj+D//cc77jL+e+5GUreSey/POoJ/Eavp5OLi1M4R7Yogur5ku53c7+lx/r52u7zNUn2s+ZI5cBwjXu0/5MD+UW8k959yamzxUfevb3hG/+uu/FcdPXpa+01yjrXjmN39zfP/3Pi8+Na+jK46vRLd9No5NZ5ErFdNhK/7Okz4pvuc7nx3f8s1Pj/Xz5+LE8aM5vs34gRe9KN73gQ/EbOjyau5jJ6lzN3R90E/DnH2OZXt723P3mEz6iLTMtxzHVhzJeTqf15NzQvpM05bU+xuPfUfsbG3Gtdc8OJ7z7GfFm17/+viiL/iCOJY/ZHZfDbPtmPREn8iT5gjHO0S4v5zDWXR2cs6M2IUy0efeHcg6+j7rJtcl9/rqamzlYXVkziHzu7+9PlZXj0QOJHIJgry+lG9ubccMIhMVeWScLq+LoAv1A4TXzUrm2cg1B6LL/b9j/Jg3hpSR6AJYIO5hg3sv1j0sZTEmeODUdE/HdEf+wMJkGIYFD0v5Qng/MNbU0NK3vhT216lcaA/sW1flewFLu7HOOGKWnwlS0fRAXkp9ia9cGyEPVTedTotNZFOuPtni0+d16HPfTn5+K2todtp6H5J6PQr5Zm/fGJD3i1w7dUJ/Id9iSgFJyQ0U6vci0eJooJ95y/067wPqzCVgmavVoY/5gDJWx2xMEdn0bzwQ6oFw7MZMk/x838nP023Zol9ZWSlUX2Nbk9S6NjY2wr5xhHJradS42hlM/5ZDmWNSbj36Gkv9at5Ppc3GGD67mUf7Frvl0dYYUmX6QR2bcc0rjKO/vPYNxmvxtZG3NuPpLzWu9tZgfH2AMnZt9dNGufb6AeW8oen01QYI5xQoZxzmsy7hGZK+wvMLZfro2+r2jEW5uYyj3JzaKdPWGu1D3VvKtAHK+raajKOdNRjLvrbGEersN9+xDMjP5EnZZ/qZUzvnyb6wNmEcoHxmaRPZlOkjbTlSXOpTrsy+OYUybYX9plPuGmivXJjDvEDY16b5qRPaK5Pa104ApU4gbI7HMyh1ewEUW/27yGYwgwqNU1QKUH5HAMqNQB/R/OUbYLcN1D5QCmmDNpeTYh0OwI0Vo2bshpG4sGUwebORtnjybkgncuynXJivyYFSi3JhDGuwFu1gqY9syoyrDVAuqmarznG4QY0ljCe0t2/eZqOfMnXaAJkhyho0O21aXGmzU66NDkBZC/XWZnx19gVQNv7YV3lkM78XsDVkt2xoLzj97avXT8gLIPxbDc0Oan5tgBLD+oRxgDLHQLSm/FLwBqs/VB9gMUbzOkbH2sZh3BZPmXrRbOXHABZz0sYENQewWIMWM/Y0azOPYv0du5CHejNVr3+j6p1nqXKhPyApaDLtoNahQh9hfG3kG4AyN9qpE/JCvsE6rFsACx+ovLEB3YoOKn+Qf5ONqY72pcCuGIDiBcwlgF12+ouF4b3AwDJHy3lHYYE7MjnUH87APZqBtsPyGTkWfEZsvB/k6/lg7QP68RMn4+y583H9h2+MX/13vx5nzpzJL2Tn47qHXRtf9mVfFv5dNu8ZHkT8yq/839m/EJPpSnjY2OdDe9f3sTxsyvtK7u/ZQMwyn49vXYdnAuE/y/TQ4Q//4A/i+PFj4ReFtekkvvYrvyKOrfRx4ZYPx2z99rj+A++Nqy47Edvr52L97C3xxV/4+fHkL/i8OHXyeHzOZ39W/IN/8P8P789rx47Feh4wrZ04Fh+4/qaYHjsVH77tfKwcPxFXPviamB45Glv5ELKTM3DkUK2LAAAQAElEQVT6iiuiX1mJ28+fD/9Wov88+4abbwkPKMUteaB1/PTl0eXBoV/5t9NvazbEVQ95aB4kDnlQsxOnUu/hh/Owkgdoszzk2MwDicuvvDK6yUpM8vBzFn3S1djaVtvFZZnXg8HNdPS3FOVn5Mj7SR5wDOWfiR/Pn87fevttQddlno2w4VtCKobkI8cR2U6fviz8G3gejk7y4MuDkssvP1MOjruMO81Dkz6p/GYeGp04dSq2Mr80uknclms9zUOZ9Tyg9BBsJQ/M/Cft1raWB3r9ZDUGzCoiVnKN+lzD2WwnvM9H12eMC3HC+fCwaqAc2rjea/lDSvP2OR/0fVmnIf0iD5a2Njfine/8k/A7zJD91TxU+6ef9b/Hxzz82tg8f3ucu/n6ODaNWO2GmG2cjyEPnR/9iIfFC773u+JT/tYT46F5iPXVX/mV4Q9Vjx47HjmkOHb8WETWe3ZjJ7ZiEn0eJHoQvJIHXCcvuyLX92g5aDx9xVU5BxGd85XzOM0D43MbW+FB2yR9jLF67GT81YdvDg9Wr3vko+Ls+fXwEFL81Yeuz3xD7oHLylg38rBxO0+0zlx5dezk+N0rp89cEdM8cDx77kIM0aVdHoTmHExzfrvpSu7V7XAPGO/MVVfHh2+6Oc486MFx29mzsZGHdMdPnMjr7kJEmfvIGLPoui5BbOaBmfO5knX/wX/6o/jRN745Yx2Lk6cuiw996EPx9Kc9Nb7w8z43jkyJyWwjVmIzVvPQcTps5kHkhRg2z8VsM+nWRnzpP//i+Man/utMMMtD4bX8vnU23vGOd8Sp3CdBl5M0CffDZu7hWfbJPbOdB8srua+m02ls5kF+l3V5T1B2e/7AQr/VvN5mQ9a6vRUnc0+vrKzkULKf9t5DvBddyINP7wHHjh1NXcSx3C/n/ftcZ29PnxOxmuu2E5GHwRuxltf3NPvTzHv02IlMMcn1PhmT6Up86PobknZhvgvrOd60O5v72sPQIf31sX8098lkdTWv+wt5P+rCddgJ4mQe4E/n63Iy9/FqrptzvJn3Ew+fL+S98bj3xfMXousnGZGylx33kPeGFJSXvCidfBvz2T18Hc7AA24G3KNiXBgw7ob6MZpSGRBAeC1A5eMutJ08XNwbp7krb3HHMuViloeeTX4xOo5vrD7vwUJeGEMYTxhHqkxs5GHeVn42ykMdn/7e76Z5/9vOz1RhHm30Bcp8GN9+k8sL+w1QbWFJofLNH2ofCP3MJwWiNWCRU7/I1nIlW9YIKNS+No7BsWnnmATUHMZXro229tsY7a+srITnJ/L6aScFyn7R1joB0y3qNp9y9WLsYw6hQ4vr+YqfMU2uTt4Ywr65XQuo92VzGFvdsfzckI5jqDNGy62vMZQbU7njk/rd2HkwBhAeNOrboFz9XqhX5jiMbQ7jKTOPen2hzg9Q1gbYtY7atxj6Q51f5SIOaMpFy6GJ/TGVByQLAGEOYU6hX0NERGtAqVcbqDU5rjb3QDjuFgsori1Wo0V4iTeofs2k+Tk210q5MukYTdbtLQBYTHDTOQhhX8g3xLwZ0AE2WIBQrU7I74X2yowHlAuh+TlBUAfY/BvVR+ztQ7WHSo0FlMWQ195cQn8hLwC7BUCZh5g3/caYi8si6qsOKD72I1vLp04AZQOpt+/YtYG6GbwI2pjVq1MmD9VXGbD4aYD2xmuAOgao9vrqI4Uqcw0jm/KG7JY5Mg4sY+inrlGg2EGljkEfY0KVyQv9BFDmxVqFOn1E3EEDFnMW2awDah5rt5/iEt94xhbygKoCYFfdsLuvvdC4xWy8/XEu5WKvHGrMpmt6qPIWwzzWqL5BHwHVVl6ddtrbB8o4lQHRmnZib1+ZOEhuLaLFbnb2BdT4wGLejKOd0FcoE8pE48dUXgCSRTygjAdYyOI+brDM5Tjvaro2xrvqd2h/OAOXmgEf+JkbNGrX+yuQXxqjoMsv1ZPV1fjDPNj4r3/yzhTOYqXv45M/6ZPi0//B348n/I2PDX38W21//Md/nIdI/61cY1v5Rdy923V9HpYMiXT1oCpj72QiD+rM26Us8vF/Z2crPHw4m4cNt956a4l5+vTpeNDVV8XOxno87GEPCbY34rqHXB233nh9Hidtx/bm+ehjJ/7V135VvOVNb4iXvPhF8Y//yT+OP/2zP4s3vvFN8Yu/9Evxq7/+2/Gnf/GeiMlqHD15Og+ahvi5X/zFeO3rXx8vfcUr4odf8+r4yZ/+6XKosXLkSPg/vNmcDXlYdCS2g/hQHjr98q/9Rnz11z81nvLlXxFf/a++Pp729G+O17/xLfH2t78jpqtH43jG9TfD/M3JW2+/Pcj5cd6Grstc/1d8+3OeG6/44dfEBz90Y/j3B6d5wHckDz9+/hf+TXzv970wXvySl8c3PeNb4wde9JL47d/5/XKoOaMrv813y623x1UPuibr3onJdCVnrr5cvxiSTziP8kPWe8utt8WpnLdjedB60823hIcuszSbTHMN//A/xnc977vji5785PiCL/rC+KIv/uLM+4zym6vvfu/7yqGn/6MXD78c1/k8hPvJn/m5+K7veX48/wU/GN//gy/OMdwQfc7l9s4QO/nA1zvWHOcs52w2kPNxJKKb5KHOerz+TW+JH3rZK+KlL3tlvP4Nbwprmw2RpRLk+Nwffa7/dNLFtO/i/e97b5w4cbx8J/PL5JOe9KQ4kntvmjZH8xB6kmt98w1/FadPHI2TR1fjfe9+V1x7zYPihd/3/Hjrm98Yn/tPPycekgeRf/Hn74rX/ejr46d/7v+K//xH/yVO52Hj9oz07uNXfvXX4+U//Nr4nu99QbzwB14cL3vFq+Kdf/qumGU9rvtOHg7eloeEJ06fCX8D0v8hzve/6IfiG77pGfEd3/U98TVf9w25/s+In/n5X4z3f+Cvcs4iPDDcCeJs+uVZXMyizz0wjf/wO78b3/bs58Qzv/Xb4+WvfE3O3YfjsjNXxkAf//E//1E8P9f+q77m6+Lrv+EbS8xnPfs746d/9hfiPe/7QFyVh+QfvuHDuZaXR2RN5y5ciJU8SBuIoOvy2pwlJbp+EluZlH6acSfxS7/ya/HB62+Mk1m/B9Gf8HFPiM//p58dl59Yi/Vbbwy8ZnbWY5KHjyvsRHrHNOmUWUzzcHfKEF/4+Z8b/+Dv/f/iEQ9/WHzxk78wr/W/GRvr52MrD0IHuvjz97w/3vPev4x3v+d9cePNt8TxPIzzN2ov5HU6zYPjWe6L8luPee/oJytxZR7EfuiGG+P3/+AP49d/4zfi//nd34kL61lD2q6srpVr/c///C/i+jw4fM973hP+D2m2c0y3nz0Xx0+dLnv41ttuj1tuvy0uz4Pc6z98U/zMz/1CPOvbvyPn7ZvjW5/17Piu531PvOOnfjr8n85cd921uQYR07xe/J/ezHLTeQhvTTt5Mr2T/ZMnT8VWHnbckLGuvibvLZNJ/Oc//n/jTW/58Xj2c74rvuIrvzq+5dueFc/97ufFW3/sbXEhr4XLr7wqrr7moTHJ69e/idnn4eeQ676ZB8CTyTTIuYnWXKjIxdqHZnBID2fgns7Ave/vPVnsjQwEkPedYZdK2wYVUO0a3yggW2IAF6WzvHcIjWFpZ988sJQBigvUFWb+Zl/YhaXdTl7z4/hd3kuBUo+2Yx9Yysc6ffzcgzofLaa+DdoLQLJA01vDQWh62O1nAKj55K1BGGM7v2tZg/IGoIxJG6CJy73WHECoi2xA4Sd5DzSWenXjMZpHKI95A0oOu0CJsZk/UNrKA9pWD1QbIGz6C3MYT2jbYE712qrTTl6Z9Um1EfLqBBDKtFeuLVC+Sxg7simb5meScZtMW32UQX5HyP2RpsXPw2bHYx9qLGM4R/rr4wGk/trYhzpO+8qVSRuAMmfmFdppI7Uvr639MYAyv+qBMlbHC4RNH3XyDcoa1MnrYx6gXMvKxP/H3n/AWVaU28PwWnvvkzpOJGcJCigiomAGFVCCCRVRFBUxkFSSknMUJEpQJJjFHFAJivGa9ZoDiEoaJvZ0PHl/a9Xu6j4zDFzU+/v0/t/Zc9apqifXU7XDefp0T9SxnOExyVViJWd1zF8dZME33T7c2rbhPlnYc99Yne7YTCfpZiY+D8iCtnrfY8fr9TCiTdNJhvjdN8xL/EYyJJMsArYBsqBBB8kZPjnbhw4H6cmRhXGSohYvsrBnHwWleO8d++TwBjLHtryhSIafYPqn7yRnfEMHWdgnGSZjW47XkzVsy2PTSeqhpxSKdbZtumVkZkbXsRvkrD3LRPgEMd/2bNtw3zTzbNOINk133635tmMdt5azrvkRZf2kwrGRhX+yaC1nefPcd2u4b1jfNk0j6eEqG8T+nUszSIb5um9dw32SbsLJ3Rujidat6MOGZR2HYX+GaZYhV82vebZjPlnYdhyWNciCZr7RSyMZYiSLNvIcg+F5xhjMs13T3JI0aRWQDPvG/AjLrw7HYWD6cN+wL7cmx9Z9ksEuWfgkGeKGDuvEHMSWJJxL+7Udy0g0rFXMVRy7fSSQs35sx3Ik9SGkFc4V+7PtXp5lPDbcN0i6mYmZLMaWMcwkZ2kkHyZrmdVBzsr18shV6SR72aFPztJIBn9k0caYgqDeyFn66jyxH/ayjBEZvf1I+0fb/w0b/6jPtfL/b2ZA9QUETE/PffgzRYTofvAq61qc6IHUH9qpD9df/fo3UCqX0ZyaxDrz5+AFuz8XfbUKXrLfPqE4MaCfLPv6cvvtt6PZbOk+WEZDD6M5dE8W2p12uI51wzeERA2Ou4i/Wim3IHWuJZkKDgMYnZhEq93VvUIiObD0wQfRajQwoSJEp1XHYH8NfZWyaFOKZx7WV6Gyrtj866P333cvzjzzjPAf07z1rW8NhTwXOhrT30y7WIW0C993ES677HK876KLcdLJp+CPf/ozpuoNzbES4G9CXnf9Tdj/VQeoEHFqKDh974c/xp3f+z5uVqHj7PPOx2lnnq1C3utwm4o+LgDNmbdABaYFyCoVuBgzpXivu/4GXHzpZTjljLPxiU9/BmmprCLHx7Hni/bG2w87QoWpa3CdimVfvuVruPa6D+MNb3ozDnjt6yTzSXSZhOLOsqUqXILKaQleK6eOgCgFEI6CMjAwgBUjI1i2bBnWW299VGt9+M3v/oBD3nIoDjn00PD3NX/9299g0UOL8ae77sJnPvs5nHHmWXjVAa/B57/4JSxdMYJ5C1T0lfXawBC+94Mf4X0qwF117YfwvosvxXd/8EPU+gfRdiFHaOuBXasUIoDWb6rRhPV+8OOf4v2XX4krPnA13vf+S/BVzc/fXgj3jG5He7CLNAFUSgP1obOsvZWmafifivtk30Xa+xc9pDw2NW/tJeXS+v4PS1YsX4aVIyuw2SaboKt9tcH668J/B3TxQw+GPXnH7bfhgvPPw7ve9S5cc8014Z7lZ7sFCxbg29/+Di6++P248gNX4eOf+CSuFewxsgAAEABJREFUU85vve12ZPpgUtd+pfZ8vwpqP1Wx9j0nnIQj33k0rrz6WhX2vokvf+0buOPb38VnPv8lXHjRJXjdGw7W/rlEuVyCUIQGwzcZXZganjsP3/v+D3H9jR/F51TEvenjn1SRu4Wf/fK/VZA8Ea8/+E0hN3d8604Vym/FzZ/7PLwH3qui1zHHvwffkp/awCDqyqdz3fA5pYKX85eqYEtS50YXJEHlLSmVsUgFyy9+5WsqXm6Ihj4Ees5vf+uhKj72YXTpIvSXtIe0eZK8q7xLN+8gIyBzGneAbhsrli9BqmLkeeeehY/eeD3OPO0U7PbcZ2FqYhT+ten7HlgUcvLqA1+Hl7z05Tjn3PPQbHX0fAH4uSnXTujoHC/r3CwpXmgP//3+B3D8e07Aa1//BrztsMOl/278UXsvSUtwQfNnP/9vvOHgNwpv0j59K76ivTKoQm211q9rSxP+Nu98Ff+mlIMTTz0d+7/6ABx93PH40ldvCXv2Ix/7GG646SOBtvc+++JsFZcf9N/61AfzlStHkSgGP/e7GJmkWcjp8pER+HwdGB7GLbq2+bx75QEHSvd8Fc4/ht/+4U/4korM137oOpx34YV4jc7J8y54H/7y179hUGs7paKjbSXaN13kKsbnSFTM0PSVC2fBPSUXBZQSEYq+OmtfazPQm4H/tT5JkI+Mx+po9WdOsrC5uj7JVUi+PvXqkqvyVxFew4As5HttWIzkzLw8NnplyIfzLUPSTUCUd+s4Izw2LERyxo/PZ4OcpZFF37KGbURdy/oeZrhvWOaRYL2IKBPHttsL06NMpJtGMpJDa1ro6I3kzFw0DPeLyI+xeWx75ptG0t1VZMmCZtkIkuF6Rxb3oabunQZZyEKHZdWEF8kgj+mD5Exs5Kr9aZFVGrKQ8TcQfZ/xZ1wLOHbDsUea6Ub07/Uwz/B9wDzTrENyJq6OnmUMP8dGm5axHdNNa+g5xPM0zS2mD9ub7oZ5xX5vax2Pbcf2PCYZ/JPF/Mwz/ZEAHb08xxd92yZZ2JHYGuOwvEHSIgHRngfRf2xNi3zTPCYZbJP0sOd+h1DgNtExuR7lnJMMMrZjG72tZR2P5QyysGn66iBX5ZGciaPXpvur65pmJN4ATpQHhhc70qzkAB8NntijwTZXh+1GWm+fJDxp27NPby6SFpmZGMnQD0S9OVlqwgnqeRjWNY0sEu2+5SLIgm45x+E2wmPDY9uyLkk3wS/JVVrnyjmzjoWsY3hsf2Qh77FtGu6TDBvdm4IkbMMnUNQlCz3bNy3qWdcwzTrOkWXMJwkf7pvvlmSI17H06lnOeSaLXJhHFrLmxbH1SJo0s2kjz/ruGxZwa7+Oy3CfLOw7Fo+NyLO8EXXdXxOsY33LGZZxSxZxuW++5aJtj/8nRDvWj31y1qZpJEP+LEMWfZIeBsT8WDb6Cwy9mWeQDDZIioqQR8taJxDW8EYy6HhOZtuOW+uZZt1IM52kmxmY70Fs3ScZbFqPZNh/vfzYd2ug5yAZRiRnbEQ7ZEGzAFn0yaI17dFgP0avDMkQm+1DR+ST1Ogfe0Vdt4a13UZ4/GggGea7usxj1V9db+14bQZiBqgOc6IA1AoACARAR7lcDg8RWSkDtBf9Afv3f/wzvv/DH6La16eLSQfbbvM47PjEbVFKgKfv/BSss3A+/A02nz933nln+A9k/KsuHRWo5C6cW019YE/14R8qfgBdFQVyUG2309K9tA25QkmFu4HBYaQlFRcH5uC+Bxfj1ju+jUTj4bkL0T80R/frUvhVnxEVENqtJlyAGl25Ap12E/47kF21tttQMTJVYaDVqGNyYgzjYysxPDSIph4gp/xNNRVNBvqH0F8bQEuFDXSJ/r5B2cuxaNFinHbaGTj//Atxv2IYm6yHbyXWmx34168ryoOLQ4uXrsDv/vBnHHbkO3G9CiCpcudfXV45Pq45lJGVK6EgtclmW2DBuuthZHwifFPr3cccCxdl+lToWj4yCqYlTDVacN/Fv7/+/T68X0XLM1TgnKzXkTPBgIpRU1N1EAjAIxwuOg0NDStHfaD0li1bgbcc+jb86le/BjSu1mooK89d5BpTpBQDimPRQ0twyqmn430XX6JUpBifaoRC4hOf/BTU+odRHRiGfyX5G7fdAaQpEhXqmCRaO1mSKRmCCzJgqn1Sxbfu/K6KYF0MzpmHweE52O8lL8VGG22MNCGILqjiV0n9XOvvb9d5HTfdbHP4V1/r7RwjE3V863v/haTSh4p8j0010T84R/kH/KvF/hZbQ+vvfeBnkqnJcfjvFtYnxlW0mkSnWQ+g7M8dGkCtkqHdmAq8topzqXxDe3HFimX48Y/+SwWkNoaHh1REK+PW276Bdx9zND59881wMa2pvQIkKub2o1ztx4rRcRXIp7BybBIfvvEmvOuY43D3X/8O/43IJCtrr3TR8jdENVPv2XXX3xgjYxP4+u134M2HvAU3q+g7oWK31z8tVZSfuViwznqYrDdh/Vtv/ybe9o7DcN2Hb8CcefMwNGduWM+xsTGF3EHKBCTR0Qembg6k8smkpELzH/G3+x9EWqqGb2NuvdVWePYzd0VrahwDJaKa5iipYJZov+UgMA2lIdhqK59zhweRpZItpzqfiPGR5Vh039/RaUxioK8Szj//GrJ/pdzfTrz/wUWKe0q7qbCXJCkC0gyjo2Pa1010dRH4811/0TznodI3hHpb668YvZ86eQL/vVbHPTY5hft17k3W2yp41tFNMnSUd39z2f951CGHvh1XXfvBsK/mzFuIkvbG4PBcDM+dL8xDVipDrnDRxRfj7HPOhfOVaq+Ojo5qXR17hiwrIdXetU5DH5qvuPIDOPHkk/H7P96FPhXcvb7GvcpjXT+wSGRzUkXgxfohwNXXXovTzjpbxck/Yv7CdeGCaKp8lqs1hB/UMAFiTnMgBKPxbPFRtLWvtRn4P5wBkiBn4amQs+NwTdIPlPy5wc+s5keQjN1HbEkG+9a1DcPCJJEkCUyPwPRBMvDMx/RhmelusBf7qa4HUc4ytm+4H2UerfX8emE9kuG6Wtb9/9F0zbNvspijxwZJNyFO2/OALGjuR5AFzfH6c6dlSYa5o+cwPaKHHHLnMVnYcT/K2ab7JV3PTLd9w/2YM/M9dmu4b7hvuN+nZ6NqtarrbBbiMt22I5w700gGfrRNFjFZrpcf8wUdphvqzszFY8N6BlnYsR/DstGHx35WsM1M9wDreY4kQ7xk0Uad/v5+GJaPtF5923MtxDzbIwvfHpMM84u6mD4ci+O0nlvzDbM9dkzuGyTDPCONLOxbzvqO3XJeM9twPGQhQz68JQnrGtGm9a0b4fhIhr1IFq1lLG8998lV6eZFkLM8y0aQD6dHHbdR7rG0vfIkZ/JMMuQLj3BYz3fomcnFSbslHx4g+XCak2DY2OqIdPs3z20EWdjyRcL+LGuY77HhftQjC3nTDNMtb7kIspAhZ1tvUMObwYsZN6b1I2zHfLe2bXsk3Q2FQdNNs67hvnW94dw3bNtw3zwru2/5SDfNPNtz67FtrA7zyOLkM4+cXchojyz43vi2Z1/e+L35tK59kMVcbNeybknCcWH6sH60bb51bdt0g+TD9gnJ8KDs3NmM/RuW99itbbolucrGJIuxfcWY3F8d/paFEWNxzJaxT7fRNknEg2SI1TzLGOa5Ndw33Cfp7gysYx9kQSdnW5LBLskgb/3QmX4jOTNHz9u5sIxjNaDD9tUEO/YTx6ZZ1i3JwDcv5sZ0wzKG+2SxB+zLtgzrkDT7YSc/yWCXnG2jLSuQxT7rpZluRBo5q0vSrBmQq47NsJ7hvtHbj2PTDI//t0GuGpP99OKx+iNXtfNY9f5Pyq0N+v9PGSAoTwbUK9pcPYRDZyNIgkkKfzg3p6IP17fefjv8YdzfXmTexh4v2E0FpDbQbWHD9dfDHs/fXUXHJahWyrj//vvwy1/+UnYSPdSV1BKJihHFh3CAKj4lzGEU337sAKqAJGkCSu65u78A99z7gIoPZSSVflxx9YdwzXU3YmyqhXY3AZJM9kpIFGO/inK+b5RULF2wcAHqk5No1qfwnGc9A1d/4AocdcRheNdRR2Cj9dfFPBWXJkZXwsWb1x74WhVmno0dn7wjdt7pqdjnxftg7tx5GHbxU/aPPPKd+NQnb1ahrk+FnwHMmTMf++73Mpxw8ik4/r0n4NC3vx2P33Z7lGt9YFZWgW4IZ519Lr5+6+0ItDRF3+CgChQNNFUkGhkbx4QKej//5a/woeuvV7FkLrJSGU/aYceZguQ+KtBt9fgnqOC5aLro1cZnPv95+BuafQMDcMEtVfEE4dDKKKEMfWgtBEC5Rbg/+hpeqVRC0eWOO+7A31Qca6kAvNtuu6uoej5uuOEGfOxjH8NZZ52F3V/wfKxYOaKi3jBSxXTzZz6n4uflmKOijgtiz3ne87H+RpvAeR+etwC//PVvwq/eVrQvMsWTJEl4qE01ZzBBogf7u/5yL772jdvRNzCIdqeLDTbaCPvstx/Gxse01B34G3h5p43im3eaCxFs7LTzztKvqECVo3/uAnz+K1/Hue+7BL/5491YuMEmaCPVPuygrrk4VpnGHBXnvAd8jS0phv6+KnZ7zrNxwKv2x6tf8TJsveXmGFn2EKoZMTW+Ek976k543YGvwcte+hK88AW746Uv2RcbbLCeCpNTKkTX8bOf/gTvfe97VYRehPkLFoQi1o477oh3HHYYTj/jTBz17mPwzqOPxaabPy58W3RYcf7sF/+NM1Qs7mr+Xn8XjEdV5O5T4VQTUjFXxdCcuPZDH1bhcgIDQ0PYbvsn4q1vewcuvOjisKeev8ee6FfhuKVJOV+pcnvuBRfglq99HSMqoHn9FyxYCJLIdb5AR44cPicTnTdd+f7lr38binwdEO12Bzvt9BSkkslUxivlTTQnRrWPusqj1owpugKl6zUr6YNnuVxCXedPIh0XcKdUtB+olbHReir2sYvJsVGdE1X5JFasHNPUSlCdFY5tSHOa0Pk3MTGJtva84zfCnwDIgQceWqzzNw9rN6i91e4SdRf0kSBVMdIFxU6eymYVSEo6ryoq4gJZtQ8j45Pwtxp/8evfqVC7PvpUMJ/QDwUGla/nv/CFOODAA/HSl78cu+k61O3mWFfF/s9+9rP4wQ9+oLVdHyXNLVdRJMsyJGka4vU3om/6yMdww00fxZQKvy4g5kzwzOc8F8efcCIuu+JKXHrZFTjo9QdjWEX0rnJaqfXjjju/jfe9//1YtGQJskoFUypOQryyrn3+VXidloDGhvvFUhEQzWOsPdZm4P9ABkjv2dlAc21eY5ZS9EiCZDGYfl+TnFmPRDcvwvcTsrBn+V5EmUdqSa4Si3V7ZT1Odf7bh0EysEkGPdLX1lzX1wJdXTMM60WEa0iSBPmgPP3W0TWvF9YzptkzDUlE32ThFzrIok+u2ooVfFnHsXscY3GfpJsAkkHWAxWIhj8AABAASURBVMu4NUi6CSBn+4HQ82ad6MOxG2aTnLHrOEwzz/LuG86Lnzmcg3a7HZ5D3DcsZ5CcoVvfegZJNwGWMzwgGfyS9DDAtZWWfoDogWP1td2+ycI2WcjavhFtuW89kjP5d5yGZWzLiPMjCY8N6LCMeUZZhWbTDeuTxb4hCfuxrFRmYieLmEyPsbpvWM6wnmGbESSDDfMj7N99yzq37ptm2J5hmkHSTbBBMrTWsa7lSIZcWNeIft2ShA+SQYZk0Mf0Qc6ObctkkuFeSxZ5cG7sz7xe++4bJM0KObOcEQjTb7ZrTA9DQ87q9PJIhvhIBjm/mR/hMUnoWUcPAUkCH2QRcFzQSCM5Y4xcte8gnUAjGnfrsUGuKk+uOrZsL+zTIBkSbRuRTxI+PDbd8JhkkPVCGeSsnBPrGJ1860GH9UgizpMs5MWasWM9j61juE8y5MFjw3a8gaMsyXCSRBrJcPGEDsuQxdi6IgVbPgndt47hvu26tY7hOEmGjeETPM7R9Ngni9isZ/uGdd16/ob7JEOM5pEM8yUJH+ZHeGw4FtMsb18GyTAv8zy2XJSxnPtksZfcN59k8Gt5y5AM8yc5EwM5SyOLvuVtw7BeHNu3x6ZDB8lgx3zTDZKr+DRvdUCHbfTmJ+qaLnZ4uW944NZwDG5NIxn8W9eADvPI4kJsWdPJInfmORaymKfEw8t0dyxruG+a9d2aZj23HpsfQTJ2Z1qyoJEM+TYj6sWWZMgTSfQe0UeUM8/9XphmrE7z2PReRJrbCJIhLpIzopEX2xnGah3zVyM9bEhyxj5Z9B8m9BgJJB+j5FqxtRl4DBlQIcBSqv+h2Fl5T5ubBf8tR3e6+iCfZCkefGgRvvmtb6F/cCA8PG65xeZ4xtN2RmNyAu1GAzV98N53n73hwk+plML3lFtvvRVL9AHd9wvbMZIkDfcTb2nmHeTdtnz7Yz3CdSzXSLUXvGDPF+PJT30aFq8YQ/+chRhv5jjzvIvw1sPehZs+/mnc87f74F/PLVWqcKGj2lfTfbWC0ZEVaDamUFU8FcW91x7PxyFvfD0Oft1rwE5LxZPlKsZ0sOnGG+GUk07GtVdfg4/eeBNuEs4/9zwVqrbCgw88gBNVfPjdb36HzTfbAg89uBhbbbUNLr/8AzhbBcbXvfb1eMMb34SD3/xmXHXttdhr773D38DLVURpK1+XXno5li1bDn/LcKpRR67nnME5wyhVq6j09eMB2ZuqN0Lx6YMfug4f++iN4Rtx/lbcueedjxtv+ogKXYerQAJUVOBzwemmj3wUP/7xT5CVyvDDt9eG+jBIFYmK1pRZZJmKSCp2dpxMkVeuXKkizAY4V3O89NJL8UIVbJ7ylKdgk002wYtf/GJ84AMfwGtUwBlRcbZPP/GnPqBdf8ON8Lcwuzmx3oYb4YlP2gFLli5XvnMsWz6C22+/AxCv2831wFkO+4Kaq4thg9onP/nZL7ByfBzVvgE09WFkt92fj3XXXRckwW4HLjzmWhOonyZEVYWcpoqK2zx+W/jXYMcbLSxdOQGU+vDhj34Kbz3y3bj4imvwi9/+EcgqyMo1FaHmqIDVhos+ZX0gGFJRakoFsJHlS7HzU3bA+WefiQvPOxsv3XsvJCqUJ91maI8+6kicdfqpOOes03HO2WfgkvdfhOOPOxbrK74HH3wARx/9bjRUhBscHIS/Ofe2t70Nn/rUp3DooYdi7733wRsOfj3efcy7cPpZZ2PXZz0by0ZGUFGR7Hvf/y985CMfQ668lMpVlMoVUGvRUCFwZHQc/rbeQ4uXYmTlGI486p3hV8APO+II7LPvftj/la/Cqaedjmuu/SC22nqb8O1FF9fIBGedfQ7asuGC2ZKlS3XfzDRuy08e+h19SO5oHbzcf777Hrgg2Nab/ybj1ltvjZQ5XHxlu4Gqzs+mBFtQES4poa2CX73VDb9CLTKSNMPw8DAWKQ8DOq/W17kyNrJM584KVFLoXM/g58eyCu8V7U/qnHZhu9Fs6QcWLfjbIv0DAzofy5jUWvgcaMuwv0U6oPVJlA+kJQypADk8fyGQleFxdWAISamKyXorFPP9tzd9zvgbkv4W5FdVzPavvc+dvw7AFIuXLMNrDzoIX/zyl3He+Rfg2GOPwzlnnYH3ve8ifEaFx+222w7xmJiYQKoNV9IPKebNm6si+Dic2//+71/B51ZWKmGOfvhQ1jl6jOycf8GFOPC1r8ErXrYPnvGsZ+H0007GDTfeiAUL15HrFAPaF/6V7Y+ogJ+DiPOznejzYa32BCRbAGuPtRn4j80ASZB8WHx+9jV6GR5HRHqSJIggZ+1Yrqtrldv/CbZFMtghCxvWsT65Kh2PcFjeLJKrzMd045F4JM0K11fLGYGgN5LI9EOMVPfIOEe3lmnrPuffPiD5MH9SnXmRs3ySgU5yFZ1A7Hmz/Z5hkI0xmN5R8dMyjoVc1RZZjMnZ1joR1jFIBpLtkAy5Nx06TFMTaG4NkmFsGbLQJakfYNXh36x0PnrXqzde2zPMdwsdJIM9TB+m92KaHJpIJwnbNaDDdNtUN+SI5MNay1rGOXPsHlveY+u7b7plvJ6G+6a7Lel+Yb7n5+cO00iGZyDbsh3TLG+QdDOzn8JAbyTDfEk9yeW6k6i1PslVYoYO24uw7yjneHv9mWdaL6S+yssyESQDz/K27zmRszTTDQuRDHFFf6YbkRdtemx6r1yk2Yd5HkfEsXkGycCKdA9in2SIIdIsb5gfYZ4Rx249NkgiIQkrxQAduBMKHU5ApFtmdZhHFkFYpxe2Y5AFnyxa0wyyGPvksB25m9kA7kdfDtgwrbd1v1eGZNCPts2z3VqtFk6KOPac3Lecv5rsDey4PSYLGyTDBo1yJEOOrGuYDh3Wcxym+UHQ/shiXmIHG3F+Ucf0CLKwa98VPfT7BHLfsoblPE51kXW/rQtbVydHRzeOpn7qkIuYpGnYBI7BH4h8gtqn4yIZYrAtx2aaY/ZF23Y9disz4YS1DcN0yzmmqGcZspib+aZb1rY8dt85iLDPNEnhmByP5f1TbwUEt13NpaObRJokSJNV4ZhSzcvtQP8AyqWyNmoSAE3atknCa2d/9m2aY4zw2CCLmMmitU2SM3vFsTu2CI+hw61p6q7yMt0Et16L0KfeE70Jfrbt6Mfs1nVs9idueJEMa+W4DBNFCTT3PbfQ6o0UR7B+8KU1d0v5cG5ISgrw3O3L9gwTSQabyXRLaiyGPvvAgD4g5fogYnmabr5gXxqGF0l4TFoC4bD/COsacWwB91dvTXOe3Grp5DoP03TfIGftR90gq31u+6b1glxVvpe3pj7JkAuyaC1DzvY9/mfhOP9Z3bV6/5sZoIz9M5Dav/OlkHMQufZjcVbAowAgh9H1uSpKWqogUbHgV7/+Df7wpz+FQk+n3YL/Hty8oT4M1sqolRI0pyaw7TZb48k7PEkFwAb6dP30f77xwKLFQKqCRbuLjmwmaYquCk4J7aYbrsk65eQjhc97EdBpN7HVFpvghOOPwcJ5w1i65CHUVOzoH56L7//kF7jg0qvw6je8RQWpo/G5L38dy1ZOoNVN0WGGPKliYM4CFaU6oRjiX8EeGqghQRfDg/26duuarhgSO9U8UhWl6mMr0J4YRUtoTo7D/wnKd7/3fYyOT8JFoyfv+BSccvIpeNYzno5UBSy2pzAlneH+KspZjve+52jssefuKrJNYWCoH7/+3a/xuS98AUwyeU00/RLGJqYUWwKqALJibAQ7KE9nnnEanrHLzlj80EOoj69Ec3IMSd7GeuvMx3uOPw6vfOX+stlWDGOoDQziA1dfC/96aqbCVq618Te1Qqs+emCaLrPISfnOVMiawMiK5XjnkYfhZfvtjYw5sjSR30UYUqHIv3I7pQLNscccjb1f9GIVT5fB1xgqT9d88INI9BxQqZTw8pe/HIODA6hVK8i1lt/93g90H+gqz20kaQmtTg51NGco5gl8/etfU1Q52q0G5qoA+8r9X4GVK0dQVXHY/svlEuynrcKa9xt0jI+OoF++jnrHW7H/vnsDzTraQlmFPP/nPeddfDkOURF6/wPfgNPPfR++cus3sXKqhT4VqVGqYcXoBEqVmoq/fViuInCaEGMqvk5MjCvWFjpKTH9/Hyppjk59HF5LtOvK/2jYH0u01+68804sXrwE1Pr5bwcecsghOPzwd2BK+8NFvLw1hQnZnFRB8Unbbo0j3v5WDA0Noksik+9Pf+Zz8LcAm80GINro+ARqg8OoDs5RQXZCeergtNNOw1veckj4swWLH7wfK5YuxoTmPtBXwXZP2Abnn3cu1ltvPawYUVxz5oVfSb7tjjvRVI5r/UNgmqGte3NXSNM05LGrZxuvy8iKFRABmrr2e0lF9E1R1ZpNKgeZinDOeZfSScuKuYRmFxifamK5crd8THt+ooG/PbgM89bfBPcvGcH99z+EFjJk1X5UB4anC4T96OYEVTBcOV5XPCXMmTMHIyuWIU2o5y/RSCgQDA70o1xKlf82BobnhF+1TrOSZJoYVCGveI7oqOg5hK6uDc6lFFEul9HSdaNPe3/p8pX41M2fw0abPQ7+VunkxCTeecThOO7Yo7WfMqxcsRToNLFyZCVSdLHpRhvig1dfhRfvtSdGV45o3dtI0wQV50GF5X4VQlVzxS233oZFKghPaP4uqr/x4DfhNa9+NWrlLKzxsqUrMFDN8NCiRXjC1o/D1R+4DAMDfYorx+DwfHzmc18Mxfi+Ps1R8Y6NjaFcLTt8LYHOB/XCO9XReZfrhy7OiUZ6BWJs/4FWopCuDf8zsK5N/MtQDMHWP9r+y46nDfyjfqP8tPra5hEzQBIkV+H7uhEJ7keYFvuxTZIEESSDrchza51HQ5QhuYod033Ns22S6D3Mi+ilr6nf1mdA27G8+WRhyzTD9g2SIfYoY5rR1ufgaMPjLMtguG9Z941U12bTSIbrgW0bJC32iLCMY4voHUcl27V9w3xfRy1PMuSMLHz0XiI0Gb0KOnREeZJBxzap67dtQYdtG2QRv+VlQNdp3TTEt3ycp4bhGu/P3qaVSqVw//F13GPLWsY2bLN3bJp5ppnnvmG652Z4bJCcybXj9Oddw33LGe5b1vYibNcxOR7T/EP2Tqet+0wJvj/6utxqNfXDtaanKB9paBv6IbJ/I8D8TD/UdpumSchBQz98T7XGJO1O95mO7jO6A+m+rAXXK4c5ESLopWcP/aDVcyMJkkHXb7bl+NyPsJzn1AuSwY/lSYZYzIeOROeedR4JEgnr4lz0rktHzw8t7WvXTaxrexEeR1jf9N6xaSTDXOzf54btWYZkiJUs4rQP8wzzoYMsdMmiFelRXyQD3/prAlnwLdTL99hIHCDJEJgFvJCeuCdGEp4Epg+S2gyZNkp5Bg7ebLJwZHtxYqbbju2679byhse2HZNPMmyaqBt5JEMyrWtb1utdbMuZZp7turWsaW6n/L8V6gTs7+t86VIZAAAQAElEQVRDSRenRPYybVTtPkyMj2NcDyqxEEYp2b/nYLsVFQVt0337DChl8BOli0yJTgLny3xvIPtz7qxjmGcbpkebnq/lTTNcICWLuaeyVyqXQW3ctjahi4y254epLnKU9EGhoYdpI0kTtHXSggpaL9tSA8dhm/HkcWufhuN3flykdF4cn8fWM88yjtet7VnOcZvv+bhvecN8y5nuvmWMsh5o+/TT+CxJ0ajXw/5JNJ8QZg7kXb8BqfiOzfOzPevaDkmkaYo0SYKs4/T6EIDXzUiTBCQDbMP2HYdEwvzd9zrajvuO23DfPgyP7dt96ztvbj02SML6vfatE22Qhf8kTcMcSSIeJOG9YZvQ4da2bNdw34A+fHtuuT6M6ZkY3pskRc5hX44v5oYs7Le9L/SBvWnoImU7hnW74vmGnOui67HnQzLY1fYJdm3PMYRWciKi6w+eQscXY8UCrZHjcWvkolnG/ZQJvLalNIPXwj4iHIcWxa5U5OjCsZJEqn3NROup+UKH5UmG872jGBxPBEmZKGA5g6S0ipfl3CMJ8zB9mO45Ge5PkzW9fBVEulty1q7Ha4Jt9aJXhuRMrOSa+726sd9rY23/X8sAmTyigZjv1dtZBc52/w09XQnhYklHe0c1BJ03gQKiK7gPnUNdlCpVfZiuYbLRVEHtS2CSIk0SFZOGsM+eL0CFbbQnVyLrNlBCG0N9Vez5gheoINVCkpZVKGioQPg1IKuiVOtXUbAVfh3Y5zh1/iXyxiRDzgydPPFpjgQ5qmkX9ZFF2Hf3XXDjVRdhlx0ej/rECMZ13+zI7lg7xZJJ4Ovf/inec9q52G//1+LE08/Dj375B2SDCzDW0rPC4DyMqJhS0z3BxaJ+FR6Ghocx3mjLV4qK7qeZ/xfg9jiy5iiq3Un0sYmafH/7m7erkDWK/jlzJd/CS/d/Jbbf/vHIm+PIWqPIGitQ69bRGFmMMqY07xyv3H8v9A0Qrc4EKn0lfPHLX0QH0GxS1FXpSHV/7Wji47JR6ctUDHwHttx4Q3QnR+VXeZEep1agrLajuebNCRz7rqOw2WabgrrmsVTBT3/1G9xz34NIK33Kdqp5JPKRIGeqlUsC3Hc+XQx0v6VrqO8dT95he7xknz0xpZipGNr1ScXdhykVvaACYVmxUR/KDnnTwaHA2NW1ONf6/PgnP8WU7qf+htvTdt4JW2+5GZoqNg/29+O/f/nf+MUvfwX/TcZmlyoCE1m5BmhN77nnL/jxj/4LfSpQQ0Xb3Z7zTGy43joop4nqRE20dd1vtXMMDM0FszJaKjT5PjBXReL2+ArMK7Vx3gnvxJnHHob1BkqYXLlc1+0uyv1zsXhlA3/420O48dNfwluOOh4vf90hOOnsi/DL39+Dvrnros0SphodpOUKZBZJqRz+Q51EsU2IkJRKKCdtUOtYRQNpe1LrngO6t+Wa9y1f/QbaeabclrDhxpvhda87SEWtXIXRFGxNoNSdRH/WRl/SQC2fxHOetgN22uGJyJUvnTT4u4pVd975TcxX8bzTbSuOMpra412t4fLxsfArwge97kA0JydQHxvBcC2TvQ760zbaY8vRnRrD1ltshkPf/GYkOucm6y0kWQ233/k9NNpa56SEnMqjzqFSWbb1IaimuWZpovNkVHbHUSspVhXz7GPu8BAm5cvnOrJMRcwuqjofV6rg2NIa+O+bvurAg3DwoYfhNQe/Fa846C14zVuOwm4vORB7H/gWvOqQI/GqNx+B406/EI2sD6wNoq48dhXbWLODpG8Q3STD+ORkMed2A2miOBVfQqCrvHZb9VCEnNS5kJT7IBZKaYauniXKEsq0/5K8iQHlotuaVN15DIP9VWW0K70y7v7LPfjTXfcASQWJrgFb6Lw46IBX6pycQKIfCMzVHuk2x1RQnkAmO2m3hUpKvPe4Y7HuwnXQkZ+O9rfCQqoctHWlWaSi5i23fQtprR9pqYpNN90cr331AehMTaKugubC/jKq2hulhmJJOkB9FJusOw8Hvmp/uGDZYRmjY1P4zne+hzRJMT46hnlz56A+OQWQQqJ1ogDk+gedoWRXLAGPfqx+71h1DOhnzfBjjQHI12OAZQO6Of7VI9jR26pxaZbTtDXZJwnSSNbE/gdpnJFfUwwzzDV2ZnXXyH4MRPuMYu73ItL/U9oYW288pvWOSSJJkhl0dYKuSYYscmdZsuhHObKwkaYpfJjue49bj60TQXJ6LxSt+b3otbGmWEwzenXcty+DpIfBh316EOVtO8ZFFnLmWc+yma4PJHWN6uqe0wmwvmEZy5JEykRXESJXrtq6thiR574/C7q1r/B5Q66YSkf5Md18y0MHyeDP42R6HRynYzFMM886/nwsFZjv1mPXBSq1KjJ9Vq/rs7rlHCtlyzL212z6vtuG6V2dp+VyGbbr+JI0QVv3iykV23x1sE/7sx5J+JqpZKKjuVqepIYMtvx5PsSgz4FpmqKk+6t17Qc6LG/fhvsiBRl/5ncM1iEZYrGe7SWK274tb3uWtT3TLBP7bi0LHea5PzAwgGq1OpNPseB82L/l7S9JiCxLxcrh4qKR66JqukJRbn2NcibyIFeplENrvvXH9QNbcwf0AzTnMkl1rVdOnTf7qqiG47jbuu84XpIhX6Yn6stx+FKObnuhha/JQu9nXn/27eizsXlZkqJSUv0rK4X7pu9lBJClKdx6bGhBYPvek+6vDvPIYt0cl/NruE9Sc8zC2uSai8yDtHXdbzQmC77n4Hmm8m0kSWJR2IbXwPO3vmXK03vMPNMs77yYbrhvmG47bg3HZHly1Vhtx878LBPOJa2hW00aprn1uKUalc+JLnJ4bJhnGdOLiG3pERCdk0UAnpQ3kCdonoO0qvtuPTY8CdNIrpI8B94LyxjWNUi6mYFtGU5itGl505w49yOiEsng0/IuOtqf43bMTqhhnWiDZDgxTCeLxSWph/N2MGlZw3bcGma47Y3L+obpwbcuACQtGuIJnek3koHmmJxPwzF2dfIxIVItqG37BCaL+FzQSdIUmezmAKyTeqwLtWVJhs1nO7brWGIbY5caHJthXcdqmmGZKE8ynAC1Wg3Os2UtE+VJBjvWIakLRRrG5tuvAR2OK00S7bkE1DiRrOET0yd2WXNJkwQe+8T1hcKt7ZCE18+xSjXMzf7MM9yPfkjCNIMkSAZ565IMPMs6N9Yz3SccWcjafoRtRPgi7L5z4LVwa13TIrq6KPQi0t3al+G+YR8kkSZJyBdJ+CCL1v0IknDeDfs0SIa5ue/c2ibJYMtyBkn4MM++u/rw676SoHVgQJpM+wdB9kB9TB9kkTf7sl23tuM82q6uKSHH7ptuWJUs7FneY9NzCfuiYygAGCTNfsywnTUJRzrJMBfLRJr7a/H/agY4PTG3/wysbj23/x50tWd9Tvh6XjwBhd5MMH39AxifmIS/AXjP3+6FvwHpb/ksWboMj3vclthqq610jcgwNGcOfH+wom/sOz/t6ahU+4A0A1VYuvWOb+Gue/6GZquD/oFBTOjBLU0SiVPQ9RcFumo7CijXh3RVJTDcV8byRX/HjttuiZs+dCWuu/pyPPdZu6JSzlDRw11XsrZvuw8tXorPf+FLeMtbD8OR7z4ey1UUyJMy5s5fqNpaA/16MG+ryOZrel/fgB6ioQ8VejTR9dMPoeVyCalD0rXC31z76733oTowhLQ2gKGF6+GZu+2OPhVDyvK7cME8+BtdNc1x7pwFqKl4UZPNXZ/5DOz89KehpYfwaq0PixYtwU9//AsM1obRVjGsPqECjO6XjmW9debjSdtti5KePhsTo0jzFvpKREVFjrw5iRLaMM8xPefZz0ZV98KWHkRzEL/+zW+Ra+2gfo7Zw9mcGWlgXrPZ0jJkmFJB5Ynbb4tKligXJfg/ErF96gOHkSKHUStnWG+ddbDt458A58XX2+XLl8N/z9OxDA/U8PznPgupiih+8J2qN/DNO7+tFSO8di4mjk/VVYOr4Lvf/S46Kjx5LRPJ7/a856As/0ar1VQ+tQ66P4yqSOwiWKlcRao9k+g5ZKBaQntiJSoq8r7xgJfj5o98GKe991hs//ittJ5T4blgdGwcYBoKmH9XUfa6G27C2w4/Etff9FGUtSZ9+mDAJEVTMeSA4ss1S4JJpr3YFiXXvYt6gE/g+3Ei3woH996/CA8sXo7BuQu1ChmeusuzsL6KkCWtt/dvmiYYlG3r2G6uHA4ODWLvffdFniiLslNXwf7Ob31TBakVGOiroFbJ0GhMwf9JUn+1jP323guJspaoxJmoUGakKtKmKuRn2gtZrvjaTTxZRU1/q7C/fwCO749/uivsr6b2gj8IpvIFHYnOp44euHPtvXKWIk2AruZdUgHOe3VsdBR9fX1Is5I+bDWRqVjZ0gejhQvmY46Kkw/cfz/+fu+9uO/+B7BoyVLc/dd78fs//wUPLFmB5RMq9v7lXvz817+Hi/f1Vg4XdqFs5lor1SE1C0KJRUpCS4zMQyFRXGnCMNeU+iCnPpNUa0FpS0Dnn95hW3Q+ZC8RJ5FstVISvYuu8tvUfnnwwUX6wUYbk/Wm6MRuz30O5g4P6NzpoFXXXlDRM9OKldMciXJI5dC5WG/hQmy91ZY6W6D92EY374DKT6JA/Y3uRYsXo1ypKSbgCdtuj/kL1tE53Qf/Ldhyqay9UZYOoDot2l2iNjgHT3narlh/o00Bpqg3Wvjt734PfwCHjoaKwWr0omZiQG2B4j1XLLn4fnn2/wSiuk38W+CY7djtP4Oo6/afgX1az+0/g6jr9v+bIJ232bnnOhdnR/9YjyRI/mNK/4N0V4UuxxQRxRNdU4w4/mfbNE1h2BZZxG5f9mvYrnmWMdwnCbdGVzcLy1nHJzhZ8CxrmAcdJAudNAk5snwvj2Sgk6u2HV3LIyxPMsSb6RmiVCrBNH9mNmwzAjoso8ZhBdvQdbcXVA7Ntw37cOvPkYno1nX8psexZe2n7XuMrRLw2HrmWc46hvumGY4pypjnuN1axvZtw3DfsoZ5lnHfreG+5WzLfdv2M6Dvjb4Xkwz5sH3r+89+RJuWJRWwOta3neZ0IVYkeL7Wc2tfbssqmkU/JIv1U27IaKeDJE3gfLR0n82VE5KwTyORrPXJQjdLU6RJEuC+7Xe1vpaxrEEWtk2DDpJh7UhqVLzMMzwP+/Fc3Le+43ZLMsyp0ADinMx3P+jLt+//UZ8krGuQDH4jDzqsZ551red7nccGWciTlGTxspx5bh2fW49txxKm2b7nYIS+Yop9j8nCnnWtQzLESBKm2YbhPqYPkiH26MstWchbLsLiid8eDWRhjGQQszMH6NaGAlFvHqsJwdmh+6bFhJtGFjbMM8giqNiPMm5NM+wr+nFrm24tY9vm98J8wzKGZdyaFnXIIg6PSc4ky/4sa3uW9zjCdNPcmubWciQ9DCAZbHlArto3zTqG+2TBjzHYthfccN9w35vFiHLWN2zDPoBoyQAAEABJREFUcN9wn5y16Xn7BHOMhu1ZxnZsz3wj6ppnGcsaHkd+r4zphmlRLtq0XfNsx20EueZ1thzJKBZa2zXdtt3aNlnom2Y+yZBn900ji7HljagT+47LczHdTqxnuG8aSXeDTbLwFfm2b6blDLLgm0YWfcs+EkgGu5Y3euU8Nki6CXIkV2nNIAua+4ZtkAznmvsGWciQRQsdpkdoOPMiCxnPx0SSbh7m10TrkwwX0ChvmnPrtheYPkiG2HrlMX2QhS8Pydm+x2tCtB95cdzbRh7JMIc4tkzsr23XZuA/MwOzn2L1eV+PUOgBVbRSwaxSxeDQMO6445t44IFFqFRr+nBew4v32Q8tlDCmWkCbFZQG5qA2PB8sVfC4bZ6AJ++0MxoqOPrvpS1ZuhQ/+tGPwnns6yFJtNptnS96BKAAXcvUdtV2lSgXFv1ZaHxsFNVShv5KhjI72PUpT8JN116Br9z8MRxz+KHY5SnbY+5ABTUX7jIrtuBi12233YqXvGQ/3HnnnfCDpe9luYoYUHGjVi6B3bYeFAVmaLKMbtaHTlpDM6mgU+rDmMzcdd8i1LspJtVvsYQf/OSX+OBHbsZNn/osPnjTJ3HTJ7+Aj3zqFlz14c/gxk/cgg/e8Fl8+rO34r4HVqq4VVIwKmi0Utx6y+0q9rVR6iaoIkWmnFAFusdttDE23XADQMWQbqelmecBJRWPqFhdgHHxrlIq4ek774yyHmDppOgh7e4//0mWciQq+ySxaCM7FEyjaNRc280GbAf6INdWAWcbFYyVesWmx2XZcqFPlVFQhZoskf+gDyyYPw9PeMLjJQekCTE1OY7Fix4IhZ6KKksv2mN3LJw7rIfcFKkKWnd8604sGxkB1U/14N5qd1Rsa+Ib3/gGysp3S0XQLbd4HJ75jF1h/x19iCFZFGy07iUVw4ykVEZdRbFxFb39gNvfV4PnUk6BzTdaD69/9cvx+Y/fiE/dcA2OOvQNeN4zdsZQrYTxFUtV5K2gooJSR0W7008/FR/60AfhDxnlclnzUK4Shnid33KayK4sJ+Xpda+GtpPV0GIZf31gCR5aMY7JNjHVSUL/xk9o3W/8BK7+8Edx7Y0fx4c/fjM+/vlb8Nlb7sAnv/A1XHXdTfjjPffB3wLNdA5kWYa77/oT6hNjQLuOVIXF+f1lrDNcRY0NbLb+fCQqOFJ7MfF6udWaUWsPrQe0Fi6Yb/24LbDh+uvC45LmsHjRg1i5YgUy9XN9AC7JD7yW+nDT0d7wfcdzTrVfEsuIl0rGBUvDsbW6Wuskgf80weSY9uvUhM6zBFtvsSlKKhS3VKz2txFrSrz/HECuwr33RylLsOkmG6GsPeA41YR9SMVK7TEXGJVa5db7qxvaVDFA88s1P6rNUsJyufZ8rvnmAAL0plDBJEUihDZL0ZVdUJpi3q8iqcS1ro2wlrvu8jSU0kR7FNrDXUA+ciGTD8h2ApGUz8HBAWyz9VYidYQ2dPJLtA3K811/+iNaKhj6Q6Hz85vf/wGnnXUu3nnciTj0iGNw8NvfhbcfcxIOO/40vP3Y03Dwke/F6w9/D86//DpMNdqwngu899xzT4h1aGhI8WtFFTdJkI8MhfcvvpQ0zQH/DPgvul6r/n8+AyRn9qcnY+Q6zyI8fjRYznxy1g5JkxB5YfAIb5bpBcmZeEidndOx9KqTszK99H+mT3IVNZIz/s2I11P3ja7OadMMx21aBDmrSxb9RNdYI9W1OMJjgyxkyNnWtshi7L5hPxEek0SvLfMcF8mZ645pvT6gg2Tgm26QDHYsa/3YQof5Hvu5yf0sy8J6eix20DPNeh6TDDTHZXnrmuc+dHhseGyQDNdKscLLvNCZfiMZYjXdNg3bs3/TSMKHxy6GuY1rYr55hvskgy2SYW2hw7as51g8j5KesdySRVy2ZVhuTTZMM6zn1v5lNvhxa9h2tEHSpJBD2/SApG5Duh9N73HbMT3Cckakkwzxk4wi4dmWZKA7R4Z1ol/HYBpZyJBFGw1EOY/JWZ59GqYbJN0E2L5hXcv0gmTIQa9f8y3vFjrIwpZpGs68yIJuAskwJ9shaVIYkwz2yYIWbWK1gyz4vfqWtU+3FicJPx/g0Q6yMGQZG/MmMUiGxXQSbNR8G/5HQXKVidkHOUvzJo2wL9vv9eV+L0iGBNmOF96xRT3H7Q1rXqT7J6UeV6tVPaiXw0nph2brWB/Th/1ax61Jbj023LcN2zfcN90gi7lEHcuSszSSIV6S8EEy5MN9yzoO24sPtB47H+aZZh+m+QR0azo5a8N2yGJsO2TRj/RIs55pBkk3IRf+EGJ/9mNZzy/mxTSykA0KerOM+STDPCwTEX1YxvA48kjOXEBJBt/mxXm5Dx0kg5z1MX24b0wPg1+ysGEf5nndnS/Hbznbs233LWO43wuSwZd5zoH3Stwb0GG7ah715VxYjmSQsy37NrxeZEEnORM3ySDrN8doWffJgm4bhulue2G5OHa/F2Shbxo521/T2DTbiW3skwz7FTrsX83MK8rMEKY7phtk4dN9s8hi7P7/BOsYq8tFGjlriyz6kbe6ztrx2gz8p2SA0x9cix3rqGYpufaxi0ldkUfHx/HVW76GAX2Q93WjrULH12+9DceffAZOP+8ifVB/F4494VQc+96TccKpZ+Lk08/CosXLMFFvoKkiSZJm+Mott6CuD/qTk5Oo1fp0bdNDLexP3pkC1ONAQKqoCrp/ut1s1LFsySLkzanwa5albh3bP25jvOWgV+KzH7sBt3zxM7jwnDPCfzbSVymFYlkpSzExOYGrrr4KLgyUTa9P6R6boVLOgozrIswydBOjhGaeoN4B8rSMjuIZGZ0E0hJy8VudHGeefS5OOOlUnH/hxTjm+PfijHMuwAknn4nTzrwAZ53zPpx+5vniXYJf/fr3qPUNIU1kp9XFfX+/H20VKmrlKsqylYs2NT6JuSpUtFQgbLUbqFTKep7pqmhXV0EjAal0AGjW66iogDZv7hx09FP2qh6UqQ9B9YkJFVzygETFn0SFHQpue+H/iKdWrQTdNE3Q19enfhtTKoCWlKO801Rdqwmig0RZ76oo1FRMqT4wzZ07V4Weph5ysxBTR/Rcxb1OYxJbbbYRnrLD9vDfT+rr68cDixbh57/8b6QqJPrvXFb7B5SH3+Cuu+8OPnMVgfbac4/wtyY956mpKfiZx9fIVEVL7zX/78ONZhuZind9g0MYUNG7qTk7zrrWcmLlcowueVCF3Ck87+lPxuFveT0+cf21+PiN1+HIt78FG6wzH1DxafkyFSMHBnDllVfi5z//BZimmkMJmiTKKmZnyoPjSaiMMUObJWh54MJhByko/2OTdXSZQrViVPsH8c1vfxfHHPceFabOwYmnno4zzzkfp555Dt513Ak4/qTTRD8Px77nJFxx1TVotrvae1Nh3r//3W/x4P33Asprotj8TddEOS+zizkDKq6KRq0f1SboQouhMHNAa+x+R0Vjx+v/FMfF+IRAn9ZzyeJF8LrCRTYROzofE33YxfSRZRlqtRrctlXor+s8bElmcqoBpBnSUjXEOazzmd0W+ioZnvH0p+Ks007BSSccLxyHs884DeedfSb2fdGeykoXLtrWyhnmDPYjU4GPKpK6KJlqLqn2TspcsXeFHLkKnB359foaCB+yxFObKt4UOhR74Lmbe8pd9QjqGsBU58D0fFqyk2UllLT3x3QdqlQqSLR2ZRW252uPem9475ayRHTZcXFb8eTKYUKoyDqFruY+d3gYLeXTNIjfVr+rQvmypUtQylJMTU7B/+nOn+/6Cz76iU/iS7reffM738Pt3/6efvjwC3zvx7/AD3/xa3znhz/HLXd8Fz/71W9Rb+r80fr5nFk5sgK+trnfFJ2Uc80I0427/6uw3X8FysH/ajxrjf2fzgDpzTQ7hXhuzlIe3ns0mUfjPdzSP0Z5rLYtRxIkdQnSdUnXH3J23NU1IsIRkESi606Eeb02oMPjiFT3FsPyYoWXedYzAkFvpj0SyCIeia3ysr6vebZPMvBswx23RpZlM/FGWfOta36EaQbJkAuSHob7gzskgx1MH9Zr6QeBvq+4b3Js7dO+3MbYyMJelLN/63pMMvh033Tfj4zIj3ZJWkS3vq6eK9qIfHKWblnn2n4tbDv+E3H+szwem+e4DcdIMszL8uaRRG+fLPaF47I/w33DfftDz+GxeW5Nti3ngWSI23SPTXffMvZruG9d2zXMN92tx4ZlTCMZ9qvlzTedZMgjOdvaF1nIkgXd8gZJxBzYjnNlH+Y5Puu67fVnnmUNy1rfMmThw3SSIafWt0yEdaHD9qxjRJrIM69IIwubZpBF7GTRmmaQdDMD2zbIWd0ZpjpkIW8fESKHF8lV8mdi4rf/CZ60YTlP2kkhGTZopMegPHZCLOsEOOmGaebFoB5rG+1anuTM5vXYDxn20QvLG5Fmv2uCY4mwLZJhUa0LHaaZTxZJ8zjCMmSxAO5LPGxWt2RB7+2Tq9owz7A9z8HxkQz+HbfzazjXlsEaDrKwaXmS4eSzHcfs1sUyf8hwfAbJYMX2zDe8LlGfZPBvn6ZZznyy0IMOkkHG9gySYUPZp2XdkrMytmFg+jDfMC1imhUa2zRIBj+Ow3FCB1n4inzrm2cZ0wySklz1ZX8R1unlkgzrZr55JMN8ooxt2r55np/hPlnI9fajjluy4JP0cI2wbmSQD5cjC5pjM6I8yRCjx6Y7PscZbZlOMuTP9AiS6D0stzrMjzTbNqxvmucex9Gn6eYb1o0wPaKX5j5ZxGE+WfRN/78Kz+PR8H91Xv+euP+/6VVXIU1cFQC9Fy9RdG7k0PnBFG0V377z3e/h3vvvR7lS1cdW6oP6HHz3+/+FL3/9dnz51m/hK9/4Jr70tdvx2S/dgs8LH/3Ep/HQ0mUYHFLhTMWIRA/Kf/jDH/F7IVEBxN806qoA4XNanwlkE0LhD/LJJAOTFCMri18bnaNCyUCtDH8LMq+PYXLZA0ib4xhZcj8yFSQPeOVLcd21V8L/wUpJhQjbzlSw8N8u/Na370RJhbFSuaTrkuamYhuFVE8fCeVTk84FeL5CLrhPEqkhOSpWCC5qdDUfy1AfVKoqhqyzYIFYemhWQUMdvdRXAcKFMMv724STKhiOjo5qPitRkk5VBdhEeWipwNZRwQSafZIQchfupT6noYMUTW1VeXexJNMHnpIC77baSKyDbtEqtmQV5EhCYrsy3YVnTdnxK9cIQvChD2DJtJ4Cn/HNJEGmok9XfDJBKmTyCxXPuioEV5Ice+z+XBV29EFBMhD/ttu/iVxrp/oqqrV+fO0bt8G+6iqiDg0NYvfdnoeWipht5UYpRUIi1Xz8YcH7QQNAOWnnVGGng3EVAVW7Bkl0Wg3MGerHRuvOQ2N0Keoji1HuTCIVHr/FRjjmnYfhogvOweabbhJ+fdzPL1Mqun35K1+FbadZOTwvJopTk0SjPgnnxAOu0UEAABAASURBVCmiYugC6GhdmVA9wLmxbClL4SKrKAovUTG4hP7+fpTLZSTKkQvkWZbBRbEF8+dDoWKgvyjyEsAzd30GsiRFJh/VSlnzb6LZaKoQWlaBsAp6/VTAcgu1Xgu3DJnLQ37d7+uroaMPhF0VKsvlDPXJcaRE0IfWr9hDABQAPQfx1l13Xfg5LJVv3z//+te/YWB4DlrKb56WdAYQ/ptXMhy+pdlSgf7JT9oeL93nxXjNK1+BF+/5Ahzwiv2wy9OeilZjCrmKzy5Yd9VWlBf7d7wGFbuChfOkt/AikzALpTW0RIIiNO0KxUcSBEAywHIGlFcGEADR0l4n3UdYwzRJQFLzT+CcQr5zFbhTig7J5QBJLXM3IKyldJwHrxkpGRRHmhQ6SZKiqX1puDBemy7eQqJe/7oK5i4wTuk8tq+uzttEPO8jKP8l5eNxW2we1l5kkNQPIWpQqgtHa9//LRnw2j8a/i1BrXX6mDNAMpxLvQpeT49j6/4/C5IzqtEeOUtLdH14NFjHmDEy3SFnbXR1f+zoByBt/SDFcN806xnTKnDf6B3bN1nYijy3Rq8NkrCsQTLYMh86emU1DK9emuVI6v6WIh4kw7XT9kyLMZMMfshV+bZhGcO2oYNkuF6rG3RsyzzLuvXY8s5JpFnWfdMNy1jWNMPjLMuCPcv6Pu9xqnucYT7JmfmTnNk/1rctknq2yQLs2/dI1yp87bdN27Ndw2PDetZ3TG5Nsy/TLWcd2zIch+G+eYb5ppG0aoB1/RxhuvvRbpQnGeZJcmYO0GHZCMdjP36Gcl/ssI6262cSy9mu4b75ZGGPnG1NNz/CY7LIo/sRZKHjuTtu0207wuNemE4yxEQy7CnHaT+2YX4vTO8Feg6y8N1DCnkhCzrJGVa0EW2bQTLEYb+YPpLp9hEbG7IRB+22V9A8kmGRbJScDcBjLzp0kJyRcdLMi7ANw7btY3V4Eb0hDNuL+lEe00e0YXqEbdmP9dx67M1iFdsx3TDdJ4Fbj/0AZL43FcmQZOvYB8mZuUCH5cnZhbV9+yeLk8x960k0nJSr90mGRbEdx2i+genDdNvwyRnjc05IPxi2gk2LWtcxrw7zImzXsD3bcqyR55ayaTskg13L+ESyTes4H4b1PLaO7RmWNVan25713a4uZ1mvK8mZE8M0y1nHvu3Duh6TDHFZxrA/0y1jHbJYK/dNM899yzl/XmPHHnnOrfuWMdwn6SaALPyRDGtuecN2ocN2yUKeZNgnZNGKHcb2ZznHG2mej0HSpEdFrxzJEIf9k4UuyeCHfGwtdHiuERo+7GWeiW7t363jN0wnC1+mk0WfpFlhfUyPIAu6mWTRjzzTHitIhnmuLk8ykGwzdPQW+2TBE2nta20G/iMzoCsMoA/sRXDer6YU6DLBpItHc+biK1+9BUmaIlVRygUB/9S5Wq2BSQp/q8p/ZzErlfUT17LuJ1ko0LjwFP5It6o85XIFEsaXvvxlDAwOyWUSvoHlcyXXB/hcMjnlXw/8XSaIyKwn2uRUHf5PxfzBv5QAiconad5GNcuxcO4Qlj10P6jizNve+hbsu99+GB0bQ6IC5MDwMH7445+ioYf/Wl9fKDJMTU0qvhJyyXdV2LIeXcCQ3VKqNxUEE8U0Z6AP6DSQtBuoquB20vHH4MxTT1Kx6whccM7ZOOk9x+Kk974b7zz8zTjlhHfj8kvOx5mnvRdnn3kSrrj8fbj0kgtx1dWX48ijjsDcBfNQ7a+hpMKGnnzR0lwfXLI0xJikqQpuDTBJ4AKvC2atdifkyzn1mMqJ0dE8SlkZCQm4WhPWzm85qKwiQKrTbSkrqchUR6qHdovXVZTLpF/R2jWaLdhMksgWUHxYkJ+SCqRgislGA1mpIrrLc0BftQoXmfytt1w52fVpO2GLzTfTOrYkV8ZPf/FLLFq8FIPDc7F0ZBQ/+OGPVGSrwX978Mk7PAkbbbCB4gbsrU95aDTq6udoqShZVnHY+wJJJntdJPJb6RtQGCWk7ive0ZUjaGu97L+c5shbdTQnx4B2Xcs0iafuuANOOuG9uP/+B+C5SRk//MnPlNs2EhU2Qe0rrWsuUPnxtLudFlIyfLvPv07svQUV2PpKKdJuEzURxpYvwZ7Pfx4uueh8nHbSe3HR+efgtJNPwOknn4iztB/OPeNUnHPGKbjs/Rfig1ddiQvOPQcfueF6XHXlB3DWWWdhs823UHFTqUOKmv+maKUPeVbByOgEoAxg+uB0n+Q0BaBiLpXLmFIBrKr85/4wq+JXv4qczptFu9q70JHrHLI8RHTfv3JsmUqpBBfqfvjDHyJJiXYXKkImSBRDSbx+FTedC39bliE3yj9zdFVQHx+fQFf+/Gv8/sZlOdMHN50jSZbq/OloPXMk6AKOK3zI7qDtqnGSyn4Z1HrmkoD2Uypf1F7vaiN2JJskiaKefTlmwxTSPCJJM+2/ToD3S1V7s6W4HG8nxIXwtzg78tnSudFVDjL7kf+cRFP0ior9pXIJYyoeVrXv5F7h5gAT7ZM2fG1qqbjrX51OFd/LX/YSXHLx+3DGqSfj7NNPxrlnnoJzTjsB5552Is4/40RcdPYpuOTc03CexpdcdAE+dO01uO66D+Goo47EvPnzkCg4kuHv3EJHPg01ABGO6Sb0176tzcB/QgbiuRdjIf/nXUo+sgz5yLzo4x9pyVl7jtX4n/QtQxIk4b5Bzo59DTJ67XR1LTN8jTLdOh4b7ptmuG8Zo5dHUteABL6WRNgHWfglZ/m2QRZ0TB8kQ882exGIeiMZ5qMufN2yDcNxuLUv+yVpkTDv0NGb+WoCzbat48+IplnPLckQO0lkut5bx7LQQTJci5v6YU1DzweRZzuGREJs9m9YzzIkA53kTG5sm5ylp7r2Wsd035fKuu+R1LW6G3yShaztGdBh+xXdEwz7j2PrxtxIbMaG+R6ThS37i/M2PYJkyFHvOPZ7W/skC1vuG+aTDD7dd6yrw3EY9u/5xhhIzuSHLPJvGZLwYTvWsx/DNOsa5hkkQ+zme20tH+VsK8qaZ7p1DPcN8w3LOoe2Y75pBjlr3zIG+fD4bN96tmmQhd7qtMizbYPkzF6JsZMFzboR1osgGbth7lHGrRkkZ2ySRd90P2W4/R9hQw7Gk3JCrOBgPXn3TTPffdNJuhtAcmZRzTPIgt/bt48ITB8kgy5ZJM8+7As6rBvlTTfM64X53mA+ocjCp2M2za1tyFQ4waznPsng0zySIXGYPkiGi4N1ScKHfRjuG7FPMpwEcWxeLxyv7cRYLOf8xk1nvmmG9UjOxGKa+ZY1z/MzYsy26Qdm8wyy0CVnW9Ntw7ZIehjiNc0D23J85Ko88yMsY0Q52zKPZMgTdJAM+Yw8t2RBIwvbWMNBMmxmkmHe1rNttxYnC7rXzYg08w3ngKTJwU7o6I2cpZEMtkWeaa0bEem25Tl6rqaZT9LdR4XjcswWIjnjw+MI23K/t419+yUZ1sW2LOcYYiy2bZgeYV3TjEiLLVnEQBat6WTRJ2db0w2SYe3sEzps07APkqJgldwGwvQbyUecr/WnxR61IVe1QRZjcraNBmzTiGOSsbu2XZuB/8wM6NNx3KXqqizjkeFbM+GC2H0PPIAf//Sn8Ad3T8Lber1118Wmm2yErbd8HDZT6//ZeO7QANaZPxfrLJiL7Z+wDTbfbBNsvunGmJycgB9Y2yqqfevO7+Cev98HqqhUrtRsDvQ3mFT4yPXg35GTbs6iSNIBsmofklIVg3PmYWj+QuRMwCRFuVyBrwP+G3ZdFcN0hQp+XIDY9ZnPxNDceZiYUgFN+qOTU6Hvv3vXUYGiraJEt5vr2pCriDUZvkGZdhvh25XVFKHw1KfC5qbrz0cVTQyVc/QnLey2y45428EH4uDX7I83H3QAXv/ql2q8Pw54yW54y0H74U2v2Qcv3/d5eM0rX4QX7/ls7LnHs7HrM56CgeEq/v7g37F8fCWaSY4pF2xqVSybnFShbqXmV0HHc86BXHNrq4W/oZYnCqYUeHf/5a8q7ORQ6HpW6GLDjTYGQAAJQoEntNS4gE0YmYoxzimYIlPO//Cnu2FfHdnuSqetPEA5hfgd2csT+UwyjClnf7/3AZFLgPgDQ4Mqrsx1V/7blgx/J3KvPfdUcasCF4qWr1iJb3/3+yiVM3xH7WIVWJmkqFYr2OuFL0T4FV3lP0vlA5ANoFxSXCqKucDVUEGyoQ81tf6hUKhbtnIceVrBX+97MOwDKK4ukzDfhj4AJQlRkm5ftRyKZJMT49hyyy2xww47hMLS8LwFGB2fDAXIdk5k2kf1Rgsd7bOqCpr+ZltHRcwS2mHtM+2BivpZZwrrzenDcJXoS9sYyLrYZtP18aYDXqo1fzkOfPl+oT34gJfj1fvtide89EV4xd4vxJ7P3RUv2v05eOFzn6li6JPwtJ2fgs033xzes22kGJ1qY7KjtgmMtVIsn2yjmxT5dTZyMsiG9dR6dJGAKiCPT0zhwUWLxAOUPgwMDGLhgoVahw4SAtB8kiRRkwtdIReReNITnwT/2jF0fnkNfve73+FHP/45/CcF8rSsmSZotjpCG20V71wULmUpWsptS+uQpgkyjdsq+GVpFmTa8pVr5VqNJqi18Ae/LMvgwz+YmKo3UZfNdp4CWQXRTxuKL8nQyYkp6daFrmxZj/Qk3IPmJ+sak6LJvmUcW+Bq8gsXzEeugmuqdW9ov/h/xUZakl3ppZla6OxK1CaAcmt/qfb9RKODu/7yNyRZWXlMwvXF51JNe2cDnUsdnQfj4+MYWb4cJan6/D3g5ftgvz2eh/1fvDtetc/z8YZX7IXX7fd8HLDXs/D6fXfD/j7Htd47PGl77LLzk7HB+uti0YMPYHx8DKVSFn4FnyRIwQslkOr3IMzrP+RtbRj/38uAn1cj4uzJ2T0aaY/UkgysaCO2JpIFz/1HAsni/Jhuo/7qrfVNc0sSSZIE4H/hsF3Dpnpb90nCbUc/MDG6umZ53IvV9eLYMiRDnGmawtdJt4bjhw6SYf4ekxQFYYzpwzYMD92ShYz7BslgnyQcX7xW2h50kFzFHklREeYU9U0gC7pteI7WN8hi/paNY8vYj2m9uiSDL5ImB5BFP8rahkFS96kuyioyOh8kZ3RJhjmV9OxiPccDHdZTU9yHdL8iGfqOx7Cc5clZWx5bh6SbMO/Q0Zt5tul1cRxuySKu1e1ZLoIsbMlEsGdZ2/I8LOO+YXvOU0SUs16Eee5bl3y4b/MM24vwmORMvuzHuSJpVoB9+c+BOB5ylh6YerMtNeFFMuTbsgZ0mO98koWux72QSHjFuMlCLhCn3yxPMuTItgySIW6LmO+WLGhk0ToGgyx0o4xb6xjukwXfY8M0gyzskAzzIgkflonwmKSeSvDohwPxJN1a2Yk1rOXEkwwb2TQvpmVIhkmb9kiwbEs/9Yy2bZ9kSA4521rGsk6ebcVx9O8YbCPCdgyysOEPXo6pl0/KN3IPAAAQAElEQVQW8dmWbZKE+dBhmkESFVX2SYo6+yI5k1SS4aLj2EgGG7ZDMuTEcds31nCYbj37cgy9sLjt+KQ03/NxLJ6rbTb0cGpdj23HfPfdRr7n7b5tGSRD3JaxbcM69ovpw7Y8NkyyjGkkw9x8kkXYDnS4tR3D8iKFtXfrseN0vxckgz3r2Ff04bF1yCKvjt/6hmUM96HDco7FNNuwrPtiBf8kgw/HZ9i25Q2PreMcuQ8d5Ow6206EWCFvZMG3H8N0x2A593sRaW5t3yA5s7ct63k4Bvd7YZ3esX14bFnDeh6ThT3vj0iPum5Nc5zuR1hvdZCFHXLV1nIk3YT5xznYv227JRlybSH7cBtBcpX5mk4WNPeN1XVMezSQXCObLOi2Z1iILGjur8XaDPxnZkAf2tcQWK69a07Xt+ckxa233R7uM2U9EC5ZvBjrrrMQH/7QB/HhD16Lq6+4FJ/95Edx3VVX4DOf+Ag+/+mP46brrsV113wAH73hOpx1xqnYYL11wgdynZDw3wf83g9+iFEVVaCCgW5UKkDaUxdwEVJFhq6KAW3Bv8r7jdu/hXMuuAhXf+h6PLR4OdJqP5oqbhR/q7GkB9iKTHRlX/1qFS19UJi/cB2Mq4CWlMpYpqLYsApRHTAUIcsqPJUrVRWomsX9VcUZ/w3FvNOCqlhIE8DFsP5aGRuttxCYLlC1p0bx65/9CFneRsYuxleuEEvFrfEV6K9KtTmOxYv+iqG+DNVSju9953bhDqwcWYaudIbnDsHfgOwgR1MfYhQw7n/oIfxFxVioKJJVamh2gClNuoMMWaUP6qLZzkHx//vXv0VdxbMkzULBaKuttgaYoFirBF3qWogEeYD7QqARmQowzmelrx+//u3v0GgrfhVn03JV9rvSTeGiVEdFyZwZ2jmxfGQMd//1b+hC+chKmDtvvgqQC8AkRb1eFxWhUPXc5zwbA/39AAmId+d3vod6G3CrJQz7Zt2FC/H0p+2s9LbQVNEokWxDzxDlcgmdZgOYzr0LXbZPfVj70U9+hpNPOxP7vvyVOO3s87BsdAKdpCzbOTLtAWSVUEDLtMaLtSerWvtarQ/VWg0jo6OYM38BHli0GKVqTQWvFurKXc4EE9oXzVZbOSmhoRg6egbMuwpY+8B7IA3frO1gnXnDmDfYh8b4COb0V/D3u/+IlmJvTI5hbGQpWlMTaE6Og50mJrTGbNeRyI7/xuPK5Uvx1S9/Eb/4+c8wNTWJlj4sJWmGSRXdnPNM8U9qcf967yLlN0WXAgo4/131/TdIvSYunj2w6CE8tGQZJrVmzul662+AwcEhpMoTSeQ6bxJ9IM917uilMaCNgM023QQuirUaU/C3O8fHVuLrX/8GnONEBfy69kFXOcm0P3Km8N85bTRbVkWaFUXFis6V5StGlL+6Pux1UFOO+1UAbUk3zUqoqrjsdWSaSL+DerMtdNDs5FqfFG1maGpftXLC83I7JR8NrUFLP5BIQCQAEupN80Dwrr7ono+fIbo6X9IkQVn+1lm4AKXM/RT+BuQvfvUrTNYb6MpPWq6ho3k0u0AbCah5MSvDPpcsG8Gf/3KPzkUCSYau7HsfTGqz+lfnh4aG5DTXXq7hD7//LRY9sAj1yVEkeQtJp4FOfQxsTaA1tiz8+n/ankApb+L3v/klPv6xj+CPf/ozOp025gwP6ZpUhp/tZHDmlcsfAjB9FJTpwb/Y5NL/ZyC18KLe/xlIbZU5ebwW/5cy4HOsN17S+6CX8tj7tmU8do3/WdL2IixNEuQsTPtX4GtLhP2Qhe0kSWCkusa6jT7cN80gGWTIQgc6bCPac+vrV0fPJO6bJxG4b7rhMTmrTxZ9ctU2yrk1bMN2S3omK08X8SKNZIgLOsjCjrozL5Kh73g8D8/JMNEx2a55Hru1XfejrGke+zOt9YzIIwvb1rEd0y3rsWFdwzxfI80nOZMTf540zDcsa9iG/bhvPcdpmu/7lvPYuTB8X6/rGYXkKnvF+gZJ2I7jsS3rk0SMhSz0PLYcdFjP8zXNfZKiIuTZ+rZlvhF1vC4W8tggGeQtY9iW/VuXZIjVtjx/z8d0jw33bQM67N/6nmvUFznokwzzsIx1LGM/0GE7hukkQyxk0VrGIAkflnMcvfqOyYj6jiHGZB2DZLBr/xGWsY5bkiE+6DDtkWD/5llHojNzc980Y/W+xyRnZEkGX44DOqxjm4b7IukpQe9koaRu2BhmkoQn6ASYThZj0zw2nDDLmmY5kmEjm2c4WRUV8cyzrGkRDirS3HpsHklY3vDYifBCuLWM6ZY3jyTMcwwkZ2L32PzYOg7Det6UJPUw1w66HlvOfJJwvIZ9OVH2a77Hhk+ulStXwieY522a5R2XYzHdeqaTDJvBNkyzvOG+4b5t27dhGnREmu2Z5rH73uxksVam2cfw8LA0oJ/6js/E5IuC52od65MMcWD6IBnGZNFaxiAZ1ty6EbZhXyTD2sa52Lfjd0zWjWPrWd7zMc908w3LO9+WwfRhOskwsi/rmGYZyzu30Ybtmm5YxvKmWS7O2XSvhWX8EwiPLRMc6M19wzat5zjdWseyvf5tw/M1zLOeTKxygplmnmE5w33DPNu2L+uZZphOMpyc9kFyZu9a1jS3JPVQ3YGPSLO+5+24bSfat7z7liMZ1td908wjGeKOfevahmVs0323psc5QAdJvSPEF/mWCcSeN5LBPsngmyTiEX3arkEyzN10Azry3A/w6uhFFrr2Zz7JYFus8LL/CJKBtqY3cs28qOt2TXr/CI1kiI187O0/Yn+t7KNnoHcN3e/FI2n2yrj/SHIkH4n1v0K39dwf+oWyHmRzVS/qKpL420A+67sqBvg/jblNBUifn4niGeirYZ8X7YWNNlgPc1WgmT9QCd8QWzBYxpxaAjUItDLDt8qe+ISt8Zxn7qoaUyucc11F/smbP4uSijBNFTHKpQyqTIUipK5CyNIEmWh9/QO48KL34x1HHIWPfvJmXPqBD+JLX78D3awP3XI/JtopWtQHfRlsq9jR1z+EroocSDJ8XwVOquBjulhYZ931UFEhKtODumnLR0YwoIJDU4WQqakptNotlMplqZbQdFEky9DudPHUpz4VJRU7mvUp+NdR77jtVvjXgAkgLZVRVjGmqeJSRUWaZrMZrjtl5fHrX7sFR7/7XTji8MNw/nnnYqCvDw3ZoPTmzJkD51Jd+e3gE5/+DDrI0OgQtYE5KgSWkaflQGuKVq4N4He//xO+cds34V8lbajA4wLUttttXxSkkMKFqq7aLpNQWHEePG+3mhQyFRobrQ6yUhX3/O0+fO4LX8bC9TZQYa4DlmqYaHRUpEnArBKApIRvffs7+IsKkDlT5aSNnZ76NOWoqgJeHQODw2jLQUf7ZaMNN8ALnr87/DfykjQN/xHNt779Xfzmd79Drgn7bwzu8cIXYN7cYe2BJgZUIGyr6Odvy8kj/O28LMmBbgflUopKuaR1zPGFL38F3/zOd/HA4qX43o9+hi9+7XYktUG00xqm8gxp/1w04TylKo4uhItn5Woffvnr3+D+Bx9CrkfLtKQ9OXc+Fmj9u9q7da0RFGNLa+s93pXb8ak6slofxsYn0Nffj4b2f1exbLLxRuEbnlmSwDH+7Kc/wf333guPff8bnDM33BsbKmIuWLAQ42Pjyk8Jix58EMcc/W685/jjcNg73g7r9dWq8JxTxZDKv4JT4a6KL3zxi+gyDUXVVOeDvw3ZUrEuTyuA9kCrm6DaP4gvf/XruO/+B0PeV6i4usuuz0Cfisk+X6HiXJamgM5h206zEhLF3Go1MTw0iH33fhGcW6oIXquU8clPfBxf+cpX0dK5V1KRu8NM/rtafyItq5KelkD5FhuZ9rX/juZvf/97dHOipKKl29Ex52oADa2j7+/z589HR3EwzbBk+YriG85lrVM7R117GFlV+6oGlqpItd++870fwt9OziGbpVLITVOF6CSh8t8ASfjbqaUsC30CyLUm7VYDT9hmm/AfGfk/xClJ96u3fB0PPrQUA8NzMTbZQKU2pAJ6Bp87yCrKbwmlaoZP3vwZ3Hv/onCuMMnQ1h4gqR8eZNhs443hb3HbB7U4v/zlL3DnnXfCfwdSnu09PKs736bZ79TEJB64/z6888gjdI6fg6Pf9U7cf9/fUSqlgvxrrzFJlLc8wLqz6KLod2V79lXQ8mle0c5yH6mXPxLjMdHX5POx0x6Ti4cJrcl+FCIZu/9/aR8tltUDWJNsL211+f+0MclwPvXGRbJ3uMre89wS7WELuN8L08wzzX2S4bpjGnSY3tU1wa2GM349NiKNnPVPEr6eGLZjOZJI03QG0GG7vocaHRX3LCfyjH+ysGk5wzySIQaSHsJ065MMetEndNhehOVIBv/QYX+mGZZxbCKHl2P22HSDZLANHdYzrEcy2LOsaU1dKxyL9aGjpeuqxyRDnCLNyJNF/KaRDD/o8D3IdjwHX5vcjzZty7HYl/n2QTLEZVnoKJfLITeOzTIkw/WOZKCbb7pjsozHhu16TBZy9mt/kWa+9eybpDyt+nIsrldEOcsajsu8aMfX3IrqONF/v+7TfXqmMt/6tkoy5MLztg3HZ7pl7N+x2Y9hHbf+zG4Z891alixybnnTHYtbj/2saPtRNo4da5SJ87d9x0sy5Np8w7Lm2Z5l3becW/vyPEnCNMPyno/7lve8LOe+aUN6joUO7wGPbdfzM9+2TPe87NuwH8u4jWOymLPnZj2Zg/1YP+bItk13PNa1Tfct77FtGe7bvuG+5QzL2pZt2o5p5pMMeyzSrGdY3vM2zLN/I+q4tZxb8yM8Njwmi3nFsW0aJM0O17rEgRgQieRMMFayAyfQbYTpJIOyAyKLvuk2bshUeLlvGetGH2ZY1uNIt4xheuS7b32ysB9lzTfMjzruG6aTDBvOul4QLyTJmYfVOB/zvZGgg2TQgQ7b9KIa0adjXd0+WcQVTwKphk3jRbZdy9uGY7Av823HcJ8scu34LG85w33DC08yXPisTxZ98wzT7MP+7Qc6yCImdYOeY7GMYb9rgmUj332SbsIF0CeSY7IvkjN7wwJRxzbtP548HpOzstaN6NVzbg3TDJJhDSwLHebZpv0YIq3yImd9mGG/XrsIj02P8duGbRqRR9Ii4SYT6SRDHFGeZJg3SazpIBnkHbd9Ge4b5Ox6kJyxQxZ96LAfNeFFFvKOb3U6WeiQs21Qmn6zfMQ0KTS2FTrTb70yjnGaHGLr7ZMMQ+tbh2TYU56fYV3DvF5AR++4ty/WzCvSZwiP0In+o7zbXtHVx4+V1yu3tr82A/+uDCQ6r+I1K0kTzJk7V4WOId1fgWq1hj/+6U/4vQoQCYix0ZX68N+HvfZ4AaqlBKWkG74F5G8CZZ06sk4DWXcaeQuZMFhJ8fzdnoP+WkXnbwIwwd/vvQ8/+fkvQkED+sCfCGUVHROd8i7++Lrr++TCddfBkAoLA0Nz4U2qGQAAEABJREFUVTgo4fqPfAJ3/e0BdJIKsv45KkCVUFXRrq3i27KRUdmr4be/+wNuu/0OTKhA4B+OzZ83H094whPgB594jV24cB0sV6GESYoxFaAWL1uJdpJhvNFGZXAO2iyho8LMNts9ERtstIlCTjFXRZYf/vjH+NCHb1BxA6jJ78rxJobnb4hloy2wPIgF62yi4t4tOP+CS1SQa6O/bwh/+O0fsHL5CIb7BpB2c+jGhoFKGRXlgSqCuLj72S98Cf2DczAp/1PNDsp9g/KRY/4664Ri2qmnn4m/+Ntb0vf9drfddsMG66+nfKbKHNFFojaC6jPkWW9y1w5zHRwcCvNoy+cVV34A3/zmtzFXhTP7Gl6wLuqtHB0VQiu1/lB8/NSnbwZJzJkzLBst7LjjjkiSVMWVMqbqTTRbbeW0Csr7C3Z/Hgb6++BnhroKcjd/5rNYMbIy8AcHBrDL05+G/molyPobkC7I1SrVYDfvtlHKEqRa/PrUpO6FHflJsM3jH4/Jeh1DWr+xqQY++ZnP4w93/w2D8xZgxYT8q/jY6CYh5sl6C2lWwR/vuhueW00fUKakm8jm81UcpTLigtbg4AA6nbaek0rwHmOa4Y93/xW5Ctl9w/NVhEtR0zqUKv0YVOHyOc/bXTE00MmJick6zjrnPPQpj/MWroe//u1elPuHwv5btGQ55q63Ef5yz70485xz8ZOf/gxD+mCwdMkS1CcmkKvAXU6J4f4a2lPj6DYmUWYXf//rX3Dx+y/BwnU3QKsLjGseiQp0jY7XIg1FtR/88Cf44HXXh4Jhrgyuv/768Jw6+uA9NTmp06erc7UL/+mBLlS0MlQYFlG8Dl75ipdhw/XXQbsxhZJi8Dqdf8EF+Lz23JSK2bWBYfTp/Cqr0N3WPmp3iSQroVrrC0XOGz/yEXz1q7dgHe3FPq3xyMgItt12W6wcG5OLXGuXYsvHbYGuig1MEjBJ8f5LL8eU9nKfzhEXVanCI7Myxibq+G8ViK+6+ppg33uyo/WoVkrIUu8B6Yf4u0jTFA2tYUrFo3V0gdKYO2cIL9rzhViy6EGUJeNvZ5557vlYvGwE87Uuo1qn2sCQ9nMXqrmjpKL0177xHVxz7YdQV3G5f2BQtrMQe017ctnSZdhqi03xwt13C/lJqBwqf5dfcSV+/6c/I5N+N61gaP66aCdVLB6to3+9TTHRyXDiaWfjbypKO6YH7r8XK1eO6AfxY9pbDQxo3zd0LsAH45s6ufvQSk538K8c0YbbfwbRt+JSRPiHgbXH2gz8SxmYeX6etuJxBKkrt87FOHY7LQaS4T5Beu8iHOYbYaA3kkHONMPXKMN9kqvom2ae4T5Z8D02TIMOsrCZ+FqnvkgzL8sYkUAWsuTD2yhjOwbJQCIZYiaL1kTbdAyGxyThe22pVPLwYSA5Q7NtD6zb1g9L/VnZcL+je4jvg3FsP77uRpDU/bITru3WN9+tYV23th1BciZ20+zb10Dbj/K2QVLX4DTMIcZhfoRpEdBhusfW1TDE477jJItclFVEdU5IBr7lzHfrOG3DfdMs59hsw63hvn1EOZLhHkEyPKd4DtYnGexbx0VQ+7WueV4PI/ojaXKwY7u2bx7JMH/LWt9wXLZjvm2bVlHR1WPDfMN2DPeNyLMtw3OzrvskZ9bDNs0zrAcdjse2DPs23T6tb3nb9vNm5Lk1zXKG9dxaVuZmXiTDuWUeWcRgXcsbtgEd1iMLPrlqa3nLkavSyWJs3V6QBV1mQ76tb3gc4bERx25DATISyVWNOADzSIYFIxkm5gQ5weYZTqQBHWRx0niiJEVBWAQH64REkAx061vWvsiC5rEBHV4wgyx4tuOx7Yg9M1n3DXJWzrJkMY5+bNe+LGu+x7Hv1jzPxa3HJN0EkMXJZt/WNdGtbfsEMaxHFnLOkWUM0+0rwmODLOy7bzuWNTyOcfTqWMYwzxcX+6hWq+Gnxc6LZb1pDfMdH1n4sF6EfRjWsYz75rn12CCLk9301WE5kmFfQIf9GpYjObO2Yq3yMv+RQDLYs2/LeI5uMX2QnO7NNpaNMNV5s45pnptpa4LlDPMsH/skwx6HDs+HZJgLSVEe+UVyRo7kjKBtzwxW65hnmEwWOo7DiHTzDLLgr973PMmCZ50IkmEevbYizy10kIUeWbQihRfJmbk4B9EGyWBzTT4xfdh2L6LuNDvYdd8yvTySJgeY5w7JmfPbNMP0tVibgf9XMuB7ia/hPqfa7Q7GVTAZHR1Dvd5A3gW+8LkvYNnSJSqoDIJ5B898xi7Y7vFbY2p8BFNjK8KvKKZdFYBUbAxttxkKj6kKkYn6I8uXYqcdnohn7fp0ZCok6IzCosUP4dZbb0OaFYWAruxmaQLIod7hfqVSws5P3Qn+FU9Kr9FqYcmKERx19LH4yS9/g4dWjKNfRaLxRgdQgcDfFvvq127Fu951NO7681143OZbYNED9+NpT30KXrLPPioCtVWmBBIVOPwrwf4mor/Bt3jFGL5y+51YvHIKqA7iIbW/+vPf8LdFyzEwbz28+nVvxPLRKUw2uqj0DeODN3wMV1xzPe55QDlZR8XHyQyloU0wMlXFhZfdgNPOvgx3/3Up6o0UzQax05OfpsJjgoq8z6nUMKxCDMYnkarYtv3jtkSt0oezzzkf7znhZPz293/E4NAcPfB2VKyZwkc/9im87qA3wP97+Nx588JPxV3sef1Br8P46Cj8K6i5rlHdnMjpmSl7aikkIEg9B6RpUaxMiK6KPX528n3p6KPfjUsvvQy/+PVvcd9Dy8BSBX9VYfjqaz6Iq66+Gnfd9WcMDQ5g8aIHw69P+1ettUDw9Ri2n5Xgb711Oy3s9JQdsOOTn4ROu6n1quK73/s+6ioedfQBZ4stNhd/x+Cb+jDZbjURY+uoGFqcRznShFr+jlx04W+67bTTU7DNNlvDv149V8VfF4OOPu49+PLXvxmKQXUVH0t9Q2h2CSint33r2zjs8CPx69/8FgmpYvkItnvC1njFy/ZDKckxd7AfEyqgP2HrrTBPRVV/I9Xfevzopz+P2777YywamcSDy8fxi9/dhU9/6Rbcu2gZXv7q12LjLbZWQboMqCj55VvvwNuOOhq//P2fMW+DTZBXBrB0soPqvA3w3R/+HO9+7ynh25pJuYaRlePYbtvtsMVmm6CcAN36OOYPVlFFGzW2MJC20Rhbjo9//ON4z4knY9nKMQwMzUGpWlMxehhJWsItX/sG3nHY4fA+HZ4zB5M6N/2/avt/+qbOmT4V0JQ1pdDFJzWrvHKdrzn6KiWce+bp2mcZJsdW6tyShoqFJ5x0Eo57zwm4Wef3b/7wJ/hPI0ypAOpfnV45Oh4KlG968yG45JJLQ/Fx6dKl8PNcv4qQo9p7JOEPK+1mE3u+8AVYsXyZCu59Ku5W8Cedf4cdcWT4IcPEVBN1FdUXLV6KL375yzj6mGPwgPaUv3XcUWE2FPy6HbQaDfiHD7muAd4j3g9lfcB2kdVyWap11pznqgC574tfhK223By1qtaFKW6/406ccdY5+JEKv5kK21m5iooKh6NjE7jhxptw4oknKq5ymEer2dB5Ae3HFkZHlmG4r4xOfQIv2/fF2EhFfc9xroreDy1bjrdrrb/5/Z9ihc7jkXYJE8kAOLwhvnDrf+GwE8/H1777c2y06RaYnByX7QXYeKMN4OJ6UznJsnR6NRy34FEOuGdA/Rlg7bE2A/+ZGch1zXZkZNi17oIs+pEXiP/kW3wGJwubHvu+EW2Tul4pBo/Nc2tXiQqABskQj+m9IAs6SYvr2tJF5AeC3lLdG9WEV+S5NYEkbL93TDL4gg7TDXUflUYWOrZF0uIhjtDRm2MgZ+m2aYgVXiRXsd+bA7LgkUUbFKbfyIJW0jXU9/tePxYhC759GZFmOcvHeM2LPslVdcwzIt9924mt+7ZjkLO6lo+wTK98HEe+4zHfcN+IPNu1vFvHbJ7l2iq0WoZc1adlLUMWeyrKmW5Y163tuXU9xddytx5XVBA03I/2bc96RozBPNuONMt7T5vm1nSSYX9ZFtOHecb0MOxZ861nP7bvWCzjvmn16ecsspiTdWP81nOfLHj2a77hvm27b3uW9dh0I9J8PyQZisUkLR72I8nwPEoWNOsYQUBvJIOc/WsY5mKbRpQzjyzkSIZ8kIQPy0R4vDpIBvskA4ssWuuY4NZw/9GgGJJgyMKGhcnCWOw70RL0MMB9wwNyVtY0w3TDfXKWb1qEeYZtm0YyJAA6nCQvSIwnypGrLqTpJEP8Ugsv60R4QW3LY8t60xgkw4LYR+SThR3LGmSx6NYjC577jtcgGfzZnju2Y3/ukwWPLPz00ty3HcP9GIP79msb0VYcm0cyzJNkuIBazvAGjSdFlHN8vvAZpkVEe24N0x0HyZl82Jbtel41/7qWLiYxxqhDzsZiuQjbsk3LGSThuRgeG+YbljXcNz2CJBy/eQY56ws6opxbDUPc7pOrylnXdnwBs3+yWE/HSjLk0POyru2Qhb77phlkIee+YR5ZyJFF61xFWCZiTTTrR1jO/diS9DDEZZoRCP/DG/nIeiRn8hPNOK5o2zmKfbKwYzmSYa+5b36EdSMijZyVtbxBFjSSYT6RZn9kwTPNNtw+VpBcRZQsxmuysybaKsprB2szMJuBf1vP1yBfp3yN8rVJz/rI9NA6Z+7cUPz54Q9/iAULFmBKH7Lzbht777UHWlPjqGZJKOpQBQOdZdCJBqKrokcXCToqTBYoS65WLoVvLVm2lCYYGhjAT3/6E9xzz1+QZKlVdZ3I0VEBFLKXqdhgvSc/cTsccdjbMTUxHgqgvpbedfdfcLAKI+865li89vWH4OTTzsLr33gI9tnvZTjt9DOwbNkyLJg/D8uWLMJTnrQ93nn429FtTiFjByXmGOyrYden7YymCoCe99Dcebj8qmtw6DuOwFHHHI8D3/Am7LH3fjhWBcGWCnsHHvR6vPqA12DZ8hGMqXA41WjisiuvxqsPfAPedOhROPG08/D6Nx+Ol77yIFx48VWYaiaYN38D1RZK2PHJT8WbDn4z5g7NQXuqgQE9wM7T3Dvy3dWD4/aP3wbP2GVXuBDnguwb3/gmvPxlr8DrX/8G7LffS3DmmWeGwk5TRZPxsVGUlLvTTj0ZG22wLvJOAxoq39NbJ4fyD7j4ltD9HFRhp7+vGvLXlo1M9G1VPF65YhmWL12M66+/Hu86+jjs/+rX4EAVOg9X0ei8887D3X/+M+YND2F0xXJstP66eMehh2Covwb/GroWGt4n0LWvowJjWWuV5G288AW7qUBV1zMUxSJ87/d6PedZz4a/BTml4lmmwFLpme45Z1lJ8qkKrm10VRQrHu5z7bUJbL7pxnjdaw+Ubh+oPTFXRcMHHnwQhx95BF64115497HH4UgVm49899Eavxivf8PBWLxkSSgArVi2BNs9fiucePwx2HTDddEYX4lOYxJJp4ntttkKC3ISY64AABAASURBVOfNUTFyBJtusglWjk/h7Ue+W+v3Grz5bYfjtVr/E08+LRSDF6y7XijS1QYG4V8ZrvYP4atfvw0v3f9VKoQfp/V/O04542zs8eJ98ca3vA0//cWvgaQE/3rztio+nnLyydh6yy11LnTRbkyhv1KCi6GlpItKCjxdxXGS+LqK8Qe+9nU4/8L34boP34APaD++9qCDcNRRR6Gpwrv3qdd/k403xHuOOwa5CneVLEGu4m+u3EAnbR4A+JuQ7iPQu7Dszk95Mk454T1YZ8HckMsx7aVNN9kU3/3+93HOeRfgbe84HK953UF4nfbdy17+Cuy9z7446aST8M1vflPF4FZYVxeju3oW0xJi4YJ5Ye/VdV52dG5tr0Lvs/WDiYnxURXd6/Dxq1/9CgcffDAOOeQQvORlL8Ur9t8fp5xyCn7zm9+EgvS22vst7UnNAv6PpDqaU1kbuqprRZaI6r2lfq1WhYucHeWho+J1qZxh660eh/1lc2J8TOdOB+tvsCE+ffNnQrH26KOPxhFHHYljjz8O+8un/wRCoqCXL1uK9dZZAMec6Pq0vvrU9SwRGhOj2FjFxzNOPQXrir5U+4dJigcfWoIDX/9GHHDQG/HWI96NQw57F/Z/7Ztw1HtOxXd+8iss3GhzyTwU8nHZpZfAf//R34JcuN66GPM3RJWIXIgvxo5a9w11177WZuD/RAZIhmv7/2aw4VrVY9DjCLLwRzJIRLrbQNAbWfDUhemG+wZZ8CKNpO43CXyQDHPxfaeXTxZ0y5hOFmOyaE03zLOu+xGmGeSqspHv1vwIjw2PbSvC4wiysEXSogHm+d7b1vWYZJhHYPS8kbN0suiTDPNPkmSmTVWEJTmTuxhDr33oIDmjY32ysOlYog6mD9MMD23f8rElafIMTM/0g+iI1cckYfu2ZzskwzXfc3eMprs13Ldht6vrWNcgC33XGaINy1rP/OifLORsy3SyiMM6plneba9f2zEt8ixre1E/0i1jWes29cMqt6aZTzKsp/mOkSz8mmc7pls29i0TabZjmG95tyTD2prueKKs+SRR0rO+Y/TYMrZnWM4+zCOLmNyPcrZl+9YxLO9xhMemk4Wu9XpBMgyjfBjozT4NsuDbhm1FObdxLPEwt97W/X8EiSdFFs5s3LABB2G4b9ipE+MFc+sEmGZ9y7k1vJHdRtie4YlYx7CeabbrlmRYdJImBZAMNPuyPMlwIkT/plnXvslC1oqmmWd/hsemk4RjivKmW45kOLHJojU/giR8kAyxuG89w7q2b3hs2/4moh/iScJxTk5OhphJBt/OjRE3nf1Yn2T4UGEeSfgwz3JuTbddf3vCY8M0j0mGTeB4HId5joWcpZtnmG+4HxHXgyzkPXbsjstxRJBFXL1jsqD1+ox2yWJO9hd1Vm9JTue+sGPZCHKWR872ocM+opxjdcymiTXz8thzcGtYPjJJBr+O23S3zqdb6DCNZFizqGsaeg6SYU/00mPf7f+EaMpysd/bkrP2LWNEvvsRkfaPtuSsfZKrqJMMczPReynmxbkw7Ns8spAjV23NM8hV6WQx7uXZFlnQyWIPmmaQs3SSVgtxkQytCZZza5CzdI97eR6vxdoM/CdmgCT8jXVfg3y++bpPErd/8w78/e9/RznLVLAZxfZPeDx2UdGkqQJkqqKT/3MLgCo76qE+SdU11BeNAFRGCAWQZn0SO0tvhyduC+gDfyklljz0AP7yl7uRZmUwrcBfhlMNBbkKUR0VJhoTY+grZ3jtq/fHUYe9DcP91VDA6a9VMHd4OBQyfvKTn+LLX/0a/nz3X8Pfo0vTFC7U1KW7y0474sr3vw87qBCVtKeQtutoTqwE2w08Xbx9VEh1QW1ChYJqtYZfqzDy1a99Dffe/wAWLFwYCpmLH1qERn0K55x9Fo5X4Wf99dYL99X+gQHUVYi89bY78MUvfQW/+s1vce9996NUrmDl6BimpPOWQ96MKy6/DJttsrHyAGUkD/Cvm9YqKrw5a5rw8ccdi6c8eUcVRibhJPz1nntwlwqAE6OjQN5BV0WmrmLeYrON8P6LzseOyqELqpUsRzntymZX9nPJqq+iUyKkKn9SxUcq1xXlupTkKiBWVfzq4nUHvAqnn3witthkI4yoKLNs+XIsWbYCd//lHoyMjGAdFZcqqlS26uPYTMW79xx9FHZ71i5Y+uB9cBwuJuey21GBKE0T7Q1icmwFdn36U7HxhutjhYqWNRU9fe0bVhFz9913Q0vrqRoQUhJlPfBC82YyvVeSTNEmaGsDJKlojj9BKNrtvecLccTbDoWLRM3JsVBArqjwNj62Et/4+i341p134gf/9SP423VbP/7xWLZ0KcTGU3fcARdfcA6e9fSdMLViCQYrCbqaz2A1w9yBKg479M14gopY9/39b/AzUkfxLFm6DPfefx9q+qFnUx8KfvNrFRO7OZ6x6y644cMfxhO3317FtUZArVrFFz73eXz7298J/6nLn/70J5SyUpibv6X4IhVILzj/PDztqU+FC2vNRh3VagX+VlxTufAzpf8G5l57vQhvVjF9+fIVqNcbuPnmm/G+iy/CpZddov3961B0zzvtUCzfQcX4Ky+7VOdApoLXXIyvXAZ0m1p/rT18UHmkOgZEB7wXfC51VCTc98V74eorr8A2mndVhb0pPRtWy9Vw3oxPTOH+BxbhrrvvxpIli1EqZcF3uZRq7eoq2M7FgQe8Gq942UvwWu2fJ273eDQmJ8K3KisptC5dnH36KSrirYu825LvLqb0A4ssS+E/37DogQfQajUwf94cPG7zTXHBOWdjUOfxlArDLqLajyFlFUhz5TFDqg3jX8nPtY8N81yAHFF8/X0VvE1F8VNPOSkUnJctX4p58+ZqLSe0Jnfi1m98HXfcfitWiN6nAuaUrgeXXHShCr47QjsNU6PL8eDf78Gc/qpyO4GyN43i3kHn1gXnnYutVTSuab262uML11moc+Mv4dfqf/nfv8Lv//hHTExOIS2Vda6P4pnP2BWXvv9ibKtrY1tF0pr8LV/8EObM8TeZW2Eh9HMMrD3WZmBtBh45A75f9CJKJtPFMpKB1CvjfiA+hjeSSHV/McjCFnR09bxhOyRnPpORhGmR574BHSRBzsJ0shiLHV4kQ2ueEQZ6c78XIgVbbiPd/V44Bo9JhvidD3LWPjnbX90GSTQaumfpftZWsdK2ooxbj8lirh1d6ywT4bH56DlIhhxh+nAsBlnEQHJmPhYxz/dS27Qt+yQZbGR6pizpWcAyBkn4IBlsmGZY3/dLx0MWPNvx2Dat475lPLZOXGOPDcuTDH7dt7zp0EESAMJ6mydSeNmO47Mtx2ripO6ZhuUiz3OzLElEu+YZ9mGa5UkG/5aFDtPMt33TSM7wyaIfedBhWYNkyI/7zo11LUcWdIkGvmmO2/FZ1nTLRpDFunscZS3vsWMjqeeAUoD1DfMs675lyuUy3Dc8JhnmQBa249yhw7oRJEWZfVnXiBSSYQ5x7JZ8OM106xmxTxZya/JlOcOyBkkkZKFghgEdZEEji9Z0gywm5s3myZHFokslvJwI0y3rvpPvQMjCThDqeSMLfcuTnOFYx4kmGRLcO45CJMMFAY9w2KZZ0Y7Hjslwn2RYLC86WfiOdJLhhPBcorx5hse9dG90xwcdkWe+hsG++6ZHXbfmGaYb7tuG4X6U8Tjqu3U+I6JeVQ/jvTFY3zzLeZ1sI8K5WB22SzL8ioyLnM6HbVjfJ5htm2Y92yFnc2U/9mEb7jvuCJJh/mTRRt3IdwsdtmuQhV3bMnrtSWzmFfUiwWPDY/uwLbcem+7YPbY9z8m2TTfNJ7DlDLLwb56xOs1j043ePsmZk5WkWWFs+wZZ0MywruE+ySBHFnutl96rZ7phnV6YZvTS1tS3LdMta5CF316a+4b5hvuG+zGf5KyeeeSqY9MiyEfmWYakmzD/0HkMbyT/IfnHYHKtyNoM/NszQDJcJ7W54W9PuRDph6yWHlj98OpfufTfM3vSE7fHAa/aHxUVJfytN4bCWBtdpugwQwep+glyCtA1BcWREPqAn4ZvHh6o4sUuOz8V226zFTbbeCO4MNFsdZAnKTo5kZVLSNMEKXPVVurwr0Y2xkdw+NvegssuugB7vOB5WDB3GCuXL4ELK4mM5/JlG2Nj4xhWYfKZu+6KC849Bzd86BpstO4CrFy6CPPn9AOtOipJF42JUZQU7YnHH4v9X7of+qslyJnsTamgl2BCxa2mCqbDg30qvMwBVPwrsaNC2Fvw4Ws/gDe89gDMGxpQ0W1UuUgwNbFCuuMqitaw6cbr4s1vfC0+/7lP4dhj3olKOUFb+o3mJJgizK9ULct7jpYKK3UVZfwrupe9//044NWvwoYbrI9Ou4mxlSNQGqA6IBbMG8abDj4IH7j8Uuz5/OcpNx35HEGtnKoINBaKTFQBLUEXBtVShUuqQOzizsbrr4snbft4rL9wPjbdaANst82W2GP35+FjN16PN7/pYBWahtE/MKgCUQtjoyvRUrHM33a0rytUwH3Ji/cM33gdqJah6agI2USu2F1ccttScaucEv711V2etjNa+rDTUDFtUgWq7bbbLvx9wHarqVyU0FUxrasPfEmSqBiXoS7ZTg5QxbuO1rHd7sD3x1qlojmOYv7wAN78htfhs5/8WJj7egvmYt6cQSxbvAjDA/0oay9O1uvo6x/AxMQEnib/Rx5+GD718Y9g6803wcTyxaimOcp5CwMlojM1hlRFu1e8ZG8c++4j8WQVnAb7+7ByxXIVvjrw/179h9/+SnNZB0950nagZMsq3m6x6Yb4tGyeddopeM4zdtGWmIK/TZioEJtrX22wcF74duUuT90R111zFc496wwV+rbE8uXLVFisI9fckmqfNwC6TFGqaf80Oxiev0741t7ZZ5+tebeVkzQUKoeGBsPfEPR6bLjBemGdLr34fdh268ehVs6w7MF7USslcN4p61jloEaC9oR5gwN9aKkg7j+FsPmmG4ei+LkqAG6//XbBx4DWfmqqHgrrg4OD8D33/vvuRafdws477YRTTjoBn/7kx/FeFcpPeu/xeO/xx8pvAqhg125MoSOk2mvbqdB/w4c/iNe95tXYaIN1sfGGG6KUpTovBuFfs54zOIADtcc/dtONWE978Rm77IwnbL0VttrycXjKjk/GsOacpUnQGRzoD79+728y+1uFHps3X0XGXDmH0JTfvfbYAx/5yE3Y84UvVHFzLiyTaW/Zb5YQG2jv7/bc5+D6D30QL3/JPlgwZwjrzp+DV7/ipXj+c58Jr1+llKGmH0A8cN99WqUcO+7wJFx+6ftx6JvfqP52mmuOOYNV6CQI+2ed4X4sHK7pBxuPw2knHocrJPtEFYeXLl2CRD4TEn19ffCvrM+ZMwf/+QcRtlCuSP9ZSPVfeq1V/o/NgK8HjxTco/EeSWd1Oqn9J6JtGeqCZEAcm2aQdBOwOi9qWgLRAAAQAElEQVQQ1/BGzuqQRd+6Xd2H3EYVksEnyUAyz7BchMdmktS5niBVQdM86CAZ9NWdeZlnHWOGqE7vmCz0yKJNkiTYdksStmFILdg3vRemR9huRKRZN8K8SO9tSQafJOGDZJhblmXw0avf2zfPsZBcJTayGJOzrWUN6/seHxHHbT1v9tJirOZbjyxsOeelUinUC9zav2WsaznzHbfpJGG6+dEeWdgx33L+DE7O5tnyjsW2XI/wM7D1o7x9GrZnnluSIX/uQ4djMEiGArBtkgw5tR1MHyTDPKxnn5Yz3LeI/ZOcsW05x2wblrGs/WD6IBl6jteyUc5963mujt100yznObiGYkXL2B7J8BxgGZJhD9pfHJMMMVkeOkjOrL/1DZLiINgJHb2RDHIkNZrl2a5jMQJDbyRnZB2vQVKc2RfJYN/6xixn1R65qp65ZEFLrGiYaJAFwzQHRBZjT8oJdGue4X5MjMfuG+4bLmCRDMnyBCxvkIVN6PAimmfYn+E+WUxudXnznHiD5Bo3eJSxrlzMvGzbcGwRZprmuB2Lx2QRn8eW66V5bJAMG9o+SM5sEm8m6zkGFwfJwpZ17CfCY4NkWETT45gsaI4JOtw6l4b7UdatP7B6E0c6SXiT12q18IBrmzIxswaOyyA5s8HIom+68+o5Wcf23UbYVoR57pNFrL1j27FOpLlvkIUfcraNMuSsHecv0mNrfYOkmxC7/Thet4GoN5JhriTDmphHMsg7XgM6SOodQdadXp8eG5YlGXQ9NkxzTBGr27eMQRZ6kW9aBFnwYp5Ntz3btnwESbNm/JNcpW+mddySBY+khwHm2RY5SyMZ5kwWNMsY0OHWUHfGj8cGyUAji9a01WE9o5dO0qSwx3vpgag309QE226NXhrJwDNtTbD8WqzNwP/VDPi67XtGvFekeugsVcoYGBzEXnvthS9+4Qu44foP4/LLLsUbDjoIzLvIEqjtwB/4O0jRZgkqn6Dlfp6EYmLOJHyuJXWPVDFjbHREhYIX4KILz8NNH74ON16nYsWBr0FDD57+X5zbKpikWUnnGpAlDIWWVIUNFyHHVUhy4eysU09UMeqjuObKy3DGKSfiLSoS+NdU3/PeE3DG6WfiA1deiQ9dezWe/7znYEqFxPbUOIZqJSy7/++oqgDV11eBC0rN+gRcyDzpPcfiS5/9JN5/3pk46fh3492HH4r3Hn0EPvD+C3CxaOvOHUDSmkTaVgGxNY4tVWA8/4yTccsXPo0br70C1111CT5xw5W49MKT8ckbr8BN112CY995CJ6w1QZYuvhvGBjIkJRUVGML3bSLpJoir2SYVIGwVUrR1jz9baqSCninnHgC/A23k0/QXE49BUce/g5ceMF5+PAHr8WZKnxtvOF6Kkwuw9T4CBaut0DtChWhUrhYS2daH6ggu4nWhyrQQMU+qki8rQqOF51/Di46/1xc/8FrsJmKkHNVXE0le+app+DmT38KztsVl1+Oa666CtdJ5uM3XY8zTj4BO+30JLBdx/iKpZg3d1AF0TwUsxQuUsXeUbG0q+JiOUvkrqlCE1DV3nGh0feWF77g+YBiC/E5Lu2FroqXXcXqa2k3B9pdqCCbAkzhMXQQXSSKrzE5jomVy1UQXIBL33c+bv7ER3HhOWfigrPPwLuPPAyv1/45/fTTcPIpJ4VC1OWXXaIC2AHoK8tes46BSoY+rf+Y9o8LSKkKkZ3GJJYsug+veOm+uFEFsxs+eBU+eOWlOFfretn7zsVXVTz+/CduxG7P3Bmji+9Dc3w5yt0GSnkDB7xsb3z46svwndu+iqu0Rz523VX4yDWX4ZPXX43Pfvx6XCH9vffYDbkKziuWLVZRbSB8K9YF1m6HKPUNIy+ryFcZQj2pYeVUW/ujjFe9cn/c8tWv4Lhjjgnxv3D33UN77dVX46oPXIlTTzweC1U4W770IRVeq6iVlCsVfjPnVueNUrbaKwcIHTlGVizTmpSwUMU7f4Owv1bFnnu8EJfpfL7uug/hnLPOxllnnQX/6vKb3vQmvOf443DTjTdoX3wSH7jiMhXi3oR5w0OYHB9FWwVzf7tY7jF3SOeG9llVua5oQzS1Vv2VEk5673EqAH8M79Pe9X6+8opL8dmbPxVw2NvfivXXWYD5c4fxype/DJ/7zKfx8Y/ehFNPORmDAwMYHV2pQvI4FiyYjzPPOD2s6Wc/+xm84Q2vB7RnJifGkXc6KOmD/9jKleivVbDxhhvABdWbblD+VaQ//bRTcIrOpauVt/dfeAEuvfhC+BuxzakJ5fRV+NatXwvfAL7kovMxoOtBqVTCksWL4f/cx7anNA/HePQR78C1l79fa3sNrr74XFx10Vl4/9kn4pKz3oubr7scH7r4TLzxlfuBnSb869b+T47mzJ0TCs5d7XUXkSdkS4vwn/3KHZ43yz8L66/F/8sZ8LXa8yMJku6G5+nQ+RffkiQJFnp9RJoZ8V7hvkEyxEDSw1XiIBl4gaE32ySpni8fXV1CZmGeGfZFFjKmRZhn+D4WZcyL8bhvfmzJwgbJmRjMMyxHztLJom+75kesLuexYb79+jOi4bFhnuH+6jDd8PUtfkYlaVIAyRCn7ZKEY4lzxfRhmru2bTnDfcN0srDhfi/Mj7L2bdg2ybBe5vm5M87FYyPS3Lc9krBe1I92HZfp5Kr+TTfQc1jXw2jT/KhrOsmwL9y3rPmOw8/E9uexW5L64WA1gCSijHXM91xIhjzal2Fdt9DhPskwf8sbJMVBsGV7phnu256Z1rcP63vs9XTffLckQ/yWIxnW1DzbsC3LGCSDb/Msa1vOg1uPLW+edQz3TTOPLOy6b571SMI5irbJwr7tkQx5MA86rLM6RA4vsrDtgWWiD/cNsuCTRRvl3BpkQSeL1jTrRXj8aEjs0LACOWvENCfBrWEjnrhhWYMs5L1ABkmLhU3ryZNEtBEYerOeYboTSHImWabbl1vDCwAd7lve0DDIu7VshGVMIxn8O07HZB3LQIdjMtQNm8Y8w3EY7ptnGbKYi8ckg89IJ4uxN2O9Xg8bmNQDrh6meou0tuex4ViifozN+lma6YNDAk7/S5ggTVLo2TZsWH8wtZx1Uz34ue/KfLApfx6XymVk6jNJ0NGDYksfKg37d+s8RpgWYZrz5rGLmC5wug8d9kcyzM1yRkcPdkZXweWE3xHnJZXwinrOecypY8qDtERk03EmaYpUP/2OPi0v7iovkmGdHKMRmSRhPwapQIAg59htxwh9PSxHPcs61lR+ycKuZUy3jPuGTAXbbm2HJEh6GGBZwzzDRI/XBPNsn+QqNiI98qKu6SSDf5LwQc62JIMdkmaFvnXDYLU30w37MMt9twZZ6JtmmGa4b/T2ve6eZ6STDPvSY9MtG2FaL0yfGevTbd7paqH0xK0+BPMs82iwjBFl3O9FpLslGXLi/j+AtaJrM/Bvy4Cv5T7HHICv1R7rBFMB7SGst3AB1l0wD5tvvGEo2I2tXIGpyQldk1vhJ7cdn0O6rqpRycinFtUKTHx62YzQDd9Uq+paOz6yXIXAFLpLqHhQRqtR170mQSaezymfz/Ga7Wtlt9tRkaBP8l2065OACl61UoLn7LozXrP/S3HU2w/F2978Buz/0n1CcWHLzTZBrmJnX6WETGWtigpjzakpFc/mAbphNCYbSJIULmCU2YW/HbfRuvOx9x6747BD3ogj3nYIjnz7W/DC5z0bW2++MerjK1UITdGSbxdeGL71NYFaBjzz6Tvh2bvshD12eyZe8Nxd8bhN18NmGy2Q3wbGVy5RkWUAY6Mr9BPwKaQq6ua6N042W2h1gaxaQ7nWh4mpSZTTJPw6aqp4tnrcZjjwgFeGbzwe+uaDscfuz8VWm2+CpYvul91OyNngQB8W33svBoeH0VDxD8hBZd0tdMzcG3Wv7KpANLJ8CTbQHNedP4ySfKTKy5iKeuuoEDSuopILW09+0rZ4geb8nGc+HU/e/gnYbOMNFBcxtnQxusp5RetTn5iA1yfTvZ56Zqg325pIBeW+IdRbOZYtX4mf/vTnkBAsP0cFqmc/8xlo1jX/NIXvs95bpVJJIkqC4qtVK+iqgNbROueK3TxdQlHXmlXKpVDkrqja1dY+aTemtHeInXfcAf418jcddCDec8y78OpXvAyvErbYdGMM9VWRdJtoTIwFXSo3YytGMG/hOgCTkHPT+iploNPAcF8Z22+zBfZ70Qvw8n1ehBe/cHc8/ak7YlgF2hWau79t6Zx5z3UbE0hVwDSG+yt4+k5PxrOe/lTsvMP22HLTDfH4LbfQXi1jVIXH/mqG+cP98K+Kd4Gw5lOtDmr9Q+hovuOTkyhV++D/MKWkQu6SB+/HBussxOtf+xoc/va34fJL3o+jjzoSz3v2M7CV9vSShxbB3z6dM9iPhx58EIn2kr+52Gy1NUMGyM30y5mchQthLe2TJUsWo6TzYWJsBKMjy+A5bbrRenjuM3fBS168J9540Gvx9kMPwUEq6nrdNlxvXfj8GV2+FLVKqlNPMSfAvDlDaDUa4dfd/UNmr6sLhxLAOnOH0JwcQ5/kd9h+WxX+noin7rAdNt1gHcwfHkCqSMvaS1MqJA7VyiizowJeK9AXPXC/CvYDmDt3rvI2qgLnoNazgnVVePW1w3/v0fMulytoNZsYGqjB56XXZ0pzmj9nEM/a5Wl46T574xUv2Vfz2hVP2HpLFepXYnJshfKXB7gQ6VhHli5RPlKMjY9jWD79ZxO6KtrXyiXtoRaWL1mEPv3QYvttHoen7fhEuLD8in33wvOfsyu223JTzK2l6NZH4T9v0F+taO1rWLFsGbIsQ64Loq9nnXZHa5Lr/IT2Yw5o/noLr1xUIwzWvv2TGcin9dz+M7C69dyuxb8jAyRn3PqcIQmygBmmRXhMzvJImvSo8DXD+r53+fNVhGkkw7U0pS5sOmfRA2pbJCBKaRZgGdMs09V5bXR8/dX1HNMHSSQCWcRlH1jtoGySep+G44qwvGEVt6Y7fpJw37G3/dm61Qp1DY8tG2Edw+PY+nqU6v5LEqZZx7YMy9meae5Hvmkt+fC1naRZawRJPXnk6Ogzv1Hcy7sad4TuTMz2Zds24vk4HsdV3O8JkiE28w2yoFk2wvqOx3BsMUbTo45bj+3P8Ng+bMN0j9033LeM7eSKP00S/aCuomfVUog7+pk3b1541rVcpLlWYXu1Wk3Pryl8nW9rLyjqMBfLGiRhXxFiwjlqqy4Q8iW/jiHm37Ea0GGafbh1vmyDJNwni3zFPnSQDDzLWc92ocP2TPPY8bte5FascK/yHLwW1rEvy5lH0k1YF/sxzDdsz0zbin3r94KkplvAsubZtuG+Ybr1yWI+pj1W2I5BFj5I2lyI151ohyzopq0Okkigw5NzopyIGBDJMAGPzZdYeIh1AqKcN6L1vNjeFA7Ijp1g0yxn2Ib1zXPrsenWLZVKJulDVTsEb1+R59Y2bcu6ll+dNSovAgAAEABJREFUVtYDuXVsxHYN6zg2x2R5861vmuP32HrmaZKgNr8/pGR6OLfclB7AjShrmnVtr60PMdrFSKD86CJpX+bbv9s4jj6sY9hWlHF+vHmajSbSxJb0aKSTwSei0dFFzi2lYFnb9LwMctXN0tSFynz7lvjMy/GO6+HOOp4XpOeTzi3l04KOMeYWCcPFzG1WLiHVgyrJcJI4N7ZneA1IhvUqlcs2I5OFnD/gWK+rBz0jSdNw8XBsPvH9QaelD6iZbFf00Oi8mO51CLqSJ4lUreN2ztw332PP0yAZfNpuon6uwpZvTuWsBCNlAqOih2WSYQ7W91wNkvDY+l5n0zyOfkyHDpIhfvPs1yALe5aNsUkUjtV6lnWOzCdZ/ERea2u65aOsfVrHa6LP5mCaKGsIdrzmzo1bcnau9h/2hfad55cmic2F88a8CMdhBsmZc9Y0wzL26z7JkGv3Dcfn2EnO2EzkgyTiYX3LRpCzPMt4FCEjYZ0IalvpfTVZ6EiTYg62a9iuyOHl/uoIjEd4i7K97EhzG+lkEQtZzNO8R0LU+Xe1JB/RtWN+ROZaxv+JDPhc9HkHnSO+AIRzQA9IlSxF3mqghDbq+gCfqGCT6SJX1rWTSYa6v7qmh3NJheJYqqt3oq1C6s22AoBED+idZkPFm47kuqHgQBXGEhWgEulYL9c1OZVyLlqWlUBdf+t6oEuyMrpMFFYCkoDiUk0AqmohV0EIKgAkjTGUu1OYWrkMeasuP220psbhwgTzNjLdI6baQJ1V5NVhTHVkS/Zzf4OsM4VEBbaWCoGToyMqKExhYsVydJt1uOilkORSRQRdI5IsQ6Kc+NeJExXyGlOjwV9DhTkqF1kOTI2OIdG9oKY5NKcayFLdx1LNIU8xPtlGuTyo611VBZQupibqKqiVg41ERbO8NYWu4m/VJ1CfGEVbrSYCF778TT52mnAeO/rw0zc4jIl6B0mphk7eQa51cYGzhaT4FiozdLVGuXJWKWdoKh+J1s8Fn7zdQFX3vqbu8UCOjvPYHEd7agRppw6263I7DhdWMiWgI7n+gQG0NK9GJ0dS6UND86kLaW0Oxlp6YC/Pxc1f+Br++Oe/oKxnGCin++75Qqyv4jVVXITvP8q5nxU6spMpj6psaj3bsI8sSaHVRUcFoDRJkCnX1LoDFK2jcYqO9ghtq9PC1NhIiLE+vS8batP2FLJuA9SeTbSPfB9pdoG0NqQ1T9HO+jDZ6CKr1JDIR1eF0VLeRNqe1N5ZCu+HRHqeL5iiog8XLa1rQsJrnhFItG8z5SxXTnLFUp+aUPxAV3FP1LVnNM+SBL2Wnfo4qlmCup7XmFWQaC+MrhxBLSWGKtpLKmbnivX/x967tdq2bftd5df7vK3Lzjk75+QExJgQIxECSsBrEB+CiBL1SQQ1JviuQcwH8IKKYCJHIokkaiBo8CMoiA/id8gH8MGH5HD23us2L2OMbvmV2ktrtffRx5hjjrnmWmvO3erq/15KLeVfLrW21i+trT7nPLz6Nn47b3i++uqX8eqrX8XzXdQvTq/z+Ou7/u6r+Dxzkus+ZJ0vvvgyrg/Ey2visH+er499RO6TSEtE9idK55DH7SobJ7748vOw5xdPn8TPnu/j8PKr4NXXcfPdL1L/VVzn+fz6m+whb95e581e6+1yjd74fP21PWSdPK7fffNt7PN4ffb5l/Fd3oS+iqfx/LMvwveGN9/+MmfXccj4q+z/OvfnkHmf3byMm5xHruEmc9rbPs/5Z/E69+MQr/Om5ZdffhE3eQPgm8z//OmzfB29iudcZZyvqVfxJM+Jm1x37HZxne8DHqun+d60y9fwF08P8TT389VXv8h1fBPXeWzdS4/p890hbzzeZOlv8ybg6zxeh9jlvnjOXeVN4X2er2/sCbfuKo/xm9hnrhe53F3aX+XN4mwsvv32u/wu8ybxOr7NdbHLXfZ8yHPmkO9vka/L5/l+RaQjkadC9vwsa0bikEdoIKMinOV5dUikGj/qcN3Hc2b0ln2mrVo7k+0/le/XPRDAkuSQnxfL5EHKYWEBlQtWuTgvKmvs7LaHxmz/ddFh3T/fK4Fa+k2e1MK9AWqvy3HPEwwecMIyh9BojYbztsOIAWL2Rw45vg8A1Yd+GDrkO0yeR83R5/uHUrR+k59FkTzXJORn6qUWkC/9m4J244Q5gNjnZ9rz/H5h7Ju8Djb+cHOIm3wviJT65AP1nmW/1tMn/KwxFkauyGGOFEsP6kDVsp75lEA41IU9CWDZD+f25XWctYH8DvIs/GzUp03dHq7yM808/YMjdWvZT+tK44R2P8/V2WXNxG6/i/2TfZDv0UD1vNvvY5e2q3wvfe1neNrNu0+7ta33LPfQORC73a5gT9/lfRB7FNrlQ9Y6wp6N1y7MIdfe5Ku/yv9ZprSme6FuDBDGE1F9Gm+ce7Xf7UK+sd/m+7+9mE//gYhn+f3pybP89Mk1PXEdT57E08R+twvyP3NZw5t71jQ+sp79mWfGi89exGeJp/m5HMf34Se5X8J5huUpc2N4fva8iq/zs1i73+Gu8/tA57SG/dqjtd3T6/ycdB7TgOwwoUmfe6wu31zGCKD2QJtrEO7J0/y8dN+EMeaYod09NIdccwOKsEe5vX51ecq2weAaAOTaD3WcrC9XnnntC4in+/wuFcnL1/IhkR/t4VHYsysZ+TrUrtTu575Q1575dtYKm7OAUNeYzrI7n5tU1yanpVybUorWzSdfrpDfNqDeGLQJeY2emwdygflGZZwbLORZR9uMjtMPBBDyGjBs+oWxHRM55HkCfZZfgJ8/f14HQL8A6sUix7kHRY4nRuQwX4qKMa8npAfLE0U0T59cWHtxTcK85rCGfOPcA+3WM6cnmLp55HkT7zo/nIQf6cBY8z5Pggn7fGGxW/c8ctifdXa+eDPOvqxlbt+w1O1rt9/Hs9yP3X4fJDc3NuzBN0FlQ64x4SDq/IFx/K7yBWmPxnyTbyyuw/VJNd6a6kDtc/vsScQ0nIv9bh/nvS/1k28/Qq7rFGmuvrR5rLWpW19pvoY9Gm8MkMsea5FnHftWB6TU+Sxf6DcPDJ8EoHLAyKNtAUMDak3GmnuG75HzHFjyxdmQZ44GDG7T9J/DnoX25s0SRg4YsrnyxcxVL1u+dlvmiyNmaBdyG0Cp2oFlfXBbL+L29LHuwNb32Q6Qc7HLF/oubmLg+ijzi1Dak5LPuxREvouUTynSuDxITduu2J1rSO23kQH16MghNQ3tULV22dc+b7ztvcF4eBNPUu5j7XGXfmF+Y/3j4Nc8CXHDPk1knuvYZw55l2CsiFvjsKzZODnC3Riwx0iOIF6/ehPeNPryiz8QL/N/+JGen//Gb8bPf+M34k3etKJ6vc5+bu6APnGTkYcYg9pR1zXmhziQb2v5/nRDdpU4pK5vMG8ytzmuM8ecJ8q+d//cCxHJyZsqiDjU32f3dd5kvcovdy8+/yIOuX9/53/9u/Hf/bW/Hv/X//3/xP/7//39+N3U/8p/+7vxh/7Q7+RN1DfxO7/1B8O/7/NN3giyPjaSsKdDyvFQG70MziF7G57zZ+Obk6vLnm8W7LPnGbvsX445DrKy3+vp2Gszn5zTuJusfzDsCFlD7dq3pf6bfDJueH02tyCPrd8hDnksnub/jPQm27M8/bw5/vUvfz+8AbnL/sU+ufv89ryLQ3YtbqJs2hO7BOnLJuOQx/cm13WTMpIdGmMMOSLPhmGYnrWbZ5fHdp91fd2I/fH479Ne/rC+uMnsMw5Z6XDMOLLZyyGtxu0zp1AfuK7XZtU4HhcyekRe1+tvP9nTVY/hvxn+zLnrtR+9Cm27ir3OHo+w/0bGnHNI28AhO45CLEPb7TWTezF6XohHpfkZk98vfO0P3niOzL5qg9u5okZ7a/IjPh0iW30/xI89cg15nMY5/y76j933r0d9v0eLebVAAHUddP4dXq42YYzzhnMBhNcVchrNUcYDhzl25kqQMcLrg0Nezyqv8sbiTV43Old603Cx5ev+vHamyLD8PNaXn5leh11nfPOU9qcUQK0DVhk55JwjzcsDqP3z+s8a5tIJKJYenMCwqZtzlkB4/ek+eK0pgPC6XJt5ZxgvgKV+KrHb78P7AGKfurH29jRv1Jm/bda2X32v8uaguvlh5APCWGP87IzjgOF3ChRH3sv8DmXP5nOfuzfrGW8e9cihT47Iaex3u2yd8Nh6XD2++92u9mO/24XDePdCaT17tZbo3rWZs+HcWsL7M2Qufd538B7E/A7lHljHHs2vLmBdr7WEfmFdoe4NROvYnzncC2+aKrWbSynUYc2rzRjzALprX2Ho+q1jbvdAgusAao+cdyxQewlDGitXCVReuc7N6R5FDhh8uCzlA9F9Ojdvx8+6+ZsXOeQKWHOnObQJ9YwZB1qDyYT60akIi2mbk+vI4Lrhok9dwFoMWPyAIVXcfEKDUqg3zNfQBiybq11+w5ozYOV2bMvz/rV7cH2h6DO3NvMpPVDanSs9CeQqgdoX7YD0WpsKULp7KTqvPmE+c/jicB1ylPKAOtgwcrQ9cgDLiWRdEcdhrCqwcKwDI49+oPZRXez3+5M+rQVUfXN3vHbn9qzeseowcsZxAEu8MXLdYyAc5lC6tzBeSOZxLhdO+9XWME6cz7WZ4xzy9Lm/Aqi90S5cX/fmPHIAtUep1vE1Tt21NABNxbOmE3MJ8xjTdmNgrGnmqctVilkHqk9j4ziAsgFVN47DOOEUOOHYDwy+egNGP/aoDQiHeYQ6ULmcC6Dqyhcw5vriOIDSgIqVF28ZxgtpQMXByBPb2HZg24FtB+7YAb9ItmvWvRbOe0nhu8iL/J9mL/2F5TdfxeH6TXz2/Gm8efVdvPzm67jJeeQNk86hBKPUfmh03SHz+imEf4rBTvwfZX6p9fvH3/t7fy/+9t/+n+Mv/+X/OP7Cv/fvxt/6m38jvvz8ef0jLvldO/7Sf/gfxG/nTcjX/jLMzSiYZcWh1VwvEHAZTZslDO5s+zH0ZQ1ZfNZdbh///W4XHn//OPar776Jmyt/hRfxbL+Ln335RdQmZ/ylB3DJvNm2Hdh2YNuBj2IH+rv1pWbhYe9v5phhLqC+q5/bIwewfJ7k9N4HnHI7n0HqMPy7fB8XQNVV9/po5sRxAKXNvuYbI5wLOcIApfC6SFznjUvnQn8DRn4gPz7GzU59QK1b3XivaWHYAM2FOZ+616D2pG5NGNxL8UBdXxsjvDEG1J4YL1wXUL9cM5+9aI8cwNIjcHJ/Bk7XY56Oy9Baq7IBVF0YUq717Mne1bVFDnMJoK6r2w5j3nygbq65HxkWfufRd74G/U+fPj3pSY41hTH2IQ9GDf2wrt+5N1CVMDjGWheo3PasX7jfQl2ePnuQbz2l39M+//zzWoMcba7VGCWM+urazNG6Uj6gqGNjXqCOuXznkQNGf8ByPNNcOgyf6zcnUPEw7OZpu/JtgBE/99o5XKPxkcZHkksAABAASURBVEO/AHIWtX8qwHKeyO3YyLHTkHIhz7o+GMm0A7XAtntw3RDn57CIzRmnz7kSRg4YmwHr3Hww7PKN7Rz6PNieAECdxG6wc33nC7eWMI8wF4xa2oU2YwVQB9x6+ozx5FeHEQdDGtdw/XLlNYA64PamTb95lTB89is6PnLId43a5Vq//TBemPq7384NVD3jIoex+lKthzmEdqBOBrlC3ozIAWOd+u1p9rvn5uke7EeO8wyth3HCiesGVOvckS8XCC+m9AsJ2o1z3mvXbj17UBezLrf92mdot54x8hruhTz7to4861pfyNfWPOdA9W+cPm3CuBnGOwfqNaUub44DNNU5rF/AsJUjn2DMgaorZwYMu70I82fYLW7b2wcjzrkATs4HGH5ruZZL8ZEDyOeoWKDqwirLmU/muQ/nvWdIPYCSH/oJuNU7rLYPXX/Lv+3AtgMfYgfyllTewbu+vsobj9fxxWfP4/MXz8O/G9E/rvoHf+Nn8cf/6D9S79Hze5ydAIofBEC9/4xiDDE973b7fI/dL5/v3+XN1MibphkW/kvEv/zF74X/oM/Xv/xFfPbiWfzFvCH5r/4r/3I82ZHz55GfQpkt9yKf65ElenZIb9nueQICBs5pwLnpJzQ/ROTxf/XqZd50fp43aF/Unnyee+SvH//AF5/F4epN+OsLmwbuXKf+DdsOfO87sCXcduAD74CfbWIuA+O9TttuurEHww7kZ86uAMMWOcwjUl0eHa+EwYVVLsQ7lM7XEkZs0/f7fb0vOwfqc9DrNu1xHED12j20jBww8mkzRqg3krI8YHBhlToBxUV4fWk/5oOV53q8tukgGD7tDX2tG28e+7vOG59elwrtMGKbrxTts44Aaq86J7DchNRmDFB7BUQPoOKcm+fq6uokTlvD3tTNB1Quexb2o12/UDeXOlDHTk7k0KYfyFmEuqhJPgGV2/sNnaP9QOVyvyIHUFzgZB3G2q9x9tfHSj1y2MMM+daSL9TtV7611IVzkSnql6qQ37Lyu0bPvQnpvY3maDefEk577PrW6l7lydfXOdSBWjcQPeS1rgRqLyJHx8gRaar9cQ1A6drvgzENoHJ3vHFxHMBRG0KfcAZULXVtDSB2NqkBBgmG1KYPxjxyuEFulL6cVlJY/fLbp1/+vIHanHsiAHUDBtBcuUrJJ/OIVGvBMDjOgeLCkNaTK6ynnGG/bZdrDqVwI32R94lnnH7t9uhJpM94+Ur5r44/XdamX2mMsZ3DdXrSmgPGWvXJVRr33XffLesDDF9eiPKEecwtnNuDMF6YC6g77nJNok2OOoy8zoU5zKXPvXGdwlgYfWpvyJcr1IX5ldrUhbmFuj6h3nn0aRPahfFtB+q4ahdAvdjki8gBg5Nq7RNQN41nvuvo9RmnLgDDKk5Fn3HWdw6c1NfWuWDsi1zXY5yQM+fuuTb15nQtpdCnFHJh1Nbe0Cd6fpcE7jyHrD/DfCJywFoTVj1dtUczT1uj7c4BxQJ9Yq65OB+pmO8+PDLtJxN2397o+2QWui1k24EH70DefEouHOLJfpefEVfxK//I7fXr+Lf/rX8z/s7f/h/jb/6N/z7+wp//d+rvh0tqPeD0/ayMP/DT6WuW+oLr35X1zTff5OdTxPNnz+LP/bk/F//Gv/6vxR/9I38k/tg//A/Fn/4n/lT8+3/xz8f/9Lf+h/jL/9Ffijcvv43XiZfffh35Zn66goNrJA6RMh+hjIcNqICHkX9U1qGqe/yfPtnHmzev6/j/8T/2R+K/+a//q/jrf+1346/97l+NP/PP/tNxuLmO0z13yzr+Y1lvLffiExBwNy4GbcZtB76nHYC7zz14u+97amNL88gdgPUYdQrfLxtwv79j7pKdZ/bDyLnLm6Pave568+ZN3RRzLozzWkwdUJy8jwM1N/bm5ia/A1wvcC70ASfvj9b0uq/hHAaniuSTtYU5gLSMzwzn2suQTzB8MGSaqqfmwLD32qwlXJewB7nC3PYr9AnjvMegz7n5hbo27z2YTwC1zjmXPPkCVr+cxuxTF/pg8O3BPNbTZ8/eT/BPdwpt+uxb2dDefSmNA5Zj1H5zifZb21zWFdZurpwGoHm5x2QNGDZzODevUDen0Afj3LFXoL6DydOnzRrGqHs/CAbHgv7x66+++iq/c7ypOBg1YUg5Ajg5HuZuu7kb3sy0juu0rnuqT77z7tm5MId+AWuN5ml3LcbKhcGBy1K+vDne2LZ7/rVunw1jAMW9qF9AnjduhDZhYRiJ3AQPunY5FrMBG3Leduc2JWDEtk9bo21KYQ5zWrPnbpZ2bR5sewDq5pQ++XJF5ADqhow92Jt2OeJcjxwwTrZU64SAdW5+7TPMIYCqA0O6psjRdeTktF4A2uxfCVRc5JBjDXvNab34XJ9coG4qznm1dw7jPBlh7K/xwpyidVjzGGsO/eoey54DtX59Aqg9th8YPntxT4H6MDCH8UpjlJFDngAqhz6g1i3HGKD2JnLIFfqEum+e8/rmHBlSD2CRQOV3L4U5YPQZObQ19KWp3iRcj3MY/dibtbTZg/tsnHOgaqi3LXLIt2+lSNPymOfqDQlAfSCpC6COgXrzWpp/Rtu7D3uCkU+ex83ja66GMa3DqOV65esT6g3nMHjq2pUNc7U+S3kPQB3/7rtzKYX5lBu2Hdh2YNuB+3eAM7fzvImUj6urN/H5Z8/ji89ehH/0+rd+82fxJ//EH48/9Sf/sfjDv/0HIw43Mb/XgLGxvA/HBx55jzRvgp4W8X+mDxzi22+/ixcvPqu/C/JwfRO/+MXvx7/0Z/9s/NW/8lfif/u7/0v8n//H/x7/xX/2n8R/+Z//p/GP/4l/NH7/9/5+PH+6j89fvEj5NPIToZALrSK5JSlzjbnOQ3py8k4PyNh3ivghyOc9OT/Ukl+9ehnPcj88/n/4D/1W/Av//D8T/9Sf/ifjX/wz/1z8zm//PDk31SAQQOnb07YD2w5sO/Ap7ABw633Nzzvh+vp7uvMZbZfTgDXXzD3XO1bZsXfJOXbmAPN00eU7UZ7DekJ7c2DNo32GHPnC66CGc3n6L0Gf0NcxSuO0Act1YuRobqrLA6jjAtR1kNdr5hDm8brOf4eir49g8DuBOYU8pTGzT12f+YR+oR2o/vRrMz6Ow3oz5Ii2SQOWeGMbMOxygXB4fa20B2E953Lapy5g7IU8c2oTMHIZJ2DMzeW+KeXrk29e0TqseeXL1ff06dP6U5jqHetagTo2bQfqO6J1hPHyRXO023dL63i/CkYuQHrlMR6oPQSqFgxpvhmRw1xey5vbWKW1hLo2IJn5dcYvjql1jlSXms0Dqqa+5t0lAWlLDifAEg9DN7ewHzkztAttMPhA5dy1UTkDqKkJPSgeUA0m6mbdAH0wDpBzOdrky5MvgGpavQEjrudK44Wx5lDX7kHo/EAdvMgBIy+s0lh7EECy1oe5XJMSCG9yyesY7R5sIU87UL2r25M3powB6gab9shhbIriqnfP5gGqZ1hzmSNywLClWgfFWKByu2bjReSwlnH24QtIXb79CnU5Iul1U1OuPTu3J3MBTpcbiTWZnow3znxKoHJpl2Zf1gZqXdpnwDi21jWHXPu1duTonECtEwY/cshNUTcIlcYDta9wKq0JSFv2Tr7QaD2getQmzC8ih/Ep6kNAn7pQd69gza1dvrEw7O6DXBhz67VNrjECqP7VBVA9yTc+3jLkNFf9Er3tyoY9CKBCtJeST8DJuoGlR3nWA5I5Hm1TammpPgOoPNad7Zd0GFx95rOm0vmGbQe2Hdh24GE7QNIS9Qu/COq/Q96EexZvXr+K7779Om9AvozPnz+NfVxFXL/M+TfJyhtVEfXZkaIeQMkf4gkIGKh61T/1C8VDEL/5m78Z337zTfzyF7+Iz/Km4heffx6vX72KV999F1+mfv3mZfzOb/08rl5+G7vDda7vWbxOn3/f5eu8+WamXF1mquyhYglzO4FRGy7LuDBgcC+4fkQTWTvh4kojl3rIG7GfxeHmOvfwq/jmq18FN1fx2bNd3Lz5Nn75+/8gt2bcgMyQWw/glm0zbDuw7cC2Ax/LDsBd72H51ne8WXHfWm5u1v9BBwSsMM7v6g3nAk452u4C3OZ2PqVxXm89zZtFSuf2pPQaUgkoQruoyfFJjnFeiwig1qAugGJay1iv3YS6thlFzCegckB+uuYeyklz2cwpAE3Rvprk0zyHEW9/Qp9QF/YA1HWi84b5BVBrbruxYp67loY+AdQ1t3vjXFgrcgBVD0b/wLKuuDCsZS/t6lyvX78O/4QnUC6ganoc5cuzLxh+5yJyAEtN+/I6XK5+Y+27AWTEOJflCGPKmE/yU9Q+6VMX5jJv6/K8V+F6jNevDoT3VYRcGHuu37XIUTdGvzbzmK9t6rD2KR+o/YgcQO25PH0icsCoDZTf/u2j/c7VgdovdWsqI4f5nKdafqVz45TO5d4HOQKoc9lY9+08Xo4AFFUPhm5++Uqg1gLDlz3uoocE0fN0luomu7HOhXOlXFgbm4s0x4ZNIh8GV95sUxdANSfXeE8yF2sOa7Vdn3PtcRzOzSu0GyeA2owjrYRcUZN8UhdAzmK5KWc9DeYU6tqEunVmXQ5QawDqpLdX986T0vVEDvsyVqhb2zz65cPoQ7scJVB5I4e2V3kR4gvcGP2+4PvkNIf5YD2B7QFGT5miTn5jG8bA8JvfvpT6jXVt1lBazxyuCai+YO1ZjrHmiBzqKYqnz3jraRP26nyWxvpTZv0N4NaxBMptTusYJ7oOUHX1uz/6YPwq1LXJawC1L0CdA/4Fta5ZdGxzu5Z5YY1rPwyb/sgBnPTuWkXzz3lARkXFAIuMHLDOXY+9mCdd9TCvcE+FOowYCV1LXQC1RzMPBh+GNOYckQOGH6gc1hPurRJWP9ytxzSs4xTu5sPwyduw7cC2A9sO5F273ASOSJGPVy+/i6f7J/UPjjzZRVxfvY43aYvrN/EkqYfD3TegMvxHfhC/+MUv69ePf+BnvxF+Hr159Tp22bd/tDjyxtqb/B7gLx6/+uXv55Je5Q3XfdxcvYmrvAD4/LMXQW5K0h+9DiCAi/HQduVjcDHt440HQ7sP9YirN68jbg7hXnz+4lm8ef0yb0Af4urVd/HFi+dJqqCUcec6485hLZ3Kd0TIN3bDtgPbDmw78OF2AAjgpMDheOPM7/wCKA4MqU14XSG3g2H4gTaVBJZ44xrlvOdJHoxYaV1LKby20e61hFznXvPYF1DXHNph5IDVdm43X0wDqD8m67WKkH8OY8QUtqwTqPr2JsyhBJabNeexcRww+nUdXl+/ePFiufY0h3F+3utvaDuH+2HPxsjTry70mbv7srR+7e6h17QwejVW6Bfq8owR2lrqc95w3pAj9Bmv3bn9+GMvYT/6vIcBa31jgNpT1xQ5YOxTqvWAMYcRZ97mmtN1KYW1zakU8qxtjH73V6kPqP2X41yoCzm6jGyoAAAQAElEQVTmVTdWn3ndW/+RQHXXJfQ113+MBtZ+YfQcx2E+VRgc8whziNa9z2JuGPGuwdpzfOsdY15hHiWgiF5L25X3wXxAHZPI0fHKnEbHqgP12uhe2maORtsA1dh1IoOEVslKoA6KJ6oni34Xrt/CzvWZQ92Do+91fvntgyAPqMbkadcmryUQPczjBuvzBpt8a/oCBWoDjRXWln8e233oN7Zh3oYx+oV8OUCt158+O3cdHnz9cRz2Y1/GybEPYR/O5fY6tTdcD1B/rNqTqSFfnzGWMI/SecO89mEuuca4DnV70a5fm7HalebS9qtf/Sp8oZjHfdQ355bXc/mu3/7May7XCtTeOLe+/tbdE/cqcuiDcZzMCdSbvFzz6LeefP1t16cutGeqsFd7sJZzz0Hn6s1XN5/SnNqBesGYy3rms0dgWYPzthvvus0t1K3pfukD6vw1V+QwTp5zudaxbtuMSVo9tMGIV7euXKVzc1jHPAZ0bn3m1QcsL3Sg1tY1jFcXMOrENMxhLk3KhnOg9iNyyBNA5TeviOMw/wwYtYAjI+pD1xxzjY4Bag8lt7+5StF2OTD4bXubnGMApx8MQK0FqDW/rbf7/G9r0tjmqM9o+48pYd0LuK3/mL3dV7t9QKu3pHt9y/iOhvtywN2137HMRj/bgb6t5Pvqdd6Qi7wJtc87d4fr63jx/FnkK3cgDwFQ73mRw+PV70U5DeDBkP8uIMnWE/lGkrP5oTfqjwi9eXNV/0MMyPfrvIt6c5M30SLIi0hvPr56+W2u6Wk82VM32J4/U9/lzbc38bZh7YfAPJd4EaPPeNS4HHupzrvabnJvjNntdnXD9jr38JA3bPe5h8on+10cbq6qayCAuMl9NQbWeRHufeJe7/1Oqi6cyvtjTr322zj1fByz7n2Wj+18zvFQfa4Fp8cBmN0/ug7cOl9+9KY+cAPAUgE4Wf/i+AQUWNfmcvr89T3JuYDLHLn6G7Dy9DVg2OXB0L3esAZQn4G7fL8EwmHcPG+bdmOUsHKdN0e/1zhe68x26zk3b3025+exNmGsdlhzeg1iLq/9zAXkZ+C+ejWPvo6VC9Q9grb1TSYYcTDe540z3h7VIwcQ2pwbLzqndpG05SHPeKB6ku/1uDUjx7Nnz+p63zh9SteXrvo8dz3mN4cxcvSZV+n+qLeUP8cb600u44w3PxDyhFxhLrnmkdNzoPbReOsIrzeF8ZHDa+qOAer7iLn027fHxet01ypXm7rXz9bTbw9A3YPwXoR19FvH2lmm+gDqM9gcQp+QL0dod4/Nq93e7EWe+cwL1PuEc2Osry5gnB/GOdevLsyhBJZ+tAF1fCNH19RuD9ZLcx1PY12zmG3GNOQI4+27daX7apx2oW6PxrpuOdqMFUDdW1GX3+vsPHLtRbu6do+VUDcvsJzzcuTqUzcvoFocoM5ncwq5wLJXkcMeO6/+NJ349ZlXWT4DhAah3nAuaZ63rtQHVAGLCaBOIjfEE1KbgFOeNhHTMKc1bVCo92boA+rEUjdMXx8Yc8Gord8NcqM9ScylzXwC1o003l6V8vTLNT9QJ1b7tFnTk0LpHKg3PDnG6bOufnPZl3Zr+CYh3Bf5XQ/WdWmXqzTem4HmNI8A6mSwtjX0+4LXZx1j9MHICSwvHnNaU645jXN/fEHbk7HmkCPXOax5gHBob47x5us1t717cy7fOAF4vtSJbP04DqDs5gLqOEcOGPubavnNZY/ylNph8K15DvdSXtvlN8zheWJO0Rx1+3YOIzfQYUtvGszdcC6A4sA4VvqtZT7rKZ0D9VqxlrAurLEw/HNOdWFOYDkXnGsXMHKom7MhR2hv2X0AmiuffPsR6nJFEfJJXejLaa1VeQlyhHwhB6iYuTYMGwwp713R+d81buNvO7DtwCewA0Qc8r9eySHSsOCgM2eHunGX75xDb/KPJLvDLn8opa1DDls5sudIHBa4KG9E5ht3qoeB4x4YHR90dAXlY2Bzxim/B2Sqdz/+uWfvXToL5xGJd0bkMDbF9th2YNuBbQceuQPv893XWL+jn0P729oBAi7D7/d9veM1D1DpzGstry+Auj6VB9T1kL7IYTxQ+dVnwLCbV+gDMsqPwMOSB4atHPlk7RTLY47T6LwB1LX9eYw8oPq2duSwZ3nGzmtxPgM4WY8xGV7XtvIApwUY9d2n5pUjn5xb0+t247yeT3Ot27mQY6yQqx+o+jCk1+3GytcvT76663B9QH69OBS0y9Xe8F6BMeYR6tr0yzVGqEOtqfZVG1Br71py4jhg9KhNv7mV5gWK5Vy70O6ahetQwuDZT997MdB7D65dXZ7+OaZt2s1rHW1y5rnxon36XX/DuT5gOV9g9NR21xc5nKdYeOrmgfV+VXOB2jfza7MnpTmM0R45Zl2f6xHanRvTAOrcyLCLD6DsMKQTWHXzNayvrhRyG0DVAfJ/DudTnA3gzBJ18nXCcydQm+FCgEreXG0xDWCaRcW5eR5gZTuBxde5gCV35DDG/EqRprph6IvSTe658epuulA3TgBO64UrbwZQ9YDi+NQx8qzhSa3dE9oe2mYd566pY+QBldN4D4wA6qSTFzmAZe3Gm8u8xgh1bfJh5IvjgHUuV7M5hHPraQOWN4G2db/NM796850LWN+QjAWq38jhPMWyxo7Xpq5fCdSaYe0Xhg5ED/s2xrr2p65PXWkuAVQ++XKFuvsUOXoOo/c0VY/azSmAshnjXB8MG2DIAljnQMUtzlTsyRxCXQC1T+aNHNqEHGuqp7lyAap1XqoYI2DtX7vouJbagKqlTcQdo33KRlN7rtQGVG/q2oS6ABSL34n+GdqA4rgWAWMOQ8ppGAvDDvfLOWaOa/smP8wOuNf34cNU3bJuOxBBrCPfFXOSN5PSOP4awFSScSikK2Ucb8wpF76unxLyfW70bIcDUb338yF6tLfnv27SI9xrdi88rm7Vw49/R29y24Ffpx3Y1vop7oDfw951XX4HF8YZ33D+UMD8TnwaZW4BBKyQNdeC4WsbjJsuzuUKGBx1MfucCxgcWKV2uUJdwPCra/caTF10v+oCBhfyU+b4y3pj9MlV9vWbc69Ngbp2M+8M45wrhbrxMGqoC30CqHsvQF3PxXFYR9V7HeregIPBdS7MbQ55M7Tpa3g/QV2OPueuB8YxAJa1yDG319au07rNn+f+8EeOfHOb1zmsuZzbf8fLE3Ib9qFunq5rHKCp9sS5gGFrvgR/IOVcv/HCPoGwtnNY44DKGTnsxfpyjElTHQvn5nOuDtS57dxawlihrh2ovMYZEzn0AWWHsS+Rwz3tetY/5zlPWtVUB5Yczq0r4jisN9dtn/YGnK7hGFrrVQcUVROGbq0yTk/aGtZR191SXQCVK+vvSoHFUItJR9kl3wcTN4CKdbFuoBsZOfTbTKq1oJ4rtcGoDUNqs7551D0Ixje/pf62a2toE8YZby6gamsT7bdH8zRHfudRl6fUr925EjhZq+sF6qaeL6jmNN94awnrRQ59QGpRew3jBe/NTH/aq7RXXygicpgnRfGt6Q1QX2TygLoJJ8f62uwFRl7tkUOfbxDGdj/67EtpX3Jad55hy3rlCf3GA3Xj15zNM8b8cpqrT7s92Zu6NmspBVBrU9cO47h1nra5dmB5Y9TeMeYW5rc2oKuOfynHJ2PkHKeVy7h5DtS6gaUvIBzGd1/KtmkXnbt1cwvtDeP0C+Odw8jvXJ4+oOqri7bLEdqU5zBfA0aO5hhjHqGuHQbHGPfu3A7DL1ffjLts2t8GYKGc51wcFxQYcZdiYPguhG2mbQe2Hfjod+AQvsKpG4uHk9WM2fCGrFLzKR9O48ccd9a2udnpXBxtefHjzPWKyHXXOn2fO8Hgl2+on+jzoQ5l78W8yENNxm6FrFLzKR9OYxvbDmw7sO3AJ7YDfg9+lyX5Pb8BvjlGAAXt8YDh9cM57EN4vdNwDtT1lLmFtjk2cgALp33yZrS9pb7IAVSs1y4CCIf+hvPGHK/enJb2aB4B+UmTn8G9HvmdB0YdGLLtcszVc3Wg9tec5355chpeX3cPSu2wXs9rM4dQF3LssW1A7QkQDv36vA73Gr2v272mFjDWKQ9GTMcpG+awntAmX5s6UGtU16YPqD7UI4dx9mkfQh5QHBg9tF+pv2Nh8CKHNv0ipyf3QGDsVa9LvzCX67YHj4N+dRh9qwtAegGGbqwAao0wpPxzACexToAlzt4BzXX/QcUc9qTPubVmaGtf6z2Hkavt5oKxl+cc50IunHK0Gau/oU3Mc/W2KYFlbTB07ecwTuzOHXAaBGMOQ9oUDB2ocBMJN0mpUZ6bqHTedhgx2oQnzYzO0fyet9QugFqoJ5E34JTm80Ty5l2/cK0P6Cq+ivFCHYavdTid+8KQC+MA9bzr/OxnP6u83377bdiHNw2/+OKL+rP5coXrs/8Z5hQw6rUPqBcQUDcz2x453E/rKmHEmds8Iil1k611528DjDzGmMt+rekcxprN4Vy0T107jPhZ1ye0uf8CqH3SJvQLdaHecC56rnQu1BvO4XZe1yHkeR7A2EvXpg3GunotctxX58L9FeaYaxg7z9Xlt72l6xXAcizlzZArrNPclpFDX4rlePb8Lpt2MfNg7A2ga4Gc7gWo4wK3pQEw7Ooz4LK9OZfy67O2aL/6DDmiberfN7Z82w58XzvQ5+ld8vuqs+W5YwfygiDfJG878/3Jm1CF0vM9P04ROY8ffVSHD+qCZJH0Qt58zGk9DrmOWyhyuX/ST0DA3Xhr8+91/N+a/aMn3PW+1PaPfoHvuYDeh7vke6bfwrcd+KA74Hl7XkCbOLdfmgNlli9q8o5PMHJcCvN7vtdRyvP8zr3mMa45QH0e6Otrev2PBVCh5hNA5dfoXHmOtgPnrltz16XRdQhjtSmBqqW90dd7Xm963Wms3BnahDY5MPLAuI7Vbj45+q3nXsG42ea8r3XlyrsEGHm7J3MK50J9jncOVCqPlzWcuBb5zoU85/ahDtQ+ANIL+szhH4M2Xp5wPcJ4iUrt6vIb3Rfkd7r8DjDbYdjck74XYz3vz3jDtXv0PpF2a3QPndeaQrsc8zsX5jWHcfKF/Qmg1ipPvxJGP+YR8rXrN+YS5Gi3PlA/8LKmNqBu0soxjzntTwks9xz0A3Vj01ihLXIonRsjnKc5v0qPP2oPYx3aG81zLleoC3UBVG+uTcDIA0QP+Y26AelkTu5cctvUgUoMp4lgzI0RxrgZDTcojgMwRx2gOA5Y44+mE445gYpRF0BRreUBmheqLiToB5YbefYiH0a8PA+CsF9jYPhal+9NRSWMXPIb/jJR3Vrm6JPTePNbE0ZO/c3V5wtAnmvqeP3N8wWjTw6MHOra5FjbF6u9ma/t5lDXJowxv7aGdv/+SPMAt/ZXP3ByMsttmE9daU759hE5rA+Ef0GuPpHmqtE8pXsj9Mkxl7qA0ZO5nOu7pJsHuHXOmA9Wu/NLAGqNaIjvYgAAEABJREFU3UfkUO+81k3TyQNGbxrtSY4wv7aOnyWgq/YAOJE6YNjUOxesNnML/TDszmHo2p3PUt1cQt85tLtO+xTA8gakT8Ca33wNuGxvf0sYPKBNi+x+NKgr3xUdByx72jna1/NNbjuw7cCntQPkckSK6ZHvY5HI94SDUD9D5Dx+AsPexdqKs8apdcwOKRL5pVtW5DoOF6B9RXzAkV0cMv1jkH1n5Hs9svqFLHns01rH/t7jfzn6wQ09Zs1zTPb44FobcduBbQe2HbiwA37PFeeuS7Zzjt/xhdxLOOefz/u6AQg4xbnvGFvCml4/9vUHUHaf7EOf11bmEMBJfm0Cht04Yawwv9DWgMEFyiRPxTz2IZwLoK4pzWEvQj5Q14tyjdMfOdQhP3fyc7ltMOqke3noM0/DOJ1tB2qd2oQ8a+t33rp2bV5zt65/hrnlNOTp127/xjaA5R+vkQOnazEG0FU3tMxpPmEO82kTcoW9atfvXK4AKsd8/0I/cOv603sv3uNov/nNIWwGqP0CKufsV/ccEvLtQwBLHXvUZy6lMUJdm/07n3nahT1pb8gzTuhXwuhPvf36gDq/2h45zAfjHpM501TnGowczoGKg2EDwmFuYT7nDXO2DlSsa9IuZv6sRw79MPLra6Rr2XP1cwCLH1b9nGe+ugE5O2AEtO3SovQZPPtgxAG662ToTZQrypFP6iLVWxvci4ZxksC4q++JI984GDU8sfoEdVOBqqvd2kK7fQp1T2YY8UCdiPrM3bCGNqUx9iT0w4g1ty8g/wEXeeaV0zZ7MBaoNdq/gBEvV795gDpg5rGuNmXk0AakFnUjVZ8T7dYATk4q7cYqBVB7os2aMOb6nEcO+5h7c65vjknaslfGArUuufLsyxihXxtQMfqEdqDWGjm0yQdydvoAiifHGsaaU12m9jlWv3alUIfxpmocjHza9Qt1c5hr5jgXMPpvrlIYByiqR6CkPlGOfFJvAHWcrOcalEAdmzgOoPbLXowDao+BcLStY4Gqqw9QVHwp+STfXEI9TfUAKs48bVeKIpw9tV0pdLeENZf5YMwBafcCxnrNBVRPcCr1PQRdCEZ8x7R9kx9mB3qf75IfpuqWdduB4w74c8A4xFGkMd9TgpTnj1PbodyntjL92E/VmH01LjV0yBUeIt/sc+WX/Ok6MZvrxPD9TbKNyG4ehYqN9xvHA38UmeuHPv7u7SPxfaw/V/xuj4297cC2A5/iDvgd7F3XNV8bAAEr3jWX/O4BcLpc8wBL7nLkk1zrp1o8r4sAp4W+nqhJPskXqdYD8r0+b/i17VxK0ibUBVB9qLcdqPow8tlT+yKHegNGPJCe/Jw91tdfhuOTc+FUKczrdaU/UhJev/ea9QugenHtkUOO3PalqR5A3Q8wpzmEuvmN9X7EfE1vvDAYWGoYA2Mt1nJuLnP0vOMih7oAKoe6iBwdl2pd15pLH4z89qZPnnDea9Mu17n3UPQBy7ECpNQcKKlBnr2aT2kOoe4eeH/GH3LJ9deW/ugKqL//se32aR4hz1ig1tC5tLsfzs0rYOVoF+ZSXoI5tM+ydRj3uaxtDgEjP1B77Rojhz5hLqB8xkUO7a6jfWkqv7FyAE1l8/zQJoBlT4twfLrkAypeX1wY1rYP5YxzKmCenU9VHEYTJoZy5nfc8ZNME8U0nIsuBFQeYwUQDjlCnph1581x0xra1T3gQN2EcQNh5IQh31xd1UlyfbgJcXVzHeLGr+XJqQ3e78NhXfsyj3NrKLUJoPoHas367cGf7Hqi+qIwhzn95aI3PtU9qTunefQJoP6PgmuIHHLkK2G8eZjfOule1qgO1NyT3JzGCKCOk3mENvsyR/OUkUNb51cH6l+eNsa5cb7YXZMx2jPsZO2uG0ZNfQJYenMPPv/ss4pxn1xr92Xtl9+9LJ/1ziFXWBuIeQC1Tn3azdm6fc76IY+1aziHcTCOgbWNEdqdK2HUsQ/3Am7PzStXzLpzYT9PnzyJJ3me7TI+FzzOyes8F/P8dB+sZyywnGORQ5s+kdPIpWT4oeL1ASd887uGBhAOGFK9Ybx6S3Wg8hlv30r7E/ZwzoU1rz45Qj2OA6hjBUOaE4YOx9dSf0hnjNdcM9JU8S1hjQU0PxjwbvwHJ96Ib9kB9/0xeEvat7o9kyQpHwNjxWN6f2RMzHHW3vA+O+BRj9rTyJF7e0ikdvmhb4Ys58ofB/YvTqtrOYWzwUktWz645pTD9rE+9wKUj0F9ZIZbESfjkLNLSPPJ4xLnXWyd7DG9d4w5Wn9XaeyGH28HPF5WVz4GHau8D+9yTr4L15ryle+Dx6zdmPepucV+HzsABNyNt9XwWqDR1wbOZ925eWDU8RqhsN/VjSC5MHzN85rP60tjhZwZ2kRfu+hz3vG73a6udZw3gFZLyjeuJvnU886ZprrWhdM47XLlwfCZR5s+WG1eZzVg2OUJY/TBsHesNvsH6o/eWkefNgGDbw6vXd0r7xWYz7kc967zOBfmMKbhXL5SrnmM8/6F+syTI7QpzWeMc+tqM0a0TWnv+hszL0+8Ov5Xea2sfpPXidc3N3VjlTx+9uJ1eecwFqjjan2h3zr2IuI47MN1uC/uVuXIOjeJqzdv4pB19rtdltUbJ9fc5oHjtWvyrANUX67DnPYWGQoEDBxLl7AnFaVQh1Oe6wV0VQ7rWssaAqjjb7x2oV5ryb7UDdYu1PUJfbDG6xP6RPuNa8DoRV4DqP2OHDD8QPVrXJpPHua191mqiybCGr/TAZTPQJtTalf3BptOD7Q3rTxh9blZHuAvv/yyGtRuHFAHs3XjbNQTwjjnQHgAzW0N/R5UOepA/R2K/hFe6xjX+YDlRND3Ok8mffYIVC/mevrsad1wM78fsZ7YL1+9CtEH3ryeiN488iaSuyDffEBtsnfM7bV78+bm1fFGpzc9mx857N2c7oXr1GdcuupEcv+067fGTd443e334YvtJl98Yrffx7Pnz+Pps2dlN59cJYyezKvN9Wu3rogc2rUBtf7uP13Vg357co86xr76ZmPb9P/85z+Pr776qt4krGUcUHl6Db/3D34vbq6u4/MXn8Vnz1/Ek90+nu6fxPOnz+LZ06d1PPa5JvMCtaf24ly7/Sitp90+/L8W5pej3fXqc67u+pzLu84XosckdrnePObPP3sRz148j92TfQQRnqNAnTPGmcN1WFM4hyRGBFAfOPphxFg/ctinXJHTOsfN9zyPk8dU6JNf2D8J/UDsd7tsL2vkMfZ8K6gndvrZ1S94tJvjWea0B2u+evkyrt9cRdzkWZwP1+/eCP0wXm/W6vXI0WeutgG1PiAc8psDw9Z2fcI5DJ9zoM6pzqnfHMJ+CvkG7zHJViML5iPj8+HcHCJyAGF/2iMHUFwgZ1F7JxdY7HC3bpD8hnMxz1tX2rNQb8hvwKjV81k2Xznbf4r6fT0C790y5LmbeeByLutfwih8OWb4HvrcZ9BD+ae87u3Uup5/5/bHzLtGy86RL/9WN/noHdjl/7ehEDHOp/Ec945LHCDgFPcmOXPCaSw8ZO7rR8iNyJdT4pC4OUJ92GMXEflZEuwX6ecHcKvvtmdEPg6J93/A7TqBec3/OPga6NdFSzM+DATkpohd6oKI3dTnXXm44AAC7satkPrZ5S3rOxnyK+DyWdfrf7h8p1IXyZdqXST+xI2u40O0COv5cDk/l80Psl6OdS2N/CRaMrVtlovzUYqv2UcFTkGX1zAR7lG59/UG+b7uG8Qxw7xu9aP5exew9vW+yWHkOs8Dp3bXM6P5fkeGwQXaXBII/QKovYyzoU8AZ57L07kH9XOWtkZ/f5ZjDQFrHcjjl1Ovz0T9v8Ed0Tr5WdbXOpDETGRO0TWUaa61mb8B1Pum11p9PQIjB7DwjYcxVze3MKfXWObzeslrYKU2rxm1ez0jF6h9BsK5AGLuHQj7MN7YyAGDb92GPuPsW93rXfOpGy/PusJ+hFztcoG6BoNRX5vXnjDs8r755pv4+uuv6wdQzs1lDfNbZ557Dwaoa3p95vvlL39Z18sw9g3I1UTttxzXqMG6zoX5/RGSNv3uoX0DS5y17MEa8uR489F+nJtDv/c/zKlNWMu5MvI62I9dob7b78Mc3gfyupM8v1yzuZT2YpwrMDcQ+tS9d+UNSf0eE/sD6t/y8Hww3vtInq/i6fNn4f2FyBqv3ryOb7/7Lp6/eBHkeew76f7Jk9jt9+F9nJ63LU/I/I4axVW3V9dmDXvpPnvuelvXD9QxsXcgUxAO5zOM67U8z/tIcszTHHXRc9fp/mszVnSM555z4bEU9iLXOI/3/mmuOe+1sN+Fr++bONTru+6N5Zcb59qF+tXx3pm6troBaTMWFUDsckMbNgEsLy4biBzGCDdRjk2luR7Awo8c8vSb042GcRJoB+oEVZcjMqRs5nWR1tBuvPUFjANQevabR6QOvCejfOGJbq4Z5rGWueU4F0CmoNZeOY9zufpnaBPmaHvkAJZ1e7A8ETxQfYDN6/qVxmn//IvP82bj0yBP6oMHLw/a6zy531zlXfr88JXXtawntAHhfghtrkWeubtG5LCG/lSLrx9wWnvs3Djj5Tk3Xt03MdcBhBwB1BrtwdzeJJav7rFyz9WNF+azR1hrAtWL9v7He8xtHl80wjhr2FfnixzGCP3COOuI5moDot4Ycg8h9YRxQGaJZT3GyNeotCZQa5TvPHLAiEu19k25S5u9+Wa4Zxe7yH3Km7FXr99UfuPXqAggtDXs376tGzmsZT570u58v9svMUmpHLOUA5RdXcA6B6QX9Ima5BMMH1DxcCqTsjxg+IxvLM5UgHy+/ZBbVt27fEr4xlM4Hhv98twH4RyontTfB7Dmgcu6+QHFAvsRi2FTLuxA75nyMTClccr3gR/3j0HXtIcfA9a3rnLDu+/Ace987RYyQ5uOqtNLSPdP9HHfeTy37KrGnPzecI5I24rB+zDP2a+tPBbV1PsEG1tJpqdDnO/H+Xzdm0PGPRYZerLP75rHeOEaHoOOVW748XbgMcfOmLd17PkkR/khYO73Qa9B+SBksZmX03yl+rzh7TvwmO+jXkcIv1eLd81xzgcCBryOaf8sZx0Gt1enr6HN3oQ25+YE6vrJayFtAlAsaL6x4q61db4l8KgYb4xTOfu8cQSjrvn0A8t1oBygrsWAugaUZ49CXZizY4G6aeRcwLoG53IjB1B7muryAKqW199eF3f9yGFsinrod+59BvM590aaMfYjqWP1y+25fn/EY/9A3dj0noV7Idec5gGW49HXpuaVB9RemBfQXGs2pzY5Gs2nzZra7cHc3j/wJt7TZ8+ib9bt81gI/UKuOYzrPOayv91+Fw3y2rJ51hHytInrq6vIZsMfDe13u7rRKEfIUwInx9z7SdaNHErry1P2XHkO/UI7ELusJ5wLdY8VUPvlfRNhDFA9AHVeyNeuNM69UTqPHDB4QC4v7yLldbU9uiY5Ime0Z54AABAASURBVGn1AKoXcwggHHK6BlD13XttwlzCvHKByqOvETmA6tn+BKxzoGKA6LFTgdXg3AJKYUGlzdqQ0rkcC7cfqMLa9QNLMXnChswBY6OMhaHrF3Ec6vqVwrzi6F4EjLoa9Dc61prCvpWidaBeWB0DVM9yROSYNz2ntUYYNWGV+how7OYA2lyx57Xt0xeSdZroeoXzOUf3qdQHVL/m8OT1zUEfUCeiObXpb/t5vsihzePSvaWp9sU435D0q9sTUDUjh7Z+s4NRM821TqUwRsgV6g17mmsClRvGi9Le5chXRg5g4QD1QrE//eZ3zc3XFscBVF9AWfTJkw9UTm3mgDGPHHJSlB/GGuVpE/qBevN2Lfq06eu5NuczgKUfeb3/QNGAWps+ARR/zuW6u1+gjpl+7caoA+FQbzgXQOWcdTi19VrMCdR5ZR5jtCkbQKuLbK4GoOoBTisXrLrchgQYPvW7AFRO/eexgObyw9A1AGU715035lxt2+S2A9sObDvw8e7A1vn3vgOY8X1uDhm/YduBX88d6O9Zd8lfz125vWr357b17RbjxDkTWL4Dn/vO5x0PIwZYrociR/tbpqm+2yu9RgBUCzNHg9cXQjuwXPNEDu3ArT7lprtqqMPgAJoL2jteA5z6tMkBKn/3aYzXVPq0NU+7Ogy+ujw5AtBUuYCSfQ1mLp2zbF27gBGjLoBlLzp/yzgOWGNg6EAdG7kiciiB5frQvmBcY8+619vei7A37V77w8ibaWq/Z6kOI6/703W8phbmuQRYcxon3MuGMTA4sOa3nn15487rZWX/6Mneje/Y7sW5urI55hD2aM6ur3QOo7a6OdtuDueibXKA2nMY0noCCGvIN9YY50I9crgGGLy2d2y66yFXONFn7+ptU4fRM4z9sqb5YLXDqW6c+2jO7m/Oqd35DHnG6RM913YJcgSc1gaKXjcg1WAYzot1gU7ifAZQLxQXAuvi3QDhZsk3b+SAUUdbTuuFqpznMDjG+Gs4c8sxn5uq3TkMXuv22DCma8PgdQ3tHngh33h95lUKbUDdnW47UCea8Q3jYc0v1x6717l/feaGNY8vCqHdfvpF31zX0bCm9SKHfDn62pbmepPQbn1l21oap96QZ13/qLbSuf0D9RNzGGtrvvHCOVA/87aOPdiLUIcRJ1c0Xym0GecNTNel7j5YW12OsCf9wLI2/cIc1pOjPK8rB077MEYAy7lnfmE9Y/SL1rXDytcnYPSkPkO+0NZSfYa5hXW7b6DOr57HNOZYzTD6MUfP5Tg/jweknACGzZgTxzRpH7Dsle62q18CUGYY8hK/bS0r4OzpPt8Z9d7ppTxtA07WZqL2qX+v2JJtO7DtwLYD2w58QjuQNx/J5bwPMnx7bDuw7cC2A+c74HdR8VD7Oc9rAQHUtQVw6/tu3DNg8IET1twTDB9QuWFIAwBFoWNaauze1AVQfc52oPLGNDqH131eQwljhDSvg0TztJ0D1rzyBHBS3+tR4XWx+SIHkM/jYd0GjOtBeeYSMLjqDSOBqhPT0N9ToPzWtX77XB+MnJFDnzbvG9iHtb2Olu91MVB5Ioc2AdR+mtsY49O93OtQ1ybMb04YP7Lp/Zaj3XxK5/Jh7IF2WO+f6LeW8fL0W99YoS6sZ//eCFUChta1P1BrMd5cwjwNWP1ArVFuHIc8awlN7k/341y/ElDUDVsVoHLBWFvHm/s8ZuaryxXNM0a0r3twLdoBXQUY+9exZcynnsPoB6j+Oh5IVtSeaRNAcYy1H/dauP7z2s3xWFSifIIRD3fLpNWj460DlK2fYMzliJ1NqJzDAKCaVjfZDG2AYjkpajI9mdPFC3VrCSlA5QacLpAr2qAugIt88zZXCVQ/MGTkkGPvbqhQ1ybcfKBONnub/RlaNZXnMFYbjL7Utc25e942OcL1CGt7Agh1AZfzAbUu44BwmNe5cZ7IQh2om8L9piQncnQ/ypzWo3Wl6xfm1Wmcc6DyAXVSy4Vh85eXcuI41HsPYfRpHtdoP0Jd2zGkchon5tzyhGvSrl+oz7HmkqNs6JcLowdjXJfQJ8/c6gIGT/0+ALfOCXO6ZmEd49sGgw9orrXKmWGfvtkab5xEpTZ56i31CeBWH9rfFea9D2/LB+/XR68NWM7vyGFP+lJ960PuOalts1RvyFdX/piwh/vwY/a21R4f4tvx2c6EbQe2Hfh13AEYn+9wWf467sm25ofvwH2fnfoenmlj9g68y77B+rqd480h2naXhBE/+41rwPDDZSmvY4FWl+sgr8NgXFf6fV8YA9Q1Z7znMFejUwF17QRD6vcazNr209eS2jvmLmlMQ75653LeuWCsUZu5rCPUhfYZbTOXMC+MftW1ic5hbMeoN0ebABQL5AivOTV678AfS3l9bs/6vAmoFHIEUHtnXdE+GHa4LI29BOs2rCvk2b/Xv84BTYW2e9/B/vzhlD9i6r7tSaJ7Y7z9GQPjB1Xmc8365TqHNb+xQK2xdXkChh2oa1VjzWN+pXmFc6FtjvN+g30K7fYmH6h/80Q/UPeiIoccc8iDUbvzatOftHotwfBrEzDm+hvGqCsb5lPXDtRrDgjHuc+8on3dW8drn6F9xuxTN//OJyFRI1CbbyE3WKldjgWVsHK0daw8YYxQB2pRzuUKoA5g5OhYoGxAOIDqw5OsYzxAwr7kGAuD51xos0dhnNzzGDlCjn0BdRCdazcPoFh6h5Vj3ob8hgFArcO6vrD8ibAnmRxricjhXHRNOXJ9YWk33r61z7UytPYFKNn+2d66OcR5TfM3R5/5z2vrtxf7U5cn1LWZA8YLxxpttx/9cu1fXa5+AShqv7ULoPZZvnGRw558A0l14aoDtW4YUo5c8+gXMHzqDf0NbTA4QL3gzQFUH8ByDOM4jFWFEafu2uae7d25cE+AyqMdhg4jHoge5jaXsm1K521Xb9sszd1zoOp1TBxHxx6nJdqmFGWcnrQJTUqhLmDt3bmAYYNTOfvUGzB45hVtb6lN9PwuOXOAOjea276WbVe2TSm0NYBWN7ntwLYD2w5sO3BxBw5Hq/IxOIZv4tdhB7Y1bjuw7cB77IDfU8VjUhgn+tpAKd41lzlmwPiuDEPO+YA7r92aByPOnPbjdZhw3hx10XMljDivN+UL44V+r4uEcULbDGC5VtAv9AN1DRXH4bWc8HrOfJqbq27dnsPIKU++UAekLvWcGCPkOLdvoQ6Drx9Y4mDspzzrKr3HIM/7JO6F+bzBZR5tSv0CRi7jnNubfCHPnEJdXwNGXX3CWKD2yVwzL3L0PNX6U5TO5dmf8dq1ua9tM6c2e3FNrsEbovKN7Rg5MNahbpx+eUJdaBfmV5rXnOY2l3ahz/k5gLoXYA0Y9eB+GccB1N4Ya37RPcVxtM37LvahufnNBTTX8YehGyd0wDgu6g0YPKDizCU6Rh6w9GdtISdyALVuGPFxYZhLvnDPhXpTXUdDrtCvlAOjb+fJ21UzHqCc6C/oFG3rBEDxgXDImQGc+G3OHOY3h3MYHOfGRg5Y8+W0Ng+om0PNa+7sV2+78hzGyuke7EMAy5ujMXKA6l0uUD3EhQEsvMjR8alWjPHWEDDyaNNvP+5Bx3gDTZtQ1yfXF6fSGCG/4RyoE8U4Y/okktM27XEcMPqAIY/m6heo9QDhgCHV7QEoXuvarWP+7tO5dYHqy7WLtusTxgh1ASO33M6vXY5QN0fkAJY+temPHOpi5qb55AGjDlD25tu/BmOtbx89V8J6nvQc1hzGCOOU57COMFYJ1F46BxQ1N14ANTePb5bAwlGBMTeXPRujLowB6jXj3gB1jnccULmdC2OUMOxwKvWZU2kt+TA4bVM2gFYXCavN+IYEoPqB0ecln7z7YIx+WHMBmmrtQNUow/QEw268mFylwvDXZHvaduCj34FtAdsOfIgd8MbjY/O+T+xja25x2w5sO/BT2QG/e92Hn0qfP3Yf7tFjejBOnMfCw77fGjuj8wCl6lNpqd7Q1tcN2oDl+g3WeFjt5zHORUwDRixQ3+31N5oG3KoV02i+EliuWSNH96wvp1Wjr4O0Ce1eeymBqiWnAaM3c0UOGHP9OV2u0cwB4/pHO1C5YNjaHzm6bqrF8fpQXXsDRh0YUn/30Lm8NtTmte9s84al9yDMpd0bdurCPELdWO83COeuSb66kCeso08AmmovVWDM5cwwXr69Wd8a+oFasz4YuuvXb89CXW7kAKoWUHGRoznmEM5h5SVlOS6uUWizJ3Whrk2ou25hPhi51O1fu5yGvVlTmKtztF+pTajLMY/5nAug1qMtpqHPqXIGjJ4A3cueAKVrlG8tpXMBKBaOE/0CWHpwHtOAETfbZ72pMHg7D6Jws3pRBtiQG9YBSmAp3FwljGQxjTkHUHGRQztQC7OG0Jau5dFzoP5xD2vI8wTz4HVf2pvbEkZufcJf8c0xQNWRb06hrhGoPo0Dqkd9jcgB1JuVe+YLJHIA+Xz5j+v1z4PNaS17cR3m1OYJ5p1+f0qsNK/HQr9vCD2XaxHtSqD6M14fjLm6fmtZR+lcALU+GFyg/t4H1/HFF1+E9SOH+wvjJ8vmA9I6HkDVtQ95wjUJawFVI3LoM17AeENNc8Vrc532KE8YL4D6SbJ7d843Tps8Y80h2m5fQk5LGD3LEfqMt6ZrBzQtfRmnTw4MnzYhESiuc3tornznQpt+pfabm5u6IaZNmEfoV9oXjD2SP9tg1JOjveOVMGJah9O5dmMEjDzqQh+sNrisN3fmA5rfClh5xosOApZzRbvrFuqRo9eb6p0PuUICUMdFXZtQh2GHU6mv0dyew+D2fJPbDmw7sO3AtgOXdsAbiY+BuYxTfozo3pWPwce45q3nbQe2HfgYdwCo79t+r/aaScRbRn8fn78fAxUFQ7ZPOUNSz9UFcPIdvW32Yl+w+gHdBfOUcnyC4TNOdOzRvYi2w+DrMJfotcnpHG3XJ9frM3XRPiVQ9wHibMgzxuth4bz51oHRh3avE7tupwHqGMVxwMo3j2bzeF/A63XvEcC4XvZeQNeGcf0u3zgBp7nMM/8r2OYU9mR/5rbHjjW/PnNq996KPvMIdeP0q9uLUNdvvFCXZw6v8b0G77xtN06YC1jOGf3uq70J98B485oDMGSBdtdk3Lffflv/8rX1tduXMUKbQfKsa29KbfK0K8W5bZ7Lc94wr/n3+32Z9Aug7nHYhxxY+7aGsL5+GNf0JgDqvINhg9M4cxvbMN761hCRQ588oU2kue5PaGvI0yf0N4Dqwdz6BIw+jOl4pfPI0RKoYwlD1t8B6QF1w5NXiQHVBR5AD7IJ5boxQl2bsUJ9CToqNtd2TxZzyTXWjbExpXYX5Fy/+U2hdA7jBWUf5tQHVL/mN848wrkxkcO8MNYjR58501U3N2HNq02fPOEJDuNAaxcdr8+fz2ozDqi7565Ln1J0fXn2ZO+9D9YQ8vQBdXDUBVD/itLsd30dYx0YMdrWCW3+AAAQAElEQVTszV7ML6wtR7t19dmH0Cbcc99Ivvnmm+rfOYy6xhojzxh1/ea1Dxi1nVtPn30YJ1yDc+PVzSHMY7xx87x7lG8cUDdIYdRxH4Q8Y80h1/61e27Yh/nNK09daW9A7ae9GGe8fQL1pm8O36S0WT9yAPXC7LlxHW9O7fYirCOsba72WQfGGoCqBWMuHwgHUOezNuuYA4bPXJFDn3BuH0oYHGOSsryxOW+uuj7nQJ1n9qVNnzCfvZtTu1ztPVfKEdrlnEOOPvPIm/0w6mqT1wBq3fYjrAvrvjfvkpy51hXygNpndW0N55EDKD/c7ilyNC/VH/wBoyc43YNLjcDKBU4ovQblJbgnJwGPmMx53yW8494l5hIX1jUDdV7DkJf4d9m6n5Z38b4Pe9dQfh/5PpYcrvcc79s73H+sz+udz9+3/q97PIz9B763rZiPEXDymobT+duKzrku6W+Lf7vfG49vZ11mvE/s5YyPtcLYVz9PH5vjMXEw6sIqH5vnMXHGwFobVt29mM8ZuT80PnT9OX/rP/Qa76vXPSnv473N91g/jPPhPB5O7fY3o/lt63nLu+ztbznz4LSmHL/DyQHq+6znLBAO7cr70Byg4ufv35HDfClOroGA4uozXthHHAeM+tq8RjKnLudeE3htoK4NxndcbebRJtS1WaMB1GeBfgHU9eGcC6jrWOv0dZx+cxljL32t5tzc+uUrncuBkcc+5InWAad1LSnXOGv19Zr5hT6JQPUN1D5qc1+8+ea1q3m9dhX65l61maeh31699yD0A7Vm85hX2JN++a4J1r3qXHL0GScPRh7jXI92e1S6Nvnq9mfcl19+WfdQ5LoObfZjLnnO1eVb07m5nctz7g1QcwOVS75zYT3XAtReu26gfiil3Txe78Po23z2q03dHoyxN3Npt65x5gdCaU+uQb555Zjn888/X/bVvvSbx3ilNvtX93gbK8ecQp65YPQHLNfmQJ0L8o23T/nO7R3GOWMe/TDmcCrlNmD1ud/2ZE7jzasU6sa0H0Zf2toP1Gt87ityAPkcS+9wOu/4IuUTDH+qtZf61YG65s+au3px2JROoQ5UAy5gbgIoPhCOTFA8oOzahDlmtM181gDqhDNenjYBVGMwDpAnjRsVOezDA9I50rS8ARkrzOXm+4tCXyDO5QFLn9rMMaNj9cHg9gkFY20wZEzj/ASzX2vbg716Y69PbtcK1IHQp91UwNIbEA77sCdhLnvR7h7YN1Ax5mxEDvlyGu6d8eYzTiStYs1pLFAnlLFCvzHGOhfGC/Pauzb9rkGbPnMJoNaoXY51hD5zG6vPPNZpu75Gc4CT80p/1zKn887h2szbfvM6164NxjlnnMfN3oxvALUvnc944+I4YPQCFE+/+V2H+2AdGDU6h+u4D5HDGnKMVzo3tzm0OU/ayQOo10lMQ16j88DouWmzXw5Qa4FVRg55+u2jASMXkIzxkDe08QxUvo6JtwzjZ0g/n2t7LICL5481HpvzY4kDPpZWtz63HXjUDvg6FpeC77Jf4m62D7oDn3hybyQ+Bm6LccoN2w5sO/Cx7gCs37Vg1b+P9QAn32HhdN41/LwTPT+X+oTf672uEDNHn5htMGoBi1mOMI/f84GlP6CuJfXP6GAYXOOEHH1waocx1ydnhjahDQZPXdiTPqCuQ2D4I4d+19wc63v9ph1Ixrix0n6vv4Bam1wYOgypbQYMu/lE51FaV1gExh5ZG4auT8x+47x5Zi7tXmfK8fr1/NpVvzCm+d1b2/XB6FGbPG0N59qB2jvXb4/azWVdbZHDGPvRry7sTcC4BvZeiP6k130adcBp3R8wp+tQWkOHetfoXLDGaBPygfj6668rV+fxZqI2a2mzB/s2tzECRn/eA+h6Shh15FjDHK5LaDOHPPM1OkdzgNo7+e5P5ADqWt11wTje+huw+s3fdnNGDqDOQe3dl70J+UmpPdAPVP3IYbw9yFNP0/La1OY9C2Nme+tK4Tq7hlzrz4DRGyC9+gQWaayAYZNkL8I8O0BbwQKiJvkE1MKaDNTieiOBk0JAnA9j22Zu50JbN6bdZpRA1YCRC6gakUN/iuVhHqD457nceKG9Yd+tA9HDvOZSamsJKweoOkD1A0POcZ276yhdV+TQ51wJIxZIT5zkixxA2VKtF64xvpjsyxNHCYPTc7kwbPI9cXxxwLDBKuUK8wh1QFF1gVqrefS7xjgOdffVqT0p5Qh1YIk13vUbox9W37wXkUO/AJYenDeSUg9zCe3m0GgdYa3uTZ82/UK+MFbIE8Y4lwNU7zB6iOOAdQ4snMgB1IvaHAKoN5uubU0ROe6S6TrJ4VyYw5zGAZqKpwJUnTgbcoXmlurC+YzOrQ9GfnU5+oQ9AHVMZl1eQ746DB4MKV/7Q9A5ziWMXHBZPiS3HBjx6sI6Qv1TwaX1gOu+G++7drg7N/C+6bf4bQfeeQd8HYh3DtwCth3YduCddgCo7wZwWb5Tso287cC2Ayc7ANQcOHmdaQQUD4Kfh8Lv9EqhbrC6UBfqQh2ouuoz9DfaDpQK1DXS+fd/oHLBKvv6y1xxYZzbnTekA4qCdhWg6nsNGDmAqqvfNVszzcXR1vrcL3Dx+irOhvGizZ3fGl6bw3p9KA+oupGj50q5xqinqx7m0g6jf+fCPl2bXCEZRh3ncoCqAyM2cgD5HCd2r+HNJ4Dym0M4MZc6DJ82oHIY0z4Yfvmuw777+lpe29Ujhz5jXQeM2DRX3ra137noWKCOjb2bx9ww1m9t0bbIYR7n2tVFz4GqaW4ROdrnGqzhvRR9QJ1HSan7Yvq1m8/cxjm3V6A43uSTp0/IE+rGmUsYJwCny3W+uWbAyGs8UL1HDuci1bIBSw7zCvO4HiWMOvK7D+U5jBOw8o05B1B7A6ey88Gp3Xh9O5+cXII+m519MBLZlAdm9qkDipNmNJhLCZTPuQdC2XalcwGD5wGUB9RJZ01h/cjhpstPdXk49/8c/OpXvzqxNVc/jPyuD4YOFF//DI1A9Q04XXTrmLfzeLLZM1A/FfaAP3nypE4Kc7oW+fbv3XmTwcipXWjTb07nQNXTDlSuyNG55OS0TjhrOFdqsx/n6ubrvdPmi9cccoHaXyAc+oV9wLCpCxgnN1A/KdZmDnMZA9SvW70B6lyfOQWwrMW5PjlCHaj1mVNoF3EccqzT0CdP6BNHau2HuraGc2OEezPb9Ym2yXEOa8/tU+p3Pxvur3ztQh04WY99CjjNGTmAfB7/F67zK8uYT7D6c1r7qL/RNqB8MI6Tfn3nAOpN0l4vcbSJjpt1GDXap5z9zh8C4CINqDVcdL6DEe7O85h+36H0D0r9lNbyg27cVuyT2oHtdfAxHc7t138f09Haet12YNuB0x0AFgNw8p0VWHzvq8yfa7PeeWfbuT7Pm6+E0/7kCX0zLtmAWqs+0Xzg5HonpiFPTKa6RtM2w+sR4TXezFUHFAuM6wlQPcGQ2s0jB3C61Gt7X4uVM5+AJYdxjeb3XKktQ4pvngaguexAkNAHlE0nrHrPleYV6jCuo2FwYUjrujfK5soX89ya2oC6tu+5HKCOExCO2SZPeF2rFPqtKWD01fcv9JlDyBX25r0RYLlHANR9AXnzvYc5Xt88N482cwLL/jkX3l+R7z0Xuc7949Nei9ur1/hKOfIB09UPu+yhJvkELLnNI1/AaodVz5A6l+Q25Gu3jvXdP2u3v6U8oI6JelwYQB2fyCEHuDjXJyKH8ryGPdiPsCelUAcyan3AmMOQesxnXqDqGyfMK+I45BzVRQC1z51DB1D7DFS+XTvhaNjtimBCfRazYSAcbVcCdRDUhX4BVA6gikQO/TBOQHOa2xNUCRQPOLkhIi+Ow3gB1IHTB2OBHuQ+0ezVk9DNAao/a8wc80QOuUBq4+FcOJMDqw+Grl2/AKpvY7RbQ1jPOYyYyOFcn30KdXnpqr1SOteu7vp6DdrFbFc3jxy5MNaqzReWe+vPka1rrFIY13AOa4/yGvrkuTZlz60ltPmihxGvX2gHljXN/ekzv2u0R6HtIQDquNuPdcwhzOc8cugTQM5iOZeaA1QOb4w2IgdQ/QI5Gw9zijGL8juf4V4DldN1AlVTuzUjB1CxcFmaD4bP3kWGVR7X51wAdS7LnyF3BpzmusSFwQHm0NKB6teawh6E6zFXkfIJBi/VerRPKbdRznueYOQBFhZQPQCLbVMu74D7Lc69QO3huf2HnsPoAy7LH7qfrd6nuwOXXgef7mp/KivzJuJj8VNZw9bHp7wD77M2uPy5BcP+Prk/hVjfc+/Dp7DGt60BuEWB27ZbpAcYem+lXtJhrTP75cPqcy6A5ZrV7/fxluH3+Et5gfp+CUPOaeR3HJz626ff6woYfmBJIacB3KoDq23muR5hIu3WUDoHlnVHDu36m68u0lX19Hsd5/w+AJXXa+IZXg96H6LXaB1hDW3m7zms90Uih74Uldcczo0zpzWMF+r65J4Dxh65BjnWgnENaaz5YPwdiF6Ha5NnHuDkmhZGLmOEPGFu80YO450D4bW1NyeV6aqHPPvtNcDoxRhzSVKaXzg3xt7kmF9/w7kwn9yOcS6spc0c6m1Tb2iTY05zKIW6MNb7KN7nsJbcthvrsdEG1H7BWJO2yGEdOXLNJYA6rur6gXAYI6wPFEe/62/Yg/6GOdybyAHUeWsObco010O+seZR6hPaYcTBKg2CMW9+c60p5Ajt4lx3/hDsZhKMorOtk8PwOXeBNqZ+jjlWfW6254Bq3R1VAWrz1M3n5qgLT2IPoLp13UT9MGI80T3I1jFWqBvXd8Kdw+ADy8E1r+sQxkUOWHlAWtaHnAZQefyLSs1vDqFuP5HDE9deBVAnqScVjBPV9ZgvjkO9cTRVDePlajPeGjB6A2rvgOK6phnygdprc9hj5DCHPiWMfqyjX5mUymc/MPzGOzdOv+uTrw1Y1hc5tOs3l5Aj0lX9Wtc8QNVxDqOO/Iac9qm7NudxHEDdrDO3djm6jNfmXLs250JfQ5+AdR9h6NrlGdswHqipuuuUI5w3gFqX8/ZFDucN7WmqB1D7AkNqlGcPrStn6O850GrlcQKrzbkAyg93S2sK984a5zDPJTSvfc5bv0sCd7mqzzudD3TYg7hEh7trX+J/LDb4NNf1sez/1ufJDnzQia/txnkh7ee2bf4hduCxNyCN+xD9bDm3Hdh2YNuBH24HYP3OBav+fXUwf5bN+rvkB+o7Nayy4805o+33SaCu+bxWEJHDHF7XCK8X03TrIUfo8BrDWFh7mudyZsDgta3z9LyldgG0qdZubqHRHpXy+jpOXejTBixxMHQY0jxy5DZ6bg5zt925cC5HXb8SqGtF8wHRA6gfncg3Dihe5IBx0zLV4phHHSgOjFiPgbFCjlAX+vp6GkZd7V63++Mlb77JjxxA5bXHyCHHf7DVf+/CezDajTWnMR7Xvg/SNhg9yfX+jFKuccpMu6yliXFNywAAEABJREFU57NNHajjoS7H3Oq9DvdKmNP89qGUo02+Ur59qwtzCXnAslZtMGrC6N/8on3m7zra9JkzcuiDEa8vTbVG/fYC1P2LjpHTMXKFXKGub4Z2Y2DUkCO0KQHFUrP5ZTw+weA4BZb9dT7DWPts2H/7u17PW/a+AGWS1zDfg/4OSCNN5EFz8SYwWKlvhrZzALUooDZCPowXkHmddwwMrjZrKIV+56J1N8J4T/Q+obW5MfKMA+pkkifsHwiHeWbAsBtrHiFPNE+fujZY19PzOb82AdT6re8eiuaZD6gegXCY39quwxg56tr1O1e6bvWGNvnuhS8u/cYIfUD1AavsG7r2Y19CXX7HOYdxE9O+rCEPOOk7chgzQ76wR+1JqRh7E22D0ZPzBlBc5x0Pw9Y92Ys+a0QO7SnqPIP1HINxrJrrfrr25iobQNU1l7VjGsDia7+1hVxYa7Y/cuhLsTycCxjr1uFcqBvr2gCntZ72wWoD6pgWKZ/kuEZhTzD8MGRSlodc62hQF8YJdaEPUNyqo1GOUAeKA0N2bn13oWOVM+TP87t0eQ9BxzcXRo89/1QkcLIU4OSYwOn8hPyICZzmg9P5I1JuIdsOvNcOnL/W3yvZFrztwLYDd+4AnL7fw+n8zsDNse3AtgMP3gFg4cKqL8Y7FGD5/teU/nxUtu0uCbfj5Ror5msF50K/ABQnAJZ+gBPfPPHaweuf2WbuRtvlwchjL2LmmAOomzzajQPqGg6GPXKYR6RaD6BursZbhvWE11rC60qlNuvBaW9A1Y4cclLUtV3r9iC0m8d86jB6leeahLo1lEKesUJdH6xx2owT+sztdbwwRsDge23sTca2yRdA9Q+DFzmM956Dee3DWHMLfUrXos+bmkrtQOWKHNoEUDZrGWNeuZFDW4rl/FFvW8u2ORfWNq+6UphXCdTen8fIBer4uybre6/CvTDOnA0Yx9cYETmA6jHV5V/vtqZzcwB1PppDmzBWtF9dv/UBKZXTeXM0wvC1rl/AqLHb7Squ/cAy12YdMes919a5tLl216HUBygKQOWFy9L4GQYBHuvRoE4TC3UoZ21U5LARD4ISSMt4AFV4zKIOqPHmEer6gPJpE26i+ZT6tckFbCoc2nwRuGjncq2vlKvdu/A319ex3+3iyX4fRFTPxqZav/xTF8YI495cXYUvFCBgQL7Q78EXgKaCsaIm+QTEN998UzU8SYV1Oq8vHljXbV7jgVpjryNyqAsY9eY86a69M1a7ebS5f5D8wyHcA3G4ual+7OH1q9dxfXUdh5tD7Njl/jyJp0+ehnsYOczlG4L5tHnT0l+Nuo501/5YU59QN8Y+rS3PGCUQ5tFvrBxjmudcu5Aj9/rYq9LfQsyQb948OGHd4udxNtYcAqi1tD+Ow7kwh7IBhDbzemzs3XzWv8rcypvcy+4jcmgzPtV6AJXDPOQ5VzJtcoRrNr8S8tjEGLDqwxK5NAqRw9gGUDU8nyNH25UwYoD0RMXD0COHHNfUsD8Bpxx5SY84mp0b4z7PsmPhSIx1HCL/y/1aLRFA9W6ciB65qZxhcR1z2MOM9r+P7HxzDqD6nG0fq+76frze84BWceVjYLBxyvcBGfwYZFg97OHHgMWtq9zwse2AR+4Q+fn+VkS+Uw6cr/GQhsOF+EhbPGBcir1tu53I9+K2rvzR46Edb5XNfMxrz5guYJ7HwHjjlB8junflY+CajVP+OsNz6THoPXMPf4qwP/tS3ofHrN2Y+3JuvofsAKz7CASwhAERy+xxClA54W55V2YYMbPf74sz9PlZICKvE4V6I+8ORGaRtmCO9xpZeN2gHajv/17/CG0ijgMov9cGQp/wmqMRxwH52ZrXBvqFZuUMQHNdI2qfcwB5zbsPGHn0yQHKBsMO1N9NaL9A5VP32lW+6Fj1hjZ5DWDJC9Q69cGoEzlc82xLV/VuLvPqF+ruqZCvzX0WYJ1d3dzKlCcP0EfZzOG1KBCVP637J0/iydOn4bWrNvMJudawljF9fewcRry9yNPvtbP3Cr766qt4+epVrbu5csytlJtla42HvN5/89p7Eldhh3L0w8gvH6h9ixzWM2eq1b9zYVyjj5Fr0CffnMa8fvMmhNfwu/0+XPtuv4/IGl7nmyNyWFekWn0qgaRR9zTaB+gqu3tlHX3mEepA9b/POnK6L33a7Ne9NVZ/5NCXYskLYz+MhVHT/DP0eY/HnED1DdT9kNlmTOePaWhzvzSpi1l3LuwRRv45l3bXAlTfcFkaI8wlrGGssM+dBh2S1AFFHXBt+mzUn+R6s89FG+wGArXZMGLkRg5gaUqbecyhTPeJz42UAyy5YOjWiBzWs1kBpCVqw417/uxZnSTeSDO/HOE3fv3qQNU0D0ybmZmePnsWu/0+PCG9CdU5rC2MN4925589fxF7dnG4vombvLnni7A5mS7keIJZyxgYtTuHNnWgTpbI4Z56o1VfTmttxvvzZrnm9GCry3XPlN99911c5YvMOPmwrs089mUvz3zDSYMvfvm75OkzxjcSIDy+X3/9dd1QNX/SQ3/XdG4PHkfPA/vVp+7eGwPUmoyLHPq12791rKkNxp7Yt2+ESa01K40VHo83V2/GTdB09JuHX8f0AdWf+wBUXXMLoHz22nMgrCe0RQ7fmGD0AqtMV3E9H54+exoHIq4PebzjEFc31/Hqzet4nb2ZyzUJezbO9dqTUr+1gDr/9NuTPnXjbvLGZ+QH/55d7CJ5ucBDnluFtHe8+YHaJ23CHAKo9Zuv4Z57vKxlH0A4Ok6p3TW6PvZZPRG7rJFU57sn+9A3o/1ly4TWSxHmEtlgriIK6trI2X6X60vEcQCxy/muZermEpA95BePik0dMsM9iDsGnMZZDyi26xc1yScgYCCn9Zj9ZfiATzBq2+NcBoYd7pYz357fBXPsY/RDvi4Oeazuwv0582S/n/BWb5ZeOOc9LI53VGDda48HrHNY9YeknXu6zX//9d/O+dOy3L/+9+8Vbh8PuG27q9LcX+t3cW/biZvYxTX7wk1K5/m/+2Ig/Qe/q4jxP2v87Oo66hHEpZFhaSaAlNMjHX1x6Lk/6uyz3j57SbCLmyMOQdqNV44cZNAuoUUZyYllyB2TwxAXnvU02m3cY2GuzjMkEDAwLHc9jz3t/bwk74p8jB1GT/Bw+fY6t9c/x8Baa7YP/f7Ywbn/GUb+ZrmHrT9Eyr8PMPLDZfmQGvdx8lTOrxnjPLiPN/vgtJfZN+uua55f0uE0F3yf80sV1/eS0R+XSQ+yjlhgeb0BSyRQ9sVwpoz6Z8Z3nJqj8Y6h3xsdxjphyE4MtFr7ACyyHfY+684bfn9t3/tI85lrhjYBRH9HibOhX8xmWNdQ371zriRJQK0v1ZJAXVt74yg9ZdPXOZVA+J3d6w0l5CdLvii9zrHfvKoIP68ir2WUQpvzm7z2MUdz4zice92i1C+OrpMetM9rV/eaR6hb3x/hHPJ66sluH6Jr28d+N65JzGM9r9usaZxzAVRpoK7tXSeMfdFvLFDHwJpin/cTlPrkmA+o3rUJyJj9rvY38lN6tyO35DpvKr6Jm7zG3O12ta9eN7futbxry+2Nm1wT7Kqnk3q5p2+ur+p69UCEsUCEiMj8V+G1e6rhvYtnz59XHXPYl3vwJK95n3/2Ir579bKuv81hH3Ku8yaiN/X8AZfXjmSf5hP25j0L98hcxomOBUIdqPsNN9mr+w2EscbJN7bhfQl77bXbgxy5Alj+zkmg+nUNfreSZ17n5jOHx8Lew/3Ofa81ZJx5G0Dtk/c2gDweN3WcjDWnPHuyd23mVnqstUHudxK0u1771G4+75WYQ5sx5hJJrxr2KlebsXLkug7zWUMJoy/nxsoxrz5jgDo3nOs3nxylPKX7oS7HGKVzIE8X6rzQHjm0GyNgre09sLtw/eYq9uwW7IKIfB845Lmr9DWY30HHlxgLNIAAsmxUExbVB5TNRm3MjSrD9ARUrDGiXcYLoL4wGOvmNcd8Qn7z1IV2+cI5EHL2u13lqoVE2mYkB0Yt44V9Rw5jBVAvBPM69yB7kNQbMNaTYVWr85hLve3OG9rN2esDpBWA6l2unK6jdC9gcDuHtoa9zXia/zej4nIf9rs80IlsMhrWKD0igII2cwv1yAFUTzA4cRz63ZOuby24zQHqZNdvjDBFz90HoR3WY+Jcnm9qvhH4pkGuwTVa0/jdfhdBLinfLA5H2Lt7Z87mAQGEA4ZUl9voGON8oSs9+28yb8M3bWFsA9Z8wFJHv2sQMOyA5oJ2+3Oirtwd16csWzagtEfljLlfe5VjDmG8ueU09DfaBiz9dm7j4dTeNnOa27m5YPBgSO0CxlxuA9AVxnV9DcOaWn5yqjc8N+eeklEPYDkf23+XjG38BHYgT+J8DfkqPUP2dp8v3e/18EwygfIxMFbc1+OH9Fl7w6e8A0C9/8JledfaucNxYs9T82R+MSZJaZeXn7yxIN+L01yPw2L11SuzzPc8dYSUh/Dl3YdDOh+DDPskHo9ZuzGfxOLfYxF97ikfgy7tXv4U0f3dJV2zPuVj0LHKDT/FHfB779yX83P4fVvbzAMCmE0X9V1QNwghZTI4wu/mwnmakuXzbcBgWL8hCwigrgW0a1MKrw2q57wZASzf9WHEwG1b5DBWpFq5gWwxrwqPn2X6hP4GjJzO9Z0g62tvAK0u0l6F/QrjdXrN47WSc6Gt4bxRN/mePasbbMbA6HnkvI79k13s9lnXmxj5Hfpw/B/6QMi3pty+XnUeOWAX+90+tQjI+IiS7BgybcZ7/Z6GuqHmLxWF19q+22k3r/nNe3Afj/GlR4Q3zLy5KE8bEPsn+/CHOc+eP7PjCCJusm85wlyQxoi6IXjIm5a7nIs8YNLDP91X1/m7XZoOdfMNCBj7A9SNRa97retagDB395vp6/5Nc5zrr/W5luRnwtjt9+E9Bm88um453718Ge5F/xsertGbneYGouvZI1D9GRc5YPSZaj3sT2WfdYwzhz0J7cCSL3KYR6RaN4PVreMNQaX57McfmMlpwKgLq6zjmwT59j/vP1B7m+6S5p1hXfsVMHLKbciVI9S1A7WWXqtSmKMBIxdQxytyABUnBwiHeZcbkEAeq4GZBMMGQxo4w8bEbAOqmI1ZRL+I4wCWDYGhe9CEFEBRzduLE+MbzrX3wXIugGUNMPJ2TPcBg2M8UDWM7bn8masPRox2e5TT0KYuTzgX8jwBzdv2maeuX5+AUcM9AzTVHqnIVQqg1qgugDDGOkA4rC8Oh/HmbDxQxyRy6BPajXMfG+YS2oHqQV4jw8um7BxA5Z5jIodzIc/9UBfmcq4dRg3nQluG1kNeQ7twrlPpHKj9ADQX9DV6LdYVwC1+BR2fjIvjBxNHmwKoOHWxizEvvoYEDBuQs/GAocsTQADldN49qWsEyu/c9XlcXIOAsVfa3SvPHxh8wPCKBW7Jck5PMDiarCXUgTqWzq0T05r5WTEAABAASURBVIARA0zWU9W4tgDVh/O2A04XaG8sxqMCp9yjeRPbDnxUOwAsr4OPqvGt2bfsgL8/vIn9IS8kEjsRN8GCQ+qHzLGC/MoeR6jnqREwzg8Y0i/qqcUuI4uT/JL5pbrkcb5Tpm2XX/7Jmru4DvUG+gs3mSl7SG7XrqvO9KVje2w7sO3AR7QDkO8OiY+o5XtbhU9rPfcu9hHO/n6sPA/3O7r2xuwH5ukH07t2SwsB9bmm7Xw+2/r6pyWMOKCuQ2DMIweQz1F5gZJxHJ1T2QCO3vzUq8++ZVrXsPJWy9CAygv56Zkx3Zde+UIdBk9daG84F869TvMYCefavZbzxpGANY8cIU/Idd5oW9u9/jN/S3UhX+7Nzc24AZjr6Jp9k0uON636hpV8AZi+9geoG6fGCvdCSDBeOPcaVWkfQj8Q+p2f53UuxxigamlrAHXs3R/Xoz2OQ928Qr395uoelcJ46wPVizGuXwB13wSG7DWYT17k0GaeVCten7q1gOq7/UA0f+5LPlDrMa59XcO5un16LIRzufYZOeSkqAewnJ8wdP32JtSB4s5P2s17DuBWPuPkn+PcPs/VxXlMz/XBqKXe9vyuuxq7OQmAojZZck3yCVg2082ffZHDuUi1FqY+o+3G9gnSG6dPrvMGUHk8IKL9co1XCkBRkNNrgVO7BFhtHmTzyvfgC0+Grm8uoHpQlwfUHgB1YmqPaTgXmszTMc7V29ZzuQJGHUDXsvf6Gjpg9TsXrgGoPp03rGescxh+bT1vn/Haeq4U3esc47GTrwQMuwjjfVG2s2Ocm0+/x9BjoARqzV1Tnhy5Qr1zWFtd+znkCePlyJ1hT86VchrG1P+ISsNdqwJqj4HIF0/1a1zcMexN/wxtQpt9wJrTuQAqoz0Kba4FqPrGiiIdn4CjtoqO0SJfqAN1Dre/+4njgNu5OvZIKdHHqn1A9Wdee5bUPnUBKBbA6XxxbMq2Ax/5DsDtcxuo1wjwka/u17t9jx514+8mlJdxSJ+IlLGMQ2qFvDio98eU+WHilVKKmyOSkY+6T6jMmCTks5OBXda3rjcdlSsOWc++DsWnkqSaVi1qkXpsY9uBbQc+zA58D1mBgIHzdMC56aObw+01AHeu+aNb4PfQMDx8P+qzJGsqRar3PprTsskwavb8IXLOAdT1BQzp9YCI4wDKH9MAptlQzSmcAXVeqGub0bZZti5PfQaMXPpg6MBMKd3r0r7+Apb6OgFFflYfbt0HMK/wXkLDayVtBrkXXh953SXarhRyhfrMN865Ob2B2LHyhD6lUNcP1I1E12JNczTkqSvlGqMutLt2pXYhx9reJxHmM688GPsBQ8o1VsCwmQOG7vqEfvPIF0CdG+2LHNqFfeV0eRgHI59GoGLtR58xQB0f82nTFzmA8I9Fpxr+EtI/Pg7Ur0Wt47qMV5cD3DrW5oNRv9chV+gzXl2fULcPczoXsOZtH1A3SOXF2QDqPIS1V9fkH9n2Xop1Dena9+WQc8lvvIBRS12eMMY+PQ/UtTXkwYiBIbVdAhD+T/ZajAlMJtSBuG/A6gcqh3xjzWGDwo1xk9unX12bkAPU3WO5+owX6vKBOhjytXviGxfTkNeQ04DRG1BsOfqUGjxYQJ2g2qwh1HuDgTqp4zj0G6eUdzSfCKBizAEs/UcO68NYsznSdHJim1NOrxFG73LPIbdhHqDqwojRZy4RZ8Nc9qdPWK/hXPQ65ap7jIR620zbceralcZbv6GtAdQ5I9cXui8cpX7jYOwPDB5Q65I/o3O3jOOAEWcue1OKo7tqq8PglX68MsNJAlrLyfHhDUpxnNZxa/2StCZQxx/GeaYtcriOFPUAlp7KcHzyXPcYuQZNxgiPgftlroYc0XOlMffBXPrdP/lCHaj9Vn8bIgeQz1H7Ib8m+QSrPacnD3nWB07Wrl3YCwwfXJYnCbfJtgM/8R0AfuIdfr/tAfXahsvy+612mu3Dzw71i0P85aM4/gKR4y8S8aZf2n0vG/D9McIf2Pf9xgjCcfzoUU2kLR/jrwJJpTjKyIyVNWXSfM781i/cXCfhOg5Z/5D2g0XkSC0Ya55dWv3q57wc29O2A9sO/MR3AHzt/sSbfM/24HSNQMDdeM9yP/lwOF37/H0ZqO/oMDhxHL7vC78/H013CjlCfpNg5LNW234IOffQ9byeaTuMvvRpm33ahHYlUHvjvBHHASPPpfUBR9YqID8n67M0P16PcvUO7byGVm1eo3mtZi0g3Guv57x56B9vdi4PqH7lRQ5trq+vs4H8XD8skKfvHLN91q3jH9H1hpu1jfOGm9L+gOotS9fD+trl2qewH+0SgOrXvNpgzM1nXaB6hSHlCWC5Fjaf17fGWEu/to63tvsXOdwzfalWvBx1GPnNI1+O/SiNkSeAWl/b5bsmOdY1xnxylQ15+uyxffKFdhjni7rQbixwsj+Ro+Pl5bTWIR+oG8T+cX0hzz7P/wi2MQ2g3hflAcv9M6D2vWs0f5bmF67J+g1jxMyFUQeYzaUD1YMToNZrzs7dOoye5jow+H4LrSRAOLoBpTCZgOFvzpxMG1B51I1reGKJzqF9jtVuo3KUMPLAkHKNMS+MhbjpnjhK7Q15M9puDQHUSTjn7DxAnQTeCBP2Yrw1gNrcOA6g5taC0ScMGccBFCdyAHWymRMIB1B+121vkcN89ibUhbo9CHVtDecZViecfu3AyXGwZnOUsPp7bn0BaKq+jJttOswvrGs996452oR+uQ1fwNqdG6MO1H4Y65tGc/TJEeqRQ469iP+fvfcAtPUqy/yf5/t2Oe2eW5JAaEFUpFlGcayjMzqWcf7qWMcO0kmoIYEEQkLvJQihhy69t0CoihQFQQKogCKKQCD1tlN3+f7vb62z9v7OuefeNBgTPCv72e+73r7Wt762zrknttNY0bXz2Llue0rxA8Wu0Ai56WNv+Gy8Aeae0hzaOR++BdrS7OyxVW97EsN2mlPqsS2a7SRjrPhqo8Ezvo3uJlJ0hWJne1Mee3MfW4IU2uaLzM4+9IkJxY56oW0UXZFhw7GB2k5iYozH43SuJcHGV/G1s92GeFtSbLdV7gh3ZuAGOAP2Va/7G+Cw/tOWnI9mo7hLJMSuXpqLLI+XleihVdJWGsfPe0FsW2rs6G+A/vZw2FlNrJuGGGGf+EQrIVM0x0tRQvDlg66JTok7jtzFd6w6fGuNQ6aIq522MwM7M3CDmAG7XF1uEOVeoyLt79yxXaOJaBnblp1RxHbu21OKzjbkPwz2ND/P77wHFAoPSnFFDi1AB19omy8yKCg6eNtpjuAL7M0y20llO9naTv32l+0jdLzjAt7TqL+dF1/bkAlspxhFYOc+70fAdlGld1k6toWO96gC+sB2ikdeaqAWePYN2EC0re0aNsh5v8av9KEAGTrb6V3c9uR9DT0gP/XYTjWUPrLC8+5OHOpSNNtpXMWfPPBl7mynfPjbFs12im9nX2wBfsUOHtAHdra1TYiUMzHxhR3+1GRP7fBDB2WPB8pvDVIj/wNeNvzQs+mJjrHRj5CpPmTwbRm+9AH56GNje9N8IgN2rhceMJf44oc/PMeWutiMxAYZgC+gD6jJzjHLmEsc26lu28nNduqnzsYXPoBYG6IJQVaA0PZknVJjqb3YQEuspmk2HRNFQw+CnXwqBLbToiAgYFCKxqSgLwjRER90CG2n4vC1ra3NzjI7U/yIz0IgJ32Kx892mijbKWbR2XmTEHtFwz9IGig2gL7tyXjaMtvJtuSh1hLDzjkVDR/bKUbhbYtGv1B8iQHsqb7YYGdnOTnbcvr4Y4O89OGJxwHmRMAGoAfoATyw85iQAeLZOSd+xCAe8jawBbbTHBcbO/eZY8BiJk6h8OSFAjvb4287nXTobU/mj7EQi3z4KJqda+QkB+Uihi92UHJC6YdL+sC3ZXaOgxJdofCg1GU7rSn0AB3UdryGZR3/pFrR7Ny3ndYLtvzWI4AHYbbtp62zcxwMS82203wrGrbIg0212YadgNqZNwBvZz1+AF/kW2E7xUOOHZgE3WCQAWIgwhbAI4e2YeeYttviI/jtfDEqcjv729O5Rd+G7VS/7bZ4h9+ZgRvkDNhO6/kGWfxO0UedgSZpHN9xLVOm0VHa6Iu7Cpt/qjpS3UZXTd2VKtAL247GYdMExg4+ITYHo59ltUaxYTh2yKAJVdo8HLtSs5G3iTWWeWSB0I0nCN/wHyni4x/yUfTHgSb5U/UOdmZgZwZuCDNgW7ZvCKVerRptf0eN52oN+moa8dxc0HYpMmhbbue5tK3yPK9jNGyA7YkVMUF5N5gojsLYTsfPzhQz/IFtutP3qOjbUxlKO/fbvJ1l9cb/2AMd8QqoGSAHtlMN8AXo8QfwtpOqxIAmQXzZWRfspg82oC2kX9CWF972pBbeYXnnxR49dVAP4L3YNuLJ/KROfGEHyjHAHtjZPkxSDuJuBT4FJTe+7LWwaQmlLjbd0NvTmOS043mGH2oGxZY68S8gd8lpO73zt+PAg2JnW/jaTuOkNm009iewBdgAasOG3MjJRV3o7BwDWYGd94WIRa2209zYTlmIUfyJC8/mHrb4YIQcO3j0ds6DjZ15bGynsWCjaPjY3nSu2Tkv4yh2imY71RVsmjPiMUZssGUPpMQjL5uQjBF7AL8VZU6IhS/6YouM2MA24jT/2AD0tlPtdtZro6GHhR4N6AuwIR6gDsYDkGNjO43dzhQZuqNuQKIkUAGBkeFoOxXN4NsyOwe3M1U0iiAGdnaW2w5N/pQFgA225MkapckiB/3ij305aMhA0UMBEw7wJR429jQn/WJnezIx1MBmGEDPIii2thGlmpARF3vbE38M0LVh58WLLUCHHTx5Shz6RUfdjJMFyDiAnfPAA2yggHj4AngAT0zGUGyQ24akcZTchWLPMYAiIwYUwONILFDyI7OdTko7jxV7O8vIz/ECttOJp42GHXri2U7zSB/YTjUyR9SELTUUSgj8oAVFjw1jAMgKkAPkhTqcbctB+diWnUG/oMRo9+FtQ1KtbRvbkzglFxRj25D0f9aCsZ3OJ8ZjO/nBA2oFxRcZ88P6YE6Rt1FqgCKHAm1pyACxobZTDbZFQwZsp3qQATv37UzxL3naeupkjdhGvAn2VEaOtn8xtJ3yoj8Wiv0O3ZmB6+MM2N62LNtpfW+r3BHeYGaADTw2GjOssWPzb2PzMcmqvPnXxMYiyJuNsQkZG5BsMGqyGRkbkvAFSd+dbD6yYTiK2GPneNAmNhObyDUOORSMo1/oOPTjsMePTcxR4muNopZR2ozkH8D4BjPXN6hCd4rdmYFvwQzYPup9wva3IMN/bAh7+zHYPuq4/2Mr/o/L3n4OLlUUWelDbYvnb9u6qlbs7KktMXkmB1fljy02ttPxsk138j5U4iO0nWzqjU1FO/eLDtqGbWFrWzTqAfC2k05HaXb2IT+wnXLbTh7UDVJn48vOuo1uIuQvKHHJGVrKAAAQAElEQVRQ4Est9mYfe3MfO+y3Ajn+RQ6/3bsU7762xTsf+wFQfJHzT4ipqQ3bk3Ha1vz8vHhPxIccdo5FHPzIiY46bKd1o2jIAPoC/JGBMEkfYhMndeILXbGHD1E6TiUfMdp6/Onznl/mmT52bBIiJ07REY8+emhbTw7bmKT1B4MMSo22xSYfPuQolNjMLbXY8Qw35m9wx1NUVaV5x7fks53mCJmdbeGJAbWzXtHIUWTRnXyou4D3eEBuaqBedPxz+YMHD0582gz6AttprPTJhT/AnjWCzHZaE8iwYywFRV+obcwSsE1MfMED/BgXsZk/xg3wB7YnucIt7ffgB48ewCMjVvSr9Ec3OTAlMDwGTAqTY+dB4hgOmxLQx5Zg+EPpY2s7bbLQt50OXCnWtmj8TQIGAk8sAI8Psex8wuBHn4Gjs7M/MnQsVmrFlzoKsCc+fQ4MdowLO+T42rlObLGzp7GxRUYeFgg/QbCdxrKwsJAWNH7oFY0c1FHGYefY1IwMFJ54xEdW/KgnwqR5W1paSicv8bBDRx4Az1jwLUCGL3pkXHyIQf3o7M3HERmxsQfUQE3IiVNAHmTYEJd4rBFk8MwjwB49lDkBxMOWk4mTCj158AXkhwJ422k9EoMx4898oadPDfSLLfFspzWJjFoB9thSH/bEwxZ5yd+JGyE1NnHBQQfwYSyDtXWBZjSW+KNdEQC9nXM5+tiiT3TjJ0YldqiFnPj4Ibfz/NtO9WJDzbbTmJkn7PGzndaYnW2JYWd/bKix3IAYIyg28IA+8QE8cZErGn1gO3pKFzEYZMwR1Haqk/nDt623ndaonWvCBmADsKdOZHaOU+To4MlRKLydY6HHD5099aVfYGf5Vjs7y20n06JPnY0vZKDkgT8aNly+bcR2muOSgDoKf3Wovdm/+Njby4v+O51e3fHZeZ7sKW37Hut42FMfe3u+HavNExe0ZdeVJ941hb193fbVk1/Xmm/Y/lbcHTQSNK6Hsfk3aqqQ1Ro7w3VPq4OxLt9/UFcePKxLLrtSF3/zsugf0sWXXK5vXnqFvnlZ0Muv0CVXXKlLr9wfOKDLrjygS6/Yn3yQHVpe0dLquq44cFiqepqd361h5GNT07FpuT4cR56RxrHp6E5Pa8ORluMethw+h5fXdGBpRYeWV3VoZU30D0b/wOFl7T9wMN1neK7h/lPFQzfHpK6j/rgvwn87YVv2ZlyTfPZmX3tz/5rE+nbYMp/25prs3CefnXn76BQ7YG+2QbaDaz4D7WvkNfc+ukc77rH4o0c4UlPiHKnJEnu6JrLkqr/tqY/tozpcndxHdb6OiqvKfR3Db3IvuQotytI/FrV9xPXLdgmxrc72UeUTx2DIG2TysY/0K9cXjLAHPNcCeJ73C48NQI5sq87O8YlZgL2d5fD4Ftjby7Er/tjStw1J7xnkpmM79e2sQw7aOt4h2nUSDxuAnD4oPnaOiY53JMB7J/e24oMMnncy6sSXPj4lFjLAfRAZOvrF3s77EsiwQY4dfd63ADy6AmyQYQePDTUUWaHoqYc+92Vys0/C+x6xeA/GHxvmx7aQ23ns+AP8GDt+9G2nd9IyF+QnBjboicHc4Kdo2BGfvp3Hiw22+FEDOqjt9H/cxh6bUiP1I6N+KLYROq1/8hcZcvIB9OTAhzjYkI+4yNEzb8iID48N/4Sa+rFDRkxiQMmFDGAD8EVuOz0D4Vfi48PYiIsMne2038N8KRr/4xrioacW22lc8KEWtRODWPgjo48eELvsixQ5MmpDX/zgyUGtxMEGoEcObKcxwONPPGzhi3+h+AHbotl5XeCDDX4AHRQwzgL6+AN47MgLpQ/Q0bdzDvTEBvBFV8EcDbbThJKYyWQC7FwsgUDxLUFLv1BsCrABRWfn+LaLaEJtpwllUgpKnDa1nS5i2CC3nU7GMgElHxQbgF1B6dvZj7HaTicqB9nOtWFPnwMK4PEteRTNzrbIAT6cUMwbwAdfcgD6XByQwUNLn3pLbHhAvGLHScAJh3w7YEsNttP84AeKjPzURB//KD/Z0S92yApsp+NBTSwwAE8e22nOFY1YttO6gefXvEMsTnY2ExkjFwVyUAMUOzvPHbbEtp2OAX17qrMzjw+gXkAc5hrA41fiwNtTP2rGFzAGO+dCbjuNE1/qY46gANuEsLHDTk7jxha5Pc1BbOK1dfZmPTZtqNWK3M4+xEKGCbmggLGTA2AD4AE65huKr+1Ub/FHhh19O+dRNGIA/KAhkp31yJhfqO00V/gfDdrS7Bxni/g6dxnLdQ6yE2BnBnZmYGcGruYMNGHXyOmfQY/ZDAyoqjU2m5BWkgX/hje+WXe/5731R39yZ51y3/vqHve+t+52j3vqPve7v+5xr3vrnvc6WfcI/d3vcS/d7e731F3vdg/d5a53n9CTT7mv7nyXu+n3/uCPks9DH362/uELX5SrTtpkXI/Nxv7cvPYdfyNdFpuYDz/nEbr/A07VKfe5X/K7693vIfLdNWLf7e6R4573ihpOjrz31r1POVlPetKTtH//fvGDO9vph2Fc36uNzcgY5s5nZwZ2ZmBnBnZm4Cgz8K14/twaw77qZ+W2j23ZGZSJzs5924gSbG+yS8JjfBGnDUxti/tDW74db+dc2qbZTlL8EtP6KrI6fhDGuxd0O2C3HXhvQQ61nd578CcWsPN9Dj12ttOcaKMxNuw3uklnO3VtT/q8X/E+RAyU3Dd5h+c9lNjIoNgB9KWPHXzxtZ3mVNGQoStxbKf3c2IgI47tiT22yICiUTvvrozDzr7EDNXkQx8bbO3pmDCwc7/oiU9ugJ64+AP8y/4QckmpVuzQMd/Egdq5FuIBbIgBxRY7gC1gPMS0nX7hBR9kAD19/AExADxAxzMNPPsl1I4P+xDYIeMYMJ/oOI74YI/ezrXaefOVMQLbaSOSfQzbmCa0/agZoCBmiW07rcWisz1ZS3bm0RUwzjZsi/qpA5uSU1ua7YkEG4DA9qZ8yLYCW3B15NTG+LAH+FAXxxIUGXI754YH6CqYY4Hg6AkK4HEsctuItgV29lRPfyvsI/UEs50mCr7AzjLb6cSjHjsvkjIRimZnu2CTnZ375C51owO2IZMTxvYRefEr8fGnn5ziq0xyW4YN9shAmKWY1AtfZPDY2k6LkpMDGzvXAK9ottM40LPw2sBf0WzHtybjIAc6fACx7GyDnBOCkw47HO2pDn1bVmyQEQfYTmNinMwBOex8LOysww8dfvD4tU8efNs1lLzY2U4XHHxLv823bYueHMih5CWXnWvBF6AD2AHs2vJKcbGp6nQ8iIstwBbw25L03Ui2tbWhKyi6dt/OPrbTMU0xmwimzQ0fdHa2pw+KlT2V13GTBtgDeIA9x5l5xo/xAHvqi/xYIIbtVKudjy85FM3OfWyQFdDfCtub5qvoI8ymNWtvtkN/dUHMrba2t4omfdupJvvodGK8w+zMwHfgDHDOXBd8B07JNRpSI2sc14+mIPpNimAFq/XBQP/y5S/rk5/6lD7/hc/ra1//ur7xjW/oK//+7/q3f/s3ffOblyR84xvf1MUXf0NfD/3XvvY1fTXw71/9arL5t3/7ir7yla8kv3/653/WG9/4Rn05Ys7Mzmpx927V3Z6WVta0/+BBfeXfv6o3v+Ut+shHP6ZP/d2n9ZWI8e9f/VqKTXzyf+3rF+viqOGbl14icn3uc58TD+LcJwD3Te4T8LqBN9uyj44b+PB2yt+ZgW1mYEf0/2oGyr2znQ9Zu38sHtuCYmdPr1dFdjRafO3sU+za8iKzN9vYLqqjUuKgLBTe9uSayn3iWLCNS7JPzMaX7SQ7WlzMjqazjTrhaLnreCdCZ8f7XKeT3l9KvKLj/gbPuysUe2x4j0EHD1Ki+IIHwaYPdnauBV/i2Pm9FR0x7awvftghhxIEO3S2U42207woWtFhS2xgOzRKtmzUFZskjC9sbacYttN7rO30jkUeRbMd30oyarGdftmHWChsJ39i0YcC5gQgA/A8N5R3eDv7tfOwyccGX4mNX4HtVAO6AnS2IakmGMYJJZ899UGODOBPXkC/vPfa2R4ZOttpThgPfUUr1HYat72ZhkmqE4ofIB/jtrMtMQrsLLPz2rNzHz9q7vV6gjL3xCx+xCw8ctupVo47vkUPr2jkL7LoTmq0cz5kgJjYAfqgyKAAmW1IilNk0AKUbX67fpFB27C9aW6LripMofZmQwZZwEEtg2AS7KntVv/SZ/KY6GLPAIgBWBS2kylygBwKUBQKX2B7Mhhkdu5jW/yLnNzUUPIXeemzGGynxY4vIA56Fgl9gAxf5MQE8LYRp4NmT3mE6InBCcgckgvQB/DYEIsa6QP65GO+sQP402fOqAfAY0euAtvp4kQMO48Lm5KnyPElLn10imY7LXhkdh4LefDfjhIDuZ39tNFspxoUjfEHSZuJ2BIbGTnpE9ue5kJmOx1feHyxhWILbzvNNzLiMXcAHhl2tlMN8G1oS7NzLsR25m3T3bQmqKVsPlZyik0tW49JstvYULRznVtl+AFqpjZFsz2JaWc/dEDRsA+Sxk08eMZrT22xAfgAO48DW/oF9AvKMURXZMQAxAe2ZTupbac67dzHrw1Fa/fhQ5Q+tlMc26mPzp7ySdj6Qt/qXi32WD7owNUKtGO0MwM7M7AzA1djBriCVWGXL2WNHHz6xE7k/Nysfuonf1z/93d/R7/8i7+oO/7ID+u//ugd9bP/7af00z/5k/rB77+Dvv8Ot9/A7XSH298ueOhtg95eP/gD369bf+9367tueVKit7n19+hmNz1RVfwEbDhYT7+5yP2A5wb+lcFJJ52k//6z/z1y/mTYf69uc+tb67bf930Ztwnawu1ucxvd8Y531A/8wA/ouOOO09zcXPpnVDxr8GxAzDSOna+dGdiZgZ0Z2JmBq5yBa/p8udXe9lXmOJaBvdnfdnrm3upjby/fzq7ISq2FFvmxqL05T9vXzu8uxd8+0pb3kwLuc4Uv1N7sU2JB7bwBxDsMebmvAdvpPZd3HGKis63SSt/25L0VuwL0hS/vsvgSj1y205zzfoccoGsDO/R2tsUG2IYkf9vpXQs/7KEFpc/7J7XYeazExIYamSM7x6MPFA09sPP8EwNb4rRtyMEGY7ik+aJvO9WGHT62Uaf3UmQAARTwHIEdPPI2bKe41IK+5IcH9NExJvrEoQagaFA757edYrVlilaON88y6IiBjLg8LyED9O0ci1zkxhY5fXwAMjvPNcc+UkzGjg+2yGxP5snOvG1UExDbdrKzM0VpZ9423cm4iE0OhHY+dsjoQwtsT2KiA0VXKHFA0UHt7FdskBW+UGTAzra20xq1cx874jJPUPpAWxoywHPzFtXmLpNEICafhYqTnZNhid7OfTvTIkNvZ5ltupsmxvamfjLY+LKdBkbuMhj4NqgF2E4HibzoqROqaLZTHDsfMEWzp3ntKY8/CJP0afO2U5yyWMlLFgQG1QAAEABJREFUDqidYyia7U12JQZ2imY7vqcfO1/kmN/2yUpsxs0i5wS0sx9x0DFG7OmXaIW3PZlXbIiNPXrqYQzEBMS3nTbb2nrsSp/48OQtFJ760B0L5EZPTigXNH4qgi/5kdtOJzExiV+APTwUe8YAj4w+tPjYeczI0DFuUPTI8QW20zEqY1S0Slbt+A6dohEDYAPqqkprrNjYFnJtNNuJIw+gYx8pQ97W29nGtuwjQQ34kAvgy5iKjPnDBsADeAAPbGM+mePin4RX8UVOTIiHn+3JuOmjLyBX4QvV1WyMq5jaud7SPxZt+xU7ZKD0d+jODOzMwLdnBjjPjoVvT9brT9QqLlVVlBN3MFXNOMEKGhuEdaAZDmLj8X/qKU96vM5/wXP13Gf9WcKzzn2anvyEx+iFz392yJ+zgefqRS98nl70gufrJS98QeD5ek7Yv+KlL9ar//zlevmLX6SXv+TFetub36T//cu/JI2Gmpvpq9epNRqsaXV5WTe9yYl61CMfoWf+2bl6Wfi94HnP1Que95zAs/X8556n5z3nWXres5+p5z876HPOi7wv0GmnnZbuPYcOHYqRKP3heq7lXPOTYOdrZwa+Q2egiR8WHwvfocPeGda3aAa2rp2tYbfqt/a32n87+yX3NclhO90b7EyLL7F4/ucecSxgV1B8odvJkG9FsSu06Ev/qmrAvm1b+EJ5Px0Oh+nPjhALe95duP/xfoqdnccOj74Ae+yQt2PQxwaKHGobUcpDTuYMOf7ks53ez5BhaDu9byoaedo+IUrv68S2PTk+yPEvwK/wUPT21L7kRQ5sQyZ12E55EBZb4hAXGbXPz8+nfxKMHpntVA88dvxrCjb/mEvsbaf46JiDttw2bskf26IjJ7ZQ8qCz875JsYGylwFFD+Btp3mEx5cY5IbS15aGHD35AGr6gD56ZPiSAx4ZegDfRvu4oafPHgjHjnjURRzitYEMYIsdMclVgI65bcvhQbGBLzGxhy+67ajtNPf4obcNmaDIJ4IWY2dbbEBR2U4xS79QO8t5di6yRO2ssDPloFK87aTny86LqJ0IHkjCJIE+k15oEsaX7bQoSlzbaVODCSqwcz7baQB2pm29netQNDvrg00LnJzwJT88MgAP0LEQoNRSxlp0yLfLh5xFwWKCt3NueIAP8YiDHYsMGYsJH05IcsEjpyZ4Nsyg9JETA8AXEAtfQBxyAHzITT54ZAA7fJExVoAdOjvXjQ4ZKPIiw9c24gns3Ledjhu25NVGo19ikR8xebGxLcZAXGyg2APb6VjDA9uTCyC+xEBOPHyh9AG87VSPoiHDJ9hNHzvnQGhb/FZj4W3Dppz4A+qrqyrVFe+TQkZuauFYMT5QjhMBsAHwZazwduSLB17qwh9a5NA27GktyG3nGjYoMnLYOSY8MkB99G2n84wx2FM7dIpme5NeGw1/UOorPLT4YgpfsLVf5LZRJRQZFIHtNCb4NmynbrFLnWN8YQe2miCzc6ytOvr20XXod7AzAzszsDMDR5sBrh5xVZVjwzGjiR9iBdSkjciqGWk8XJPHQ3k00HBtWYPVZTUhm+3V2ru4EHajrA8b7EHHI3Wqsbpxw9m7a04Lsz3NdCt1ol+F3U1vdLyGEWc0WFU3dkAd95ROXeXfilxfS78hOdvvad/uxfCr1Y8Nyl7oe7WDrwIOP6mOOi/55jfS337k2YS/l8QzBT8gLPc27bSdGdiZgZ0Z2JmBbWeAZ0ywndL2duJNMnuzzdFibXI6Rue6+h8ttG3ZGdiQB9hZZk/oxM6Ou+J4nN6Z8AG2IUnG+4Sd+wiJB+CB7fQ+V8X7F+9XAL4NRbOnMaK7Kf8wNhfLe0x5TyMHMmin05m8A+GLjLrw433cdopXctqe1GTn8Wmj4Yc/trbTGOEL7Cwjd7HdcE22hW9TfOljD+DtaZwyJnTcs6mZ+NgxX8ipyc7jQA7s3Cc+dswDsPPGHuPHl/jYwxO3wHb6n6wgx5bcUHIRk1gAX2TYAfq20xzaThuyxMQGYANVNOIESf8qAzl80cGTE4oMPRTAA3h+y5E41EYeeOpCx1xBiWFvng/mBBAHffGD2hbydv4SB1tAHxsofduQdJyRAduTPrbU1wYyarA9WYP4lbEQkD7UzrHgC9DZTuubOKDUD6WvjWZ7cky00WwfISOmWo0akRUUle1NvkVfqKLZVqWr0SiWg0bBttPktwMVvk0pDLRlhW+n3GqDrthByQmoocD2ZHDYEAPAFxtFQ8YBhaLbCuQgTNPHdloQ+GBr+4g8yNvAn5y2hR9o96ld0bDDL9jJx84LCxtOdABvO9nYTn+biZcDwAnDoicHsQD2gJz0QXKOL/gSE72d41ILi5hY2NhOCzxc0rFFD29P5diBIiceIDf1EA+9neew8KwbfLBBRp+abKdcRUdOYqG3jTjVVHIgwJ8+sJ02MpEV2E4nGzEA8Yqt7RRPrYYf3XivSzr61AG1nWKxQYlM4yatDXSMBTBmRbOPjG07NEpxtdHwhYUCeAAPyAMtQEf9yMmHnDEBdMiA7ZQHO4CPndcjdrYhycZ2oklwNb6Ih1mJSQ2gyOABdgC+DTvnKzL8gJ3l8KDobdO9RjUmh/giRpCjftCDtgH9Y6Ftu8PvzMB32gwca+1fHd132nxcs/E0YvOv/OYj1Om3IEfxYAXGsfE4VDNYExuHs92O5vtd9eKpa7S2otXDB5JOw3UB7BSbkw392LDUeKDV5cNaD3Q00p5ds5oJ59Xlgzp88AqxoTgOO+DxSN3YYKzCTshicxK+E7mgboZybF7WsSnaiQ1T6qF//HH70n2UZwE2Hrm3cK3n/jmMl7drNh/XP2vb6V5ib0+vfxVf14p2/HdmYGcG/l/PAPfKa5PTnl6Xij+xCorsaNTO/lvt7SzHr+i2UnRXhfJMj52dY9qmm8C94lho+yeH+Cp1oLOnsYocGmbpur2V2k5y26jSO1o7v+30zo6Me5mikYeYyOz8XkSfe1y3200xbG+Ki89oNBJ2dtZFqPSxp33um8TlB3clH32AsW1IigODDTnJjQ05yIWuDWTosLE9GZOd42mj2U6xqRMfKEBtW8hsT/wVDT0INu1ZQMlDbXb2ITc2jAs9zwJ2fue2PcnJnkSxxb7AdppXRUPPPBGjXQ/5iizM0vxDsUEOCk99zBuxkNGHJx99+AL84JG34yGjj6/tNDf0ge3JHKEH1IcPOeystz0Zu6LZTnXbUxriiQ1x7OxjO80J4yjHX9GIT62AfG3wW462U612zoG+zGe4p/xQQCwogMcWamdfeGBPjyW2dtbbpptQaredctiZJmXry85y25NxM5aSp5giA6VvO56TdfRmO+0+E4hiOCD2NIk95bHZDvjZuUAyYUMRgMkpoN9GkWPfBjb0oaP46QoxR/HQP4wH8PhZi1xXquIn/jFjk8nApg17Wk9VxRN6KInJwm0fWBaJ7dBqUyx8mAsWEn62I53TIqGu5BBfjIEFREw2EImHD3kAPDbE47cPZmdn0x8nJSZy/JARgwsB/uS1HdGjpvhGVtW1zDhsNSEDUVB8rNW1tfRThhCnxY99iUEeYDvpqEPRyhjoowfIAHyYpNi2VdWVxk2jIRdrRQsZNsC2+L9gwzM+cjMPS0tLYvz0iclYsaEuYMc4IqbtVBeyKsYH4AG+Zf7wB8RSNOxAXVXTOiMWswbiYMbksaE4DhoOGx9qAHTxJ37p2xYyQP4C8gJyF1tFs53sR7FG0QG1mu1UWxHhC7CDFrmd54IcyMnP2NEzh+OY905dp3nCBmBDffApXqwK24qECWWtKNrEJuY7uumDPyAGOW2n+MgUDRk8dUDbsJ3GXWSKltbjBmWt0L8qhPnOZ2cGrmIGWEWYQK8Nii/0miNndGznmDMsIDVHhMlWm8VxLgogbYKbIl+QGhSbgKTZZFlyXneqiLsZ2qY1ITsScRWdjBttGG3zYawZTeTajG3Mr7ao2bCEXhtsuEdNuraI6135H9CoimOx0SdeEzFBXXfkuBcNh4P4geKqxqPYDIxZY0a4xnKtrKtKdfgDNg1BXUn9eJaZ6fXiOWxdBw4cCDqIWLXmF3ZJVa2m7kqdnoaqNGocuk7YRC90o9hANNf1uAc1cZ9I9z1trDAr7KWDK+u64tCy+vOLEaevkTtaGYzVVB2NQcQdB5o0FkXVESB4vq8aDvvrBl3tXLqWLSYicuTxTWtVyDRpTXAZTmf7OLQZoYhPjqGQXjNg3YRXjkXsPMONpjTY+GSJj5hPhbeayF9A/wjoiDaNV6mJ4yvQVJHWAclhwNrZFuFBJZq08DkiZ1s2MfzWM1FnlJNqntIQsu6PQKQP1dQuj6KJ2gsUvK5Wa8KqCevN2FJI2Hw7P81GcOi1Ae74QXdwXWeA5+LrEsPmnJlGuDrx7KkP9gVEsWN9cw7QCbR10Y3bQdy9w51LR+rHF6uhDd5f8OO5PdSyPQF9dFcH2NrZF774wEfA6SkZAvIXGfkB+ds08dzXYnwlVnrXiX6hyDudTkSMsxJ57BOMA6PYK3Dca3v9XtwrBwm8S2FfxX2Yd+3yzo3saCAPP7RDX8c7mG0hA8igvF8Rm3d5+sTnvZK66jp+rDgahw8jZm6qGHZcj6k1xoYvPgzAjtib5KOYsya9RxcbYgPb6djiX3yLnD61FVAX9dEvOuKVPn70AWNkbqDEXltdU6/bU7/X10x/Jv1GJDHQERPK/kWv31fNcYi6YoBRtzTeGAt95oI5AeQjN/nwhwfFBh5gJ1mJbsTVBrWZy6xjv4E42mglbl1Vqd44A9JcIS/AHgzjOY1cBUVPKPJSk+1IeySwKX7EKrCdarbzMSJGQR1rCBAbCojBMWKjl/zIQLHRMRq+5TjA41+Am21Igu3JOJJg48veXr6hVqmFeoqs5GDMdvYvukLtLK9spxOQA0WRttOuOIUTiCAF6JksNpNYLPRJDMUGSoJCKc52mnD4AjtPPna2RcxePGSDEs/OfqUGbNHZm+tb2LUrTQJ2JT62stJmHjGRI8MGShzqZxz00dOHYs8fY6cmDnyZB/p2zq1o2KIjFnFDlMaBnLkAhefvJOyKOrHBBznx4PGnDvgrrrhC/K/dSw3IiVNgW7ZFPhYkF7/llRVB8ScWsRkTPlD6jpMtHNOJP4wXkQEvJhGHiyw2jBN75oDcdh4neZDbFrboGAN5sLUt4nEDY+MX1N2OqsA4sq2srcZLzlidXlfouOgQg1jEIS8XKGLRJxf1wEMZE5SxQpEjs/M88DerOvGCFl0pbizNeKSCUbzsDQbrWh+sJV18xbyNErCvqogRAcfhR62iX1dprdoW+aiHebOj74gQF81wCZGTHcfQdjpfBoNBolVVpfWIPzLb4uLb6XYVjglVXcthh01VVyF2ilfX9WQN2ZFzI5+iUQvxmAtoiNTtdJPfOG5WxKIeAI+9bcw0jjhcaKvICdCDSJwuwuTFsMRBV4Dc3lwLukhWbwkAABAASURBVGJbha4N7IueGugryuAWm/j4KnpiRFe20zioTdHQY7+pzxgCoU72llW5EjYFtlVaihH20CKzLTsDHzvz9maKrqD4/kdR6r862FrfsXy22t6w+6yUPAJ783G0nRXxvXU+QhSfqW90rsUnzv3IMd5Ao2k+xfXPbFbEGowLg6q4znTj/K5da7A+TFBcOJu4FvMba/zT2yrsscubRSNF2HAdiYdtybHW6wRFDDYN4tk1zm1PgNxVR1VsSkHpYwdfUGTIQafTi8h1bIpJo+FY43EjhcSBKmA1qquQxDiauKa6GapbS7XHYb8euRwhN2Cl+wHXpybi9OL6FENSDD1hPLYaxixGGjmDRmRdt0a9OYJt2ZuRNdfsu71W8OSay7WsXCfRV1xLY577swuamd+t/sJu1TPzqvpz6s4tqhey3twugao3q87MnKpuX/25+QTVHc3GJiKYX9yjXuhnZufV7fYkWdzX2Kgcx8vSqBlpcfcezcwtqDuzoN7soprOrJregqr5vTo4rDXqzavpL0QNC2IzsRt1dHozGo7HUlWF34wU60+dbtiEbaevKurz3B7VC8dp0J0X/ChoJ2J25nansdQRp6ImfF1pxKKTVFW1mjjGVdSaN6sEJ9sbqGLlaKM5KKiCIj82JGwBZ5GiZT6YJCj5WgmSarsvjtXRIa2vDWLNO8bVaH5+V4Sooh9rytSKfBjjjHMxFnIVax/UzUCdZl119Edx369jbniGKXnoR6DYbF6DyMSKda+0wRdxN2gV6z9mUf3a6Z/XO45zHXma8UCdkCkG2MTJE9VEnJiDmNsUJmhMfZI5BBExIklhsbFxGDxOBUmjSUOcO9ZwEL2mo06sp6qKF+LhSIrgVQQbx/nOtamOujpRF2OP2VE3lJ3QK17QxrEeODeGcR2znZ4nmqYRMuaEPKxprgnwtpOO9b2+voboOoNSQBWRqpizTKUjaZNkDjsQJD5TLjrhzfdU1sT8q4BzKeA4J71BNR7KCSM57KpNiHzRd8xHQkR3TPcmILsKKPRTUN8UMZ2Tjm3ZU6Cwp30788gzopjMXOtve2vMaxaqibk5mofto6kmctuTMU+E15GhpoKrCmVP89veZL5dDNuTem1vsr82Hc6zcaxFctlOsau43tvb821dGE9WVnpHiGNBHFBq6fV6csQbxzomD3JiQOlzrbO5r+dzvtSDHjveR2wL26KzHbeiWnWnFjXYFrYFtlWa7TBx6tpOfLGr47p7xAp2nCmBcYys/GKS4noFxowvIlWdjpqItRbXbtspt20xburkWkatikYueGTo6dvZ1rZ2796dxsL1reih4SrGzjXQjoJCgJw4vOOvxHs7PO/4ddyT45Ibz3lNzFMTY6xSTHzXo8ZRHN9Ue6o/rikxnjrmrq6rsHWqH9vZ2dn0nl7F8SKXotXMUfiRixqhjAcwVmoE2KOD3xV7FRx3asSHGMh5DmKvwXY8p3RTXvyKHJ46sCVWGSc+W+Ow39Tt9WKcnRhDlcY9GAwT7cR89Hr9uJf0U5/7Rx3PS3aVZND1de7bYznGyjjIR347H5tmY+zIg00fxoxNJ46/5bj3DdQEFTHCYhxwzBd0Pe5n6DpRC6iquDPHQRoHFD52JcnpXlaFfx1+xCYftBM5mIuig9rZHhtqUTTmhrlAFl0RB9txHPP19fW0t4OceMRlHtFhgy06+ujoY4eOvu14ppkX/eKHDUCPDIo/+akJnphFTm3YFR16dAC7YdwLOc843xpL8FDFGq1ijdIvOmTo6CPHtyIxRfdiMRCQRBSMzM4LjYLtPHkUgw+2yCkEe3g7KggFfRCssMUHEBsZOuwLbMdCG6eD2R4gsbG3LXtqU+JQI3GHsanGCTqKgwaIAYo/9vRtp4MBP4wTG2BDP8WJRVdskcErmu34zh/s4aidOaOPHePEx3bKYTtd0DiALCRs7KkOW3zQAeIQ03aaM3S2RV3oFA2eOIy73+8Lylw6TgAQkyRgO9cQi6DT7aiOheDgxTCAlOabGoJNH3KQE8DXcUKRAx47KICnBsBGZlXXUuRj/jkOADvq4QTkokifMY7jJqZo9G3HxaSXxlr6oUp10WdcjK/w9OGZAwBPjcjruooTt1IVY9yKToy9yGr0jJ86Ak0A36qqSJ1gO4bjiFUlals025O+nfkix7+OeYAiA7ZTDOYJMG9N3AgUzc7+zBHyowF72ykOc0kOZO14zBF5ixwdPDJ09BM4N2K8nPxcBICicb5gD6K77RjR2UZ9BNq1Y1cMbKe6VVq4k3MrqAcghwJciAXgbU/qoo+8ifEkxJymflB0BXb2Kf0d+p08A00M7tiI5TCxmfIhug4fMkpxnQ+I5slXloRBN64/dV2le9v62nq6J/DQOTs7p0483HCNrePawXV3LfTpOhlrexQPOjyQzc7FplRsJDWqtDYYaX3YKN75NXZcn8J/JjaxemFTx0+g3e2poIoHOGRFR19h39QdQbHrhM/K6roipOqw78UGWCdyybWGkZ+HsLV40FuPB0NGVnfiwT1Gth73zlHUSH91bS1+yLMe1/GBuL73ul1xza+rSjzA4me+wi9TOsHFJ0R0vgWIiY5HSV1jlNSlmCMplxWOUx3zNoqJH8e8OOZ+Peblssuv1JPOfZYe//Rn6YlPP09Pedbz9NTznq8nPuPZSfb4p52nxzz5z/SYpzxDjwVPhZ6rxz75XD3mSU/XY574VD30nEfpIQ97uB71uCfoOc9/oT7/xS+p25/V0vKqOBaDyBdp9bZ3vkuPDpsHPeShuus9T9YDTz9Tp5/5cJ18/1PD/2yd9YhH6x73OkV3ustddZe73l0PfsgZete73q1urAmujwcOHIyYy7GGBvrrj39cT3vGM/Soxz5OZz/y0Xp44BGPfqwe+ZjH69GPfYIe+4QnJTwu6KMf93i984J3q6o7WlldUR20qmqtx8NxJ9ZDmcGrpsztVVtli2timz2u7Tc/HO7Hsy/n3xVXXqnllVUNmXBXiVZ1V67inHEtxbgbV7HKrHGcj6GIZ5iuBpwDgTi5BYZxvjRx3HbFuckG3TieTzkGTdx/m1hQbZBrLc5rzjdij0JPvkaRI2JAFXwjQvMdDB/ztYEmOgEHFLYFnvCK5sCRH37YPor6lg4fSs+aPGdUce4qfPtxfXCMeRjnOteC9dicHMbcDOIHFfEJk1qduG7Mzi2oF2s2VLFG1mPemrgWONFB+BxeWtbMzGy6LjDPjF/RuPYF+ZZ9mjgyugpkm2lKZrSJsRZoE69oThGDuRofh00b0Y14fENyDiokJghNA+IrjjtrZxNS5tBNaNhu+2nbXBN+22DXRbjju2UGbNbDFuFRuuW8KGr7qn1ty84ofsQB4zhvoUXepvbUh8vG0TCKaxb39RLHzn5cI0CRE9vOOtt0YymzFjWpz/YR/CiuPeQA41jn1KEq7OpKDiArOmgBckB+oGj2xjkVfPnUdS1QxTUNEFNWXJ/G6ZkMO/wBPLDDIBjmz3by515HHEXD1raQUT92IZZtpRxBsUGOXtHw5dqKD3yIUv64xMMm4JOY+LJzDcHKzEdAU1HMbYw+rhklB+/E3JOh5EQOyAfISW1Q+tQC7BwUH3xBuUbbFjGooYAakUGRdZjfmFt4YgD05Olt3Fe5x4L1eG5ci+eG/sxM3C/66fkw2zcxHiJYVVVvwjgmaBj3kPV43gI8g8WwZVeq6viBGTedqLOqa5k6bEHtzbVTLxjHOUHOhIhbh18VfkUHVTRkADt8kNsROwCPDB3zBQ0XYU882+nYDmM/yXaMjfHlcwEbYDvNrZ1j2ibEEZibm0v3zZmYM44XvuRej3nk+RpZyVnqQk8g2+k5rdRX9PThbcueAh9gT2WsFXIiL8CXHMSxncTIYLAFdpYja8P2ppwVQRgAA8GQwARAZhvRxIEOenwAPMCWQtHbTicsMopCDm87HQjskUNB0Ska8iApH7Tdt7M/eZFTI7E5yPSxB/BtICMPMnLhR7/EQWbncWJrOy0k26kOe0oVDV9iBZs++BPTdvKjD5Bpo7V9kBc9PLHQ2xYnLDoWNUAHkBVb+oyb4wXdSDEhdq63CBgncwRKHuLhC9ATE3toG8V+qw45ftCio08OAI/c9uQizXiQlXHga+cTFbmdjy9yasCO+ujbjhepboKd7fDBBltAH8DjAwXYADvPi23M0lqEYS7sHBN7YE/7xAKMCcC3QQzbk7VCnxig8FtpW2dPfW2nNUS9BeSync4pZLZVmp154m0H7OxsA1+ALTyU+IC+7ck4bCM6Jtr+8AU42U6x2jLkW4EeGbSNIoMCO8ezTTcdv1J3Ehzly872W9Xk2irb6e/MwDWZAVYWqIpTfsYovUSXl1dirSq9gHd7PY3j6Ylr4XJs5hxeXkov7GPV6vRmxYZgJ17kuzOxORn9qtPXgcPLWl4baORK/Pbc7K5F9ed3yXVf6yPry1/5mr74pX/VZ/7+8/rrT3xK7/+Lv9I73/1eveXtF+iNb3m7XvuGN+tNb32H3vWe9+uvPvo3uuhz/5h8Lr3iQMRe1fzufZpd2BO559KmynrsLAxGTcTvqTe7oIXFvaq7MxqMlaCqk3SqukE76vZ66samI9cmzkeukTFIVbYcMxBX0qARL14uFMi/CTRWojEXYXK9/nCd4D5Ux4MqYyt9xrr/0GG95NVv1PNe/no968Wv1rNf+lo9J/DMF71K4LyXvlovfPWbdP6r36IXveatenEASv/8V71ZL3zlG/Tmd1yoN7/9XXrFq1+vJzzlXL3nA3+pcdXTelNrGOuC43N4bRTH8a167vkv1TsvfJ/e/6EP6y8+8rHwe4c+9KEP6T3vuVDvfMfb9Z73XKjPfuYi/fVff0yvePnL9LKXvkTLhw9rHA/a/V5XJxx/fNxHqvD5S73g+c/X61/7Wl3w9rcF3q53vPWtgbfobW95k97yxqgr4Y169StfqRed/0KtLC9r3959Yi74qT3Hm4fgcvDSiyMHvAg41i2eY1/QXhPb8cUO9xyygc0IAblALKwsu9bfjQ4fPhTn50i75uc1Hw/7u3YtqB8bb51unKtVJ867jobupuOx1gRVV2vua12BOEZRjuJnDOrWUcR4oJhs8dvBYDRcixLHR0UT50jTmdG6expEzHE9E7l6UshGEXvUVDGLIGJvfBxT4dgUQOo4YxUWTRRRsGF2TBLmSY//+uphdaqR+r0qUKuqK63Hi9OhON6H4wciVVyPmrgONXEN6M3vVtWf11rUNaq76i/ukTpd8UMNrk+gGz9YmVtYVN3tix9cLOzarfn5Ba3FC+Tll18Rc2HN9PoaxAsU51Iq5Fp+xVSIcY8tjR0veYHM098eTbJpwj7rFRU1HAcQ/DjQHAFmO2AQsxZ0HPbjoI3riAVCp0rjhOiroIoaqyRviBt+TdSb4dDpmK05pnZHeUObga1rnn5BGYtt2RlFdjRqZzvbR5gQtwjhQelfXWp7Uy0VMioQAAAQAElEQVTEKCBG4e3t7eyp3M48fm2UGMjgCy28bURHAD334bbCdqq3yNADbLcCOXZFDm9nf2Tc722rqqoE28IHKBry9vsufXvqj53t5NvWwQPbce9pEtRqtic97ArquhagbzuN03aqiToAOSfOwdAvYEwFoUofYgHiAnh7Ght7DIsOvsjsnBtZ8WvreFYoc2g7bcpRS4mFjj4oflCADH239WyJDB25iAF4lrYtciGnFjvXjz02tjcdA0UjTpA0h/AFyIiDH0COzM4x7UyRoQPkoVb4tpw+QAbs7GubboLtVJvtVItazc5zRgxgO9lSn53tC4+eOoCiIWdOmJ8is53WGrZhMsln51jIgD3tE8c24mRPn3mBIrSzjpjA9qYa1Wq2UwzbE5uIEzfH2BUuRYZANIJBywBsJyc7D4IJLwvezjpFw8/OiQpPTGBn35LLdnhoMim2U46tA7SzX4mHHtAvsUp8bbTSt3MO+vjYTicsZr1eL+W2nSYGWYlpe1KL7WSHTtGgjJ0HcNvpokBscqArsJ02FZFTJ3MGBXb2Y2cbve30IscJhz/xoSwi26kWePLgD2yLhh19aAH9rSg6fOzsC19AHcSHUis77KVvO9WAThvNzjGQYQfg7TxfmPGyQh1FjgwgY23Bg1IblL6dYzMP2CIjBjnsHB95sUffBvKCo9nZTscdO2wYM3wBssKX2KVfaLGxnUzoA/QIqNl2ykMfOXpyATvr7EyxsTNvO61V7IHtdAyYA0Bs5rDokAE7+6FjzQDk2NsWDR9qgbed6rNNNwFdQRIc48vOfti3zewsb8sKb/uInHaWtW3aMW0nlZ0pHfRtICuws52daZEXil/hvyV0J8j1bgbs6bG3ndZcKdJ2Ya81dWyixTttbKhJRAOipTdHrv99NaHhZXyQftrfKE5i9WdmtSte4FfixXwYb6P8vb3huNLK+lirw0Zj13K8xO89/saqejO6+JLL9ZG/+Vu9/FWv1aMe90Td+74P0B/8yZ/qT+92L93lnifrHqfcL/023P1Pe4hOfchDdfpDH64HP+xsnXn2I/WQs85Jsvs88LRkd+e730t/eOe76vf/+M764zvfTQ8Ju5f++av18U9dpG9cdqViv0vq9FLeKw4ejnrip+11T03V1ZDNh3jJZkNydX0YI60CVl131AlwTnFf5NrGvSwGr7jDJzh1mpgNkF/1sy7U19MP4ynXStuyHYevEmObiWN4oxvdOP3z6NnYwKLPcYXOzc1rcXG3erHZ0o8NLWg3eGin11On24sYPR2KDWZmgt90XdyzVzOxWdMJu24cczaDl1bWBP89t761bn+H79fNb3GSjjvhBO3dd5xOPPFELczP6btOurm+51bfpVsGXVzcpZuceCP98i//kv70Tn8Smz9zkacT+2JDrcWmN+v1uL17YzNyn3rdjvqxczbTrYJW6nWsThWorfjEUW503L69GgzWdek3L0mbkPyLDkXr9ftRVzc4paOamCO+OM7XDceKfkS6ayGYnelrPBpqNeYGsHZXVtdis71R2lyqOpNNyKG7GlYzGtWzGnZmNa77Wo9zesw/QxoP1e3HMe13w0/iN3U43/nnfsCxS+lOR0DxIgk4x8fdmdh87CWM6uDV0SjAOVjFGonFFmuOc0yymsA40MSxGauyjtmaibYYQjMcUVgL1lD9nlXVcd1ZX9ZgtK7OTE9zi4ua371XS+sjrXJdGklLcV0axXXB/TldHNeJj378b3Xh+z+od7zr3fEDjvfqYx//hP7pX76sKw7Gpm68tM/uWowfchzWSmxkNpFvT2xgz8YGJWuociU2InWdWhyj8GdTEYytmKFjI9k4/AJRkprwEQyIc1uBIqPmo6PSxlHQWFVGjKmZII5WihVU20OpRQFhp23QKHTJpv3VtDs7/A1wBrinlLLbPDJ7u2OOZnvgX7DVwrbszSg2xadQe7NdkfPeAKo4n/FFzr2deyKgjxzYOQY8KDpoG+gKiAtsJxF2xC0oOmiB7cm4sAfJufVlO/XQbYXtuPzW6nQ6orX1tlPsIi+Uehh32xZZ6Rce+zbK3GHHuywx0CMnP/IC5FtBXIANOigoPHGYF9uC0gfEpj8YDETeEgNfQB0F9PHpxmZf8UOGj6IRBz2w8/zYTnNIfGyxKb6KhgwgX1paEkBPDu6xoBfPQbZT3djZOTZ5qY26sccPvTYacYsNdrZTjCJTNNvxrVQjvoD6AXwBPiUe1HY6/namxc7OfTvTIqc2ElEH9UKJaTutL3j02NuGTXtJMLY35UJGDQAeME/cL5lnYqMjFnkBMkAegI/tTeO2cx78GD+ws0ytRmzQEiUWGbCd4pKXGEDR0BXY07hFBg2zybjhCyqCMXEM1HZKwEAYlKLhDILdNFllMOgKsIHHHwqYPOLDFz08xbMA2xNrOy0kO27Y8WKHnW2VZueDyqK0nU4sbIq+UNupVvrUYnsSlz6gfvJTG31FIxZ9wPjph3iyCQRP3QAeO+YNW/rEQcaY8CUHckAf2rbBj7Egh4fiA+w8BjuPEz/qbR8v7O1sB19gZxk58SEHfsTFhlylzrYce2yQlTHa+VjgZ+e48MDOfXzI0+elJC5ixZeamQv61EB8cttO64y+nWPAY69oxKOPbXTTT06YZ4CNbcRpQdtOx5YcAF97KsOeOFBFs7Ov7VSDrqIxF4DYW4F8O3fbaf3Z3qRmTJsE0aEu5NBSZ6HIyBlmaQ1ix/iA7SSzPcllH8njeyzY2adtQ56Cttw+0pb6Sj32Zj0x2v6Ft13YRG2nMaROfNnTPjGYhxBPjjd8yYme/nZo62xPTNryiXCH+Y6dAXt67Msg7SNlRXdNKFEcr6KZhme8H/JuK2VJp9+PzYhGa8Nhsqo73XhZdWw0ruvwyooW9uyTOv3YBqjVnV3Q4r4TVHVm9OWvXKy//Mjf6LQzztLJ9z1VbBqy0Xjmwx+hF738lfroJz6lr3z9m/pabExecvkBHVxi06RS3ZvT/OI+7d53I+09/sSExb0naG7X3qRbH1n7D63oG5demfw/849f1Dve/V497klPTTl+9w/+WPe8z/31+KecG3lepSsPr2pc9dSfX5R7s7ExUyVQcxV188/E12ODAdrpdNWP8Sp2Rvgn2qKZLxATEyR1g000zUgIv40f27KPjqtKzfWN6zGwncy5dyLft2dRz3/W0/TCZz4l8FSdH/yLznu6XvzscwNP10uec65e8YJn6eXPf2bQ87bgWXrZC56tFzzvPD31yU/UE5/4eD3vuc/Wb/yfX9MwNvzGo4FGw4EG62ta3DWvk+91Lz3vOefpWc98hp7/nGfruc9+pl7+0hfpVa94uV78whfoz57xdL3uNa/WG1//Ov15yLD7lV/5X1peOiw14zguPa2sLMemT1d//Id/oBeff75eEPme8NhH64mPe7Se9PjH6MlPeJye9uQn6GlPeZKe/tSn6NynPy3inqsXhe1tb3dbcS/n+M7HZuvhw0sajRulzZo8LWlujvjiWCeM5bTyrwaNejmHChT+R8T9Vggibh1rlY3ZJjYR9+zeIzbIev0Zsenbn1tQf3aXenNgUd30tz33qL+wR935ADR0M/O7tLw2FBvGbNAPYlLmdscGb/i725djk9HdWSloExt4TSc2Peue+K3CUZxb4zjfh1VX45Bxro2DH6nS4p7jYsYqNRvrjuMYN305anWao5hL5h79NrBRxkTFOCOIynwWGpp4SWriuC7FmluRq3w8B+OxVgZD7V9a0Xr8wKETY1yI68nh2BW94L0fTD/UOPl+D9SZDz9HDz37ETr70Y/ROY95rE4786G6+8mn6NQzztDr3vIWffUb39Su2HTsxabjKJ7n63jhZw3xTjA3OxubvquUcN0Qg4mqlYYYkcYx5OYoSLqwybZ4RSdWpXCAncBJ1KDbQNPSFbYJ3diVxs6/7djEMcsI/8RDMxS2RwNxtoNSi8EkylfDVwBaEN2dz/V2BmzL9hH18QwKjlBcQwExCoqr7ZTT3kzRF9tCkV0d2E5m+CVm46vdt7ONnSk6sGE6IcgKJsJjMHaOhwl+bWpPdcjbsB3Xt464V9tTO9tJ1onrka6i2XH+xrWLe/44rouY21k2ih8+2TkudaEH8LZVVXFt2PBRNOQg2PSBB6lzlC9yFFADPDlA25dcbZRw2MHbTmNmLrCz8xjQEwdKbACPTNEKDTatKWhb1u4jL0BuO+UkHiA3+wDwgH6pBQpsp3mznfKVeFBFg+JLncyHncdBvwB9mE786QN8kRdKvjZPHz22xAZFhh1yAI8dOgAP7FyzbboJ2MMwVtuiT53E2OqLHUAHtZ3mz5764UuMgtIvPtpoRc8aty30gJwAM3yRwUPbKDJowVY98q2ydr/wx7KrmBgMKRhDOxdLH3mv10uTAF8KZgAsJHT4FFt47OgD7OgDdAAeHbEADyRQ5AXoC/Bpg5jUjAw/KMAXH6idFwB8sbE9OfjY204Hxc62RUZ8YGd5iVn05OagFtrWY0NOKHrmh/zI8KEPtXNs7NC3gYz8+AN0zBEnA3HQw5PXdjo2ttPJZjudvPjbWYa/oiEDdpbbTr7kQE5s4gL61Mrf8iIPMQA2ABlU0bBv95HTB/gQizFDi8zONwbkESJ9bCfa/sJ/ZmYm1Ulc+lBisf4AMuIi34oSq8hLv03R2U7zxlzY3jSXOkqznTS2kz0d26lW6gO205qjPqBodrZHX2Bnme2w0LbxFI1aQbApLmNnDqi7yEoeZOg4PgBbdMWf3LY35SIGegB/VcBuaxxk+LVp4ZFvhe2JyPakHoS2IQklRqEIbW+yR4a+DduIjwA2Rwh3BN+xM2BP14E95a/LgInieDiNd+D0cs9bKzLJakDk4bepGlexodFX1e1qGPYjSXWnq97MnNbHThsUg3jR/8KX/lX8JuIDTz9Df3r3e+meJ99Pr3vTW/VXH/t42jBkE/CEm9xce084UVVsBi6vj1T359SZmU8UGRuDQ9WKvQKtDhstxcYIFJljA6Qbm5wzC7s1u2uP5hb3pvz4zceGCTJiXvT3n9erX/8mPfXcZ+pXf+O3dfd730fPfO4L9Ld/99kUF78qNlRW1oeaX1hUt9uL61GT/pnlcDSOa2BHruqYgxjopk8TvYaZifmCRvd6/qmq/BLBtROe68b6xj8fnZvp6fbfc5J+9PbfrZ/6L7fVT//IHfQzd/x+/cyP/kDif/wHb6Mfud13T3HbWyX+jre7VfL5kTt8r37hZ35Kv/A/fkY/+1M/oZ/4rz+iXXN9HbjyUi0E3TXb10LkuPKyS7Qw29Utb3aibn/r79aP/fAP6tbfdQvd/MQTdIub3Vg3u+mNddMTb6Sb3eRE7V5c0J7du3TijW8Um0rrmun3pNis6nU76tTWgf1Xxsbmur77VrfUj/3oj+gXf+6/R/6f1S/83M/q5//7zyT83M/+jP7Hz/43/ezP/LRuHxuPtzzpJB08cECM4nf2wwAAEABJREFUfRCbo6N48eLe3ev10jFujnEMnXQbFrH2I0jUE/1j8W2f4HOMYL4NH44pzxhzc3NaXl7SG97wRj3mcY/TGWc8VA996Fl6xCMfpXMC0EfxdzID/L3Mcx71aD38nEfqfR/8Sw1UqTs7n84NzrUmNhIvP3BIr3jN63X6Q8/Wgx92jh5yFniEHnL2IwOZnhE/TDgzNvGIf9bZ5+jsiHf2Ix6phyf+EXrZy14ux7VDcvynTc3Rs60mmCYuQJuBsoUNVilKOGxQuNFoGOftmjq9ruZiY3kcMddi81F1V53+bLpG/Hv8oONFL31F/CDk/jr7EY/SX37ow/rGJZclqNPV6qgBGlUdHVpd1ycv+qyee/6LY0PyTH3gQ38l/g7t/K7d+npsSLIRyf+4gU3IQZxH+hY0xgFKqFhdyoj5ibFmvmgVkoJG6fod1onGmpzSbKNoOUowYacE+IKizTQihgV8WEZRHJ+ppVq5lVoT321Et/WJAKlXKJ2jW6PdwfVzBuz2MZzWaG+Wc42daq+aO5q9bdm+ygBtf9ubfNCN4lrPvQ+UYLbjHl+Le4BtlYZ94aF21iFvA10BcQF6ZLbFNbkA+VYUe6jtVPNWG21p6LEHjIl3IoCZnWPYcd7GNQDbthwe2E7jrus61ahodvYNNp6BxnF7axLo244f7gyS3HbyaY+r5NdGs5048heUXLbTOO1MSxzGU2zhAeMD8AREbxt2AmSAd0RiweNDTfAc2378MJkYAFmhhaePHf7wg9ZvWyJDZ1vcX4lFcnzhyUuuNshPHFBskeFDvDaYF+JD0WOHH3wB9shLjqKHAuxsT46L7XSs0LWBHX1iAfgigwI772kwLjvHIa/tdNwUDbvtEKrJmkFPH9hTX/pFZ3tSM2MssC0a9ZGb42FPZchLDGjp25ttiGE71YQdfQCPD7ELkNneNEZskONjG7IJ6AomfwOSg4mQCS7WBGJw9OHRw9s5KP2yANDbToUQo+h6vV46afED2AP0ZYLIAWxPFgC2yLCzc1x4YgN4QCzssKcPpQ/gge00maVGfJDzEMS47ay3HS9T3QT8sQfY0rctcgPb6QLMyVRiYGc7LQ4714wtddlZXuJQA77MQdErGnyQNI+203zY01jEs51yKJqddcGmj+1E+SLWyspKugjCIyugDupmfLZTPmxYWKUmbNAXoC/+UDvXR03FD1949PgD9MRgzO0T1Hb6LdZiazsdp5LHdhonfgXEs6d2xAbEx69QeMAY8cUP2Nm32OGLnZ3nwM56O/exA9i0gQzY2R4eve203m2r3exp357y1AZKbXbW2ZmWGHbuk6fUjA968m6HooO2YedYdqboij+87bQe7Dw2ZEdD8YNiAwXwbRSZ7YnYzvGLDgowgALGaGcf+gXYXF3Y2X+rPbG2ynb6OzNwTWaAldWGFGtaEi+eTfBypU6vr6aqtRwv54Nxo/7cvHqzc+KfMR9cWtWb33ZB+ifV/JPoRz72CXrfX/yVrjy0FJuEu2MDYI/687tU9WY1VkfrQ2kwUvB1bFz2pdgoAE3ViRwZ7T6bCHVvJtkNo6i14VjLawMdXlnTweVV1bHJ0ESMYWyijNyJmDPqxiZlP9ALLOzem/5u5NPOfZbucfJ9dc9T7qdzn/UcffYfv6iFxX06dJjfnOqoF3HGMbbVtXXxdy47seHVxPgbSSB/N0nCDCXEw36or9efco2wLTuDgsf8ZsNooJX939R4+XJVK/vlpcvVLF0W/BXyypUaH75M/dFSQm9wUL3hIfUHgWHImmXNNKs6dPnFqodr6jsO7PqyFOjx+7Cjda0eukL1GN1InfFAzepS5LtMKwcui5wHNeOxNIz5Dv+Om2BXtLayHFjRwf37tRIbanNz/KbZig4fOqhObKbu2bOoudjYbIaDsF9TMwqE/3h9VaP1Fa1HjrXlw1pZOqzVpSXNz87o4IH9cZ8eaN++vWkOhsNYLRFrLW0gOabDG8c42K2fqCuLmkSwPDYk9Eot+yT2iK+c9wjxNRFEiLX1QfpNTujXvn6x3vDGN+o1r3mt3vb2t+sDH3i/3vKWN+utgULh3xw2b3rjG/SGN7xBr4xNxssPLMV5NB+YS+fpqOrqS1/5up72zOfojW9/V8Kb+FufF1yot17wHr3t3e/XWwNvf/d79a4LLtD73nOhLrzgncG/Q+959wXp73le8M536HOf+2yei8l5EgXHhyE2oYHm8ypz0+/m6MdjapRsunFtqrs9uapjI3Ko1bg2zMUPKObiBwtXHjisl738z3Xmw87Sk578FH3hi19Ut9MVG/A3OuF4/dZv/5ZOvt/9dOY5Z+usRz1Sd77HPfRffuzHVMdm7tcvu0z/+M//otNiI/fVr3u9Bo3ierFb5OvNxJqM51I2IifLo1XXNWEdc1NQxYiYHqDJ/CiaU8/BJZuJzzjkYLRB4bdDE/pAo9iwbCHyxQNr0iVF9Fm7E2zkUZKPpbhqb0YEDF0oJh8kk05iqBqmUPgd3BBnwD7yGNqWnVHGxD2noMiORm0nlZ1p6sRX8ec+BeiHeJLLtqq4husqWvHbzmw7f+xB2972pry2k9qeUnvKo7Q98aF/NFCD7aQmb0ESxNcoNlBBsJN42CDjPtaWw6MDttN7HHaKVtfTTcfopk87t+0UH4VtyCbYm2V27tubaXGiBo4b78vlHdbOttjYTvlsp+Nox1UnrjfUCxSt1GdbxEIO4EN9hH9bxnjJi6zUAqVfQBzsbMdlcHrlsnNt2JHPzn14fKgL0CcmQE4fWoDczr7Y21Oe2pgb8mOPr+10zBSt7WtnPzvTUKePbeGHLQIogCcu+zPEBsjsqT8yYE9ltjFLc4GOWMRByFojF7yd5wsZdgA59gX0bafjVmS20/jKXCham49u+mCfmPgqvJ1rowYQqsm6sZ3WAjJg575tuklX8hAPoCgy25NY6ICi2U6+9pSGeNMn/V+wOZC9Xi9NHJOCBcEJRL8UbDtNgJ0P3NraWkqsaNjaORE8IEao0iQSw7bIw2/WQTk4LCQosI15Ar7IiIPAdqqPOICDhk3xh8cOih/U9mQC0BELHeOlz4MUlHhsnEFtpzFhiwxKLACPjHEXW2IREx01FTBvxKePLX18ATJ8ygIndjsOsQrQMVeMEz/iIMO/2Fwdqo1GLdRAbYXiT3ziokcH0KMDG+6J2NN5pQ78UFAftvSJx/iQl1iMsciIDRgPPiUOPHHwIw5/QxIb22nD13a8DA3FMWBzFTt7Wg8+ttMxhCcntZT4ikZ8wFgBfIjTh/wAGZQYwM454NvADoziRgfFJwWKL3jyAjv7hzitY2wBNlDQ5ukDxo687UefGhgbc8sY0CMD8MjQkRsgB7ZRbwLx2kBpO82html2PhdRtf3gkV0TFB9oG8SgT83AznUjK8DGdjrH4QuKHlpkO/Q/5wzYngzc9qa1Ynuiu1bMxjNX+yW6ETF5za3idbNSU3US5RWXv+m2sLhHo8b62Cf+Vs8479n6td/4bZ39qMfoI3/9CQ3G1q7Y8OvPzktVV6oD0IihqhYxBqNGw0ATtbNpEHt+4p/CbgVyaily+nKlqu6o0+2pH5sAM7EJym8kDUZjDYipSqpiEzJQci2trIsNzH0n3Ejd8Lnos/+gZ573XD3g1NN1n/s/UJ/53D9o/4FDmomae4FIEK/UVRozfwOPOgs2z3GzuXs97XENpjTbEHEt4n5i599u6Ha76ne76rHhGi8A47gPYFhVTs9K+PM3AhMN3SjQjEeKhyKpGcdm4EyQYWz8rWg0GGhuZkaz/b7459dzsfnHP8een5vRTK+jfmDX/Ky6EbtqiBGblkFH62vq1nFNjk3FXqejhfn5iDnS7t2LuvyyS7W4a0F79uzWamz6LB06FHsljeqIofFQ48G6mtjEjIRy1FXH0etUUi++uoH1tVXNxyZmt1Pr0ksvFW12dlZjNmDpBMqRLDREk0+SMXUbSP2J9j+e4fxoYt134vmXv1G4uHuPbnGLW6TfIJ2Z6ae/gXn83j0Cx8Xm7fF7F7Vvzy7tW5zX7l1zusXNbxZzu0c8i7CJyf+lk2N8/Akn6KRbfpdOvOlNEm5ys5vqZje/hW5+i5N085NuoVvc8iSdFPTmN7mxbnXzm6TfZr3ZjU/QTQM3Pn6fTowNvtvd5tZxNWkC03mi1sZVHKU43rEGm1Bt/u3HJnRJGjSUGx8kG+yENBF5MI5l6K7GgfW4Brjuqe729bef/LQe+chH6TnPea7+6Qv/pG5cN/bsWtQv/sLP6/nPfbZe88o/10MfeoZ+8//+jv7Xr/+6fuX//B/d6e53i83Ic3TfBz1IP/SjP6aDq6tai2vLE5/6NP3VRz+q+cVFHV5a1lrI67jGrK+uTWq5NszGkoqjx0gkNwUOPhDjS99NfCds6KXkE8s86HhbWOPwbiHO1SNlTfg2kWsDMeObbUKeZNvRccTnWDH/VpOOpaOy4OO72UCQ+CAPEh58AyQAfgc3zBnY+nxqbz6iW/XbjbKqKoG2Dr+jATvbyWern7Zp2NiW7aQlLtf+Qu0sR4kMWmA7+dmbKXrbENV1PanFzjLikAPY3jaGneWlPoLhBwpve3Kfwo57NejFtR7a6XQwncRPnfgqMfDhWk7fzvngkYVZ8qNvZx32tlElUD85kGOHH0CJDB38VmALkNs5HrHwLRjGDwHhicEcAjvb4ke/jJFcdtaVuMiwab+D21MbYgPs7Cy3fcSxoi5Fw45ayElc8pQaeYfnfR1ZmAo5wKd9LPCznebVzrT4QMmFH4C3pzboiUcNtkmTQJ+4oM3TB8QCxCMGTsShLp5z6APbR4xd0RivbY3jeYg4gFi2kz05iYuc+VQ04gcRfXTwWykygG0byIjPceP9nj7AH8Bjz9hKbtupFtvCBtgWekWzvWnO7dwP1eT8sZ1iEBsQn7Ermu2JzrZKs33UuMWmIhADARQEGCAG/OosPAmRY0vxyNAjo89EIrOdClE0ZEw6PsB2mnAWIsCeuPjbeWLwafeZZAaJDB1xAL6RIk0gsdBTCyBnehiMzVHktjFNE4/fViRlfFFLiU1e21pYWEgHAHkBc0Ie5os8gBoiRKoHO3hge3KBVTRyB0kHhfEsLS2JhY4PdXOiIqdvW8RlDMWHGoHtVBe21Eot8NiSA2DHCUS9zCExipycjIF+0eGLDJ3t9FuTxCYONsipq8DONRAXG+RQO883sfEnJv6AGhkzY8Xetubip+XkZgz4Y0cfX2LQx565oG87HUvi7t4dP1GPlz9ssaGWQm2nlwLmlHj4EgNbYuKPDGp7Mp/IiGM7HSfsAXGpHz3x4JExDmIwP8S1N8eyneotfrbTOYKfnc+JolM05gDYjp5ETPp0bKf1hC8+jAedPc2BXNGQY1dqpV5AP9RpvNRf7JEB9MgKiIEcX2S207wgwx97eDvLbdOdjJk6ClBgD4hFTHS2U0x7M0WHDbb44G9nG/gig7ez3HcHr5kAABAASURBVM4UGcAXtG2R25vtkBVgW2BP7YoMOzvL7WNTbI8F+9j+9rH1x4qNzj7SH/l/FnDMjjbWY+mKz7FsHJs4rK1hbNzEAparWmmjL17WO90ZKWgdL/O82Nf0Oz395Yc/qgc9+CG6b2zeveD8F+uK/Qelqqu5XbvV6c9o7Er4uY6Ny0bif17DbxSm+LZoqabQ1VUV14MpqqgHYAZtA5kUL7zxIj0aDeP6vq712LhyVamqqwjv2Mgcp3v0KB6m5Ep1tydoFRuhoyauMapig3SPFnfv0+VXHNBffOgjsQl5qh50+pl61Wter/0HD4d+r8ZVR+ux8cBvejr5KjJH7a4TXY+NtpXYfKjr6MemnY7S7PA5iu5bJbadxm5725DUOIpNQyjHmvuUnW3r3oxWRrWG3V1aavo6NOyoWjheB4e11jvzGvZ2JYz6i1rxjNbqeTUze0K3oBXNqDO/T92ZBfVm5rS4Z19aA73Zec3M71J/dpe6/XnNL+4ReRzHYmZuQZ3+bJrDKu57Q+qKXjc2CpvYTKzi+Dv6TaxH7kmD9fV0f+X+xeYjG2rdThybOO7YhrkyGllsiIzjQI0SmojHxil2a7EJaVs8TzDytXi2Yj6YsFGsJcAarapKVV0Lis626rqT1tUw1oOi79A3Qdn45lxxFWtADptG2DSSqvCxreFwJNtHgUKu69QaWaNGmo+NtaXl1dhEn9NTY7PsVa96pZ73vOfqla94uV7yohfopS9+oV7xkvP15y8J+qLn69UvfaFe/8qX6M2veaUefsbpGq2tqB8bwLPdSp1qrG7shO3bNa9XvvRFev2r/1yvfdUr9OpXvFSveOn5EesFeun5L9DLzn9+4HkR8wV6yfPP02te/mK97IXP0Wte8RK9+fWv1jve9ib99m/+hpo4xk2cs03UKlcCjWuNA6PGio+kJtD6GAmyJszDZ0NV1bVCIOa3Hz9MWF0famW9UdVfiI3CKs7ZSlVnRq95zRt0v/s9QH/zN5+Q4yB1q0r/+5d+Uc8975nib4b+2B3/iyoNtba6rPXhQKux3g6sLOtTn/usPnHRp3Xz776Vfuv3f08/8uM/of3Ly2FpPe0Zz9C/fuUr2r13r1Y59ztdVXHsdV1brKtm1KgXa6aOORkPRnEMOrFZ39dgbRAbp10xPd26q2Y4TjJsY6TRH8YG/EBVzG+3soaxzqGK8XRiDutwhNJXbPRXcVytsTg36Hdiah2+/W5YjgaqQ6+wG8WG/kyfvCPVYYNdbauzgbBWHeMmXh3HpAmev6Pbi42RTpzXzM84rsFFF+r4REHxrVgHhVO05j/4+hklpI/driqJrvZXewz2NE5bfrRgdrZHb1v2FMj+o8FxbI/DzvWVuooeG2Bnve04P2LxaNrQg6lkytmedoLDDlRx7tpTHfnAKK4rAH2YC1vkgL7tlJ8+OkWznWT4IENnT2W2J3GKHqpottOxoV9gOz9vbNRCPFD00GFstAFqjTDinADokAF425PaFI04+HFOYR+ilAsZPvQZB3Ztf+TIsMG2Hz8MxB8bZOiwoQ/sPC5i2UYlbAB67r3EQdGJey929JFjg9zOfoUvdujZX8CWWNQBiGE7zedq/DCH+zE2tifzgy9yKHUTk7HYTvURg1h27mNHDoA9NQLbKs12mmNFw6bkxAd/7AE6+sjJE+bqxnWNYwEP6APs8KEWauT5Cn9s0eOPnrEgp29Pa6LPHseuXbsEJTZ2xIWnxhIbGTr6AN52GhNxkCkaPswrexU881CL7bS2Q53ssQXYQgHxbadnLnwYC3p8GAsyKOOEcjzg0eNLPfDEwhY9c4jMdjrehccPG/rUTh8/+sQpoE8M4kOxxc6ennvML3rbmMdz1zCBDnHtPHb8bafx207rSNGQg2BTjeSAJyaxqQU9QAa1ndZqZTs5IcRQ0SgwSCqi8Diih2KLHsCTENAH8AAd9gB5G+gK0BceG9tpkORm4TEIRSMmMij2+NFHvxwPOtiGmZg0bJDTL7DzWNEVEKPwxGSMUIAOXyhyKH3bqT78WEjUoGj42A5OabFibzvNr+2JD37oqA/AK5rt+M4f22kc6ACxycOiI6ftdHxYpIAxo8cbe+olNn1gO9VB7gLsiy325LCdFgY5iKloyNETjxMKPsSb4tFvw3bqEr8N28nPdtITizpAsSMv+W2nOaOP3naaV+rBlhMcHeMvevqMT9Hgg0x88KNv57lt57CdcuFrO9WoaMQlDoAnBjVDbaeTEJ56tgI7ZBFmEg/bAuToATL6wM75qaXEKHrbmKR46G0n3t6eYlNgO/mWfCVmoUm58VVkhTJ24tAHdp5DZMD2tnVshDuC2D5Ctp3A9rZx7SzfzgeZbci3FLZTLd/SoDvBbtAz0On2NBs/RGFDZS0elnszM1LV0VK8ZK8PxurG5pKqrv7yIx/T/R94mk657wP03vf/RbzGxoPKwi71ZufUn5tX3emlfwLJRgi/SRULTZ1ONx6q+urES6p50YwXY4cnL7q81PLiPFxf1Xi4JjfD2BQYJRpv1WpG60k+XOc361aFrPZYvY4106vV71bBVyIeL8Kd2up16/iBWCeu/5UUL9+DwXpQpwf3lZVVHTq8rJXVdVVRV5+6Z+a1uj7SJy/6nB7xmMfrHve+j17zhjeLf+bdn13QoeW19E/J615fsU8gxziYnyo2C+ZizIPYvIoE1+vP+sYmHtc8+DrGYMesxQYBx6mODcSDbOLMLqqa260DqyPNLB6vr166Xx+/6O/10U9epK9fflBze26kg2tjraorxYbP8rjWhR/8sF775rfpdW95e+AdesNb36k3vu1deuPb3623XHCh3hx4+4Uf0BvedoFe/5Z3BN6mt77jXbr0yoNa2Hu8qlh7TF4Va8Mgjpk2YBTsbLSQZKGHOii20OSLf0FbF3y2V6wVbdt6vZ66va6G8SLJC9NqbFCyiU3qtZg/uQp9P0gd66DRIC8G1VH/MDa4wFhRjR0bWkMtx0vVMDYfua8z72xuQrdDuF2nj6taS8srUtQIX8V5sG/fPt38ZjfV8cft081OvPEGTtBNTzwh+ON18xMDNz5etwja1Ujd2GIDPc6vZqieR0nW81An7tuVcOOgNwnk/kLIFoTshD0LutG+3brFTW4UuLGO37Oohdm+5vq9OE87MefMjFJrorcVKBxf+Tgqzn/FRAZC2AQZxTlWdzuqOjHOlRWxYTmMtXv5lVdq3/EnyN3ZuFaN1OnNa2lloMc9/kl64hOfrLjMxIbcmr4nNhOf9ITH6SlPfqJud9vv06GD++M6cCCuCQPNzs+o7nf1+X/+oj7+d5/UxZdfpkOxife1Sy5Rf9eCfv13flu3+8Ef1OWHDupr37xE737Pe8UPVLrxUt+JmgZxvWyixmv7Yb9vptdXt+5oPa5Lo9h87PdnoraxVpZW4rrZ00pcg9CxnrjmzMcGP3bjWF/48RvHrKth1MJ6o5ZR8MP4IYlt2RbPN0AbzY7ZjnNlFOu9ifl1bEI2wVdqND87G/VUGsa679Z1XINHGkWuJuac5642RrH2R3EuRKh0rV+OdQg/N7+gmbi+YruRcoNEPXBMGoDfwfV6BmwftT4761h/xQgelP63mto5ZzuuvVl2TfKzRrEHxLSdzhnb6bxBfjTga0/t7SP5Os6hcu5hzzkHtTfHVzQ7+2Pfic0+wD0bn1CneohnW8gGrXPcNiabQN3kgm5StDp29sNmO5CPenCxPakBmZ191Wq20/zhBxgDFOBTUPpFbztFKXo61FPs4BkL424DfbfbFdc+NvAAfTtf4+CJ2fa1Hc+JPc3Fcy9zSDzi206125lSA/7kQM81FhR79MS1cy5sGI/t+AH5QNjaTnOGvBc/oCnxiMEmIfkBzx0A3s75iU1MbAF9gA3rgvjaaLYneai32GELzxwAO68d/MlvW6WRC3v2ofChXmRtUAd5odigs70pt6KVOOiBPc0TaiHDn1hQ23EP6Yj5AYzBzvOKvZ398Suwvel42Zv7jJfYBfjBU3sBMuJDQeELpQ7i2EaU6sauoEJqZyVBURQHBgePDYkBevoAHmAD4AE8gC8+8Pi0gawAu7bOdjoo9pQqGva208RF9wgb8jJoFiwHgrgF+BbgW1Bs7XzAbKe42NpOm0zMDXEUjRyAPLZDojSxiYkvdLZTjfDAdorZ9ikx7bx4sCMneWzHi2AtLgjIWZCcYCx8bIjDAucYEQcZfopm59zBpgstelBsoKDYY9fuExuQFz/s0Lft6NtGlMZOvwAhPBTfgiKzneYGPTI798tYyEt+9PjaTnOBLUCvaNijp4+cObIdGqVxEwNdEsQXNkEmH3TIgO1Uk+2kRwboYEcs25Ox2vmYoQe2kz+2AHvWFTEANgCemqG2ESU/O/MI0EFBsYUvsJ3WEnl0FY1Yto/IYXsyp4pmH2mDL/ltp3y2RUMOJT88oH9NYed419TvO8meuTsWrt5Yd6z+o2aAa9BKvPyyeQEOL69q7Cr9Rhu/vfa+D3xID3rwmbHx+EB95KN/o7mFRdXdvpZX1mNTZkZsxh08dFiHAjwEHnfccenBbhQvwasry1qKl/fV5cNqRgPFvmFsTHRiY6KW+Q212FycC+FM7EbyW1cOG/6WH6hCj2w2NhU7GgvZYGVJ6xFruLosMFpblmLzUuEn/sZg8MOQjQZrqsJnptfVOF6wqzhP9+zerZuceKLmFxZiE3ItoRsv+zPzi+r05zW3a6++8M//qjPPeoTudcr99f6//LAWdu/VTW5xktZHjeqw5TckL79yvxYWF5U2bNcGur43rnE8R3Bv4V5Y13V6MOac5dgtrQ7SFtSnPvsPeuXr3qhT41j/6m/+jn7lV39Dd73HKfrDP7mrznnU43TZgcNa3HeC1ptKh9eG+qd/+Xfd/ZT76fSHPVKnPexROu2soIEHnfUonX7WowU97eGP1n1Pe5jQI3vgmY/QqQ89R297zwd1yZVLWokN7iZdQscxjexINHJsgkQnPk3gaJ+2rs1P7VPYq4iFDfMAxbSJL1dVehDm3qdYN03AMWfQYWy4gFj0UtWJFRa2cS44eLlO58NMbBB1Y1MJezarGksC2mhRLhtPINJtCK894RmKTdJUb4ThGHc6dbxgdWMDq1ITm/5NnEsJw0GcJmtxuqypGa6riU3+arQm/oZnJ/jOcFXdZl2d0ap64zX1mjXVg2VV60uq1w+rGhxWZwN10Gq4LM7ZpcMHtf/Ky8Xm3iB+oNAlf7eT1pmiTY9pdDY+ZV7yPMSkxCeeQpM2TVfqS2zeIhwMhur1+zHHfXGM4C+5/Ar1Y9O8M7NLn/v8P+sBDzxdr3/9G8VvyfJicJc7/Yle+Pxn67/99I9rLa4LV+6/XCtB5xfnNbNrLjbCL9fffe4iffmr/6bLD1wZ27CNOjP9WONjLcdcsQn5P37xFzS3uKil2JR+x7svDLsDaqoqjr01iE27TceWQq8hVuMHPXXNi1e8vPgzAAAQAElEQVRPddC67qqJyRkHZmZmNR+bebNzCxrFNWh9fRhzOtL6+kB2JQcGcX0bxrWW4865XWhMUrJl3saNYh4z5Fp1/LAI4F9VTuskFoOGbGjEohzHuJaXlzUOR9ty5BkHZdwZtRTnhKs62UhO18QmbKhnLX7ws7a2nvJrp/2nmAGuo6AMFh6U/lXRrba2ZXviZk/5iTAYO8vtTEOUPsQDqbPlqy0fb2ysIwOY2lZVVQnICrAtfKG2U512ptrSiGM7SfHn/IQiQAfdCjvbb5Vv17ePtLU9qYlc7VrJaXsSqq0vQttp7NgCO67gTRPnOvdpTWIrWokNJRaAD1WKAQXIGHtBsSM++q3AvgDbgiIrtMiPRu081mLfztPObTuNC5mdx4tP6dtOrsjKGKAIeb6ys55n4DqujVyTqalQ/LAFdraFL0CPLZR7OYDn/k486oAvuejDA3hsyUc87G2n47UaPwxdjx8mlVrR247Ldy1y4AOIgZ+i8ayIDD1xQ5Q+yIhTQB+/AoywL/oyniKHAmwKiIE9tlCADGCDPbA9WU9FZ2eZ7XTs7ExLPXaeg3YceEAMcika/TZCFPfguGkGw5wQz3b0Nn/wqQhke1Nx2mjoMCpAbDvZ2jkgOttpAPDAnva10ewss70hycR2Kha/LJl+204bcCwcBkE9DBpb26kOJp5BzszMCDtFw8Z26uNnO9naTnXaU4qtomFHfED8EKUPsW2nxZgE8WVnf3zIP46LMD4g1Gk86FiA0CIremR2jmF7spjJpWjtGmyHRCkmtZIPajv5tW210YgPbCe/DXHiqQHgB7AD9jRP0ZMH0MeG+qCAmMg52aiJWPTtaRx87dzH3vZk/ukXe2jxh8ePPjbEh0cOkFEHsB0PaUNE8YAZP2mOBz8750BYLi52llG37XQsyUHdUOID4gN8oUUGLXa201oiP/GwK1A02xM9NujsLLM9OQaKZjsdQ+yIZWd9yUdObWnEK0CFLSiyQpEBYkCxLbCd8jI/2Guj2XmeNrqpVnhsiAGlb0/tkF1d4PutRsndjms7de1MU+c6fJFjq/t2sq02O/3v7BngFtvp9cQGC7/Vxf9gZiZeePmtxk9/9u/1xKc8Xaee/hB97G/+Vr3+nBQvxyux6TY3v0u79+zTMF6K5Uozs3Hvis0BHnT2779SS4cPxbk3io3GrnbvWtDi/Jzmeh3xd//YNFxfPhT7hoc1Wl/Wgcu+qbXD+1WP17U429WN9y3qlje9kb7npJvqNt99kk66yQniN7VudqN9OvG43Tp+97wW+nX6LS3HhuM4NhSq8O1VjbqBeCVOmyKKTRdeqnuxgdnES/rhgwd1+eWXiRdrrlV1PCSux6bG6vpIY3e0ErQ7u6C9x99YH/vEp/TAGPef3v2eev9ffCg2J3eHTR10Ucff+ER985LLtLSypsXde+J13bo+N85zHkK5/u3atUs8IFMvzxozccz27tmjupL+7NxzdeYZD9EH3v8+feHz/6D1tVUtLx0KuqKV5SUNNjaW4gofx7Wn3YsLOn7fcer0ZlR3Z1QFmlgfTczlyLWGTR2btLXCQL25XarDrjszF3Z9dfuzQbuxGbxLNGIW0AeNLHkzkkwhS2ikmP0GfoudkE2gY7ZOXYt79HpsMNlWPzagOr2uxhF7GPfjmdm5GF8vxmINxxGq6qjq9MUYVwcjLccGbpDQV1oPg8GokWL8Vd2RqkqxhxNo4nzICCY+U17XsdmKkcbaj00/NRTYaG2VY7Yc3bE47qyBeH+MMSkh/eZamCJT4/Anxgai/DqCxr6UKinO2Ua1N6CggSryxMhCP46exPVg33EnxPFcjH4V14WxGPco5i9CbPNpImcT8iaoNlD4QpVap9PRWrxAsRHZjw251fU1LcfanF2YV392Ns7boS587wdj8/FB+vwXvijW857FXXrI6afqIQ9+kOLw6vDSgTh2A+3et1szi/M6FDG+9PWv6iOf+lt95eKvKvbUVc90tRLXkwEz1K21EptxV8Q143tucxvd5vvvoM7sjL74pS/pn7/85YgVxy/mqO50o0YHrt2nCbc6NmrlSlWsF36osRwbktFRpz+jteFIh1dWpbqjxsy41en14loc51vd0QrzEkeh7vZURS3rYb8SG3+uu+HSizolruksyVHMMv8TLzAKH4BuOBqn9d+LuHVdp2PX6fZibufk6I/DD99xrJPRJtRxjKuw6WgQeccxGEeNnagjhpU+vbi+SFaotNNu2DPANaSMoM0XWaHo2ijyo9Fieyz9VelsbzI5WsyjyTc5H6WDLyrbsg2rIkud+Gr34YHtiX2YJB/k8FuBHIziulnQ6XRUVVXyKzJsOFe73W4KQb/AdrK3My1yRbMd39NP0TXpRqCUw3byJz65FY17SMkNX/zgQ50+yOhvtUMGkEMBtgBH5IWH0gfwtlXecUufuQB2HgvxsFmL+zfPOVD6dlwrY+7giWfnPuPCZz2undgzh4wTOXGpiVxQgD99dMUWnhiDuEegs53e37FFB9DjbzvNp6KVnNDoxr2phoj8AD/byd62iEEO6mRc8OTAnz48NeEHj3zrWG1P1h/xgKKRrx/XZ+yR2VYv7gHEC3UaD3LGV4C8wM5xyY2MONQAsLedxmdbpSEvMZHZFvmIgZz6QTsGPsXWdhoLMlDkUPoAfitspzklD7Atmp1p4e1pHxmwPcnZ7sODioHbToMlOEUwGCj9wisafRYasB0SpZMO26PBdirA3kxxtjfL7NwnJygxsQXtvm1Emw40AmwYE4uNg0GtgNoLbKeasMe2gJyAGAAeX3tqbzuNGV/bKT+2drbBByDDpoB+W04tLGJkAD1o29Nfjp+kUh+Le25uLr0A4YuMMRKDRQhF3vbHhvoL0MPbuVY7j8V2WmDka9eCPz52tis6RbNzDGwAvrZTHHwUDRk8IC80xGn+0MFTO3GJUWw4gQD26LAF2BfYTqztSU47yxTNdpITt8QgHiAWsjaQAW0028nfzmMvcRSNGEHSsYfiB7DZCjvXZDutOXszxY8YdpbDF9hOrO3kSwd76oYWIG+jyKFtOfx2MuRHg+10IWdc5LWd5oU4yKBAW5o9rXmL6hp1iX0sXKNg18KY3MXN3jymtq7Y7ND/XDNweHlFVbwEOx7W5hcXNY418ro3vEkPedhZOv8lL9U4XlbXh43GrtRlE7Lq6tDSqg4cWtZw1KTfxuGHZ/1+vPAOB7Kk3bt3adfcrPL/kfiQVg4f0MErY/Pv4JXqepw2F3/p535Gd/qD39Gzn/FUvfA5zxR/n+71r3q53vTaVwr6qpe9KP2NuVe+9HzBv/rlL0425z/3WXrGU56gx5zzMJ31kAfpd37j/9MPf/9tNVM3Wj20X+P1Fc30KnXcaLC6rPWVJS3Mz4oNsxBpFDXOxibTbLzgD2PnaM/e4zUYWXV3NuFwbCjN7dqtTmyWfewTn9SZZ52jp577Z1qKF/sqNtGu2H9Ii3uPU1V3tcJmga7frY5NBO5F3H9t6/Dhw2nDAdnBA1fqwKVf13G7+vqJH76D7niH79P/+rn/pjv/3m/rkWeepkc/7ME6/7xzE90bm8NXfuPf1W/WNVePdNKJ+/SCZz9Df/a0p+jpT3uqnvaUJweeoqc+5Ul6ypOnePSjHqlHnPNwnX7ag3TO2Wfp7LMeqp//Hz8rj0daPnRQjpcf1gxQWj2KRs+xcbEZSnp0igYFOsKuCTugoFNoozVBp6jrKgKMNY56ggs6Fg/8q3G8m/Dnnzcvx2bzIDZZmqqWOz0pNlmqbk+sBzC3azFtTivWxFpsaq/HC+Q4zhs5XhwjhgKNNhqLMCqOpIrB67o0Zoc/YdCtgosN92Y00Fy8VJCiGy+nc/HDhKruqO704xyfCczKnUCsdSfMa+ieRtVM0P6EDtWLfi82WbvCrurMyIGq24+x9+SgVcREVs8saD02my8/uKwrDq1ooFo114mYJza5xjEPTaCMMypNs8Fxrzj2jdI0cCSzTtGasFFCVVda55xdmNcV8cON9Xjp2xXXqUsvu1yzMb4/f9Wr9bCzHq6lpSU5gpx00s30whc+T7//+7+rQ4f3y/FDif5cX4dWl3Tpof06HMf5ny7+uj75xS9qKfKr25Hi2jHSOKhV9ToxbmkYx6jT72t1NNT33f72oXVsCA719//4j3Jdq4ljW3WC6jo0S3W3q0Oxwb8cm6pNVWlITXVHda+n5fVB1GGNIsU48rGu1oZDrfIbhjEn/XieHin07mhcdTVgJzWOy6AJWRUx4jhUPY73jOKCpqbuRbxKa1y3Y7gj1ZE/ZLEJ2Y1rG/m5HxDTsZZX1oYap9h1xM85yDOqwsfdkHVVxXF21LbE/5wn6h1FrE6cH3Vdi2tME7XzKRR+BzecGbA9KZbnRVAE9lRXZN9Oalu2r1WKdt3tAFVVTWLaOTa2vCtA0Rd728nWnlJ02IE2Tx8QBzlxbAuqaOiCXO3P0eyRA/JACWg75bG96V1V0WzHd/5gTz3Adhpb1ij5wWNzLNjZzzbmya/YIyixoYDrAuh04vq0cY1o2+HLWGwLG/robacx4UscRcMOfiuwKRhxL974BatiF67pPo8OmZ3niXgAPbCzvNRQZLbTXOGLjjjsZXC9AyWG7bQvxb241+ul+rHFBj/82eNBZjvpFQ1/gE2h8CDU6WPnGpABhFBgO8UiPnnJz1zSR09MaqBmZIqGPEjyY+7sPHbbiBNsT8aNH3bUTrzib2cb2ykWdnaOVezatkVvZz9igra8ba9o9EGw6QPfBsLSh7edarGt0mxPZPZmue00TvvIuu2pzo4YikayICkghTPQ0t+qs3NQ9HYOhg2wt+/bxjydXDDYQoGddfDktnOfGgAPsxzo4oMNsJ1OAiYbu7IQ6bNgkOELbaMccChgYZGb+MTF33aaQHh0BbbTGIiHve00Z3a2tzNVNGyID8U2ROlT+JILG8ZX6sfINiTlKnZQhPgDeGT4cjIQB5R82ADsCrVz/fQBtvjC205jxr7AtphL2+lhiFzkwB4bO/vYU0pNzBvUNmZpjtp98hIDFLntdLHBVxsNXbtv53j4Uwdm2NC3nepnPABZqRdb+rZTLXa2xbdA0WzHt1Ic24mit612o25ikof1A7AD2KEnH7Cd4iADdu4XO+IAdAC57VTndmPHBhAbals028mHGoDtlLfUpmjYA3zJSf22Q5M/6EDuKfnbWY8cqNWIY3tiZ2e+nb9lPmHtbGd7Iru2TKmp0BLHdqqr9K8rtT0JYU/5iXCH+U83A7wUzs7Ppd+k2b1nr77y1a/pjNh4fPyTnqSvXfxNVd1evPw60S4vslW8hMbLrV2rjhdUwDl06OCh9H8o7qWHLOvKKy7XFZdfFpt96xqtr+lWJ91cv/+7v6UnPu7ReklsDrzo+c/RU5/4OJ3zsDP0cz/zk/qJO/6Qbn/rW6XfdNy3azb9hiMbiv1qrJ5Hmu1Ie+b74rcgb/e9gvSF7QAAEABJREFU36Wf/rEf0a/9r1/Q//2tX4+NyLP0kvOfpwve/mb9eWxSPvB+p+i//vAPaffCXGxsxLZCbMpQz4ED+9XvdbUwNx91jbQWPzHn3vD1b1yi/txCvPhH3QcPi7/92Jtd0NpgFPy8rjhwUH923rN1j3udrE9ddJG6sXHJS/ri3r3iN8mk6/e5VK5lXIvZpOG6uTdqX9i1S3t2L6rXsQ5efon+6Pd+R+c++fF67CMeroef+WDd9U5/pD/+g9/Vr/zSz+v7b3trabgWx8HycFWrsaE8ig2dH/+RH9Kv/vL/DPx84H/q/wvb/x1A9uu/8osCv/sbv6r/+5u/pj/4nd/QH/3Ob+r3gv/uW5yoerSqfq3YmopVGB8FLFr+ji6iI4CFWnPeBN9IE7tgj/HBEjU0YxgbOVwOu7GZhGYUG4jjcRPPDT3NxQbXzOycZmKjh82umdl5ue5qEBvy/PYYfOzlaHV9qJXYrAllbIrtCr9diptZyNZkV/IElg0UNCDruraqGasTm2xNjEOxuVZXFpiNDfQDsXb5TV02z1diPa9G3SuB1aG0PGi0FHRQz2rN8cOCai7T4Neq6AddDxweVDo8rMLWgl+K/hQhW5fW1VXTndPs4r6E5cE4/e1U5qeJscclQzTHUSqoNI7RNxtQnKvaOIjIgt/42Fbd6ejyyy/XjU88UVUcJ/6Z7+69e3T6gx+ic889V7NzM/rmN7+hX/mVX9JLX/Ii3epWJ+nSSy+Oc3xJq2vLUm0tHrdHo/D9hy9/WZ/6whd0afzwwLsWYsN0HFVFLbXkAHt47lRqYh7XYvNxJa5ft/zuW0WMWt2ZGf3Tl74UNXQ1jJdaNqV1HVoTviux8ai60lxsqu7iz1fEeRmHJTb3Ks3v3q1dca52Iu9syMlfxTVWMR/U1en1tRLHdRhnUSeOdxXX6MV9J2jkjtbHMdOxVpuqp5E6YvPR3RlhA+3N7dLivuPViY1HVbUGMZ71iNU4xtmfUx3y/vwudWPN92KTuRvXxM7MvDrBZ8yrDrsmjuBi1NnpdrUYY+A3VYexSTqOeNBQxyh3PjfkGbB9RPl2ltmWPcURhtdSYOeYW5+L2+GKrtCis7MvfXQAvg1kwM62tpMaWWLiC952Gl9008fOfdup3/7Cnn6bch6UflVVqDfFK3psbAubuq7jFO8k8F6dziMp6dAHK+7jvB/C41tAvw3bk3zFplDsOp2OyFfioqMm4pOXvu1JbtsqzfZEjn+B7ZTTtmi2N/WRERfgYxvRxMb2JG6pzfZEr2ilRtupfp7ler1e3Le7yZfYjMF22mfBHiC3nea2Hz9gwqYAPSg2tlMsRSs20OhOclI/9lAAbzvVQe3s4eCDrtRIXmpl7tExz+TFBtgmRcqBDbYAHuAP4HmOJSe56OOPM/HasbFBV2zoo8cP0Gc9IbOdcttO47ed9nKwIQb2UEXb6lPihyqtUdubjhvyNtrrm7jb+WNPbtuTehQNWZD0YbygLYM/GuxcV3KOLzv3bUdPqWZFKzGJE90kL2NHVlE0kwZsp4krBrYnDnaeROwAgRUNW/gULC4Q9OGRwQPbYRnPR/HTSeTotwID2ykffMF29na2sz2p17ZotlMM8paxEaOAvPBQwKK289iKD3HQQbEF8Ha2ow+Q4YNt6ZOTRWA7bdohR2/nuvCh35bTL3NqO43JdlqAnDi2xULlZGHBYWs7LaZy8hEPKJo9zYWM+IWGetOnxKJuxoISezvHsKcUPWPDFjt86SOnj18BfUBeKDb2dP6ws/MYbaexYAuIj33hsYW3cy3kBbZFYw5sp3mDL7bwxNFRGjpgO60Z8gD8oQAed+wAPDJ08Mjs7G9PKXJgbx4zPrYhk4tS6mz5sp1q2iJO3ZLbtqQkOuqXnW3aNdvTmuysJ2ZBCWZnHeMoxwRdiYWcPsAXamefwhc5/R0cOQPMz7FwpMeO5Po0A8PYtNi37zi9/Z3v1H3ue1+984J3aY3fZIl73Z69+7Swa7fGjcVvgg2H47hGxQNevNjalTh/ZmJDjjOGNQDlNwz73a5+6Ad/QH/yh3+o177mlXrus5+pM04/Tb/1f35NP/xDd9Dxexfl0bpWDu0XfwOyE6/Iw9jQWj54pUDa4IqNg2awKn5jshoPNFg5rKUDV+jgFZcmSp9NscHq4eRTNUP9lx+4ve57yr313POepRef/3w9+5nP0O/+1m/ptrf5Pik2ag4fPiT+qS3gfiRX2hNjZwOp7va1sHuPVmLsoBsv9GPXml3YpRNufBN99u//Xg867XS97vWvV1V30nzUMc7m+nQwt6mF+wxIx8fWnj170r34ok9/Wl+KzZTFxdgsa0a60QnH6fvvcHstxqZMFZtDhw4ekGIToQ6f/VdeERtEI+2JDctxbMrwP/2Zj02ftZVDGixdqfHhKxKapSvURL9Z3q9x8KPA4OClGhy8TL3RsrSyX83ylVq69Kvy6gHNeCA20LaWvXlOHWoQJD5TnWPjaCoPVfpM9anb+iqaRngBlOUey1rmvgCdnZ2NY1zr0OElKZ4Jv/b1i/WhD39Er33dG/TM887TWeeco1Pue3/d/Z730oPPeKgecuZD9cQnP1mveu1r9ZGP/bX+5cv/qnEj3egmN40UDhz52V56pN2xJPwWYa+uVMfaruIYdut4zooNrXSsYwPtwx/9mO52j3sF7q273/s+uvvJ9w3cX3e9d8af3uv+utPJp+lPTnmw/vjk0wOnJfzJvYPe61T98b1P1Z1OOS3ZYHenkx8U/AZOOVV3PvlU/eFd7627nvIA3S3wh3e5h379t39Pf3inu+h1b3qrFvcet3GM8mjTEUu1xoZfockiJisGmq2CaX14geMZl78t+29f+TfNx/l45f4Duu/97qd3X/gu9fs9LS0d1qMf/Ug97GFnirW5vHRQg/Xl2BCbU7dXxzm9oosvvUSfinP4k//4D1L8EGLvLW6py5ZWVPe6YdONjLEhu7KsAwf3iw3OTsibKKiqay3GdWF+1y5x3l9y2WWx+TjS+mAgOwzC87p8xhFjITbwvnHZpXrfBz6gd733vbrwA+/T29/1Lr33gx/Um9/+dr3tggv0wQ9/SB/+67/WNyL/nuOPUxXXnoPLy+r0ZzUzv6gDh1f0wQ99WO/9wF/qgve8X+95/19EjPck/h3vfq/e8a736N3v/aDe9Z4P6oILPxB2f6UPf+zjOryyFuOR2FR33dPinn3phy5/9ZGP6aN/83Fd+L4P6N3v+2D4fWCCCyJ+RsR95wW68MIL9YGonWf7dO5UsdES6683078uU7PjewOYAdubzgN7c/+qhsC1CrTtbLe7R/D2VF98Cy3GtjfVVeTQrbbIrglsJ/MSx3bKZTvJ7SnFBqBoU9vJB/nVRfFv21dxrtlxZY3nNeTYFHA/s414AnR0oG1g2+5jA5BByQPgi8y28ENmO43H3kzRA3wAPM8jPH+BOq6v+CMHtlVk2LVzogeKZuc8xNyKUE8++NtWsUEBD0VX4tEHtiFpXOgA9m0kg/hCVmJQM/cp7EOVNiChjBHwnIEOe/Yc0CFjfwSesUKJYzvNJbb44gfgucZiCwqPHzFtp7rRURtyKH1yQZGRA3soMtsiFznoK5qdY9lOc4cOEC/USYYtfsDONaMD2BXQt52OKzmxV7Qcr0mxsA3R5ENsgC06bFHahkx87NxPwm2+8N0KzGynerTR2jaI6BdaeHuaCxk1VQyIDsXiQN/OhrbTxDIIO08kdhwMfBQNXZA0IHiwVVf0yEkK3QpsbKeFY5tuAguMg02H3IAYtlNtLCpFw8a2WFRr6+shkbiBu843c8eFpgowPmxj4KrjpxcYMh5A3PITSOIgK/moF1sodlD6gD62yIhNzXVdo0qbiDDkBnaeR2zx63a6qqta3vivciXQxBM4esYHqMN2+skDccjHP8/mgWUuHvhn46e8vXioqqtKtkmZTiYY28IH1FEXqOo6xbKzLslavtQHqEHRGNdM5ABcKEIk6ip+2FEjdUHxxabN08cOoLfz8UJuO23YYk9MAI8OewBv5/mDx8Z2jLOJ8TGeboy9Snyv10+02+2prjtJ3sgaMa+NFCRCWHaeL+ohRwG54RkjlLkD4ZQ+8MwJ+jJmfIiTDOLLdnwrnRvEaOvgkREH2JbtZFt00IIUaOPLzrZ0iVFsCr8dRQbs7FtyEsM2ZBPsLCM2tsw1lD5xMC59ZAXo2jx29KFXF3F4kmmi1LEFdtQWD+hxomS7jYeH1PkWfx2r9mPpvsVl7IT7NswA66uNOFMjS5Y4NpEycj8UG6/6SKvQ1uKf11XdWT32yU/T2Y96rL78la9rNjYce7Pzqju92IBZ1uGlZVV1La6bTWwaDAbrcY6P41yXBuuraoZrsQEy0Cg2DNlM/JVf/Hk942lP1gufe54edubp+t7vOkk3Om6veh2nfw69HBtb/NPoZhQv8Bqnvy+4Xu53vZ7m5uZSrqqu41o3TvfDJs6PXui4VwCu33EGqYnN02Y0Uq9bJwzWVnQgNijXY1Py5ifeSD/94/9V55x1hviNS/6p8P/+5f+p2X6twdpSbKgNNI7a12Ljs9OpNIwN0aXYyKjivCRXvs46vZjzkr6wuE8HD6/qMY97kh712Cfoksv3q+7OaOwqYI2V0QRVQRPcBmLyVVqIUrfQIr/mlAjhFfOjghRZ6RttN+4jrmo1UafrrlYHI70zNiTu98DT9IBTT9fnP/8FLSwsaG11VWz28PcDuS5yL0Y2iGMDb1vLMT+21Y3nDtsaxlroulHXI3U0DIxiLQxVxYZx1QwEZnsdsZGsmF/mm42yfsz3wmzMXWxmSo0UsUBwuuYNL7CdJ6sEoMvUcqTMiG/VUUvdjWMYdQwGQ8m1Or05HV4e6otf/qoe8bgn64FnnKVTYq7Ofsxj9aKXvEzvec979YnYDPr0p/9OH/jQh/TO971Pr3nTm/SM856j+536IN0lNv3OedRj9LrXvkGNOxET1EEzHDnE8bBjHeoYzWp0dCh0jjjD4VB1VcdmXD89r1WxhhXr4VOf/FtR42c/c5E+99nP6HOf+6w+9/ef1Wc+9xldFLKLQvZ3F31an5rgIn0yxpTxaX3y7z6tv7voIv3dZz4TNkEv+ow+/ZnPBoJelOnnP/+PIs/f/PXH9Nmw+6cvfiHl/PvPflZXXHG5Umska3Mr/XFoxjEPBdENwybmJRCj73d7sXSGOnRoSd91q+/VZ/7hCzr1zLP0gY9+XHVsvnU81lmnP1D8pu1MXAeGozWptmYWF3RgdUWKdXbxlVfqE5/7nC6+/HLtu9GJGledOH+v0Nz8rrgGNFqJjUhH1j2Li3EuzMXUjcRvxsZCEc9Z4/iam1+I61ETm53L6Zo0iuvX7Gw/vPjgfSxgsx2squ7o8MqqXveGN+lep9xH9z/11LjGPCH9Jvr9HvBAnXX2OTr9jDPzhve97pX+LMblVx5Qb3ZOVacrxzkdPxfSp98qeoEAABAASURBVD79GT06rksPeNCDw/ccPeYJT9JZj3i0Hhmys+Pa/vBHPEpnnfOI0J2l0x5yRsQ8Q2c+7OE6vLwqR5ym7kiBlfWh3nXh+/TA0x6sO9/l7jotNtgneMiZetAGTn3wGXrQ6WforIc/XCeffLIe9KAH6SMf+UiaG9saxAYt61I77fo9A9egOu7DYDsX27I9UdlTfiK8joy9fcytNdnb25F+qy19gA7YR/qiL8Cm8E10bCvewBS3wUQTL03mwnbii884fqinaLbFfdaVVVpsxQg94F0MdOJeix3+ST4cJfO6rtWN92XbKb7tuG5FhLjuF1vs7azHCXkBfcA5CsiFPXrktkXeLFPkYGRVXBIjzzgIiFxb/fAH2mj2NP+GaNMYq7pOdZcasLGdbPghD/sZxCMPNtSDTVVX6nQ7qca2Hjv6zE+v11NpVVXJwE75sOMalWQhxx5gx3EdxXEaxrPlIO6tKWf4oQfELP5Qnl+TTSioEdBHTg3EREafnNCVlRUdPHgw3bPDLd238YGHYk9s8nGcAXFsCxlQNGTwttOcER9f5gBdeV4O05SDmMSnb1tra2tpPogB7Hy8sCEOMbClD+CJDU8s6sIPeZEhp2///+y9B4AsWV32/TxVHSbdsBEWUJQoKooEUcEE+JojSURyXpa4sETJOWcMICAGDPCqqCBBREHJkiTnuPGmydOhvud3amqm7+zdBRG/V3TP9tPnnH8+oU5X/bvnbhsTbewgR227+ESe54pujpCDhn3bZW1tiwIN2M5eNKRiozRm3uyWZ+/Wtnd0ELVdbBNLtnDsZD9n0S+pLVnahl3tyE9zX1BNs1EwBGgzeAKlzUIrhTaTCS9dIWtjVJo0uZJyCDTp8s0n/TobG0CjP82NkOts4ECRhdZhdgGwj+8qG5qDAx59/NsWNHjEwsKzWbCH/TEPU4mBRQKZj/Ihjj7QNg99xmC39tjItstGxp9tVXVdgA10O9jWYG5YgN/NPEB09oiReHgIITFI23axS9zYgAZo205I4eciH+Qg5KEEVKE3WRNWqa6qckhqu2BnOBzuzAPxIotNgF3mkLmhRpa40KPPWJGxXS42xscBwUG1kQsJMLe2dy5S1o253djaFPqMjTEix9ixTxu7zHtHo098tstNFTrEQCzdBYOMbaFjW13p+shDww4XGjU+qG2X9a2qOiIW/57YeDLVfL6dr3t9beVhyK40neRDRRZydiXqDoyfeJTCOIin2p5zfNDuEJFyACEHzXaWqBHXCLQ6ewZbtsvcQsPeJIew7TKfSuno8Gjjx97VsS3bxTZrik38IQ9iImNgHFWxabfyyBDDbE0b/+jRhm8bE8UHNHigEPNGm7jQA50MbeKhtl30kavqWs6cMZd84IAJ+9eRCZ348Ysd2/GgMj/YAXZL6/xikxXDnt3OwywPPvY74BvbGEaO2naJr6ND2wtkZ7GX3/Vtl+asLG2I9m580E4E5L5Z+EbsfyM636x4vxXsNMoaZh2VzyjgpMJI8oCaX0VVUnJ/OWu2ZFtNHljVG2qrqXV0fZLEykP1+3/45zr/2Lp6iwe0ManEn2jykF4nedUb9GOWB/Loa6JerdxsjzQZb8pJNG2tHda3X/4knXnX2+lPXvG7es7TnqAb/eB11Gu2NN1cicymqsg5D+xVPuP6lTWoK9WSpkmGyT017ifqnsbTSpu5v+bPB8eR4M8GJ+ETr+skVxLz5tY0Z1ausKanuhrknFHQ5G0qx4ozZk/HUuKbJNFYTTY0V091kx+9oV703KfrT175Ut3tTrfVlRLzePNo4lvTeOOIHLl987GZZNrWxpqqzFWPc3hrorqekwNVc5rbd4r+6m/eqPs/6BH62Ke/oPn9J2lS9bSRc3Jtc0uD4bxyX6JJxuap5IQGKqm0E3nG22gaItB/tuSuiSu8wJZtiVepq/Jr1qo3EPPowbw+95Xz9LTnvlBfvuiYzju8os1Ro0OHj6mOjF2pqmo5/1U5+7j2bKvUoWG4rrNO+UziOajKXuLeBTTOEgSZOBU4I3adNZ3KmUdHtsk8TUIbqdbm1MrMZh4qNbENsK8UB7uvJk2QKq9ZXiLb1mxST8OlTlVeu5J1nZgJWFU+TyWO98FgTptJrrqapl7VYNDTXJI6g+E+vee9H9HDHv0U3eXMB+uVr36dPvCpL2urv6hmblER1IED+/VtSXBfMdh/+ilaOO1UNfkSdS1rsZYwzjuyrNe/+a169BOeol/5tVvrDW96a5L5mxrOLSmTkXFX2socVnm4VEbfr2v1Mt91XZUHAu5/hsM58RmhSykNa+NaqvplHleTTKqqOjm3Oa0cO6Kf+skf1zWvcmV957edkXhPzXV6ir7jiqfralc+Q9e86rfpmt95RX3XVS4fXG4H17rq5XWtq56h777aFfTdV7+ivivta131Cvruq12p4Huu/m363mtcueDaV7+yfuC7rqLrfffVdKPrXVs3+L7v0g1/4Ht1m1v8qn7xZ/6PBpWz0sraNCqlcarsi6xDE0yCUeIdZX02cjY0ddYnc9jkWnKu4340c+lKmavFhf36l3e+Tw96xOP0jg9+QuP5k9RkPp/xxMfp1j9/Mx0YVlo9dpGaXHTjuDiWB8etuXm9++Of0Ic+90Ud3hxJXJuxqclUc5m7Opm7elprWA1V5+yZZD8oZ0ftierY6SWeXmIb5cyZS1K6di8Rx3jiW+B/WrO2LK4NNaEVMD6gUhxfdcY3jZ9p9l8/trY2NqUcEBtr65rPfhvOLWT/TXRseU3ra5thMQctFH9bo6mc9e3153KPONJH/v1jqnvDQsswchaOZFsbOXsOHT2afWCdfNrpOpa9sLD/oNwfapR5rxl7rsk6e4792+S5Z3VtJXtR2kh8TVVHdqBe9t1akpDnHzoi9QaaZFyT6E+jO40MaOpe4Sl1I+eSGIj7mo18iWE7nzUj8UUS95ZlIv4Hv9lZ5aAbYpP927W/nvrS5G1/PSYuWeabwCE+gCnbsk2z7Hvoe1GY22+2j5ODjDx7pUNVVQLwOiDToc7ZaLc+0enotgWPvrYLbYBch172O2z61PQHg4Go6SMP4FNDs1t/9LvPNlWhBbN9O9ddEkndPscmtvv5vKvCwxZ2AW1gt3PCM+dmzpuSYItp7DtzYdNRmTf0gO0yVuYJLmfJeGukSc447HQyhR9Zpdgu88ozCuOAx3yB2XaTcwBEPD6qMi+MAxmlMJ5U5Zqe5MCpc833+4PsgypfQOaczPo02fPAtrBvu5wHs3F1dNvFxyBrMBwOWznlFKkr1f1e7Lr44rle24V4eskxUNvWVvIWzDnzNc7nhqMLWBtU6sRku3yWjnNWNyEyz8wVesxJSCVW2rbLXBEv4+CZltiwQ90fDAof3fXNDY0mY1W9WoPkUvDLmUq8rCdtYsUf7eHcnAYZJ+1Jbjy28sUMNf25fDm2lXWs654Gude2q4x9nDlp5LSljDX8zeiAUcYyVUpVqUnMtIm3GwM5hvnch1Twsya2yxyMos/YALLMAzTag4yNejP5E2rswUeWeaBvW9hUCjLwbJd17GTD2nnZLvLoIwvQQ5Yam/CIlTjga7vAA/hDBnnWAdBG3rbo25ZtUbAB0AW0kacN6CNnu1xbxLKZz8wmn8USNiy7UlXVBXXWpEPHh0c7Uyu7KmtWdYarTLrdGsehbUFTiu3Spg9sy7YotkvbNt0SHPoA2wRKDRBAnwsBMEHQAfLwqekDJoAJo6YPv9NHl8XHDjT08IUs7ToXUbeR6QNswEcOYNtuxwwdIGdb6AP8UCsFffSo0y1z0skjRzzUXTzIYdO2oHd87AFi38ohCrCLLDqdTdu5oEa4KvHQQJbNblv86hFaJl2AFeDg7oCdLhZq/GF/kkMHbCapuLC4oMFwoF4OL2KynW+vx8IP8wMNXTvzFAe2y3pDB7ZLbLS1XWyXFuPBJ2OHb8dGdh904iC+Dih0frq5sF18wYPWxYS+7Z35xwf2iZebuM42hxVtwKG1F9NcPGv5AMQ2+qwPII5pDjvotkXp4rS9ExM0ZG3n0JsWQEMe0LZbeeSA3fbttsYH40G2A7rIEhN8YrF93DxDY7xKQQ8bADoIucwPtW2q44AOsF3GY7c1fu22bVudTWQxYLvYRQ7gq+PRB7azHZMkyBx2+p1cJ2u3PqCDjq4U2tN8sPMlRWPlwyLEKja32zu0kG0fF39IxXexEf/0L8NlM3CJM+C9nNy8qEWTPZjdpyNHjog/p5ZrkaSok3z5QhJRd7vXWXrbO96jtTxgD+b3azStItJXLzdD05wt0+y/Y0eP5OzvaWF+qLqKtcmW1laPaZr6imecXv5HML/zgmfrIQ+8j65w+sk6dP5XNFc3Orh/XuuRqzVVFThn9ni0qa3cwPHLuZjScDhQ7UrOEKa5ueKsmOSLlyZnLGcH5y43KZvrG2UM49xIzecBeS43dJWjFbmoJrHnAiXmKmOv4g/UebzezEP2gcU5abKpC776JX3nlc7QYx7x0PKryIefc7a+I/1KuekbrWtzfUVOnMN8lmzlYbpObPNJECgjGCURUPfntZAk7WB+Sf/2wX/Xve/3QL3ujW9WP4mEfh7wF/cf0NHlZfV6/YxtKNtyAixo0khstDOLKgx9swrGZ4Fd+tJcboA3cxO7lXnt5WbzVX/2F/rCl76i8y64SGeedR9d6du+XUtL+6JgVVVdwLnMXNdVVcJsY1YKrRMhrEt8tfJNLBW4UjMDha4TlFZLhTvb1p7S8ppCpV0aRYuWc/5Pcw8y1r59+zVJomWYpBTbhn8fcd++A2WnVL2hVja2tJp5eubznq973vd+evNb3qqVfLbu339Q3/mdV9HP/ezP6VGPerRe/vKX6w/+6JV68Ut+R89+wfP0/N95sZ763Oz/R/2Wbn2HO+h6N7qRTr3St2nU6+tY7H3p0CE98OGP1KOf9GS9833vV9WfU90fSm6vxXEeIvnVabknkrR///7snTmtra3JmSfJai4F4+z5cSNVSfD2c91y7YzygLa0uKBrXP1q+rNX/Yn+/E+DV/2x/vRP/lB/+kd/oFf94R8kEf/y1MErf19/mqT8Luhv4w9S/8HL9KpXtPWfpg26/qte+bLyP4h6xUt+Wy/73Rel/fv64z94uZ78+Mfq/9z0Jtq3uLgduY4rTagKeICqBr0kY8dayriZi7ruqc5YppOsXQSqXEsk0P75X9+ps+7/QH30E5+Uq1rffuXv0BMf/wT92I1/WAvDnsZb+QKllys5Z16dBzvlnPjUF7+kc48c00r2/jR2sSVbzGiVTeCcOVX5MK6USQ49UYVeOtkZyHEGDPoDHYsdNDl7hsOB6qjAt2ZLeg391K01bWxsqo7vYeJRaIuLS+qwnLNic31NJ+3fp9vc6hZ61jOepkc/8hG631ln6qEPeqAeEtC+193uorvc8fZ62DkP1m/+xq9rUFtVxtmvrANL86qTrP3B632/HvPBGhXRAAAQAElEQVTIh+kB9ztL977X3fSIh56j+937XnrwA++vJz3+MXrW055c8JQnPja0++mcB95PT33S47V/cT7zN1AvtsZbGznXR/rpn7qJnvfsZ+qZT3+KHhS5BwfIP/TBD0gMD9QjHvIg/dbDztGjHvEwPflJT9Tznvc8veAFL9CP/diPqaqqnH89TTK3JCF1WflfPQO2ZbdgIuy2bbc1tEsD9yCcaSdCx0Pftuo8M7P/bIvS6dguMdBHh70J6CN3afhaMoMBZ0ElkoH8xcBGPjO28kxMYsN2uR6IaS+c66Sj2W18SrHbtu2ia1sU4gC0bZexMl7tKbaLXmdbe0pno6v7/X65Xm1Os0bd/HAWA9RtZ/5y4KXT6dkufpRiO+8qzy3oA/wTH/PcATr6xyGatmPfxV7RS9KYee0PBprmPOZIRRfYbS6C+cMuPqDTRhfQBvDw5ZxtvdzTAdpKseMz9GnO0Wb78LdDC9DBJsnLBBbp9oU95gvYFjKj3JNic5DPhP6gL1kaJ0GJXegbmxv5gokvlqaCP5wblrpOArPOOHsBMeOT+SZu2tDwM7cwL9q2y5rTRgYQzzD3wrbF/cNG7lnL3sucIQcf4ANb1NBtF5vwoO+lQYfG+JRie0e+4+lrFMbQxWh7Z29A64B9OxMWW8jTp05Xtgto7wVys4BPXIyFMdKGhoxtmgXYBqWTN9sZVy1v/8c24Lr9j6AkIDGKM+pZKKXrpyk7rrbR0e1dGjIdOj52Qdfv+HardyIeMsjDYzJYTGAbVlmMjm+3tMKYebOdyal2Yka+A3Y7YN+2WNTZDdzJdn7pIwPQhc5iQafdwXbxiV34bGzsImfvbiRsQNNMsV1i7mxRc4FwmGBPKdgiBoAN26HuvtBBlhoqclxYyELDp+08FPdLnJ0McvDRtV3iYEPaLnK2RUGf2naRIR6l2C4HSucHW7RtFzn6tsvaQVeK3fax0flHDh/IzLahdYjqzgsacQKI2LFdDhu7tY9MB22Xrt+NF3/EwQFEbVvMu93agI+q7TIftLHR6dMG0G1TFUCbhe2ib7vMC/HC13ahDejapiqANgviAcyR3cp1fBRs7/ix2zZ0ZKhPBLuVw2aHWXm75Xe68IiB2nYZz+x8wGN81AA5pditHbud25DKy27ppZO3Tj7N8rJd6tk3+3gaOrOYlb2s/R+agf8VwmyfFt0+yp4MYZoH60aVNjZHOv3yZ+jw4aN50G+0mKTLe5IIuf8DztZHPvrxfG5MtW//gZwVQ/EL8Rxw4pc/yo0ZD6Wnn3pKHr4PafnoITVJOm6tr+rbrnCGzrrXPcu/s3i7PBBf6QqXK/yqGWt/Hog9nWi0sa4hN311pTo3egkpPgZayA3V3Py8HBqJF0231NNIw3qqxYE1P5CG1UQer2uysVywb6Gn0w4uar4vTUerhVdPc1M32lCdVWbkzl2qM+bkDSIkufSlYW7wthJLBpqH7UU5SdWVo0f17WdcQXe47W31guc+Rw+47310xctfTs14pEmSpKN8sbV/36KO8efiSeZ0ydFxkkXrucnrDwbaf+Cgzj3vfD3q0Y/VX/7V32gc3+NJo1NPO11HYr/J3cxa5qrZDoTaojQy/zXiXf/pYimuC2KwmAtpu260urqqkw4eUKZbX/jc5/VXr3mNWNdrXO2qutlNbpJkyGKmZqKNjItzp8qD0STJA847Pv+Lof+2b96OrKu3uzMV4+GzdT0Phpztm/mmvz8YaHFpSfzqbG7+ZG2Oh/rsly/UrW5/Jz33d39bG9MNnX7GSfqFn/4JPePxj9AfJMH+vCc8Wjf/2Z/Wlc44Q0sHD2p46snKZtdgaVF1HjwOnHaKfvgnf0z3PPt+etBjH6lb3+1Ouv5Nf1yrPemYJ3r161+nhzzmUXr5H/+ResOhev2B5pIM7aeuk2SzneT8SN0asNcGg8HMSI5vMuKCrNc0DxyA8SHFWFm/g4lzLgno7h5sED/8Cq9X1bkmK7En6myaOkpfC1V8IHNcDS1GEnr20Dh7aL2A62dtdUUXXXhBLGejaxtcC6HwgqL0l48d0sEDizp0wXk5M7Y0qDNmft3cX8ypMNBkuKh/eMc7dY8H3F9rud4P7l/Q1a90eT3irHvqp2/0Q5mvqTZzVi1nXTOp2nfSybroyFG99/0f0Ec+/gnx73gyF3WdhYjjac6mVBk7s9e0kaXZZBDTBNVkPrQNOwwp67Ih/v1Yuqeffpp6eXjEZlVX4TZ7kO7Ma2FhQVVda2NzS+tJRlIfTjJznLMC7f50pOnaEX3XVa6kX7/5L+mOt7m57nSbW+jMO99Od/3NW+tBZ91DZ9/77qX/gDPvqlv8wk+ryhnYn6yrN16TNpfl0YqudOp+3ebXfl53vPWv6Pa3+EXd7ba/pjvd+pd051//Zf3Gr/yMbvrD19VP3PA6utUv/Yzucttb6jdv+cv6uZ++iQ4u9DX0SAv1RHOZ8cnqYV3tiqfpNr/yc/r5m9xY97zDr+set7+17nG7W+luv3HzFrf5Nd31139Fd06sv/TzP6ub3vSm+qmf+ql8kbFUzpsqe3JjbV3NZDozE5c1/yfOgG3Zl4zZMdu7crP0b0bbbm2z92wXk5ylXKd0bJc46XO2UsO3W7p94hpdYJuqAD0attXv91Xn+rads6gRdkHHR/bSYLvENSvT6dqmeRxsF3m7rWeZ9i7N3m0j09mnPQvmYrL9eU/cyNkuY2JcXd+2KMggD525hgbslg8dQOv00QHQ9gI68gC7ABpydjundmsbuu2cvz3hm9htixpgA9AGtst62C7jQQfYLnOoFORBmoVmu6wjcewFMugDYiH5iB/ojBVgq9ODjiw02vABfWSg2aY6DvABPmyXMdDnfgx9dPELjRrQxle3H5HZ5DMxlu1dH8jNAh17l08fIIN/6pgocwMd2K08PNtlvmh3cnZLIwZi7nSQ6Wx2bXgdbBc/tst6MVbkAfLaLra3W7uVfWKa7WJzV7Jt2S3d3q1bzu47PoHdyuxyVGzCqwhSKXRSlY0JjUHZ3lm8jk8NGBRAhz6gPQu7dWx7h4wOYHJZePwAe1emE7ZdJnKWjx+APnaAUpAhbmBb8Nng0DvYLgPv+tSdfEzsbARsEhv62KEPH9im2gE26HQxoUebjcPNK230oQP6oKPhH2DH9kwM0zL33PzaLocEOtjlIsHnVr4pogbYpMYOoA2wjd7eNnaQg0dcjBMZaB2Qgd7Ztl3mjz561PDR62C3Bxy62IEPkO1gu+wzxmG3YyMGu9VFTynU+EmzyGMT2O08YRc+QIaxAtq2y4cbNmZht2OYpdFGB3vEQU0fOqBN7NS2qXbQ8SF0MtCIg7qzh034AFnbZS6RmQU8xgNoM1746GEDe/Bsl2vDdpkbZDrYVlfs3XZHwxbo+ieqbV8sPttFFF1iAYXwH3izWxu2i31UbV/qGDRTbM/0tHO9QCQu6stw2Qz8R2eg2zskIniQnmafTV3JSTpsbE2k3kCNa73n3z6gB53zMH3hy1/R3MKiql77axX0Oc/qusqD4ySJuK3Uo5J8vMLl89BdNfJ0rDvf8Xb64z94mc68+1106kkHIreRxMG6xvmmd0KyLtjaXNc03wL3YovEFuf8NEkCfEwS3DgPpqNgkmQgD/M5DTVJ8m8zNsbRbyLbz0P+fL4tzhUiaBsb8RFelYnBboYXVmJijElDWu1/KnXem20oJX5InCg32ltra1o5ckRry0luJtF4ratfTXf8zd/Q7774hfrVX/5FzfV76lfW6vIxHdy/pEH6i4sLOYt76vXr8st6khqK315/qKPHVvXYxz9Jr3v9G6XM71fOPU+nJknBr58X9i2p2f5PqVskzhJbW+u/pDSZhW3DmUsF/bouv2K9XGL78he/oO/k3+ZM0myUOdjK5zDnMhp15KqKWab33x+MtLlYmLuUXr8v2Un+bChZp/LnU8P5Oa3n5nwwt6iNUa03v/VduvM97qNzLzqiuSSer32d79HjHvcIPeoRZ+tnfuJHtG/Q6PwvfV7jjVX1hz199fBFes9HP6p3f+TDesf73ptr6Us6srairx66UJ/44ud0eLSu7/nh6+uO97u37v7gB+ga17uOtDinT37xi3rcU56i57zghZpmryhobAF+IZdLQ2tJ3Cil3x/kvX051V6EVF6uc72GOcr1xp6rs1+rrB9/PcG1R7vOXq2rKsN3CzVykoe5pFWlri8FPUkd9sqhu5XEda+uxLVaM5ZcY9QL+aLh4IF9yuhiIf7iM42LvZaWFnQk83lykqUn5YuQlWNrGg4Wtbo50cJJp+h5v/dSPeopT9V00NOxzPENr/8DeuJvPUy//FM/qVG+FCl/AVInwuFQk+zd8w8f0Uc++Sl96dxzNb+0pKrXU509UNW1Jkk+tvu8KfNgJ7rKWQsVNJlHJeLkRQu/Srvfq5O4/6w4n7iOrnXNa6aainvrKvMqCnrbwEYTWkFom6NRicHxv7hvX2IZqDcYlnqQemF+qPHmmlYyB6PVY5pu5ewMxhtrOVdXtZIx0q7z5c44+68Zb2or8zDXr/LlirWZ9rB2zqsjmsbOfBa1ny91xqtHVI1j96Kvqtk4pn6zpWqyqY3lI8VuDm6tXHSBpknqYoPzezGxYIsYVEtJ/2qytqzJ+jGNV49qtHxYW8sXafPYhdo4eoHWj16YfTTRSs7StXzRQeK7rir1ej3ZVp0xX8Ky67Lyv3MGmpw14Osdve2yl2yryt7qYLd0bRdsdtgmFT2eNejbptKsDLYK8Rt4ww5qk5x31Ox19n0/Zw1t+J1v+JeGThZb6NDvgB5tattlTLbLOJC1Wxp85PYC+qVh1qfd2rJdVGwLH9iEQI08oG23fHi2y/pop7QN5sJ2iZv57vpwbVMVnt3a4nzGPsA3NUJ2K4tf7NgucwBvtt/xOxp8gC14tnfixBdySoGXqtjs2raF/65PDTpbtG2XOcIWsraLfbulsx/sto08usjSxjc6SqHN3FDD4/OF+zLOVOQjsvOyXeJEBn3k0ev0EYQGjzY+aUOjj6zd2sA2fOiA9qwsNPQ6wKcNHdAGHd12Wc+OZ3tnPvB7ohg7Xc0UaLPoWHZrH1vAdmEhy1iYE2qI8KmJr6tn29AANEB7FnZr2/bOmOBj1zZNVYN8S8ygbBchDgFo1LaLEMZtF77tQuveCBw+6Gi2j5s020VX2wXZDlUORcj0sdUBmu2SeGNBoSMDHaBnm+ZxQAbZDnYrY7vEgB5gzAB5DMzSbEMqmxTfyMDv5oQ+i8Ri2S52UYDeAf+0SUJ2fujbLjcWdruBlQIdoAPwiX3ABbSZm31oES3zSizYJJ5OHv1ZdHS+QSaJiazd+sQWtpHhAseWbczvjBk+FzCyMDqf1HZrB336HWzvxNfR0EcOdPEpxW794d9u7dku+nbLQ8f2zvwqpbPR1djv5odxANYFIBOVHX27tWW3NbxOjvlhntj7xM74eQBBBjvAbvVooB17VgAAEABJREFUg1kesUID0DvYrY7tjlTmGDl0INreiXFv3zakHb7t0rbbujDzRszAdnoqhzpzY7d9iPgEtO2WTn8v4Hc02peGWZ/oMCZq22UtO77tErdSbOf963vZF5e1vWOr84fPzqLd8vHd0S6rL5uBrzUD7R7KWaTAtUg4qjcs/8YXyZb3fuBDesDZ5+iiI8e0sHRAm6OJekmibWxuleutnwfHcR6YmzyoLyRJMzfoaVBLX/zcp/VDN7ie/vgPX17+9O6k/Ys6ctF5ch6GeXhdmOvr5IP7RK0ku/JMXx7gJ0ky8vkxn0TncG5eU0mrG5sFU1eaW1wSteq+6sGc+nML6g8XpKqvrXGj1fUt9Qbo1XISqMP5JBQS7+rmKLFPNYi8M07JcmqrKv9RWxJoEkMvvnq5pqo8/MwPEuuB/VpIvbm6osMXnqfN1WWdcfopesZTnqjnPPPpuuqVv01KQufQhReKZOooSbrVyG7mc2w+ycjFffsSIjEPyzy6GuiRj3qsXvOXfy2SusdW1rQQmeW1layBgqQhk9VoElAqKZE5aGv9J4ujD1Id92riodFi4l0+djTtqU45+aDOuvc9dctb/Kpu8au/rEE/eyRzwmcG68R5wx6yLdvi/D3O5LdUJ3OuIONbS9J5aWlfxjMtvzrcyr4/tryixf0n6bWvf4t+6/FP14VH1sqeO+uss/SC5z5bN/iB71VPGzp0fhKPm0fV6421vrWsT3zuU3rfv39In0mCaz27rb+woKautKWpRj1rMtfTWjXVl48d0r9/6bM65Tu/Tb+RZP21rn89zZ98kvadeqqe/YIX6RWv/ONs+zmpipdcf+Mkybs1kKx+HmT5kz5dQnHoTcDnf1VVsl3uNWkPkozr5Vq2nctxWpDBy/FBnYs97WYb09SXDK6ZvcAOiGH16krYm+TcIEnnXP/QuW74BbGyBomCSm4S8M6LEUh19BOmHPrRo8c0n2t8Y5R1Wjygxz/1WXrR779Ca8nMbkXgh278Q3rsox+hG1z7Wto490taTLKtSsJ1eTSW5xe0Mp7o3z7yUX35/PM1v2+/pq5ybvSkqhZfgIxJFmQ/1K5UV4kqsU4TFGhcQkwUksOPpiKiheGg/A98JjkDhpnT77v2tRVjyrAUU5otxw1Psa8qSc9GzhrnGMqZNcmZtplzbl453rSVeCYZG79AXyRZWleqspZcd1v5UoA9MMxaQuOfouBeeitfwtSJA73ReKp+zs2q14+nDCDry59R809fbKwc1Xh9RdmOqqYjDXrW/pwFVQaFvcVcD73+IP56GsTGJAFOMn913cuZt6VRzgzlc8BJfDpfPNWaqJ/5HniqYfb3XNrDWhrlS6O6zmzF/TBn6iDgy6KqytgzvpDLFHV16Vz29r9mBvg8mQUD39uHdknoZE/Eh8c+g0eb6wZMcx1Agwcd2Ja9C3h1nQ2M4KUAXdh2q0sfdDSes/AJzTbkAvrQ8XNpsFsd5Ivi9pt9cbrtMgZEGCNnv71Lwwb0ru7ayM8CPn1q5qADcdoWeoyLM8hu7Xc8u+3bbY0sdmznLKkKlAINHrZth6LC6+zAB/ABdEC7l/MN0EcGZdq2RR+7HY16kBwQoA36+eykj6ztnfEwX9DwQc0YadsudtEF8GwLHn6pZ+PBP/TOj1KYK+zZznk6KLrYwSd09gL9iO7MAzagAei2y/pCxyc1dPzQxw72oBOP3fqijRw87lGRQ57PDGSxT8zU0JGntl2+UIdut75pd7LoArudn46OjO0yDtpAM8VubdnO7cakADa28EtttzaJmXixjQy2aENjTpFFx25tItMB2a59otpufcCble3a1HuBrN36wjd8aIC46M8i90btTSbME8F2mSjbotjeWWTbkI6DvUuzXWTttiYgwIR0mA1mb5t4kEPHdvHTycADHQ86mxTQtl3iRoZ+V9PWdrFdLi662MHXLNhotosd+LbLeLCBvc6XUmyXiwZ9pbABSGB1Njod6rDLCxuzfds7vrADuGlCpruI2HBcJPiGjx/4QCnYhAdoQ7fbcULrxhHRcpOODG1AG9imuzM3dPAFOn27lYGGD/So8cHGB7T3ytsuhxXyxM78gM4ONgC68NHHP31sMn50oaED7N1Y6MNDBjtfC8wrPpDrdNC3XdaadgfbpYksDfRmdaADYu3o2O/Ghzx6yMAH9KkBbWRmwRwgb1vYAXY7h/gB6ALkAG0Ajz52u5p2B7sdT9dHZi+w0wEesrZ39rrd2oDXyWm72C5zaLf1NrmsP/Kz/U63q2f59vH6nZ7dzgOyHTreZfVlM/D1zECen5WDrt2Tyn4CrqWq1rTqiaSd+3N6+zvfrXMe9ggdOrqiuYV9SQJuqT+c03wSKPX2jTh7EFvKg/nm2qouuuA8kYR8WhJzz3/2M/XtV7i8Lvjql8sD7eKwlwdSad/ivFaWj+mC888TyUtuenr9QXnwVmLZ3BpreXW9YOpKSwcO6sApp2luKQmCeiD1k2DszWtSz2lSDTVydOuhxtUg7b6ObYzl4ZJ68/u1qV5oAy0cOFWDpYPiV1JTfqrDeGPbjIM6wLdSOG+meRBu8lAyzMMxM0RCbmN9VUsLcxr2qjxEr8XyRMcOXagf+5Ef0kt+98W6/W1vo4P7FsSfkjdJRi7l4b3f75Wbqa0kW1ZWVsqfVa6ub6o/iFwyCo97wpP0prf8o1TXOrqyrMHcXJIgKmgSS/dyYykodeaoo//Ha0YTU8VGbF7MQBNOE2qjfq/WRhJxP3Wzm+r5SbDd/Nd+RcxDk7Vm/TmzOW/5fIpChlAX0P7vD8YOLh7peDzSNJmiJjNR9/ppSyQfr3zVq+uvXvu3+q3HPaFcJwcOnKTH/NajdZub30JNkjz8ymw62dJwsa9qvtJXDp2nf33/e/SRz35KVfbN/iQSJ0myOHuqnhuoTqLKg55IRjaZ63p+qOG+xZKY3H/qKbrP2Q/UjW9yE63meth/yqn6nZe+TH/3hjdpuLCk4dxC2UuKvSoJoM0kn+x2PLyzysdjd5zj7O1+fNe9nmij233m9nq1pkkitZhKmQfsVVEHLn1m5htE9JPPit1pclVjNfFFnL260lxi4pqhH3eZfd47QCUSJ9k1yrBrHTp8VKecero2kwSbJp328Ec/Wr/70peWa2dtY123vOXN9dsvfmH5omNj5ZhyYWo63lLDuHsDffXQYX34k5/UuYcOaVr3lVNDh48taxR7o+yBSa7/KvPby/zWCbpJf5Lrmn8aYZpQJhlLU6JMJ3WV+a9T82/gfuaTnxCJvat855V1le/4jlCV62kgzpVuRLM1dpptwkK+ZFnLly6O30G+hFncv1+9wVDTWFncf1BHVzdz7g0KNqeVPFhQPbco9efyWkqS0jqWL2LG7qkaLmq4dFCLB08Nf16DJGn7i/vDH6k3v09z+w5qkATufPbUvtju9QeSqzIHK/lSJHldOWfrVvyMYm9az8XmkgY5T+f3naRRU6uOj/n4aHL+Yq+JnKu+nM8SV3XsBYl9msTpNEnLaeaQta6cJcl1M80emLAn+33x7+FJTaR1WblsBsoMNLnOSuPrfEO+Aypde5rrlzY0QBvspdvZmAhsw7aqnAO2ZVtfT7EvWa6u62IPO7O+8dHPNUBMoON17a6PnO0Si+1iay9NKeil2nnRB7Z3aDSgzaKjUQN4e2toADqwfcI4iKuD7RKz9hS7pTM+PodgY7sDfXgdOnpX21av19u598AfOh1s5zNtKuThcdbQht/ZpA0NHjL0aQPo9m6Mtost6ADZDp1u14ePDYAv6IPBoMwVPGjosCeA7RIrNMZEDdDDBnmQ2T407EDDLvfSgC8m0YffzSl99hc+sYcOPgFtaNhCB5kO0PYCWfSAbbplbbFju7RtFzpvto+j2cf3sd/JEW8XwyydNrBd5g/fHWyLAp8xQrd3abNjwTayyCDLvBA3ushRw7dd/MCzd211fG2Xrm+7jLGzAR3Q3xZt15YBwrBdNhI30Fu5gYOOoG2qwqOBLDWwXZzYbQ0N/iygAdtUx8nbLkHAYGBMArBd/BEsfQDfbm1gH94sOhvIAdvFF3TkO6DTtanpI9MBGqBvtzbsNh7oyNsuFzibXCnQWEjqdMtC2aZZHrg6eqffydK3XeLsYqZmvHsBvRjMG/Y62K0+8p0MdiNWXiQw8ce6sqZsMNtl3mlDRx4ghxJ0NmNnDxr8WUCzW9/Egm1qgM3OFjZsI74zTmjYQhY5+sQPrdO1XeYRWgel2C52kAchlbXABvaQJXZgG3bZSzTgzQJaJ0cc+GYc0LEND3n6totf2p0fu6XhG3nQ8TsZ+ieC7UK22xo/oBDzRpuYsAPodwh75wUN/ixg2i7zpxRkUh33sl3GY+/WnUDTNGXO0LPdkXdoHcHe5UGzXWzS7oCNDh2tq6Hb7rpfl/0d4e2G7eLTdqFgcxaFeNnbZTNwghlgxzRJIHWsJnuocaUWvdT9POCu673v/5Ae8ohH5YF8TQv79uvI8ooWlvZrGvkjR4+KJA12+r1Kc8O++HO8Qc+69rW+S7+Xh/6f/NEbazH0+X6dRN1Ug9pJ3NVJYB0p//g1v+A5eNLJ5UGX5M540qjuDzVR5Pj1Y9CfX5QH89pqKh1eXtPnvvRVffjjn9Hr/+Ht+uNX/42e8cLf04N+6/G6633O1u3udlbBHe95P935zAfozvd+gO5x/3P0sMc+RS971Wv0nn//pI5txXYenMeu1VS1VPekqifngUBVVcaWZ2SRfKp7PfFgvJxE6SQPzCeddFD79+9L8mM9eYw1nX7ywTbplKTk+upRnbx/SWfe4y569jOepvLvWx7LONfXNdh+oKjjo5/2XBIKw7nFMs/79p+cuqeHPvyR+r+v/Rsp8Szu2xcaj+DAaspCubxX6ZRW6kL4Bt5mVZvMtUCTdxBveJyOx6pt1ckQLM7PqUl/X5Iiq8vLMg+DAZ8ZoEnbLlGJYu+26f/3BDHO4vgobZdfPa5vbIj9sDmaqOr19cUvfkkv/O3fzh6d5h5nSw+6//30oz/4g5pXpQX3kmRvtLG1qSOb63rfpz6ud3/6Y7pouqnegSVtxsV6kkp1VWsjSZeNJLi2sq9GmVs+g0e5/wSTrZFwesH55+td73q3rnHN79K1vvfaOpJk0Ep4z3zu8/WRj31Cw3wJ4CTNsJmlK3/eS93LvlXWMe72vOC2JNeVuO6nagSaTMU4SaBR4mLP1+HXda1e6sqVduGyJ7ItZPsbQhU9fqXJvplLsn3/viSzkpCdJDHIv+86TgzswbLP1JZGoTijAko81VAR08mnXl7TXL8rmbs73v2u+pvX/a2W9i/mLFrX2fc7S7/10HM0Wl3V6rFjGk1GSbYtasqY5ud1LF8IfPQzn9WnvvBFcR7U+WJlktgOnHQS069JFp4Yqyr+8JvkBXNDRMxXizASmwI3eQ+RuN/37ndr+ehh8U8z/FQSyAdybrC2vVzfVq22RKFt5DA1G6IAABAASURBVB07GV/sQN1MbGBp/wF98tOf0Qc/9GG99Z/fpn9627/orW97hz74ic/pn9/zYb35X96nN7/9fXrDP78r9Xv0pre9S3/1hn9M0vsjeucHPqq3/Ov7Ivchvf4f36m/fuM/6zWve4v+/G/fpL98w1v1mte/RX+R9h/+xV/rE5//isb5QmdtLB1ZG2l5Y6K5ky6no5tTvfP9H4mfd0f/rXr1375Zr/+nd+nVf/cW/dXf/YPe8E/v1t+/9V160z+/W2991wf0j+94n96fc3ZLQ21pUDBqBho3fW1Oam1MrPXxVFXmYZz93yTpOM7a9apa/I/ChsOB+v1e5uOy1//kGeC6ujTY7fXQzYFt2S062n+ktn1CcdvFLte43bYRtNs2MdLvQJ9nDuqvBXRsUxUgXxp5m/Vnu8Rgt3XYwsdeoA+gUyPXwd7VhYd9eLQnucao6UOvc67TnoXt0rUtZLRd0APb3eMq6MTS2UePz55BkmvwOqBkt/ahoYMsdNoAeoeuTw2Q2wtk4eG7uweBRp88Tj/3WfThoWvn8yP3KejQhzfKGQvfdpl/2gAe8TFP1PQ7PWiMET/Q4NmtfmcXWtdGBtAHtPFLbVvYwgf2oFMjBw0e/rDXycNDBhqgTz0LaAA5gC1AG3RtbKKHH9aMGhrzhxw2kLWde52JiA/+LJ02sHfnABmA7b08aPAYF8A+MtDwCd/etUUfHjVydssj1k7fbml2W2MT+Q7og1l92sA2VUHTNKXmzXbZE9iahb1Lt43oDjp/1LZ39BGw277d1hVEBtBNPH2CtNtNgZEO0EHXp7ZbQ+jNAh6y9vH8jg4P0EePwTGZgHigwWOxuRiQhYYcfC4sYmaTwLPbeKFjw3Y5vNABtqkKsNvBdpkgu5XHF5jdBMjiY5aGb7Lr9q4esSJHjMQxHA7LhsUpNOKmjT1qaNQAGkAfP9QAHfqMkxq7C7nhxjb6ABnGTE3fdjk86WPD9k5yx3aZF749YJx2K4ueUojBbucE3ZCKLm1ADNTIwcMHNaDdxUGbGKEjC2zvxIU/2+UBHB596s4+fWwRI/7oM3YA3bYozDl6yDAm+sgiAx0Zu5W1vbPWtmGVn1Dj07ZYUx4E8IEuc06NoO2iSx90tM4X/hizbVg7IH6AD2KEYbvYQhcdaujY7YA8eh2PPmODhh3bQte2KOhBp7ZdeMSk7QId0LVbnRO17V0efHwQg93SsYGfDvSRs13GZJtuATzkqGdRmHmzXfbDrH2l2N6h62sU28UvYrapyn7FH74L4bK3y2bgEmaAHcNeyT1Z9o2Shsj5mAf7qWo1VU9f/PJ5etwTn6zzLzycRMeixlNrYXFf+TfwJpNI1ZUWF+aVSjxArq+taDLe1I/d6Ef0e7/zIn3Pd11D++aHOnbkkCZJyCwtzmmUpMzayjGdcjIP+NZWkjp5qe7PqZckIwnBqStV/aGm7ilELa9v6l3ve79e8Nu/q/s+8EG6273O0pn3fYAe9qjH6qnPep7+8E/+Qm/+p3/R+z/8MX30U5/Txz79ef37Jz6TJOWn9a/v/je99V/epde+7o169OOfrNvf5R763Ze9UhvjJvYrTXLdTKsq481s5Ka8qVJDSzVl3tKvkxgZkoBzozUSjRmDQ1/K2I8dPsRs6cC+RfVD21xf0aC2+DXki1/wPF3vOt8nfjF57MhhbSYRSTIn5lXOV1nLSSg5CaQDB0/W2uZIT3n6M/Sav/prrSfJNM1aNE5sUWhKm4CAkwCk/iaiUaKxSkk7m0Gcu/0kslaSuKkyNn6xRHKoSjxLixlvbvBty3b5/OAzxHaS0uNyo1psfQu/VVX2YTAYDLWytqbB3Jz2HTioJzzpyfrs5z6r6Xhdt7/tLfSTN76hzjj1JK0nSb2+upa9PNTGVPq3T3xSXzxyRGt1pXF0R0mqTGNPWVOmpZf5q0OrQnMmvFbmMbz5XHuLvYHO/fwX9cLnPE8v/d3f05/8yav087/0S7rGd3+3xnWtz375y/rL175W6xtbGiaRxp9hV3VPddbLdu5zJnGxvZCxrR2EXNqS45fP1M0kf4hhIfdW3APQ5lxQipGNGepZYI8E/VSX/N+kmejSsLAwnxE3SeZviL+Y4U+xmyT42F91VcVFHCcGXg2S7iKoElWdc2dO/cGS1Bvqgx/7uO5xn7P07g+8L91ac4NKT33CY3X/u91dh7/yFeWC09LSoqo8GB/OdZiDS1+68CL963vfqy8myXvw9NM1yJcd66OxcjRoOevdi2xV16qqmhAyp9Ps7ZE0bcT9RQM1MSmxATdWVSDVob3vXe+UJuPyS2/OxLpK4o1/pxMZxqe2NBkNrWIveqVd7EoLienQ4SM655yH6FdvfnPd6c530sMe9jDd48x76+73vq/uePd76973f7AecM7Dda/7PlBn3u9sPfAhj9D9zj5Hd7jL3Uv/zve4t+5x1v11tzPvW2Qf8luP04Mf8RidGb3HPPGpRfc+DzxH//Luf1NTDTSp+pmLJQ0X92d/jfQHf/xn+s073U13j/4jHvMEPfjhj9Z9z36oHvHYJ+neDzhHD3joI/Wgh/2W7hn/+MDX2aGtbU3LObs1scaZkWnVk7NWdc75Xs579v44Cci5uaH6uQ6afCHG+bLKL8Az98zDLrZnyaGAVJe9/ifOwPFjsi17Fx3Xdte8xNp20a1yrdlt296tm9z42G2/Ltd5lWu9KvbgdXqFMPMG7z97f227fEbyGYu9zjx2OZO5P7Db2Lo47LZvtzV6yFPPAhro9GZ5tsVYOb+0p9gu40cP6GuUYZ7x+/kMQxYfjAXgmz71LKABaMgRh211fepZl8h2sNsx46sD+rRndWhjm+dFxog+80mNrO3c6+YsydrDRx4Mct4A2sh240IH2Lt6toUufrqY7TY+dAF04rONyTKv6ADbZczEZbusBz7ob25uln2BPnaUQpv9AB+bfEaTf8E/MraLDbu1i+x6PuP4TF3L51g3F/hGhz42sWO3+xBZ6NjDB7DbcTIv6CoFfqoyfmKmjS3otsv1Rhs/oOMhB2Z56IPOF7wOyEKHT7uD7TKX0JHFPn6YG0AbGqAPOppSbBd9xoMNpcBHjvGjF1KZT2pgu+ggb1tdsV3Ga7sj7ewtYkO+G8Ns3bUrhHAIsIACsFuDs0HaLkGhrBSCJmBsQEMPO9DDLrLwbJcg4TFIaujI2Ua0bMaObrsMFptKQRYeoA3Q7XxHpPjCP/bZcGxA9BfzkMAYuJjQg0+NLQ4PZLCFPDT62MEmsl0bOvLYgt5tbtpsTnj4gI8dNjMy6GHLtpDhooFGDNCRxQZtfEG3nZuR/s4GRw/YuYkZj8tcETMXKrroYAcate2iSzz4Ir6lpaVCQwdf8GhTIwMNW8wD80ofHrTOLn6QhW63Fy3yxE18+LHb9UQWPfRtl/Whz7ygA992WWfaxI0d5g8f0DrdzrZSsAEPeeLHJ3q2iy34zDugjT27PZSwBw19pdguCVBsYYMaPfYPcuhCZ7zExLxgA5rdrgUxQAeMCxvoIU8bXwAd7NitHjzksJdQyvwggyw82t3YoCGDfkcjPnSRgw7wiRzy8ImJPjLwgN3OBbwuXuSR62C7XK+2hR3iQQZ9YLuI2m1NB34H+h26uIiho3Vy1NinhocMsFu7+IUOkAGzbfodbJeY0Qd22+/46NktzTbdAttFr3Qu5c1u5ey2vhTR/xDLbu3ZJ667+Kn/Q4YvEy4zYLfzWjqX8Ga7XH/ZCHJVa31zS/VgToeOLOuBDz5H555/kQbzi9rcmuTBPDdudh6XW51e5ZJc488Ze1WjyWhDd73zHfWcZz1d+xbmSrKRpFwVjbqS0Kyjs5Bk3sbGpqr+QE090LTqa3NqbU6kKg+ng4V9hfZPb/9XPfnpz9Rv3P6OOvO+99fLXvlHeu8HPqivXnBhEkIbKr/6yo1k3atlWxTOFT73Dh48KG6wzjjjDPG5Azgz9u/fr+tc5zrayI3eNLHwK7R/eOs/6n0feL8uOnpEozwEe9BTE15CypinBdMkWqApyUUHynh4eF7ITXidNglWJ+FSZ6zmV2Sba7ryFa+gP3j5S3XrW/ya1laOatBLjM1Y49Gmeom5rnuxKvVj48jyik673BkiyfvYJzyp/IntXJK9dR7USdLKlepePwmQSdGdPR8Y94lgu8yLfeL6RDqztF6SWXwmVFVVyPT7eeBYzH0FZ/9sDJxlgGsV+bquiw79WRRi3qCl+n/8cvyDVLyavIFUvOzs2OyvrSRJhkkgLi7t0xve9Ca9673vE7/U+5HrfY/ufrtbqN9s6Mihc1VlX4yiOOoN9Pb3f1jnrmxqrRqqWdgvaPzqaxR7rislB5W1nmhjY0ODzOlCf6jp+ob21wPVa1v6h7/6W738+b+t0ZEVnb7/ZP3Sz/+iTj75FP36b95OvcUFVUnevTqJ6k9+6jPq5Xp13Rd7ejjMdTfaUpX9KzXKCNpkdZPA9ry6NWBdbSdHt6XRaCTbBUqsrcw0zRbK9QEKHR+RjbC+For7bVlXlcB4MomaVTn9CFhSXVXpJ/JcQ/gYDAdi/ifxy/gYZxOZOtfF5pY1v3Cy3v+hj+vO9zxTH//CZ6ShdfCUJb3oBc/UL//0TXTkq1/UKVm7hbrWoUOHNc2ZM7zc5fSJnCFve9/7tJEvUnpJ4C5n7jfj071arE0vcsSXkJTQRCy069ipamuaa73Xr7WV+RoMBlpN4rmXc2zQG2qu19eH3/9+ffZTn9Igc/RTN/lJfeeVr6TNtVXxS89J7mMlazgYljXjbMIH5xNnFtdRlTECrrFj+QLgK0mict9CH2zlC4r1fGExSjKULyvWcp6OJ402823OWsYyzrjAZuQmGVCjSqpqqe5pC15o84tLGk3C6Q+0kLPm3PMvFP+0BnLj0KeRcdXTF7/0ZR0+elSN68Sb/REb+MUOZzj/TAZ9cCzzUPUGkduSc36g78xZFlzxlIS0xK9KpxnwdDxRL7yNzQ1VGe80+2Ew6Jf2JG2rK812o4mN7ea3aGVbdotv5hCa7Wt1tv5m2v9atjq/X0vukvgn0re//nma1bdbPWh7/dktD7ptqnJtc00hD2yXPaiZAr3rsleB7Z21tHfbs3K0O127laHP/ubcrbP/OxlioI1teP1+X7N89GyX2KDTV0onb1vYhQ6f88S2sGVb2IcHOl7Ud17QkcEGZ80g5xp2oENDBz7+iI0+dAxAQ5Y2tK18qYWe7RIvfPrAdhmX7TL3toU99LGvlGHuiWyX2NHlfgObdkuzXRJ12EOXWGkjQ40+n63YXMgXa8hAj+niCz5xdkAP4N9u1wkdxmhb2EcXMJ/Yosa+7dyXjcvzdCff6dLvgC/0bZfxo4sdpWALH4w13TJndmuXtYAGaDMu5gN5aNjHTqdLG2CTOKAzLmj4BHY7f7ZLLEohPuTSPM4/9jsaNTIA+a7ftenTxif+qIkDn7M60LGLLHTbOz6VAt12oXVZh0+IAAAQAElEQVT6tsseRo95YPzYVYrtMo5ZWXzAhwboK4W48JlmuX6hA9uQCpDpaMjiE9BGwHbZu8jRRxYfgD7xw0MHoAdoA3iV7RIAChAA7Q4oQLNdSPQ7w7aLrr1bE0QRnHlDH9guk6ntQqD2ri5k7APadsujjT50fFNDs51vdJdKDDwksCmhsyjEwQKtrq6WAwl6p8eGxDd9u/Vh79boAmS4IDufTBpt2zvjsFs9pWAPPrGijx+7XSTo6APkIl5sIAfYJMBu5ZHDN2OgjT562Aa2y2azvbMhkVEK9pBBjzFApw2dfkSKbw4g5o0LGdvMGzTiQAff0BgHuthEDn1k4GG3ixN5+MiBro0sNqjRhUe73HR+jZsG7GMX0Mam7Z0DlD72bJf5wE8HxooeY7FdDnJ4+LYtCn27nUP66EDrxsvcYAMf6MGHhyw02nZru+NBh0+fOaLNHBE/NrBvt4cf+sgTI2OxXdZGKfTh2S57PKSy1tDRww586Lapihw8gC/4s0DIdpkrZPQ1CjK2i91Z0VmbtG2XuDt5aLNQit3asV1kbYuCXFfT7gCtg+0Sg3183fH/q2q79Tdrv4uPepZ+WfubMwPfTCusETiRTehcd1ynaxvr+TBVkm615haWxP/s5bFPeKLOu/AiLa+tq84D9dz8Qq6bnvjVE7ooTCdjzfVrzQ96Wl05qkf/1iP1gPuepWNHDycZuSmScvwPJQ4e2CceujkDOBMOHT6cxMGiGve0lsTmeh6a55f26+TTL68jx1b10pe/Qr92y1vp/g96sF71p3+uL375y/Gr8uDayDopiZirX/Pq+o1fv6Xufpfb6yFn309PfeJj9aLnPUsv+Z0X7OCPX/n7ev6zn66nP/nxeubTnqjffsFz9JhHPlQ/dIPraHG+r43NdT33Bc/XA88+W7e57W/o0Y97bMa7qpV8bo4ytjx/a2olTu3UO7SZSY1Iosrjdc5za5pH/SAJk/lhT+PM7RMf92g9/CEP1vrqMa0eO6JMWUnObm1tapgEywUX5sE/yYitcfTqvvYdOFmPedyT9IY3v1Xzi/vFv/e2WpIKjZr4HSdREidp0Uv1zXhlEK31GEs7AxLn9mK+vNt30klaToL0j/74T/SiF/+2PvPZz2ZP9CL4rfzaHiQDLVB5h6oUar6MY4Z7SaTIVUnCvPr//pVW19dFEv2uv3lrzTWbOrA0yP4cSVnvQ9lTb37HO7XZG2rcm9PayFrfknr9BS1kj/fyUDeajpP4Gcm2FuYWNFrb1MqhIzo5ifdDXzlXr06i/R3/8I/KBtWVL38F/dz/+Wld+3u+NwnLRr0k9m/ysz+jreyEleyJN73lLdmv7TWqxMg1zWckNWOIWEbTqLTTmn11tK4+Ia8JFcSQA+0B18M3ili+1Bf7j/li/uucQSefepq2krw7dPiotkZTLSwc0Fv+8e168EMfrlEsjXLNXe1aV9fzX/DszNc1NV5b1mKv0mYSeHVm4ODJp+pwvnj4SJJ5701ycJSk18Quv4ImqTmNjWn6JMeatEGqi71aeiP+hyn79i1pZWVFp596ejxkrVfW1CS2t73lrVrKQ/TicKCfvulPqpekpRIf66JI5qjQWs5WHo43NrfKwzT3NJwJyPDlRp3kRF1Xutzpp+n+97+fHv6wh+me97ynbs4vIe94e93lTnfQXe90x5yBd9I973YX3fued9d9730P3f8+98o5fKYeds4Dd/CQBz1QHc45+4F6aPr3uAt6d9LZ97uPHvrgs3XTn/wxNTn3NpIo7cXv8rEjGg56+vVb31JPevzj9ID7naW7xO9d73R73etud9ad73A73S1fON39rnfSPdK/973urvuddabuc+976szEUucszOwmAT7NiMEkx9aktKvCa8Lbxva+Yi92UClNeVfht00ooO1d9v6tOgM2K91Gb1u2207ebYv7DJDuzsvelYHY8W3v6M/SZmVm27bpXiqw02FW8ES0Wb79tW0j39mhpm+7jMFua+6XOAvg1TkLevkcoq5ybkED6J4I8DrA7z4TsMm5CmhjHx4ytnOPV+8AGXj45Gwa5LML39DgodNBKXYbt93WIV3iCz18A+ztBXR8AXvXHnLwAPMBiA85YLeydlsj340TnwQEjedabKDLlz7z8/Pludq2oKPDGJG1vTMnSoEHsEeNrZA1zHnPec5cwYNmt3F0sUHvMEvDDrAtxgTwDZC3vRMDMdsWPKVgpwM8gH5YO9cQNujbpip0/DFWCLbL3qONbGfbbun28TVy7Af82O2cYQvYFvFoT7F3bcDHxywQh45NbMPDHvMLaBMb42OOu/iRA/CwAew2Jmi2Szy2RYEG7OP7+AZ2S0f20rDXJzaB7eJPM8X2zvx25PiqdogodkCANgOmbbfK0DqndkuDD+y2b5tuWWC73SToxFnZQIWZNyYxVfFvu8h39js6MgDdDvQ72Lu+8GG7DBxZbLFAtnf8QlMK4yJhic5edDK2ywbHlt224XW+acfUzot+Z8tuLyJoADqxAPq2y7ih098xkgZ96MSI71mEXWKCjxwXPPHQBrYRKd9GMD50scPmhUGfGrDJbZd5t10On+FwWOYPPvaobRea3dru6NjCNzU0u5XraErBB2NeW1srhxrxctCFlZvPNapLBfLY6HwwbsYD8Imy7ePiQ4bxAtp7gV5HI1al0IeOH/zZLvMMDR6g3SEqZf3owwO2y1zilzHbPi6uTpYaKMVudWb7xBDWjn/bxQ4y+FEKMsRJv0PIOy+7XSsI6HWgb7vY68auFPipLvayXcZptzUCnSw1vqHZLd823QJ4yJTO9pvtHXuMoeN39bZYmce9tI5nu8SPvv6Li70b715XlxTfXrnL+v+9ZoB1A11UnCXzSS5WdS8P9eMkvJb0+0kAvuHN/yB+YTOZSq56vGmUh3/kbaVM5SRSmvGW1paP6YXPe65+8zdura2NtSQle3ngrnJDNsiXZIs6koRjlZvmjY1Nrayu6UrfdmWdf9EhLa9vapiky0mnnK4vffU8PeNZz9Zv3uEOes7zXqCvnnu+SATU/Z5OPe00Xf/619dd7nJnPeMZT9dLXvJ7STK+WOfcPw+7d7uDbnfLX9bP3/TG+uHrfo++96rfpqtf6XR9x+VO0nd/5xV17WtcWT96g+/TT/zQdfULP/Vj+vEfvI4ODKRmc0Vf+eIX9NrXvlaqrFPzkP/3b/h7ffzjH9fJp56iudyQ8pALpoq8clalnpbaadHfrsnAhF6kkllwebieamN1RfsW57R85JDum4fypzzxcVLma3N1WUvzQ/Gr0SZJiYMHD2pxaUnrmY/NrWkSrSS7VvX8F/6OPvTRT0hVX4Mkqpr4WNy3T8eOHc038n2lq0srTWK5JOSQ2VF1ebhvhD2G0qQBJtEHK0k+fuBDH9Yznv1sPfPZz9LHPvEJOQ9Ejb7FCwNgwBmvSt2Ox9DT5CaX+ev1B+rl4euDH/53/cs73qHN0Vg3vtGP6GY/8iMaTEba3FiRBpUOjdb14S9/Xl9dX9Wa6yQJ+1pYPKh98wc1WZ9o+fAx8VBTDWrVg54msaPxRHX8nbx0QP/2jnfphc96jj78vverTjL6hj9wXd3sJ35C3/e93yuKk0zrJwH5Az94PR087RRNQnzDG9+sCw8d0lz2R1XVoVi2y2eESonx7bqMiy4otMjKpcUbrSJD5zg0M1LbjAgyZU263wiipiZWQSp1tqALQjCfc+nwRYflnD9bW2MdPnI0crVOS1J2/8GT9NZ/erse9/gn6UtJ2q4kKTytpI2tjcg72k2S/cc03drKNbikzc2RtlzpwiRt3/bhD+u8JNnGue4VHaU0QZR4v0TMxoh8LwkB/lz4wL79Wl9ZVTVV1npBH37/B/S5T31aySrqR3/4h/TDP3gDNeNRzDeqbClxSJX6eWBtQh3nXOWX2XNZW774mE/Ng+xGvrzYypcUdZKXt77VLXXWvc/U2Q94gM5+4P31mN96hB5y/7P00PvdSw+57z314PveQw866646+9531QPudeeCu93uVgJ3/c1bpr6l7pL6rre9pQBt5O539zvqzDvfVne7/a/ret9zTWlrVUNPtNC3FrOnpxvL+qEfuLbudofb6J53uq3uH9tnn3lXPejed9P97nEHPeCed9b9g7PuenuB+9z9DkXutrf+NfWbLQ2SGqbuTTdVT7fUa0bBlqrUVqPZ4tlOaXf8ri7Ey97+B82AffFVt1saZy/YO1zbsrN78vnU8eyW1vXRs911RR90BHuX19H21siDWTr9DlVVlTjgdzTaAB402ntht77hA/hdTdv2jl368Paio1ODjk8bdP3uOcS26roWZ1a/38+92XBnTpDVTLFd/He6sOyWZrfzDg/6XjDuDrZ32Ht9wMAG9A7QAH3uM2nbFvaIm/hp2y0N/Q7oAKV0td3672TCKuOCj31q7HV2JZU5QQ4esFsbtPfSodku8WHH3p0beNouHW+7W3wQE8/KyAE+A4jJdrEHjbhOBOwB5JWCDP00i+2uttvY8QXNdhk/bexT2y0NfduQig10OplC3H6zWxn4tnfs2S4StndohTDzZrc8u62xD7DFWAB9VGwLOm1i68YIn3uojY0NWMcBHjrUgDYCtsuc2i5jgwdsi0Kb2vZO7B0N+iUB+7NytAHyduura8/WtJGreKMDGCSwW0WM24a1E7TtEqDtQj/Rm93qY9t2mcSubR/f7/Tt1h4+kYVut7SuTWzA3qXzzSs6JKoGuUFGlkWk5pBBHnugW0D4ABno1B3oA9s7C4YNu40bX/BBd8FAs13mRSnwoOGDdkjlBa3r2618Z4N6Lx+/yAMM2D4uJg4ku7VjH1+jC7oYsE2bWinUbGJu8pgnfMDv4oiIoCMD3XY5vG2XvYA+dOadOPBleyc+pWAzlbCJrO1ik3WgzwXU6dlGtKDTo0MM2EcHIA8ffWC3etAAcVGjC7r4bJd9iA6A19lC/pKAPn7ho9cBfegAn9Ch2d6ZH+iMHT/sTWTpM6fYY2zIoDcLeLP9vW27HTM+ke2Arb2wW9m9Nujb3tmz9LFD3cF2mTNswgMdr6ttlya8DoWQN7vlpXmx117ZvQJ2q9vJUe+V+f+jj98Oe/3ZbYx76Zf1//vOAGs5Gx3XYLkJCnGcTOPc/KL+6W1v14t/53e1b/8BDZPUGAznxK8eNzY3NJ1MNBj01e/VST5OtZmHeH79+NxnP0M3/fEf1erRI6GtlCRkr7KqJCkuvOACLSVpNpybjx1pEJtrm1vll5ZXuOK364JDh/XyV/6hzn7Qg/XCF71Yn/3s58pZyzlx7Wt/r+50pzvquc95tp7/vOfozHveTT94g+vp1FMOapgH5CYJn/H6Ma0dvVDLh84r9TSJxX4eehcH1rGLztX6sYtUjTc0XjuqSR6m4R+98KuabK7qcqefWmzf8hY31xmXP0O/+Au/oCtf+cpaXl7W6uqqSCjmrbx4BG7Enm/RZP/T8jT1ogAAEABJREFUp1baCG1z8nDdBFPNDXtJTBzTfB7kjx2+UL/2S7+gpz358Rr2rPO++sXMo1VXypdRq7ooSaRB5po1WFnbShL08nrfB/5dT336s3XeBYfUC48k2PLKipb2J6Ey2tR/rhC95JIEaHTxYhFPr9fX/MKiFpaWIumkVittjSaqQ1e09S1cmsTfEH95o2HeWoS2uLiYpPuo9Ce5Pl7/92/MHFTq9Ye65a1+XVw7K9knJAKPJln00S98Vl86dJH2Xe50ldWpexqPphptbEmTJvtgTnODofhMWc069lVpaTCv1SPLesXvv0x//X//SvzPZ0ho3fRmN9NP/8xP6xrXSlIo++WiY4e0Md7UZhKeiyft11W/6xqq+wN99nNfyDXzebmqE5vFtWpbdR42FYpKyWBKrYxYOyWX57aIW3rEHC5I1b52hMIs9ro67DQdzW8Eil6HprQlqkZdyVjyDcT+Awe0uTXScGFBrvtMo+aSmHzZK16pB53zoFw3F2kjZ9Opp56qhZxfX/jCF/WUpzwt9CO5hk6P3pIOHVvR3P79+spFF+lNb3+bjiRJ2c811FTxlfHZqTM224RAp9QurePfmhAB1DpnXLpZ300R2ObapuoYfePr/l5Lc3Pan5hve+tbqY4P/u1bNZOyLnYcB1xbG3mQYj9sJtF47NixmG3U6+XLoM1NDXLWDoO1fJGxlZip19dWxK/KD114Xvwua7R2RJsrh7SZc2796AVaO3yeVg+dq5WLvqrp+tGCSWRGq4c1Wjmc/GIL2qPoNTkTN5cPhX5Exw6dr9WjOWsS79ryUc31ax256AKthLaxfETTJNoHOVunG8fSPpYk+UaSiRnzJJ8NOXenQZME5tbqUa1edF7mYlTgJBur8q9AjlUlbV57mnoq5zRh/jpIGf7Oq9ludTXdTpKa/mX4Vp4Bu11H27J3wZhsUxXsvW+xXeQ7uu0ix5vdtvfy6INZGdqXhll528Wn7aLS8Upn5g263cpApk+9F/auDDx7t9/pcA5USXJOp/kMGY3EPRGfOfTRQc52iYs+sNv+LM92OXc6e3w20KYG+LAtCrYnuc+jRsbOVRr/43xJAqAj3/FsF/92W2Ojg+3SJJbS2PNmu+hiz7aoice2KMQB0LddZKHbLrLEA4gJGaXYLjxs2bvtrq8U2zsy6DGvGzmHmVulEEMHxhmSZv3Yztk8gFzqLo+AHe4bqWESF7XtHX+aKSfyh19E4BEzfQCNuYCOXdvlR03ED48aPjxqgD68DnY7h7bLczp2kQF2y0MWW3uBXXgAHv3NfEYRDzRsMFfYpI9MVyMLOhp0gCxAF9htXMTOfHc8ZNHFBm3bO/OJDJjVRw7YFsVu7WKDPrB358922VvwQcen/lqwW13k8Ak6G9A62O6aZe7plARkJ2x7Z1DQMMTAlEI7VeEzyQwWGWjU8AFtaGC2TR9AA8gC2tBPBNvlBpfF6GSRpw2NhadNLMRpW/SRsV1itV0OLS4I5IhdKbbLv4uFHoBOvRcRLZPV2cV2R6PNJoFnuxxw6CtlNr50y+Li3/ZOXOhDUwpt7ADbxVY/39J0dvCjFOTxQbzw+RNq5gH9sEustssNHD+rRg8d5JHp7NPmwLHbTQGdOQLoYMt2sYcsfEAbwAe0oQNipe5o9LFFnDzIDJIgJta1tbWyTvPz82WcjMd2mSNs2qYqIEYucuzY3pFnPAB/HfDLWPHH2DkU6V8a0LV93JoQt1I6PbuNx3aJ0Xa4Km1iQA7fSqGPf8aU7td84R8h5LFDH//Yow8P0Ae2S6zIsVa2SxzaU5AF9vF8aB2wgZptqgJ4pbH9RizIAXhgm1X8EqPd6s/K2C5xak9BHyCLbdvFjn3iGlmAGWqwt03/vwrECTq/+LFdxsbYdVn5lpmB2TWcDbpOkoQ/rx3kgfn88y/Qs5/9HK2ubajuDXgkF79AbNJivw7yMNxP8nGUh+X1PAgf2Leopz3pCSX5eDgPqtPRlob9nvYtLmiUB+atyC3tW9JoNNbyyqrml/bl8bPSkSQE9p90st78j/+oxz/+CXryk5+ij338E+LM4pdAP/HjP1YSjr//kt8tf1p4jat8h6Zb69paW84D70jVZFPry0fUy4MsD7N5Tla/tvqV8mA7SdJnQ5sbq4ljToPQm8mWRptrqvPAOzeoo9domHGcnOTGDW9wAz3gfvfTS373d/TYRz1aB/ftj5ySKOrLmagWTrtDiOWVz4dcC004QKmV4oL24XprfU2L84Pir8pD+GaSoL/4sz+lZz39SYltqPPP/2qSe4Mkdkfif77Br9jq3lCD4aKOHlvXwZNP15ve/Fb9wR/9ieQ6tGU1SQ4M54a5IY5OMxXreknQ1yxNJEAqXjvI2DKerSR+VlbXtJ4E2ubWWHPzS0kmH9SFh48m6TPakf5WbJRRt4uVOT3xCPj8ZW4neQDjnw14+7+8XSReT7/85fV9172eDq9nX/XnlI2tT3zhS/r8ueeqHg61lhvzOtdBXVeaTMaajLNn46IZT7S1vpE9bJ164GT1JtIH3vU+vfTFv6OP/ftHVNW1Tkny8hdv8Sv68Z++ifZf/hQdToJo1Gs0d3BJR5IA2sjen1aNrnr1qyfnlVG40oc+/O+a5KExLtTkP9pT/kwfdvrbw4R9MTjrnC0lJavmPVx2QRiKCOwg1iPMHoTuMNLVNwZL0T8eKiVhC1S5RpeTqF3MuUEScjA3n8ugrz9/9V/qec9/voZzPW0kGfbzP/t/yp8ILyUBefKB0/Rv7/uw7veAh+jci5Z1UZL5Z1z16vpoEpN/95Z/kOcGWjywT+s5DzJ1JYJ2LE3G0cR/U2isezrlRaSlsf3WbNcEWcfINAn5QZKjJ+87qL/9y7/RUX61OZ7qZj/5k7reda6j1WNHi23sTPMgz3wpXlZzL9jLmTqcn9Pa+rqWkuQ/ePCgvvrVr+RsODdn2HrWdaTkIDQZb6mXs6yuXP4dyWY6TnJvrJ4nGuQcnKulhV6lxX6dpHZP+4Z9DeNokDNvB5FDtl9NBTzaUG+6FTsjzefwXGBuFua1lPPbtursR2LiPI/rnIsTmST4ypHUiW1zWdN8kTPdWpNCr6ajxNPky5excmCLs9nx36KRmLACyc5shOT0TwSVEoFS8xZ5KlF3KITL3i6bgf+SGbAt28W27dK2d+vCmHnrzoyu7lizfdsdOdd1tWMTInIdpvnM6drwZtHRbR+nj4y9S+v3+zs+4PG5sLW1JZ4pgd3KwgPY7Wr82y0fOn1AGxm75dltDQ1eB2RtQ965R6FjtzTaoOJwo7EN+oAu8QJsdXbpA2i2d8aHzl6gY7ucY/Doo6cU+r1eLy3lXmosns3hQbe9E7Pdtmd5tFHsZGljG9AG8JCbpUG3XdYMPucroN3BNmJFhnF2+thi7QB0u40LYWSgUdO3Wxtd2277totdu63ho4Nt9KmhEQtx2a2cbcgF8AAddDvM9ml3gI9d6llAww5+WAdAGxq6yNKmZm26cUPrnhPgAdtlXOh1sL2zN/DVoZPHDjSl2K0+PGjUtsO59Bc2bB/nG93Oxqw29K5vuzQr3mEA2h3sVoB+x6O2XZzZhlUAHYegEPJmu8jBs9s2fGDv9iO6s9FpMyBgt5sLfWC3OrYR29EhscXCkaBigbDf6bOhOIDsVsd2iQk6sF1s2S50u/WJjQ5siCKUN+ziCxo1CTViA8hHpNhBjjZ0YO/at9s2fHSwQYzYhNYBG2CWhy1A7IyVhwPkbZeNphR4bFbmA+ADO8RrOxIqstDoYAOb+O9otAF8/EPHDvawDx0aMvThAewA+LaLn2EeRmyXw62LCx2lYCNVedkudfdmu8wlPgH27ZaGD/rUtosKbQAd+9SA8eGXtu0Sk92uM3Lo2N45oJUCLVWhoYt/+swhIG571y88dDp7HZ8+8vhmvbo+a263cwIPfbu1RxtbgPZe2C7zAh17nS/qDrbLOOlru9jebuUWuGmEX7BD3NOwj5cnHoCY7RKD3dbQOl5XQ7NNdTEg08E+XmZW2D4xr9OlnpX/r2ifyIftnfH/V/i8zOY3bwZYvw57rULfzM0oD/nDuTkNBkO95KUv1Xve+z5d/owr5IF4Q1v51t2u5KDXq9Xv97SWhMBKHqj35yGVf0vsh37w+tpcWxW/lqnysLk4P1f+DchBZPflgXoymcbWevkF3frmSFVvIOVh/YlPfprOPvtB+td//ddyPtZ52L3RjW4k/sT6SU98gm70Iz+k9dVj4s+VR0kmOknEXtKXdTNWlQfdKgm9SZI749gHE67rDLKRpcRLzf+kZisP/KMkfqaNBCZ5c3w5MivLx7S2vKx9Cwt5IK9TLwZte5zkW57fkziIueiaBE2ggDa1ku7M47Ya5UwNIimK8wYl+QCtHD2iaZIHzI+TNFiY6+snbvwjSZg8RvuW5nTeeV/VwZMO6ECSoccSy3jSKOEmMblfdW9OS/tP1iv/8E/0xjf9g/Yd2K+FxUUdPnpYw/lhvPxXvIi8tTs3v6Bhkj788nKacTN3TeaNX0AuLu0v424lv5XfWa0Tx88XnNxjDYYDff4LX9BFhw4nkb6i617v+qqG81rPXl64/BX18S9+RV86/0KRoM02TC5mU3WShBtJzszN9zW/ONQ0+7Zh/QdDOQmrC7/0Vb3u/75Wr/qDP9LW2rpOO/VUXe0aV9Ov3+43dL0fuaFGeTY6HP3RwNrwWOvNlobZL70ktI8sH9UZVzwjNpWk1X59/BOfLP82Yn8Q21V7vU6SkNxdScbX5G0bTjMvqhYuuzekUjuN43VD2Hlt20jfaTr74htFTGQP8d6iwbtb7zSZf359O8pY+B+rsBf/7nV/r7PPOUeb+bLjS1/6nG5xi1/S4x/7KH3/936vnv30Z2buJ0mgnaSPffILutcDztGRUaP3f+oz+qf3vldzuc74E/ZxzpI+F2e8V/FXxSVgzGYBQy/tUhNbw9txgFJlrjfXN7W0sKiF4Zy++Lkv6O3/9LacT40ud+pput1v/IZG+SJmmCTjIInBKr64n2riA8zl2uJhCsN1zqStnMevfOUrdY973EMvetGLNMy+m+aM6+fsVb5sUDMRX2pM8sVOE/o4ie0JSLvUaSMP6O+Oocl0NsJGEzuFnhj2Lc6rl8xiXbFnnHNnki+f1nVsdV3jiB9dWRP/Y5nxlDNpoirXfr/Xy1nfzxc7Vfa4FdWCuq7KF/91FXrGUvf6Zfaa4tlJlitwPiGqAs5NURKHTgBHG/bxyEIdT7is9y08Aw3rnvipZxFStkRDVWAfv+6drN3S6RfBvHVt+3iebdmOhI6zXQiX8Ga38rCxC2gDOzs08UMD0DrQ79DRZmt71669256Voc3z1zSJyCrXVD/JxMFgkHuwfq63qowBH7Z3xoWO3fbhoduBPnxA27b28uxWF3+AzxBkbKvmmg7sVg+eTlCw3QF216amb7c+bNMtgIcf6kLIG22eH/FLLCDknQqtEzcAABAASURBVHHTti9ug7gA5yw1dpHFHm1AG5rtMpfYBp0/+JzF2KCNjlLgIwcdvm3R5nOKtWKNOM+Hee6P+M7L9sXWCDvYwz420AfYJW7bZawYsVt92yVe5gRdbNitHDFiq+PB13axW334ALLdxo4v0Ol3vM42NTT0gN3asl32Iv6gMwaALfp2K9fpztrvaMiDjofeLJgP+szr3NxcPg+HZR/igwQ6fNoAOWC7zBFxA6VAx0eahWe3c0YfHjWw25ht0/2awL69a2tWAbt2a4d2h07GNrFUosCcTCY7C45h0AVtu2wg5KBR2y2t04cGbGO4TBSy2LHbIOGzYEAp9JEB6RY95GnDQ46+bUglBttFbpaHLFAK8qnK4WK73BR0mxE/yFGzgNT0O9BnMVlY0OnBxx+gDfBDH1/osJE6OhsG2N6JGdvwke9gu2vu1Mh04ELGh70rhx18dfHN8tGDTzwAo9TQiBcgY1tsaGxA42Cntl3WjTY6nW10gLYLPOwiB5Cjtts4bRc70ImVuaamjy+lcNBgE1uAdsjlZbusMfM/axcZ/BI3sL0zv0rBDn6wjU/6e4GNjhaVsuehdYAG6NumeRw6XfjEQG277Dd8d8LQkaWGZruMyXaJWSm2i/9OznaRUcoszT5ejjlhbjrbES8vu7Vtu9jpbMzK0e6gmQJtpltitF3s4A/Yu/ZtlzGjZ+/SlQIN32mWl73Lt11s2i5jR1YpszVtgE9gOxL//7/si/slrg7//0d0mcf/7Ax0a8ftfe6fY85ayAP0G9/4Rv3Fa16jffsPlH1NYhKZqqrLPuV5cJrM2HqSjWdc/vLi3yT7lV/+RS0nwbaUB1nxi6tg+dgRHUyibG1tTRdccIHm5xd08OBJJXmztO+Avvjlr+ichz5cf/THryo3FHxJcs1rXlOPefSj9NSnPkU3+uEf1mhzo/z7icNeLX5FoyQcJ6ONPHyvaLSxIv4dsYW5JHVUa3Naa20krW42Wt1qtD52oY3UV9ObVz23r6C3cEAj94vM2ANt5An75IMnJ1kwTRJyRQu5aawyyKOHDuvo4SNaStxVJqCFk4gMymxJtIAaNCoplIhGW21Jx5lch3LSgX0a1JVWjx0TMW+ur5XE6i/83M/oXve8u4aDWhdddIFWVpc1TiKh1x8kYbulujfU5uY0ieF5ra+P9OznPK/M4Xrmpo49xXbctP4u4X1nrRPLidoxkXGpgLZSOptNxrS6upqYpmFZJ51ysvq5CdzKHkiOVMvhRfxb/OXt+Lt6u7tdDQYD2ZW2kjh///s/oPL5lofBG/zgDbUla3U4ry+sbuh9n/hMEjY9zWe/9bKvlvKwWE1GaqZb2pysZT9uqEoicTHXySTr96F3vVd//vI/1Afe+V4dmF/UKQdO1k1vclPd/k531OlXOkOHNpa1kgT7Rj1V78CC1jzR4fVl9RfnNHWTZONWEtP7NJ/EeS/Jra+ee67WNzbKPYcTby9JInt2TI2UVSyIPjV7syN1dWFF8ut7WfxXNdY3AovSvnfRQWliVUETu/zycS3JWb4IucIVr6Tff9kr9MQnPVn8H5vrXq17nXlXPeLhD5Iyz6P1dV3x9Cvo+c9+oTY2Gi0eOE0f/tTndYd73Uev/Mu/0vwpp6ieH2qSRLCDhWFfdQbOPHRRtO1E0IBE0QSR0XZJt/SaxKdgmi8/5gYDjfNFDf9sw5++6lXav7ikXizf5la31rW+65rayroMs0bt9TdVlf2jFO4P1nJG8n/m3tzc0r59+/X5z39er8kZ/OlPfUrffqVvU6+qNc4XIU3O1SpBNvkyZZBEZj/J06V8AdRPwrk3yBk3mFPVH0h1T01VaZrYmmBC4hBkPNmW+frGQZU5CMLfTCIcpNLa1kTjRF4NF6X+vBYPnqb5fPlBe2NiTd3XVi58kpF1/K4lZsffJHZKkrJR+FOtj8Y5W6caZf0m7mkMqtQ76IcGemqO26OZlD0v7+lf1v2fNwNcF3tH1dFsy/ZetuADe5dHH3TCtovcbN8+Xr7jbdeXWGF3Fp3gNMlB6F3fbn1CgwedNvVe2Luye2Vsl3F3dNvl3ODssC0KPEAb0Aa0AW2eFUEXC/qAz4d+v4/YDpDf6aRhW+hBt138296Jq+PBn4W2i+2d+Ye/TS6V3dqxXfq8IQNo2y2dWLu+7R3f0OAhD4ilA+MF9JGD3/Xt1sYsnXZd12V8tIG9K0cfWwCfdjsu7ELjngD79G0jXuYNuu0ScyHmDZkO6ZYXcqB08oYtkGaJyTbN8tnOmgE753i+lBsMBmIt7d2YinDe8IMd6nTLizYxAwi2iw/G34ExKgXZVOWFPLaoOzq17Z3x2W3bPnGNIdtUO8AGNrENaAPoCNGmJjbGTQ2NZ4bV3H8iB2yXOOzdenYc6Nguc9jR8Yc922W9sEMfP8igo69RbBcJdIHtMp/oK8V2iSvNci1gEzn6tpGtigCMDkqxXYIlSKXYzrtKoNAwghPbRb8w82a3fXgAmyEXGXRoQ2egtktQ0AE82wR1nDw87OAX0IamFBaCPpuwm7iOV8XWZm5+4Ee0xA4POUCbWGwXn11bM8V20ev8UnfJLZJP+LUjk29VuYjwZbdJz+FwuGMJX/zbRJMc2NS5V5EsjXMRoQOQAUqhBvjDLgi5rAkXHegPBoI+yk1ZsZObrKqu1R8MCno5YPGzlZtDYFu2hU3bmss31txA8q1uOIXOmLAJaHdx2S5zxLopBT4JPldWVbd7SCnIYx8QEw8FtjU/nxu6xcXyjQHjsts5Qm6auWuU/xJ/TChB5uW2zs1kOrpYiT6xTHIDjJrtMjesB4BXRRe/rAN9peA71bZsrWzAvJoydmKHB2gTG/OMLnqMmTmhho/cJLFXvVq9QV+uKzUONXPSxcBeCSUP0YNyUGITG9hjD1aJET50aLbV0fBxSTRk+vGJTAdkgVJsAlHZux0t5PKyW15mPFNrsUc6TDOZs/KMHV/AdpEvRrbfZmWRAbYLFx4onbzZLvqdDHXH31tHvKyL3erYx9eFz1vQxT5bh/xNedm7fmcNEi+YpV3W/n8xA92qd76dxizSPW6HI6+ScLKsfs5AVX0dPrYs/scvysPiXJKRG3norao612w/16M1HSeZkoRKlaTIfB6Af/AHrq37n3WvkiQ89eSTdOTQRRrkHOgHg5y7fCPML8cOJPG4vLIqHlZPOe1y4n9sc/+zH6y3/es7NUgy68tf+pJudfNf07Oe/lT9ws//rJr4IYFZV05005zvo3I2VVUlzrH+YKA8T2tja0trG5tJ7kQmkqp74qG4lwdx1/3IWKPxNA/a1maervk/eW+WxJnVIJtxj/JZdPToUS3lXOYXQ9nqOpYkIX5OP/10HVtekbC9Ax1fylTyNs0MUyv1NhzRGORc408rOfP403LOw7XcOB1Mkpexnnn3u+rXksRV5nZQWyclcbueBO++paWMfaL5hfkyzro/0Be/cq6e9oxnleTLYH4pczCJk9ZfaeTNCQOkufMKaTuujD1jaQJ1SIz0QSGJ0vCWbpMv6YaqsxZrSY7WkXUzUaWpTj35oPp1VeS+8TcmCW3qbwxNibLTxRZo8va1oKKpjKUDn13TjHHiShPXmlS1Bov7dXhlTRckIf1vH/ygjq2uaGlpQVf6tisouWdlgvT2f/s3rWcvVdnPF0Xu4IGDWc6xsnG1PwnCaRI1VT6nh3Wtz37yk3r1q/5Mb3rd34v/MdP80pyufd3v1x3uekfd8MY/rLUk2Y+urWgrCacm8+5eraMry2Xv78+eWUvC6uiRIzrlpJMTv5OEPKBRkkIroa8lUTfOvdAo/lRWXCnMTaq8mowtStucdn6c3izgt7rwoxQ+78cDmwAqch3ot2hi6NKg8Fu03lQK7dZuQ5V4R7lmh7l3Wlrapxe+6EV6wQtfJOUsqHMN/2rOjXufdc8ojXKejfPlxKqmo01d46pX0fOf/zxV2Z9L+/fr45nzv3j1a/TJT38m+/a0fLGwJI+kzSSOlTimjgntlnRDJfqp5GlmoGnh1AUqxUiNGg3roRaHC/rHN75Z53/5y7G7rGtf65q61a/9qjZWVnRgcakkEbc2NzXN4TWYG6r4zPjm8iXHcG5Bi0v7tZF1e8Mb36QPfOCDuu4PXE8/93M/nzNgXHzV2YslGZn1HeYMxBZnLPd/o+ytMUi42QqaZvIaV/FRqYmegGtBa1LLlRSaA+R7SSYyxzERVi3aW6OJjuYzYTOfA+s5Zxsp9DmxHuuJc5B7+ypr0DAH8ReDqmKvqnpSfDh1P2dso8SwjWnqHTgxRDfCefnE6Pg7tf6blWY7HupvBKijR/2/E7P3kLRBNxO0bct2Ryo19NLYfrNbPnQA2d6lzfZn250stK8HyE9zzlN38rRB15+tL4m+V6Y8c4RYdkLiti1z9tviOaqqcg3luYSzvUOTOKJSXvg5EWCia5tmAXKMYZLnbmzZuzx7t13k4rPTL/34RJe2bcGbTBtNtyGhb9mVHCholE+X2FEKeqlkI2MpL2wAOx21xbZsK2/ifol7p63tZ/hRzr9J4gBKiXdh13bELWzVda0O9OFPo0Ntu/Bs4lI+oieJP2d8YkSGeUEO/f5gUJ5bacNjvqhtt356PRGXsz693PNWdV36nMvrGxsibvwD2yVObAOlxGWhpVlimsv9A2DN7YwndpswGes460WdQQoaftfymT/MOcxztO0yDuJjDAD/9Hf9ZbYyD7M0fAFsAMZqu8SFDXSRB4wfGm1APKwPNNtlDNjAnm1RurHTtlua3daMoz8cqDfoq+rVcl1J7PvU9Ot+T/D4eNkcbWkl98Wr+fJ+nHsj6Au5t6rqulwjxF1VVVkXfM2CMdC3XfjIQWMMxKoUxpCq2GIMnQy0S4PtwsYesF182M5StVAKPJBmedktr4KIM5wyCPoEZnsnGGgESD0L9OhjkbbdLhwLxcJs5oYDm/CRs1untLGHH9rIMBHYoA8dIAMdPnTb5YJg4qHjo5I1yTeOwFlRO302ay5U/LJBB4OBSqItC4SebXXjJUbk8Efc8NHpYuFioo08MgA+F4rNeDgcY8GV6lyEk1xVo/jfzIFxLDcwht7ra5ibkcFgKKc/4U5HVq8/UKrUfdW5mBN+ubjG0ecCo+5iGmQMSmFOUpXNTlxFL5t2ahVdDnN0QDdnjMl2uZlDHz1sMH/9xMzNHInafmLo5hZ+nc1tuxxS2CIGbh6rXCxcKHUuEA5E5oRxoINtYsIu+vjrDwYiBuZybWNdvVxw2Mmxp608cCs+GPtoMi4xYgMa8dkuawWfPnHU8Y+Mq1qljozknQMIGejEQFspVeYIKLM0zQU8iS/iJq5+3UvyoC9ucCNaXujDG+VBHznlQwZb0Lv1ZxzIoACPGln21PrmRpk3+OhA79aEPrKT7NGqrsU8cMgwn1XGNklSk36xn7miv5kDCBoyHFTQOGAZI7Yn2TN1bAH6+LK9s0/wCQ/QLoiHs8cyAAAQAElEQVR8k/kgdqDtwlzTB9jBdldP44dfgQGuOfZMtl6ur4n4FQR8+lV8A2LBju1yqNPHFnVHx62NFq1d2BZyHZDvuLblyom+pcADbS/vDn8G8GbthKvKley09iDaJVZ0aF8a7F39S5P7Rnn2rn374u1v1O7/DD126jRDAU3Wssrl7SBncg7EHMVl/3DdT6dj9Wrns2KUh/SR+iTpyF/VQ21OK738j/5Mn/7CVzVY3K+tSfaVe3LVK/vAuUJ7Va6U8brG68u63rWvqcc98hxtLh/SXN9aOXY050cvcUhc+5yhk5zxk5wZG5sjDZPQrHP2/+3r36DHP/mp+ugnPqX5fQdU53PhUY98uB70gPvoale5si46/6viz1aHg55Wk/CaS/JtM2fEVuxs5Ul5ZXOs1a2JtppK42qosXtay2fsOGObJDHWJE7lQ3CS/jgJvSrjHeXcmOas6+esVq6WaWSQXd9clzJVjsxyEj5V+CQ163weNFWVRNOa+LXfOJPYYppkZpAbOK6LhjNKk8zRNjyJvWnQxEMTWRU481z3hlLmciuf05VrDftzGmccTRKk0/V1PeqcB+unfvzGOlr+pxIrWpjLXCbR2wSMhTOxGuRmOImKv/37N+vVf/l3qgf7NJ72xK+aer06Z+1YTc6mYT7DPJ2qX1Wl3yijtjS1A2UGQmDgHKZNpWnqRK5EnraCaGTMyvgUO00+n9yMtW9+oMnmqvYltpP3zenkpaEGSc7EAgb/Q2hiv4OIRRcvtmVfOlTOrypylXbbyrkGGvHLWWJvJlsZ2Kj0B3Wlni3nM1CBm61UG/nc3dTUUm6wlA2rrVwXq9Nar3n9m/S4pz9bd7rXmfr3JLKWDuxL4ndNC/O9Inr++V/W+Vm3aljLw54m/UqHs5/G0/hveqpH1ukLJ2mw2egdb/on/fWf/V995pOfVi+fawsn7dMv3/5WuvEv3ET7r3SqjmytlARkfzDQwnBeTfZIPZaW6jlpY6Je2rlYtZD9s7ma/VnHfu6rJqk3srfiUsoKzw37Gm1tqM7nwzT9aagTuezHSdabeyTQsMZZw0yGWjRS5PO2/aK/3dypmKQOEBs1sdFiknZT5rHJdch8TjPXe9Fs05rExGcS9xi97Nt+rr1xrneFz7VS9wdS9rGqWi97+Sv0ey95KQ4Lfv02t9FDz3mItkiOMY5ci4NhpUZbapoNXft7r6aHP+T+yjJpKesyF5uvevkf6LMf/bROXThF1WZPS4OD+XKi0UiVFP/MU5O92aurTMNUnJnOOMbTnGHZ/+uba+r1M+fhj3KmVDl/qklfB+ZO0nv/9T165z+/TZc/OefaZFMPOOseWhxU6uUaGidGJn+Qc4Axb+aaGue8mNbxHT7rNkqi9fDho/qbv/m7JLevrHudeZZOO/1yGiUR2OtlPbO+zE0vcY5yb62UXuipJCdcdcWZgxNDCKqVbSKF32lok0YlsVjnHGk01VbOxn7POdPdXjNpZ8gaJ7nbH/RyP9oTX6pUrE30mTPadpU5m6rKXNdVpVESlcraGGScdeYWVLnuqvThKaXRiePt6Ap/F/pvVTLUnXhsy97FDuMSG80lcr4Rhr3r227b34idb0THttgDwLa6wt4AXf+SattF32510Zlmj1ADzRS7lYFke2fO8Q2gowPqui787h6ea4frCJ6dfZc9iR900AXwkIfeoeN39pCBx5nVyzVpt7agI2tbyGKvq5WCDrY7VHVdxh1WuXbQr+pKCVq0lUI9C7sdc11VO7rw7ZZOO2o7vCpyxAANEC+Axg50+FVdi5r+JPNekPsJdIFtVAs6+3aVMeY8zDlUB1U+h6BlSjXJ4TINaFdVrTpzNMjnGn4xMs75ucG9W877afzhGxnFzzh+J6HViWmYL2ugocNcY6Mi3oDzamlpKTFU2trazGd4TvLQ8YEMcWKDuWbNofX7A1WuY86inxDV+XN0+VwkeQiUspkY2TODxD4cDuNnqwAfxDMczuU8HKiX8dcZP3WvP8i9wVBzc/NlHkYZz1oSkuOMib8Gqqo698lbO+s9NzcXeWz0MtR2H1V1nbN/lAhU9gFzBBgTa9SwHJmr5XzBRSISemen8CprfnEh94UT1bHVy/wjM2K+WZToMm5sMdebec5fTUIT0IYGj/mgZm0GGT81/QSacffFnFSZN3xQM8+AWLdik7ljEP18tgNk4BGLE6PtMg+sETTsdLEy950tbKAL32bwErHRxx6+OnnsAGzCs51wWz/Egyx8dEfZh8xXlc++aT4TN/O8QO6io7uupMSJDHxAGxq8MfqZT9s7Pjq/xNz5Z0ygo3UyVdcgINuqMplKQXF28LYLD75tUZCxXRzTt9s2Mh2g7wW+OiAHnz6xAOzSty1iQKZbaCaPRBZyLCiDgm+7xEd/kMWmrl3lgXNcMM1FgN0O2dUCg1xYLAT+sAmUAg0boLMfcnkh29mhDZAB6FHbFgtlW8iy8QGbhg08TjyMhc0uS/1Bv4D2OIvqyuJBFnt2BOIZO8THnFADfISVoTTFH7Hgo4O2dW2n2QL5zlZdVTt0dLHJJu18QOvmABo8xsfcY4f4GA90xoM+dGjEUOocPFzQ0AEy+KeNbWpAu86FAB9UdS3mh7ZtwQd25jQ3dcRTVXXir8r4sWG3Y8Q+MaEL6De5uVRuqF1Jda9SlTme5mYQXgfG27Wp68RQVVV8GPPFD/YYa3fBj7OWZXzxXdX1zsHEniVGgA72AD5crKnY7ezDQ67wYwvfXR8ZpSADikziCinjYCxV2Wcdjxq/1AA7s4AGEoA4SDiAdoBdO6wW+LBNJbGgbavwm3yC2S6H/GyMSqFvt3rFV2i8Zun0/1OIea6BWczasyMQgt3WaZZX6eXgZB73oghc9vatMQO5nrmmd4NlZbeRvWq7XLN1rvVJztW6qsQZ0uRMatg07ukzn/+iXvVnr9a+8mvF9Zw5Yy0uJdGSm6Zpzgc3jUZb61qaH+qM00/RA+5zpjTe1NJcX5Pc+A37PS3lZmc1N0PcBB0+cjRneW7W8vBc9Qfq9Yd6zV/+tR7woAflwXUjN0aLOvXUU/XIRz1Sv/Irv1R+UbayfFTE2MTfZr682MqNwEWHDmmcRGYuMfGQPFWucdcap96aSqMw5hYXpYyNG0bAmeuMkXorD+pNLljOJj57OKcaSfAbO6dho3H8QYc/yjnGTeJW6lHmh37j7Us+8rngo+xYlLA/zRk8TbITNGm3wIMk9KLTbEOpC1FhbIOlmybGSR74H54k5A2u+wNaWz6mjbVl1VWkI7qVh/7eoJd5W5fqXvxW+v1X/KHOu+CIeoMkqWKLMdY5dy0lSTCKbpQzN1XmIaTyIqomsipxQELaGUsHaAB66kaCM58HgI1887y1saZrXv2qes6znqmXv/Ql+tEf+eHsiQ39Z0uTvaV42gvIYC/9+L5SiBekmVfXInZldL18noL2XqKno8eOZX9vaZAHh0nWeJpdML84r2G+TR/H4WaSwudddEiv+eu/1b3vf7ae9+Lf1b+86z2C3ksSvYmDXu5Vjh47rLUkGr/whc+rl89S7GxmrYZJmg/m51X3cnMe+b57+vf3f0ivfMnL9S//+M86dviI+OLt+67z/brbve6hb7valdVLMnctSauRJnK/J1VW+ezKPmSPJFclLgDqYezWrgSarPHm1jjJo6lc1eXByJam2dP9fk+TXO+ZksyCW4RJ/CrzrZmSxY6ELoYZkUtqlgCn4gwi6bgLqbhJPNpTOm/4m89cOmtQV9aRo8fEOOreUHNL+7W8vqlscr38lX+oZz/v+WK99u/fp7vd9c564P3ureWjh7Q0vyDlcFjOus7Pz2nfvsWcCyNdeOh8nXL6ybrDnW6nA0kac66Q8H/+s56rL37mi7rCqVfIlynj3GMu5XxU5ntCOBrlehxtjdTPvmmyP/A5zIPX+RdeoIMnnST+4giZ/TkfV44ua3G4oPO/fG75Veu+PEgeOv9c3fsed9WNf/gHVWdcVc4Fzk+mSWVC1M5yCMxVnXWay4NqlfX7sz//cx3J2Xn9619fN7jBDfJwN6fjC5MJ9lAzoRenHi8z20M27rejKb3CLq1cA8RL3HsBvSDSyGrHgtMCLcVS+l8LTWQaKe/6li+M4xvBt/zA/9MDaM//XBPZd3uN2eykvdTj++iD46kX71X5LLQt6g7217bf6/VU57MVHfvi8pOc0dOcE0rpZGznTGlyDk9lt21iBLYLLeLtOZBxcyYfB5jBrDy2O9itDbu1HdEyrn4/z9ABMUMjLmzQPhH28vb27dYPunbb7mKgtp3Pnkk5Oyfcp+UcLoMKnRh6iaWqa2XAZT6YK1DiknZixha+uZ9qMGDJ+TwAW0liMf+g3KMlgVbVdfhVPsc3c15vlc85o5M3bO/4yNyih32lQOfsHufLnrASVpUzdqhezuCqrlTnzB8MB7k3GIg+8UzyWYrNqJd9wLiq7CVoxFZsxt444+8wzecy9oFkVVUdP3Pq5154K58to3yZVNe9QkNmmv0zHo8FJtlPfOa089Gozv6r6lqOz+6EUUpV16oSb5GLPjbQHW/H2/XhY5dxQ6ujxz6xXdYEHoBXVZXg244HyfbFoO2CXbCV9cF2ZwNaB2xijz6xAdrQAP6KftZ0whgyGYxxul0z5qrOOAPaIAGxQ1RkItfZxBbj6tYHP/CgEzJ9amCbqoyfOOx2LogXHWRtC1uzfWwBu9VH3m7bxeDMm+2E6kLBRjc/6GMXvzDzRdy0BGI7G6XaAUGgqBTbO3QM2K1hAkAOaE+xXQKw23oPe6eLPQABO4C23erR7wCdducXPdrE2Q0QGYAcdOpLAxNhtwuAHLqzsF26Hc/e7eMbzPJsl3GjZDuHwySHxKjcHBMPdHwC4h8MBjnAxppNqkJDjo2NHLANqawV/jq/dku327oIbb8hhw9gu8RFG9jellJZW9ulj12Art3OSydfLpbcoCIIjdpuZZDv+vDoY4c242Z9bJcYZvtsxk6vGyey6M7ybJc4sTcLpSCLTXzaLnJKgQYPeoeQd152G4847Lfbs7btjC3SduTq9tpIt6wBdrFPzKDK4WUb9g4fGegdbJfYbJd5sI+viRGb6NmtLH2l2M67BA8ga7v0bRd70IG928e33faLgbzZbR8ec40P7IVVXrSxA89uZe0T18jZLuPCnlLQT1Vo1PSRo7Z37cD7z8LetWe7zD1+OmDfNlWZI7ttd/wurq6PIG3qy/CtPwPsSda4rns5i/NZlyFVVa1xbpiqus4jsvSKPOBfcNFF5X8+wMN2Hfp4PMoHcK06+2WUZGA2Vs7wTd3xDrfX9a93Xe1bWoy9sSaR48H//PPP10l5QK/rvmJaVW+opuppMLegl7zsZXryU5+igwcP6uiRw7rudb5fT3ri43XTm/xEbvb6uuDCC8Uvw4fzcyUhOM1DOwnQfhI43JhM0gdNbj3oT3ODN8mNGjekGY6muREZR2aUb94cwAAAEABJREFUmy9AG6CD/Bh6kjHU0JgFavoxpSZjbHJZYB9b7H9Aexw/yCGPHnSAX1BoaSArxYjaYlu2286lvE8TG8nbq1/1qjrznvdQPzeVi/PzWl1dkTKmXtZtY31D+/fvL5+jrmp94IMf1p//xavFnzjKVXkIYE3BJAOqozPJIji8Hddu0gSpZl5ECGZIbTNE5uRQ1qtOTPMLi2pkfed3XlVX/o6raBJmFT+t8H/unfkEJ7IC/ZKgrHuTOQLarptCa7InVEDMm0mEH11e1WoSWuzH4cKS2JtT95KsqnRkdVOjptLWuNFb3vpWPfoxj9WLX/xife5zn9Nm5r6fOT/j8mckyb4kR2easV9w0ZE8QMzr2JFjmss+HSQxOM6DyNrqqqZJYg4HAx05ckSve93r9Nq/ea2+9JUv69jKsk6/3OV029vdTje52c20sG9JC0mgs5f5FQN7qKoq0Qfd57/y+TzNDfo4e6XOtck8IbuV65Jf3XMNDnpJXGaF6shOkhRHDhsNwgXbC1ra3+w3xzM24yOttofnIOuh0PailZmWfwv1pNNOKecCX0o0Va3ljZGm9Zz2n3qGnvHcFyUJ/Hs6cNKpOX9Gus2tb6F73fUO2ly+SINmrKMXXKiF/rxOPXiqjhw6qmn2/KEk8d/zoQ/qK4cu1BlXubLucu97qs6XJ4tJXlax//Lff5k+96lP6Qqnna7JxlaSiHMabWxqkAfmpezzci86bXI2zYnwHR1+ubK2th6ZgeaHWffDR3XF7Ilpzr9X//mfaq5f68Lzz0ti/kd0+9vdVqvLy/kyYCuT0mwj1XEv5srZX+uhNnrHO/5Vf5EEJA9Rt/i1m2sxX+gcPnyo8Jg7pNNRO2+0dFxb/49KF9elubct25cm8t+Bd1kM/49mgDMb111N2/bXtWfQmcWsrm1xbsLv6FXOV9t0/0PARgcUbQtbnLF7fWi7IG+3vvbK2M7ZwtmwLbxdofMfgd3a6XS2zZSqo3W17TKnXZ8aQepZQLNdxrc3bqXYznv7gg/Q7+qWox1f0JmnDsgyd3y+2a0taEqx2z464ySmRnne7mQ7/TqfgXbOzs3N8llpW9jq6NiyWxpt9OFR08c2NYjLskfwhX3bQta2oNltPMh2UAo2kE9zZ5zwuz6+sMN53tGoGQ9y0O127Tpb+MMmfGRtF9u26RZ0PDr4sF3Wyd6V0XZBlhjo0kae3ArAP/2OR80cAtrI276Yf9uwC5ApjbzZLnFgE58AW/SVwtgAOraLrO0y90qxXXx1c4FcyGUtsNHBbuXgIQNoA9qzgIaebZoF9IHtcv3hD53C3PMGHT6wXWKe1YVv79qmrxR7l2a3bXjAdhlnxIr/yjbt0imNPW+2i2O7DRgjmikE1wEegE0NaAO79UN7Ft2AqE8Eu70QSH7hh40zzDeyLDD2oVFjkzaLDNjI9NkEAHnbxw0efieHvu0yVqVAxyc19pCdjc9ubXW+qQFy1LZ3bNlt22517N2a8aDDhYmvzgftzRww2FKK7WKv41MrxXah27s2NVO6cWMHwLJddOBpu9guNLutmTNiQ4dYgFKIlfkA8KhDLgdgd2Hb7V5BBx/IoWe7+KAPbJcL0G5jh4acUmznXcWu7XLQsh7MEzKMnxjpEwO6oCjlzfbOxWv7uHVHDhvE130EQtN2sV1a0JDjYacQKpf48T0LpSA7C/SwT4yAeUAnouUFHyADwd712dmBjo7d8ujbu23kOn149AG+8Gm7jPtENjoaMaDTYdYOPPq2qYot26UuhLzZLmfHrL7tcFTo9m571p7d0ovg/w9v9vH+ZuOlTQh2K2O7jNE25MvwLTkD7ZXNtcD5kAUt+5F6nKQaD9WDPEi/7/0fSILk78T/4GEjD+FzSX7xIL6aZMmw31eda37Qq7W5saYfvMH1dctb3FzHjh5Rnb0xTgKEROShJBCH/YHqJKT4dxP3n3Sy1ja3NMjD/J+/5v/qmc95blIQuWHMt6U3u9lN9fCHP0xXu+p3aHXlmA4dPqxpuPglNv60j199EyN/Ej3N3E+SDACj3JCOk1gbTcYlUUlSkH8fbytJgCoxgnGSNBtbm0K/SYwkJAEJSeqt6PInkNTjJHU42ybbNW1iAdgGm3xjHb/4nmTe4InLYht2JcWPUzPjHYotshc6UdmWcpOERpJgiffwoYt0/eteV3e/y51LMmaYb+WbjMWZmyxcEpN9jZPgYs0OHDxZf/ynf6aPffyT6iX51ciaZI5Y04oHrIDPhRN5FvaOYzTH9Y7vuPwSdjCc03r2xsrquiYRmMRfk/FuZG4uTTui/4FXIrvE+bpkM8wPiHaEmp3RNcSoSqPMi+qeqt5Qg7lF9ZIQX98aJxm4rqlrDRYPqBos6N3v+4Ce8OSn6ilPfbo+9MEPqldXqhLPtb/7u3XOgx+kF7/wRbrhDX+oJMHG46lWVze0trYpksN15oKk41zW4pSTT5VtffRjH9Of/tmf6fVv+HuxF/uDgW78Yz+q293xDvqu776WlpIM4/N8ZWWlJJarqlKdByvO4q08dLF/ev1+GY/djnCafSqr3AsohUTZOLJNrgl+qbqQBD76YRUZbNJmLqiFchMDEi19M0oTI0DHWWzSCzJ/1rRtZySegbbbg36tY+d9NV9eHNTy8or4Ve/C/pN0aHldD3/0E/Tqv/47Ne5rlDGeffYDdac7/KaaUeb+6IU6aXGo008+RRtZi141iI1T9Zd//Td66jOfpS3mLHN+3tHD2n/aqbrbve6lOv0619Wxo0f1ype/XF/4zGd0Ws6qC77y1VL3VGs5CeWTDp6U+cuVHhuua21mjg+ERgKyci0ugn7V01yvr9e/9rX69Mc/mhiWdc2rXkUPefDZmo+fKf8ERNXOtS6lzM3NqY7cJz7+seynVf3ojW6k786eO5oYWVMp8xjM1rRbKHP7/xb6GsW++BzYlt3ia6hfxv5fMgPdufUfHS56oNObbUPjzAQdvauhAduI7aDjQ7CtcT77J/nc79DxbavKma2Z0vE6kt3ahg6g297Rg9ZBM+VENNi2d64b25DEZ4btnFeTfDZtlc+SblzwZm1dUrsY2vNmt/axhV5XI0a/Az5m5wE6st180YbWwXYZPzrodvML397l0Ydnu4xZKdA6pFte2KeBPdvlebqjYb+7D+rns3SQc5kaOjrI4aOLtWvDwx7oniORwRY1esjYLmOxd2PUnoJP7PJZjy7xdzFsbGzs6M+q2S504sQXOtoutGeBDCBWQJuYqW2LNvRt9dxKNjuwLWKBb7v4tL3D13bB33Zzp7LbMeMH2D6OBw3f6AK75dNmTIA2MgB5DEAH8Ow2Fuh2q097FujZLuvOPAPm2Xa5NpSCrVmbjBfYLtdMJz8bBzTW2/bO/oup8sJeh0LIW2d/lk4bPx1sl7lFtkNlO+raGQAMFCHaLs5t0y0y8OnYLjzalwZsdTiRHPbgwyNQu7ULDR50YLtMaDfh2i62yyZjozOBkNG1XTYX/Q62S9N2id1uJwSi3dLQBR2NGOjbLhuUGJUCLdUOzW5tzdKJB7DJAbHD7zYJbS5C2xomqYosi87Fim3GRBt5ZG2XOSAG26LY3hmL3bY7PjUy6AI2FaANj3jsVsc2ohezZbsc7swD8QFsAGxAR5G27bJH4OHDdpkfzRS79QPJbi+Ars040SUu0Nmmhg4f0IaGHm3bxQ8xQIeGf/r6GgVZbHYP9egD6AA79HkgKqYq78wR/cLLgxE1srZ3YsE/9FkgM9vvfNgWxXaxjxxxsW9slwsXPjaZG9roUtutTtfuarvV6/xhE8z2sYXNDrZ34odnWycqtkuc8LBJLNi1XfShEb/+mxe7HYdTE6q927cN6TJ8y81A00acBJfy8MreLARXUpBnefVz3m7l5vqP/vhPk8xrtLyypv0HDuYheL1ca3XkxkkwTknYJfl4pSucofvf5ywpSbFeXSVZcEzDQV+TPJyThOznwZ4/b+Uh//DRZS0lSfaWf367nvas5+ik007XsdU1/fCNfqT82fVpp52sleWjWkvyZT4Jz6V9+zVOUEf41VCSFk1u7Nc2N7SZhCX5kkloozwEbIEkG2lDm2SYoyTlRjl/xpGBv5kxbY7Goo0MvKmzj5NIoIa/kZjx14S+lfGNAuZiC/voxiZ9bE+jOlWGHV/ksib42gbtsPLKOZP3E72itocMZRfNdKxpxqTEsLQwp9v/5m11te/8Do0y/l6dpO3Gevm16eEkakkEVr2eVPV04aEj+sM/+ZMyb8O5hSQgt2OMtynxZSxVlfVOnxdbwTSOA3FAaNTxulqhtFRrlITbWhKQB04+WVVvoK30F/lFZtYMOX0TC+fm12+uiWiTSKdBkzavJjue9bCm2cPTJCEHmR8nWbS6OdJykoajaaVqMK/5fSfps188V895/m/rUY99ot7xzvfk8ztJ4Yzxut///XrkQx+iZz3tqbrRDW+oYa8W/8bmgf0HVFd9nXvuhVpZWVcva8Gf4U6S1GyyIVeyh//qL/9SL3/5y3X+BRcksX/F8ivHW9z6Vvq5X/wFLSbxGAPlfyzTZLJZq0Fi4/7HdvxnLKldOWs6KX0+e6u6yrhUrk1G2c8D1bFjx/LFwLqmSXaddPBA2SeT7P/aVR5ExxoMhhGNk7zvvuiDXcp/roUtsMdKrkcn4hYZk/aiKWs2NxxEscm5s6YqY9oYTbS2NdEznvN8/fXf/b02Ro1U93W3u99Dt7/d7ZIgPCwlAXnGyQe0nuTiaG1L8/1FbW2M9fZ/eYee8/wX6l/e/V791eter9XMxVz26biy6rmB7nTXu2hp377MTR7U8wXJH77iFfrMxz6ua3zHVTRa29Dy4aNifceJIeFn30/KCLZyJqyHf2DfwbgeZR80OuPUy+kf/v6Neufb/kkLvUpLw77ue+Y9dfWrfIfcTIMmCWxljC10guLQprlORzmPrn/96+nMe91TZ977XlnziRQbc3PD6Gf8kUM2xLSaQmvnNe1G8fX/BpmcNiR9/cVuR/L1a1wm+b9lBmbPftuy/XUPfVZ3Vmkv3T6xTeTArO7X07Zbe+gCznNq25cav93ykceP3fZp74Xd8uzj671yXR//XZvaNtVxsFvaXlmE7Ja3t40smKXbLuO0DVnwO0xyttku/KrKZ+42bBdZxg6dDjr0qenXda1er6d+PhOgYQtZQBtZeF2bmuctzlJAv9OjxiY1oG1b2AL4AbZz9k7LGPA/GAx2ZJCbhe0yLuwRSwf8diAe2kqxW3m7rUMqvmzTLD5p2C52bdMV+ti2vROLZgr+uy5tYLe6tGeBLfIpfHFJjV107VYePuho9u58YAc6sF1iZD7oYwc95h1044ZOGxnmE2AHWejwoYHOFvxOnvVFpkPHgz8L28fNjb0b34l07V2+Uuy2bx9fE9Pe2LA3GwftWcRceUFDFtgu8dku6wwNPvbLHTodJqUD/Q4Ia7t0NLsNFHIxMnNh2YZcFuOGO5AAABAASURBVMhu24Uw82Z7h49PfHTofHQ1akwCFwMXCfL8MpAFxLftncEppdOzXS5g5NDBPjy79Y0udgFt+/jJgY5PeMBu9bCBTezZFnLwgW11hT682Q2JLvyOBx870KiJEx4342w+6OgDeOgD6NTAbn3a3plT2ztz0sWKLMBOR9NMgUeXGiCHX+KBTk1MrIFtSGXsjMF2OUyQ58LGPgLw0AN2qwO963d+qKEzB7Q7Pnbo2+1ash7EgF279Um7AzaQx84soAH4tss84QM9aB3slme3dUfvah6EsDtOEoL5AdjAFrB39fC3F3bLR4d5BMh09u2Wjy1o2LdNs1y4NGyX+G3TLXvcbtvo2e28oNvZtr2zH+zdtrYLcowLHUAbGuyupr0X8GyX2GjDt13io31JNOjANmL/pcAPwIntndhsQyp9e7ddiNtvnd5297LqW2oG8mSaeLu9PMkDrfmcqnsiiZXHY33wwx/R29/xTpHAWt/YyhnW5OF8lHOtSvKin8TGWEqC7PBFF+pud7mzvu/a36PV5WPq1+En4djkHFhbXda+JFU499gvc/MLWti3X//2wQ/pGc96ThItq7rgosO62U/9Hz30YQ/TwSRKNjfXtbG+kvZ+bWxtaj3JtuW11SRcGg2GcyVVwa8T5xYXSoJtlBvZUZJdJAK20oYHcquofh7Sp7LWkiBbXd+IvZFIOiJHopF2Huf50ZJIUtKHRw2dGoyTXRzHBzLMFbYnecKuMl+uknzKNVJoyUzAb9Eoau31H1kSSsch86/E1q6ElOZxyMkh/nx2PkmYTKn4pelckrr3u+9ZqpMx3FpfUz/JDT7vh0kY93p98UvErSRWFpMIe/0b3qxPfPqzqvoDOTfsk8TGr+04n6uqas887SnbwVABJW5vi3S1EmgTKOXY8qqqJIAWl/ZrNUmYl77s5Xrq05+uf33nu5NYW4p2hP4TL/bMXnVoHfbyjus3SvIlbxl3FiERp7393tjZR5X4c+svffU8bSRpeuDkU6WMZW5xqezLl7zsFbrXve+rv33dG3Rh9ihmrn/d6+nhDz1HD3vwg3Szn/gx8e9z9mKpl/U4sLSURNdmro9eko/Zr+P4S9KRRPqBffv06U9+Ui98/gv07ne/W/zJ/HKSkT9w3R/Q3e55D33X93y3miTCSGj/f+y9B6BsWV3lvdY5Fe69777UmRyaOAIG0FEwMOpnQEHHMcw44xhGQVEBkaQEFUEyNFEbQXQwISo644xjBEyAAURykqa76dz94k0Vv/Xb5+669V6/bpIYe3et2nv/8w5n1zn/qvv6RPZ6L2vOOrZZN9vis551ZtyDPPi0vV6uh5ko0+x51tM2XfWi0w//qiuuSDybmucavcPtb6dBrkn2EzaVwbRNL/LoVKS79IK61P2kmpmB7AEsgT0TXa/jKhJnAtxxrrnecFUra+u59lfFNfzkp/yYfuf//F8xZh6Wnv70p+tb/8t/1lVXXqEDWQPGeDJfYDDGYXTnavU3b327fvARP6S2N9QoCcQ3vPFP9Uu//Ks6sbGlSXz0V1Z07nnn6aFZi3POPTdJ9JEuvfRSvfZXf1VHrr1O7dxa6Q/Er1j5NyCVftPkus9+GiSRO06CuXUrcPbBw3rH3/6dXv8Hf6DxRq6PJIAfk2v2K7/sP+hozsp8b5Bjc6x5zkeLUe7NyymtsDg3+TP/u9/tbnrYwx6mO114Z81zVvd6rbayT5i3zkaEY6vMa9Y2QmFBO8XiP2qnxPIJeLQ/UY1PwPgtov8iZ8C2bC9in7O306t1mp/wC92Kpn4Oxoft4sveq2/KuO3C6uWcbXPeVtgdHfuzfNFne2GzKJz2hhwk21QFy7TaLoy82Z2c7XL+4eNMmOYzATqfG0ohzgGfG4nVzomxO4+MP+wzvk7n2S5jQZi4ADLA3uPZXRs6MSCHju0Ss21RbJc+chV2FxvxEzvPs8SuFGxBwx7zXX4dnvFAB9UGfIAutKiWl+2FP6WgkypH5VzY5fOV8xY6eviwLWpisC14xEYNaCsF/nA41LJP+LbLnNl7dcQXr+3t7WIfXXzCwCbxQ8MGbejANlWJeZlne+EHOxXYqmCMtNED9G0v5gQdfMGjpl/nAxry1NCZE6XQB8hXhLx42V60K3+5RhcBbALbZWzIwFuukbNd5gv/ABmAnM5Q4EFmfdj/rA960NCpfLuLExqAb7usJ/K2xdwB+NhjfWyXeUceegV921RlPDRsl7m29+h1TnVaYS7w0dguDuyuhmF3bXQIqA6Cvr3Hg27v9eFX1ECXa3i2qRY+6VQZ7AH6tstgCFIpxAEqP6TFCxo8sKzLWOhXVAXbC/9MEHRkbdM8ZULtPRr2kadGngXHN/ZRtPdkoQN4yAP66LHgwO7k0YWPbdti4eFzccCrwBbADqAN4NeadoXtcqDYXmxq22V8y/q0ATZsl7mhXWmsAfHQB3UMSqGdqviBR9s2VfGDHbvrwwe2iw/a1S7jp40vdJgLagzho/Lg04cOn77djYk+dLuzTx9Zu+vbhr1A5SOzQG58mwB/0GyXWJEFJCFLnZthDCEDaAN4gLExBmh2Z8N22dPIg2Uf2i3LdEjYwB5tQBvQRtb2Yu7tzg++gW3ESvy2F75tF5qWCvNfgW71gUht13qZhqzthW2lVDniS7f4om277Al0kLEN+1MCdpZhu/izu3qZVx3ZLk27q0snb8uyNcaQ/7W9/nWNJw/KAjcxKtaxl2+RJSeNIs1Ty62OHjuh33zdb2tza0fjJFH4N/5IbnGml70a6cZJsE3Guv/nf56+7mu/RsePHBG/WBolYbiaxN94NBJ/9nl1EgMkIdv42RmPdXJzU8941nP0zve8T73Biu5+j3vqMY99nFaTnLz2mqs1T8JkLfonThxNsmCkzdhTY7WDvnbib2NrS1s7o2Cn9ElAjqaTkkCcJuM3TkIBjHITDsa52Z5Iot5Ocm4nKEnF0OCTiNxKrNT04e1EF1na49ib5GFikgf/aWaogxRXgt7JTJK0mGaupkkMzQtvHvvjxMWfdk+jD8r5GLrdyAEy6cYq76chzGF/kCTStpiPk8ePqt9KX/SAz9dDHvwgjUfbSTZZ/Pn7/iS4RhnDXNZgZS2xzEoS7bd++3+LJKFJNsXfNEFnOtTr9zLPszhEY576xq/lq99LEc7jA2lq/l3PfhIwiu2rrrqm7Jlffc1r9cY/+TM5+0hatqJPqtRz50zKlXdztTJg+Bl61iVrE0PTXBPTxHZFYr7jhXeVknjkfy6zL4nbN/75X+hRj3msXv6KV2b/b4v/G+ddLrxQD/3u7y5/QvsVSSSdfXBdGm9rrW+NkyzfPnlc//5+n6N9a6vaPLmhD37wQ9myjc4/9zxdfull+pmX/bRe+bOv0Gb2/sGDB3XrW99aj3vC4/W1D36wmnyeznMt8e+cHjl2RA2LnCzV+oF1zbJv+OISMIaEvnjZltum3Bjbjj93m1LSZDTWB5PwdMa+OhjoPvf6DPELzUhk1PPINmK/RHTpBXep+yk250W/s7lop5GhhpNG9pR3odQdwsprnv4sY9oczzRrB9pKfVUSgRe98CK98Y2vL9fBfDrS03/iKfoPX3R/bRw/lrk+R8eOHhUPpqtJWK6s7VdvdZ9e/2dv0iMe/VjtP3h2roVNDXorOrT/kN76l2/Vz7/yVRrvjHXy+Akx/72cUd/6bf9Nawf3l1+jXn/NtXruM56lzeMndSh748qPXqlDSTA2TavkDzOPrRq1GvaH4leug9Av+cCH9Du/+Vs6ecMRHVxb0X/82gfpwV/9VVrNuq5zrh09orPOOVtt26gbM3OR5vJrl7SW/TRcGSShfTLcua7IXuqzX3IW9VKHuPuaZ11pznlLex7QnPP2zxq2ZfufdYy3BPdPMwN2ty/sriaKeg7WGtpNwXbZW7aLCDrLaJqm8Aszb5WXZnnZvhG/MPJmO+/dy3aRs10I2Jnl7KZju/DwBeycejmX4YNlGfRApdEGdmej0u2uDw9Ar6C/DNvCr1IqPc0Sk93ZoX8mHjR4tosN26JAJ3bs2ns06AAZUNu2F/r2nrxSkKnAJu2QS3z0aS/7gQaQqzUytouO3dXw0QO2xbPwIJ+FwPbicxNd7PB8R20bUm4b5iUxCQ1bhbj7hiyfn9TLPGQBNLuzY7uMvW3bnPkdiAmgDx0dnmWh2V1stLEDlGJ7MT5o6FID9KkrbBefy/TaVord7cEqjy+Sc8wNNTEBfMBj7qJWXtChwSuEvFU7aZZ5q31q2yUWbICqb3fjUQqxpSpyy3zo2ACVTw192T+001F1Kr32a13p9l4c8LANaFcZ2mCZbrvcny3TkLddxsEcKcXu7NOvsB2OihwNbFADZKihpd2URWdS6uTRDqPQmQQCQ6HSaEPDADWoNNrQK+gD+BW2S9N2CdD2YlG1W/BFPGwYYuDGlgy+bUEjRnwgh31kqOmjB2gjRw3szi9yFdjkwrC7Cxg5QsAe9CqHLwAdPna5EUQGWpWjrnLw1tbWSkIRu7ZlG3Vxw823A/jH1urqapkLaIwVm+gwDvh2N0fYxkcxkjfapyPkU17VDhcebbuzhR5+QLULH3+ANvTaZjwAOjR4y46g4YOYoWMXH7bLXqIN7L0+stgB6Nc+uthAnjZ+AfNGDaAjgy59atvlECRGu2tjt/aVUm0iT/t0RORG+9E25DIO50Mdm4CHN9aQuGo8tksMjMXu9JSCH3wiB4iZuEDYxSc1fWB78QFhd3bQB8jhnzZ2sAfN7taWNnzoALllQAPEiC+ADrC9iF+nFcYAKpm27SKPDfr4sV32s3aL7TJ38MEu+dNe3ZQv22f0jfwyzih0C/FfzAywlpxJc+VaSqKNX8lN59L1R4/p9//ojyU3Wt23TyQf19f3l2twlIQg/3OUeRKF4yTBHvED3y/a/V6TxMcoicTVJFo2NMjDvO3ya68jR49qJWf4SpKMF73oxXrnu9+tc5KcOXTWWXrUox+tc847V9M8VCeMXNMjjXa2coM4UW/Q1yjJQJKGJAhOJIGjttFKPjdIQkIfJck3yQ19lxicJzU6L7bGGQ9/tj2KfjsYCCC3mUQdSUP+pLMkGpMUXU5ATpKpgo9tEp6j2O8wTSyTIPVkKmRIWnLGjWJjlOToJA8d+FDmzU2rSXxPEgf0aWKMaYlBBnZ3jWW6RZkn6aJToEjNC8Y7OyKZm6FrFj//+Zu/SQeToNo8eUL796/reBIwxLB+YL/azDu/+Byuruv//f4f6vobjopY2l5fTdN27bZXPmNFmSs+dFohNotkUU7M03h73e0kgo8dO6ZJ5oMk9f79B3Tw4CGdOHFSsvVPX4g+cezGMk89U6OZm8y0dficc3XVNddlb65lj4/0k0/7Kf3oE5+k973/A3I+x/g3GL/h679ez3rGM/Rf/8u36HDmfOvEMY23T2qys1nqlZ6TgprpHne7i259/nk6/7xz9Fd/+Ra9+MUv1sWbP6mbAAAQAElEQVQ/c7F+O4n87c1tkXjkf6Ty9bH3zd/yLTore/+GY0fLXuV/QNMmQXX2uWeryXU0mox0YuOkSFg3TVPukbifatu2JA5H2cNKoc81nMGUtZpl/yn7bbS9rcsuuSSJsV6Soiu664V31jQ22yTyYzSXUJNrbCcWutdc7hqL99P7C8Yn0MDGEuaKF/oqxQS9QEhhRURzhxPMskYermmkvjZGUz3neS/Q61//+sz1VH1P9dQnP0H/6cFfpWnWYpg14Fxij2+PZsrJoXHT12v/1+/o0T/yI5rE1ijz0oY27K+oN2+02g505Ycv08/9zMt1VpKKo+0d8Wvr/Wcd0nd8z3ern+Qh9vgi5edf9Spd9pHLdOc73VlHj+R6ir7mUpP/JklgTpPwPZjzcbS5pd94zWt0ZRKFK21P9/vM++jHfvRHtJI13c61qmQtzzp8SFddfrka1iLDPv3lECr4nxZxD8J98rXXXqvD0R3kTJzkTCrrHtm9VwLa6+y2qqV/ipoQ8Et9Zthn5tuW7TMr3UL9NzMDts+4D2689z+5KcFOBWfnMqAvWz29D2+SLzOn+YxH70z8SmuaRpzV1HbON+4FclZXvm3MiT6gY3dytIHtxVzYzvnR2eR8wDb1MqDhTynER6yjfG5Qh1QScvaeTWgV9ql0u+vbLiLEiM3SyVvtQ6uAhv8K2yV+6Mgwb8uANp/PiwyxM5adnR0hgw361OjzPEkuoI4FesIoL9q2c08yKfNZ7cLErm1Bwwa2oKODfUAbGrbxjSxytssaVhvQlAIfOeYWVLvYOd1GxMsLXYAtasYC0CEGaNhE2O7mDR6wDbmMDTn8A3wB2tBtlz1SdagBPqkB8gAd22VPwLdd7NsdjWcE6OhQ2y7rYrusl3YLfgH2AGOgb/uUWJQCHVtplvVAHvuMH7ptWCUOGraLL/SImb1hdzS7q5EDyFDbpiqxsi6sD7rwbRd7tktsdjdmYiYWZNA5XR46NHjIAWhKIX5gOz0V+0qxXdrwQEjlxVjtzi827E6ONj4ajAOCAjDQxAjK9aYQGjxkAXx41AAaASMHnSQh8vCAbVhlsqEDdAAM22WSlAINW2xY/gTFtrBJPPAANuljp7brojIw9Li5hk8fe+jFfHlBp4ENxl15tAF8AH84HJaHTsZEmxqZo0ePio2Lf2xR2y6bDV36+GUjYZ/4kGNcbBT6+/fvLw9KJB3xxY0YMujZLhcMdqBRA9tlrpDHLuPDHqCvFOJjDqiJJaQSFzU2qPGBDeKgZlzwkKdmzpHBvu1yOCkFGr6o0atzEtbCh93NQ40HWfjYhYYebWB3ssgQb40HHvOLHrTl+KBhx/Zi41ca8QJsESfzzRowLrvzhWyTb9hL7FlfbNvdoVPiIFmQG+i5I5k67+Vld2vifODy8ASxxoYN+vjEBvETI36h2y7rZrvEbLtcD8gSq93RaaOHXaVgB2CngvHV9bUdKZV9BL3OLXFgBx3bC99KsV3Ws/KVYvsUmapnd/aVYnsRu+0ijxxjANhTCrTT27UfdnkhQ8M21Sl27Y5WZYrAaW92N3+QmR/mi9ru6Piz9+zQX8aZbNsucWAHIAPQo66wO7napyaOTxQ3p2f7Y5qzXeK1/TFl/60IMBOAB2iu750kkWyu2762RxOt5kH6V37ttUm0zdJe1/Ekk/o5A7im2cP8Kmc63kmycUdf9IX3133u9e/UJzGSm8XV1RVtJnEyz8112+vFhcWvHtskv9y0+uPXv0Gve91vaT2JKh72H/PYx+rCu9wlOZNZl1jh35WMLr+Y5CF7M8nO3nCoQZKXvZUV8SvIUfiboyRP2laOj6bfF+fQdnRJGM4yuHnOHxKBwyQqa6JwmgVGlkQktOvz+URCcJTkmRJbkxjnbsSfY+JvKz62csM+1Ty0oXrDgXbywAFmma8ZflLPm5yLSqnxtL3yy8jt6DLupm2VTRgrEnHmFltz7bbzIJJm+lBCo7OLuWa5cZrks32Ys2sU5kwbWYu1laHudpc768Ff+yCNE2NNLHG+bm1tqySL9x8Uc3DN9Tfod373/2m4uk87WVtlXrhuR8RGXLu+Tq0ysAVhub0gLhp8buCXM7WNPfobGxslYca1W7FQ+AQbtjN1Hc6kylhsFxa+OIf4fKDdtEmIJ+HTZI9MstCs/Wg8zfyMtJJE+FaSRiFrmH31+3/wh/qBH/hB/cZv/mY+o+eZpkZ3uP3t9eIXvkAP+x/fqTvf4TbaOnlM0yTGBz2p38yT3LMGrZP4m6iXJR4kyfQN//EhuuGG67S+vqY/+sPf15UfvULz7K8DuY/52gd9rb7j279d9/nMz9Qga3hya1POesSZ2FvsDfbcODGzp5p+L/zurOZzi2uPsTXRAYxxnqRaPiTjv01ua6pcSDqcBPB73vkubRw/oZ3NDd3vsz9L5597rrgme22bPTUt1xr3L8Kp3M1fed99YzsW3m7/U6o6+8smlimTjKGfa2s0noi1GgxXskY5X3KBNSv7dcPGSE/68Z/Um/7yr9TkemnnEz39x35ED/mKB2q8cUQeb2q0cUK9ptE4tk7uTLV2+Fb6jf/7h3pSEsfTlYGm2QOjLHbbtJonYdgbz7XPfe1vh7r6ksv1P3/2lZmrbQ2GQ20nwd9bX9V3P/x7RVyD/lDX5zp6xc++Qpdf9lEdzLU1ypm5MljJ+veCNgnGvrYy36/+uVfpqiQf1/p9XXj72+mFz32uxlnnJmvabxsNer0kfrfzpcx6WQfukRJWWYZ5Jsh2WY0mNeB+t2mabJFGpd1ryy81bWefzso9yrQmQKLPq5d90wbYbrPe0MpeydxxfbCXqLHLOQDfdolnGlu2iz90sI0cbVDvN7EBfZj5Qoa+UpbbTdPKdqgqdZNxKAVZ/PcyF+me8YUvcEbmvyDizY3B7ubm9OGgU3E6719qv46n1nUc7Algn3ku2CfoIG+77CO7q6HBXwayAB7ANrA7neW2bSELkLVd9j0ySql20yyv0/vosYfb066xIrz0hh57HqBje+HndF/wl4F9pXBdAWxRYwvQr4AO6Fcbtss5wWcHND6ruYZp83yELKBvu8Rld2cBZ4PdzRv8KqcUxkxsfN7jkz52odlezCs68IkV0LddntuRB+jUeYjpooscevRpA2KgD2yXsw+/tssYkWecxIQvbGIb0MYGPEAbOmcqMdjdOKFhE1/Y43yzu3jhQcOHUuhjF/AMvUzHLnbgUdsuCVH84o91iIly5jLP0NbX18v84wM926XPWGyXeSGuytu3b1+hIQ+gE5Pd+WKc+MG23dGwRQyAdpVHnz5jAPBti3sEeIwPGv7hI8u48Alo44f5wid9pZxuHxshl+sYPdrA7uYf+6DSag2NOKixjV30gW3ECuATW/UDH0btowegYY/adomHNrBd5h05xkSNnWXY3XrYnSwx2V7sw+qPeLRboDF3ABI68G2XvWx7sZ6VnnuAU4ODgaEKBgHowwO0QaUrpQZf6chBowYRKS/bpa5v8EDto0PggIlZ5tkuEwkN3ywEevRBbVMD22WisYVd7RZirMAHPPQBbeQB4shVX0wsPqHBs13s06882yUpWfVti4Jt5AB920UXevVpu4yPPlAKFy+20UM2pMUiEhc0xrCaB1hAu8pQ07ddNg597BIbNX0uKLu7ePEDze7kucDRr7KVRx86FyIXLnLEAh2ZOkfIELftciDjFz6y+Kpy6MGjRr7S7S4u5AE8xosNu5sraLbLBseGbVGwhX9otUYX2C7zjNxOHuqJZZwHb3jQbJe1wQb61LZFIY4iPx6XA5c5gE8cABv2nqzdtdGFV2Woge3iy+7kkKmAf3pbKfjj4Ki+6RMnoG272GTcthdjxZZS7D1auuVln0pDFv+FufQGfam7aNqdvt3VC8ZSw/ZSb69ZbVIvA4k6HttlHMt84qtjRpY+QIa+3enYN10j98mg+vhkdG/R+YebAXIIoFq05rUppzXOQ79t8RDMn+cOV1Z12eVX6B3veo9GSdaAtdzocF3zb9at71vTieNHy8P+6rCvr3/w1+rA/nUpX0g0Mcj+6ufhuxdsbicZliSP277WDxzQ1ddcq5f/7M+qaVtdd921+rZv+zbd+973yudBT/yKbhYbq0kYTlPzf7umJlG4k7NkO3a2kjTbTnuUBMEoD8rjPNRPk4wcpz2JjhLANOPbyVlFIgcU+elE8AE6s8g0bVuSDdCm6VODUWTRG8WHm7YkhqaSsLOZBOsovviFKHM6zQP9Ts7HSWKYZzYnSX6MMp87oWHTbZINiWVSdOZljqOiaWKFxjkZtXifKVksZRJ1OpCbRn8enSbrtG9tRdPEtjIY6MEP+mrd+oLzNM28bCXJMRj0y5k7TRzEniq+rD9/01t0zXXXi+TOXE38Ob4k7JbGGd+QcWSJiPYZhcR+YL3xP0qyeDMJr36SH2iNE9eZtf7hqPNMKHuO2nb5nONc51xkT5PMmqQxk7ST/UwilgTzZhJIF5x/a11/5Ihe9JKX6MlPeYo+8IH3a5B9y5i++Zu+US97yYt1r3vcTftWeto8cUzNbKK1lb7azMp4tK1JkvD9fhvLSQwn6d70rPt+7n11zrlnaTTZyXw34iHhfvf7XP23//ptuv/9H5D+etnrbduW/cc+4s+v55JKmzq4qRdyy7xip9fXIOg1rfrB9skN/cWf/JmG8eHszX//uffT2YcPatjva5Rrstc24rOROduz5TRPR0if8guby0YYAehoXOe97NudXN9DksLbI21s76i/sqbhvv360KVX6KnPeLb+4i1/JduaTcd6zjOerq/+0i/RdOu4ZtsndHh/ZPuNtre2tLK2X+ff9vb66Ve+Wk/8iZ/SOPMxbiz+RzNzEYvVZKJ7SW72JnPNt0Y6tLKuyz54iX77N34zx9hMzvyMcg448/Vd3/M9OnD4sCa5mNAnCXni+HGdlSTvZhKOW8dParU3UJs99vKXvlRXXvoR7V9Z0Vnr+/TcZz5D2RKBxS5R1iIOxLzPI0+txDTXXnH6CsGB0jgeXy+JXc7N62+4QdffcERnnXV2TM2yv1qNuMacRHgSgcMkbpU295xgkjHw5ZJk9Xr9XBu9nLUDrWae6Y8y52tr+wqNPsjlJHTALDFCG+dMmySJDrazNm3ONXyhv7GxqSZzTH8wGBbbtO0mczYtZ8w059eMsUtqmkZt9mWamuRspL4Ft8xAdy18avNge2HAtmyX64S9h/0Ku+PZXsh/rIbtsnfZv0rBFvuaehlhFb+2F/K2u2s+F1eNRSm2bySLfWB3vIgVXeozwXYh217Ysn0jGtccsL2Iq9frFdvEr0+yYBNVrmXA+OjbezEwHuRsL9YDGWh1Dm2XuOxOj5iA7VPGZe/1lYLtCuwxpn7ObWro3GOd7gM6sF3OT/jETT3KeYqO7ZyL/TI/lUc86GEbX3FfZPA3GAxyxvbKGJDDBs/9tssZyNygC+AB2yXBh77t4gubmv1iTwAAEABJREFUyNjdOIkJEAN2qQH2sEGCEODf9mJ+iY/cRZXFJvcia7m/tjs5aLbLvQD62Ad1fOhu534B/9hDBtAmTvi2aZbYkQPQIdodr7btvT5+gO0brS/yFXbHJ1ZQ6dS2qQqwBejYLutQ41SK7eInzVJjCxArQNc27MVYmF/bRb4wdt+QrdglLeYdeqXRtjt925Vcang0qCvoA9vFp+3crUuLjlIIFjDRAGXbZcAMqEK7pcpAt10Gx+apetS7osVPbdcaPqj9WttdkJVnu7KKD2IElYgcqH3iAbaLX7urK9/u+shAwxb6tstY7W4s0OAxJsYKoNle3GjYLjpKgQfSXPitPqAB20UXOhcxtgFtgI/at7s4tVRsF39sQDYR/mhjz+54XPQkJKHBZwzA3rMHnQMJf/AAbeh2Z8fu5gE6QEYptssY8E+sSsGX7bJZsUEfnbAW8dLGRoXtcrBx4XMwwEfX7ujoIwut1titwD8y8KsubUDfdomT+YGGDduioEfs49zIQp/lAxS63fFpV/s81ANs2C42mWPbi/2ILaXU2NIsL3vPHvr4qjUC9ql8aPABtuyOb3uxpxhPnS/bZX5Pl6WPnFJ2faalYkNnKHZnHxa+Ae3TcVN0u9O3XVSQA6Vz2luln15XMejA9hnjhQcYo+2iRr+iED7Nb/j6NLu4xfzNzMB8ibfcVh5sK4s16uXhVMp16kar+9b1t3/3Dr33fR9Qrz/MzdNM/fDbpim/tmvyZNzmgX60s6V73+sz9EVf+ADN8iA5Hu1Isct50OQBFZszHvQHq9rYGatN/drf/E29/R3v0DgJtM/+7M/W13/dg3Xo4IGozUIbRb978WXHdpJ4veFQkzy8joKd6IzyIEx7knNokoQcIEE5wn8SBLPEmINH4/D402oSh1tJGo55eA4ffRIdo/RnXBNtK34lSBvZeWizTNQoD+boODfoveGwyOB3J36mESC5SB/b6OITWWVexpHZ4SY2NefhNA/e5dyMbfiizjDhxVVmLEkQ3jOmkE95OeshLt3otG1PzC1zP52MSvLrcz77M/XFmf+tzZMa9DOWJGQb5iDyJDkV/ZUkGN7yV39d/odCwyR1oClGe7lJL7K66UJ8ES0C89pILzsl7wplLm5Qx1n7NmM/cGBd+5Ig7feaDHWufmLK4urTXWwmqfNiW7ZLhzN9PCGh1JOavtrBim44dlzu9bWSJMwv/uovJwn+3/XqV/+imqbRwezFL/rC++ulL7pIP/jw79WBfSvavzZMAmmWpNU4Y5pJ86x+gHx/ONBGEr+91MOMe5Tk2Nnnnav7/vvP01Qzncy6XHjhnfXN3/hNOvuss8rDTrku2EPZF+iSfCzBsgfSKH13eyLOQrnxa+6ORjXK/u61bfm140bGdsG55+ntf/NWXXX5RzVwq3ve7W56wBd8vvptky8NlH0zUlfiY7HnsASVGtD+9CLeM2Jpf+aca2Q718xOru9+vgBps07NYKjLr7paP/G0p+uNf/pnWsuXINz7Pe0nf0IP/OIHaPvkcSkJ4FkSwRvHj5ZE+DjX9cEk517xql/WRS+9WMqZM8m6TjOkMmeNS56fBGSbpewFa72Bki1WkzX54Hvep1/9pV9W60ZbSWYOhkOdff75+uoHP1hr+/drGpljmeOLnn+Rrrzsozr/rHO0nljnSZq++hWv1Ec//GENs/ecuJ73zJ/SPbP2g/jvNc7e6XyXX6zGDlNfYEkgbw6U4mCeM4wk5cbmpl772l/Xq171Kn33d39PuXe8Nl8mxEQeHIc5r9dkW5ubW9rKw2LTtBomAdrP/A0zl/3hoMwzZ9J29gr1OGfTXMr53tcoX+jg4+TGRsY3K7rM9bDYGBSaM4Z96+tlDTjLOJPjtJzN1E3blvaJkyeFrWqfe9Y2vCb6cVdetgUN2IxU/6aL7UzhTePf9OR8HIO39+YOcbvr0wbzXGQV9E+H7dNJpW93dHQh2Bb72N6jw6vQacV2WdeqY3vxHMTnEuJ2R6MN7E6HdrVrdzT7zDVyy/L0wTLN3tOtdNuL8dgdX0vF3qNVe0vsRbPX65VxMiZgu9hl3NottIHtQqn2bItnQvrwOROoi9DSm93pVZLt4pM+uvitgAYqHfs8x9KHjn38ANsa5XMHXei2y/mKPDTbqCzWjQ5ygDYy2KfGvu0ydu2WSsMesF3ipo0eYswf9rABDcCnT2272ERGKbbz3r2wjxw928V2pVHb3XiwiRxjxg52a58amu3c608LsAfK/WbOb9tlDrDDfFHbVj/3kLYRLfOGLYBviLYXdGi2S4x2VyOzDGTOhNNlln3QBst6Vd52bZbadvFPx95rL/UXfOxhF96ZAB/YLnODLFiWrXzbhUwf0LE7GjoAOrBdYmBNChAGtqluEraLou2FDAbpUAP7pnnIAdvFDm1AELZpLgbKBgJ1I8DEfoXtxaatNKXQTrWwb3uxQaBX2C76bFh84Eu7BRtMGDRq28WefeYaOS6yYW7mqNFhY0PfNVn06zipK+xuk6Nbb2aIiXbN+mMTeWxhG9CGhqztMm+MA78A3/DRZTwV6KEPn9p2ecCCTgzYww43wsjQRxdZgJxtqjIm22UeuVCrLPK08U8boAto250OfKAU6CDNhV2787NMq230zuQDG/CAvTcvVY8aGbuzzVhtlzEoN9F2dKSyZxg/QD6kU+KyXW4ymV/mu45Nu4XYKiBho4K+3fm342/3BgI6MtTA7mTwwXgq7E6H2PALlvVoV96yHeQAfACPGtg+ZXzLPPgA2jKggUqz92xU2nJte7lb2sv6hbD0ZnfyyIAlVmnaLjEvj8nuaAjYXdu++RrZm4O9p39zcrfw/rnMAI+ee7Fw3czlPGjOJTeaJFH3Z3/x5iRPtkqShuuUa7ifG83VlaG2Nje0vraqWb6U+NoHfbVWVwaF1raNKOxFbIyTDOj1h5q3fU3d07ve+z79+m+8TvvzIL9v35q+/b//N5179tnl15Qk1Pq9piQhd5J4dG56polpO4lAEnwk66YxPucMysOsg7mlSc4GftFIYpCEIA/lJBTntpx4eoP4jsw0mCThs4xRkh1b2zt5OLfQI2YSDG7a0odPf3tnpJ0kPydJCDh+3Wtju42ehN1R5mGcBOkkyb9pDE0jN63+Qid2HtqZFzCFn1gyHJFsqjz6N8ZcTjyO335u9naS6JsklkGvJ/4dyHkSCf/x6x6ilSQZ1vPN9k4SEMO0Watx5q7fH2h1bV38n37/+A1viL9GsZh5nshZa+zu+ZynGViRSXP3FcqiT7sjz+Vd6qGD+9XP2gGS0vPMx7EjR8Sf6PeyBjHXqXya3plT22oyR7SnzHnml3NvVtZjrmMnNqS2p2xt3eq2t9OJkxt66tOepmc9+zkiKTPo93TO2Wfphx/9KP3I4x+r29/21hr2rKPXX6vtjWPJOY5KAs9JKk4y/87+7A2HSm5TzhxvZI8oNpLR0TVHbtC9khgerq9J2Ssf+MAHdPTo0fielZv7rbJGw+S8JlpdXS2zyD6Y+9R5zwSLMs8bSNW9Itc18h7GMP7nGZiz584+dFhXfOQy/fkb/kQk1/gl5Dd/4zeU8XDdzrI2/cQk9mDmiTmLlfKaV4elt+ykED6Ft/meLmZNH4ScdeOfDOgPkuTNONTkuso6jaZzXXL5FXrEI39Ib3vb35Rfb462N/X85z1HX/1VX6GdJAdJEA6zBocOHZLd6Iajx3XBrW+jV/zcL+h5F71Qk0zoYGWtzK+KX952/cY1LyiznFP8362Hvb72JWH3/ne/V69+1c/r4Np+KfuI/yP5Obe6QN/53f9DXLtt1n4l8f7Gr71W13z0SvXi57fSfkeSvvuHKzo759tzfuqn9Fn3+nfaPnlCvcZJenaowWSp5MTsJmcJdSBZlO5dpecocF5+5md9lm5z29uKJOFVV19TzuWV1TXdcOSoTmYvzzOPAxKGmQ/Ok82t7SQjd8R5xIjHWXcljrX1fVrJ2T3JWbWds2QW+24b9QZ99XNuIIPsTs5g/r1d/l1S+NChoTNPgOgDbKHb9ntqsq+GqyvFPjrYAU3sty3jdNn/3FPOMq+2yz2ibim3zMDuDMznc3GGg13Sx6xsy97DzSlUu9QVyNumuhHsXIG5WKssNUK2i8+maejeJE6Xtzs9FOABrgXqMwGebeHH7mrawO5snUlvmVY/D5UCHZuAdkiLcdidPWjAdvGr3YJ8BSTa1MB2kSUuLZXaRxbYnQ+7m1dig76kcsr6V/3Kr3HbLiT6NKixRY09QJ/7VttljMhBB7bpFl80bJeziHssnidt5+ifibMKeaUQi+2ig+0KZGjju6Lq2J287TI/0IHd+UcPVBr69AFtwNkJ7E4Hmt3Zsy2+ACYpiA3kGAM1fcZPrRT0kOVzk5hDWswLPGDv+UDPdpkXxk4fPWwC5JUC/aaATB1LlbFd/NpdXenIgipPu+J0mUqvNfyEsrBLGx62aAPbVGX9kK9gbKAw80ab+auocmEVXWpgd/aQp48cNag02hXLfGi2y57QxyhNVbR9ygDtrs8gAQMGyFNX2N0mpI8vgrM7GrJ2ZwcegAZoV9iuzVMmAaLtEhc6FdDxw8VEu8J2bRYdOrYXbfrLNuiz2aBhD9Cu46WNjO0ymfCBUhgvcnY3VvrIw+cisV0ucDY1vKgsXrZLGzpjQAcC+sB2uTDgIQNNKcjZLocHvomdRCVyYRc6suhw0XIx0odnu8wDfXShsQmxiX5FpcFHzu70luWQgQ+g07e78eKb8QN8USMDHXtVB5rdjYVx7OTba2JGDhlq6Hbn33bZG9CxWzEYDMraoGNbjAMate1yU4gOfHwSKzV9bNh79rkRLXTeAvjIA3Rs5xFtLm5OWVfio45oWa8qgx60WtNehu0SM/I1NqUgD2wXvlLogzQLzXaZB+ay+oZ/JjvowAPLbfpgWQf+zQH5m+N/PDy7m+tlWbuj2Weu8bsM+1Q55qGOw3aZI+ZVt5R/4zPAoylQOYfZQ73+QFdedY3+Jg/T/HKOhB17ZZqki5K0INE1S9Jra+Ok7nyHO+hLvugLy590tq2TTFmR8kDLw+gs9VYSYDM32twZ56F0v17za7+h6244Un6pc//P/wJ99mfdR9PJjjQbazYdicTVOA++PEA3vUH5c9ljJzc1SXJlmkQSNmeWSEJST0IbJ5ZUedDOzWIeqicg8nNZblo1bS+RWJ3MPHJzhSG7Ke2dJI5mYeYZQ5MkIvDV9npSHixGsT3KuPklJg/SxDWNtVkQK3Lk2jy4Y2Nre0v8uTnJSHTxPZeFPTBNTOPYHyfpyRmO3UkSQMz5PPa0W+jvNlPNA0JpSjKhyQN+P0nIWR7eBznTB72eRjvbuu9nf3bB5smTahsn2RGLWate28p2ko1THTp8lv7o9W8Qf27cZF4YK3amiaE42Y3B6XRepXk6QEojWNBVy7xQr776Km1vbWgtyencLOnen3FPfcY97xuF++kAABAASURBVF72hxNHLFWFT0vNnNnOtDeiMC5oTdaQtZxmEOfd6jb5XGqSSJ7q//zf39W3f+d36dW/+Evls3CSdf6ar3mQLnrB88q/qVn+VLnX6NgN1+nW552dRGSjefbBdDLKeCXW1k1PSeHqZPb4yI3atX3ajp9Lkxx61wc+qNtdeKG+4mu+Rv0kha6+7jq96hd+QbPsM/Yja0cyh+SZzNx2MzRXStdN47RX6PAr4DqdkEXS2bE97PW1P3H8zm/9tq5O8m59uKp//zn31Vd/xVfEwaxgmrH2+z012Sdt04ixEMNcWJKE4U8L5rFakebuCwox7GQehytrcsawM57p6uuP6Hsf/ghd9tGPaqWV1gfSC57zDD3g399PJ0+cyP3FTOsHD2lzZ6qjGzvyYE1nn39rveziV+iFL3qJhkkEznPNbW9tqs3YMtK84y3TkIkj4cu1DDgzuKb5Nx3Xk9Q7ELz7rX+nP/39P9LW8Q0R22qS7OMcEv/jod+T/kjj0UjXXHmVXvfaX9fv/c7v6G1v+Uudf9ZZajK/j3/0o/SVX/pA9eNnkH3ErxgZLnuy1Lw58x00WQO6SnTaLchFtVzHkRIJ1v/8rf9FBw8fLknrSy+/XPwacR6d/QcO5guGfeoPBrnOJ9pK4jGLm7N4TcPMAXsMe9zrtTkPJomP86fSoHNfCQ9Z4qlnwurqqg4ePCj6yCNnu8QDbzwey3bh82++ci9dZW0L2/2cV5xzDM1mNMp1MFsAeXi34N/2DLC/Tp+BM9FOl/l4+rbLPrW7GrvLsH2TZmwXXQRm+dytoM+1wnVDbXdytmFp2T46EJEFVR7ax4NlW2dq251P2yVWu6uxbfuUWM6kX2nIg9qntg3pZsE5gGwdG8KMGUCvfa51+sgB2uguzwc6AJ7tHGX57M25Sx86oK3dQh9bFdWW7cVccAZxFtkuZ1WNAzvow7f3eJjGDrA7OjTbVKfYsC30sY88NrEPsF37NT760GsfOeYAw5Vmu4wbe0C7BV3Ob4AN+sDu4oKGaLVDG/vUxIgtdPFnW8ihQ+zU2KKNrFLo0+bch4889y6ANrb5LIEHorKYc9roQ7e9oNun7kf4yALkQW1TV0AHtW93NmufmvERF7ANqXzOLOtBpI9fQNvuZGlX2C7zw3wgV6HdYruMCZ+Q7K5vd/UybVnX7vjo2V3b7mp0llFjaTBAB6ZtqgVsLzaL7RKU3dHsrq/dYnd9u1sEyLaLvm1R8FNBH9gdjzYg+AomyN7jo4sMqDLQADTbJUba0ECVo650xswGo7ZdYoQP7M6G3dGxoRS7o6dZDj10scGGoOYGhc3Ppl5bWxMbGToXBbLYqXW1UflsdIAsNOwA5Okjz1xgG7v4xB7yyNAG0JFBFh34dUy1ho4sNXLQ8cGFiDz219fXxQ0bMsjCxw9922XjIwvgwwO0kQG2yyYnHnwoBT5Is7xow6PGBzV9xmG7zDM0hKnxsQx0kIdf6cjVPny7swMNu8B2WXPGr5SqU+rGhefcPCOLDcZJjQ/71H1gd/LI2p0v7CCLjm6i2J0d5JBHrNa26RbAx86ZeIwdwAMo2F5cA/Sh2x0NWWgAOrW9FzM0UOm2aS4ADywISw3oFUvksobLfdr2nl17rw1vGfZebMt02rbLOJkf/C7T7I4HDd7NAZlPFMv2PlHdf8vy/3hjn5/iyrmm2zwscqa9+93v0RV5uF7Jgzh/nsdaNuGPkxycJ6E0TNLtaBKJ/9+Xf5nOPedszaYTteHPk/zjjG6aJratpmmT5JP4FdLff+Qy/f4f/XFu1gZ5OF7V1z3kwWqzByejbcVAHui3I+/weyLRt50H/HGSKjxgj3PjT2JvnIdnHman6U/DIym4k4dgxbfbRoxonCQfMU8ig944Cbbcv+YaU4oL7EZN25MTZ8zEn0o/hCLnxN0mEUIf/mA4LA/4GWQSH1Nt54ugrST+qEdJKMJH3rsxEAeYEkMSV1KuURAiY5snIBCSbItCv4BOkBRi3rtXk1gZV9TKZw4JjZJ0yoh7GQPr8XUP/lqRgFwhEZG5m8Yvnyucizvpk7y49NLL9M53vquMpY3NOO8c7L4TpWKTbkKl+jgw1wXnn6dBklqbSUrvX1/TE5/wBP3cz75c/+Vbvlknjh1VN8KPw9QnKTLLPC+r2labZAtomjbJmgM6cvR4Saw/93nP15Oe/GPi39E7/4JbCTzlKU/RU57yZN3h9rfT1skT2toAx3Vo/z5df+1VIok0m47VxO5wZVVyq40krsdJOPbX1jVt+tqYzPSRK6/RpVddre3EM8oEftlXf7Xuee97lyT0Rz96hV7xyp8rSRn2zfr+/eVPVUdcU5mgmIpd7c6+UuYlAdVRlnZDZMNcvEhUDXp9kVjcv29dv/6aX9Pf/tXf6OyDh8qfFD/20T+ssw4d0saJ42KfcK3OyjUxV5s54nN7vrD26WrgASzZZxwgpGESZfPskpldzourrr1OD/2+h5c/vybG211wjp711Kfoy774/hptb5QE5CjX+bwdaGuqzP9QqwfO0sWv+Hld9OKXqtcf6tjRo+KX2eurK2pz4YAmtTPD8/gk8TjL5PGn2f3IbOQLhMFwEPs7mu2MdeFtb6/X/9/f15/90Rtzfq3oymuvFb9o3Xdgv771W79Vx48e03rOx8s/fIn+MAnt888+W/OdHT3zJ5+qr/7/vlzHj9ygYduIL1U4VOI6XhmwZTdyoFy7YC6iCpvXPG/BPOesgnkUOVPvdre7CxzOFwm3v/0ddPTYMbF2vf4gczbPNT3MuAflLIuKpnnjDD2xsSHOKMcXGOW8HOccbXu9yPdL0nKYJDnn6ol8gcG/xznN/lXWAhp7tcpSo38kc4v/aodkKDb4s+2V1VWhjy41NhlDRlX2G/eT/XzOANs6/dpF7hb825qBuj9qvTz6M9GW+Wdqo7MMm2uuA/K2qRawT+1Xhn1j+ul2P15Z9JC1nUvLNBdouDZ36bYL3+5qeFwjABvUpwMZYDvHSVNg77UrT7uFPrBdKNitWLZdadRFcOmt0qirDm1Af5rPGGr6tkW93Mc/5qBzxtsuZ0HVg1eBzHJ7uY9N24s5Qw4+oI1tfAH60CtqHxlo45yN9RkfHnRATAAZAA9gk3OM9umAx1nH/XSNEVqVwy597HGOI0Mbvt2NhzZ0anuPZndt9G1rkHs+2sTIZwWgXe2hjz9iJSZq4kKn2kceIAtoVx660OgD2tCwg+9lP/AqKh2fyOMPGsA+46aGbndjsrsa2jJsF7O2y+dItYeM7bLnaS/DdtkX+NNSWe7bXuxNYgHLfNoVmKBNXWF3+vRtlzhsi1Jlaw3NdomJdoXd0eyuRn4ZuW/JHUGV3q1PEcgBwsBtLwKwuzYThay911cKCwkdftUNuUwG9ApodhcYbbDMow2twnZtLi7oKmO7DN52kYFOHKWz9Fbp1JDZaMRIv8rbLmOFrhR4Fene6GW7+Ea/LjK6bE6E7W4hsYFMpSHDHNku/rhwAHTbZTPa1unFdpFHF3tAu8X2god/bCllNpuV+bddYrW7mNAlZg4oLm4unIgXG7ZpFj1kKpCpIAbojI3Y8YkdsMwrhvKGP5Bm8YEMOtTEejqQs/fiwA80QBtb1PRpExdjISb62K68ZTna+IQH6FfMciNvx2eAPYA95IgPm24bqfFijfAFsNHkmrFd9qh2C/RlVFnbp6xHlUENGds0iy14pZM328U3vpRSebaLvZAWL9sL2SqvFNt533thA0CxfSM70EGVob0M6BXQbVOV/VMap71VWWpYyzVtYPuMccADjMc26sUPcwa9EP4B3uzO9j+AqVtM/CPPAJ9sJMV6eSjENdfwX/7VX4nrdpbsW9O0Ic+zv5S9M8tbrvw8GJ+fpNOX/ocHJnHYJWb4RRBnSoRzHc7zcDwtfyY4nUel6em1v/E63XAkD83TmR74wAfqnve8h2ZJ6gD+Rx6TJGLMmRID+J3Gt9xqdX2/inNJ0/idJskZk5pFNs/YmuZhmb5znuSwLAnCSWQYE3ucB2batmPGiW2W2CaacoMcA875xNnVRB/wUE0f3bgsOlL04qTGhX3kRomZP2np5QaQh3O70YwYY5s4Z7uxLWzt+iBW26LEbHTmKgkoCCHPMjqlDlXwE2a5yeShfpZ5sa3RaKcbQ5K//GntF33hF+rOd76TdpIYxR9jmTEPiaFpW5GE6A+Gev3r3yBsEC8ydhzhdwlQQCWVGGpnuQ4jORwdO3JUg/5AbeZynLiU+IeDJHjnU/XafAYs63wa2razN+dlPjDfZryANebfozu5uaHX/a//pR945CP1m6/77fIrMubiQQ/6Gl188cX64i/+YnXy/KZxrpVBX2urwySjNnXW4YMimRsHatpcC25EYnuaBZplX4/mjU6MJnr3B/5e77/kI5r1Bjr7VrfSVTdcr83sD/7twLPPPUcnk9z5+7//e73uda/LdbGia665pvySjL2g3cJ6q6z4LuFmKtYHIDLPGh8+eEiv/dXX6C1/8SYdPHBA25tb+v7v/T7dKckqfgWIjLI37U5rFh3mh72CjU8XOm+d9eU2lHnewDh7mL29ncTf5fni43se+jBdcunlOnzOuTpw8ICe96yn6fM/5146cu2VGmd/ryXJ3UvScnM808Fzb6WVg+foBS99uV740p+R24E2Nze1f98+bZ08Lv59yDYXUC/XDbXTZsyzBDPJ1pw0c42zifsrQ7EW21tb2r+yTyevO6rbnX2e/vyP36A3vfnNSXCua2N7Wzt5SL3Tne6UL1Aeon7TFvBn78nk6Uk/8iP6mq/6Sg2T3Ou31vFjN6jJtbC3ppazfyTnFeepE44cGpBDF2Wu7OhASUJL/Dn16to+PeKRj9Krf/EXdY973EPck1+dpOgrXvlK/f4f/KEuyd5rsz9JbPPFUZsYwHBlVfzPvxwe2H/woA6ddZb6+VJlivOcSfP4ZVxKu/IHKyviXFtbX1/IrqytaTXzOpOKzXPOO6/Mxw1Hj+pk5hz6KMlNkp5tv6+D8UNyuZdYoiI+HwBtaIzBrmOG+m8TtmXfNP5tzsonPmqua4AmdQX902HvzTc821Q3gu3F2jS5PoDtIrd8huILYq1p2y660ADyYPnctTsZ5AFygLZ9Kg/amYA8gEcNltucC7YhFdgucdEhHmq7o9ldvUyjXW3SPh3VPraqHPME7M6e7aIGHzkAn3OAGiY8attnjA8esPf49JlP7KFPXfu2c6TlBM5nHXSl2J0uPu2csjkD0QsLn0XeNt3cJ80KTh+f7SKHDaVUf6fbQY/xRUTIAHSgEw+gD9DlvhMgj57thR405JYBDT1o9l7MnLHVTj1j6eMf35WGvt35sDt95NDHLqBNzgIf6NNHBh62iBOe3elDB9V25dl7cw0fIAOW2/QrbJd5tjtd5gtZbOKbWrsFOnxiBPRtF33aQLvF9mKtsQEP7LJLRb/aszv5wsgbPJCmqKs/bNl1+TMQAAAQAElEQVSGXOjwgO0SR+XbnUy1r49RmmU+BiswAGqfmj6gXUEfG3XSoJ9Os7ugkINPXbEcODx0GTQbAUADtsvE2t2CIQOqHWq7k4kg3dwezctD2zQ3p2CWG2AA3zlwAZsMYXxhD1/EBOzOnm1EFrBdJp0xo4MN/hQaHR7auElkHNCQgW53cSvFdnkogMem51ccPPTNcmAAYhmNRuWmxu706GMbwFcKfgeDQblhs7uLDTls4r/6neaQQod6Hj3Gjx8eJJkDLlrA2Imd/zMhNXaIsdpBtcJ2zDi+B4WEzOraqnr9nnbyoAag7eSbc+bItqKQFZDwTRvbKsWZzzakJps7/NxQz4JMR6HJzaIu7SaywNhU5rIJ2sh0c4U/xoL/ttfG5jwP81NhE0zGaSd70LhVU+1IRW6WuUK31swL89zmJrfJngERja1ZWR/6yDNXzDG8pm2FvNtGyoPr3FA7+8him7Wgtp0YIqeuwKdFDbDTxC80AA3QtjHcjRlblQ6PNjTatks82LLRUZkru2srBXmQphSybTl+y37RUvFSuwjSJwbGtwfBOwNsxooRgHznofqutVJoM3bbsjtAq2B8jAmZiJc1gVb5NnHl0TcbqdJOr9H7WLD9sURu4f+TzQBrYxn/WWeqDvNCm0ySTsmeG43GOrmxpXe++13q9Qd54N7MQ2hPTduWfdPPg2STa3UrD5v/LglEEl7TySjnWy/nwqxcP6urq+WmiV/ODAb9nGVzXX3Ntfq9P/iDJF7WxEPxF9z//qFLs3zm9HMWcnaw57ZH2+VXYY6/tSQeZ9lT1+fhlgdhx7fc5PPKBbTdNmpydvG5paYJqYldF8BTYuUMye6WnNEH9EdJIuzks4OkxyzzsZ2zeJZYOOs5k8uvG0MjMYLto8ePiYfq7Z1RYp5nDH3xp9duW83jYyPzwZ9f82/7IbOTeZwk0Qq/PxgmNzEpn7GzRDZPDDm2Y0c5b2eZq5m64nATY9dROnL5T9re3lI3rzPhoz8YaC0JiR5jJ3kz3tFtbnW+Pu9+n6PjR2/QcNDTIDJ8DtrWcLiiY8eOa38SU296y19mXbcTT3xn7MSES/M2V0l4mDoBEBGBUFcohXaqxctNG2ll7bZFwmNt334NV9e0mc81uVnIfTKNhFLWe5a5oJ2NlhjTS3LTBTM1WYNZxjLJxI5n1rTpaaxWG+O5jm5s67FPeKKe9/yLdGmSWszLvT/jXnruM5+pH33MY7SeRImz1kpia7RxQmvDgXqxt7O1Leb35MkNtU1PbW+QdZzrZOhjN1o5eEg7TasPXXml/vKd79Sx7KmVQ4d0XfbKtceO6qwkHflz99ve/rbiz3bPOuccnThxQn/yxjfq1375Nbrz7e6ozaPHtdoO1MydMVkSc8Xsgq6tMu69tudN5INZozboZbzglT99sf7mTW9Wm323Ez/f+k3fqG/+hq/PWOaxOtcw4xpl/zL+wXAlZpvsv7l6XFfqCl5B1/tY70h+vGhjLJgr45wHsw6ai+K2p5X1A/rQRy7Twx7+A7ruyFHxp79rq0O95KLn6653vL1YG03GGvZ7GU+j7SQrB6v7dHJ7XBKPz3vhi+X+UMNcFzNbmVINVwa7s2cpLdWSDT5X/qMOdnLuzJKsJ/l4+ODhJJ5H6rnVJLbPO3yO/t///l39zZv5VenZ2jdc04mjx3TV5ZfLufYG0R8G3/DgB+k7/st/1k6SntsbJ+XYO7B/XU3OKMUXrhOWlDebeELNnuXcUyndXCi2wlmmJLnf0yz7azXrtjJY0TTn9ThJ77e+9W16wUUv1DOe+Sw9/gk/qkc+6tF6/vNfoL/8y7/KfddUyM5yTVxx1TX64zf+mX7hF39Fr87e+6Vf+TX9Yurf/b0/1Hve90E5e3CQpOtwdV0bWyP9+Zv/Sj/98lfq2c+7qPxJ+8/9/Kv16l/6Ff3N296urcx7LzE0uR7e9Z736TnPe4Ee/gOP0MO+7/v1nf/je/Rt3/6devRjHqdf/83fKr84nrqRe/0k/Wc6fnJT/Fusm9s7OX/m5bqehz/LaMFcuyNnKpaxO38RK69l1nK7MOtbGEwlqKRb6n8ZM7B3TXx88SIPqvRyGxr9Ctu5BDs0TSOAzMdCdnHOHat1U8CWnPJFY1BtU2u32Ls+2kbQwSzPTehQA0Q5H+ABaNyfVPCZBh2ZJrHa1nJNG6B3c7AtCrYAbTtn5O75gw3Qtu2N7ENDfhnVRq35TEGfewnul9RYTe5NCppGXNWG1mYuMnHTnI3E24SHrt3FF8GyNtBt4pNmOb/stMO09+SQiXCsRSbXuoQM/D00Tas2Zw/3t9PYmUdGseH4bTNWG1mJNSG+QT4jhzlj+/2+KJN8mTLKfSIxtk2r4iwM22qajCXzN8uatrHVtK2wi33WjVxFuc/MPRB0bOEHPeRpA9rDfBlEzXzOJbX5TO4PBqXGHnawN40v+AXxjT7P1MSAXeLm8xy0iWeQcWAbHnLcDyIbF4sv4ZGjjy4oMcR2tYEPYoeOHWQAbWySA6Ftu+xz7APkbZd5oo8daugAHXzjh/4yj75SqCvgV4SVaTFV8YkMPOIE1RcC+IGHDH1gu+jDIwZowHaJF7rt7L1ZtzfcRL6RZGkJmabIzAtow3Nkac/Yb1ko/NrRy/532wgoba4VMOFayMaiXQF/GQ2TZLsMVikEzaZkcalJojXZkAwcRER2J88isWDQaLOhCQobyzrwZtlg+MImPFB1sQtsl5tG5CqwbWeQaWADOWp8oG97EU9dINtq2lb4gIYsQI/4+nl4bHOzxwSd3NgoG9buxoR9gCywnRuecZHBBj6xS70v35giy/ioKx8fO7k42cDIQUfH7mJVCnHxwIUPZAA2yhyGzzwN88111lkZYJZR4uLHDnNjd3HxMDHOzXeYat2Igh3bYu2wB61pWyrhj/ioeUht2ka9XMzFXw4L1h0+erUm/pU8bPaaVmAt3zwP+wPNJjNx4fd6fU3ycHDd9TdoY3NLfWTD53BpojPOTSU1cv3QAf9eGHT+XZ9pdNnY1NDKDVviL+1s9lng2BlgN76QhcaN+DQfkiQE+D/P9nbHYTtTZjGWcQ7asvkzkehZjYjDmSvWYBbf2GCsbduKdWCMTfZ82zTFBjxklTLLWPgFBnM+SCw8yAM1Vv1QQha/6LE3bKs36Av7SqHGT9vr5cFvop3xSHy4sSf7wzxYtPkAsMqaExv2Zrl+KrDbQUXfTVvmvGl70bEyXaVmvGCadRrl5pob+1kSr2LigCIbuwlJtgvwMQ1tlqQFdPxn6tQ0TQFtYp3kcKGey5pHEAgbkXNAfxbntKFPYxNAq7xpAm0z573MA3XMlHPINs3SJp5urPPStx1zHYgJwWV+bUMHyNwckDkTqh38A/pVzu78266kT1tt37QPYlrGTQVhezFnthdi9l57QfwX1LCci8R5rnWizj7MHlMSNwCKwm9zTWSrajBY01VXX6d358FSbaOVfavi/+o7SoJr2B9onJsxru159v0D7v8F4k8cZ3kI5xeMvchPkyCYx9Ak9Uoe/kdJ7Axzrf7BH/6h+L+25uLQnS68UJ/zuZ8r/u+/alpt5DNg3ms03Lcm52yaZ68f39zQ0SRReNB109OJnJc7OVNmbgRGnGd5IN8ZT8qZmktEG0kCcq2tru8TZ8Q04+QayhWRh91ZHpy3tZ143OYazc0x593cUj+fH/sPHohOX/VMpeaXPNsZ7yh+uD45h5CH1+RzsR0MNMm1u5Ozc5qrm/8Rzko+60BuGNRkTseJeSf6jGkiZS6nQn7MeRpduc2rDcfluuUc4XzvAgk5a+M4HeZc3EkSsk3snInIML5ZxtjPWFYGPW1tHNPXfOWXa5i53Mn8zRKX0M/8TXK2ra6tax5/H7n8o3r/hz4k9XriV2RzNaJkKtRkwpqCefZLkEAcNJqqdSQXkBwFN5azXnNT90UCY2cyl9qBZs1Ag30HNY1PuYm89YkU251OdGexAWJZxNNqot58XNCkPUoCqb+yIn59uDmz5isHkhBs9Nrf/SN963d/n37vj/9EvcGKzkkS8Jv/0zfq4he/WJ9373tp5+j1Otiz9mWMK9nHB7Om0+yjUfbbetZS8TuNvWwz2Xkg6K+qv3ZAs8GqLrnuBr0t8/ieyy/TZtZF66s6Ot7WjmcarA4y16kHjY4cuV53vuuFetj3f5/OPffc8uu69/3tO/SCn3ymdq4/ocPD/Vpthup7oMbswZ6majWeOp93PTm8uXoCbdrJrqqZNDowWNfKrK/rL71ar3rJxfrwO9+rfgIdZBzf+LUP0sO+49u0rydNt0/Ks4ka1q7JbE1nuQ4msdfKbb9cP87COHPgUDvMQulmey7L2asddsmhzdPkRT23dFOYqYnlvpKTV9v0NEgMzXQssLaaNctZkuj0N+98j77/hx+nK68/ol7OjAvOP0cvveg5uvNtL9As926zJNymMXJg37q2kwReSSKw1xvquUmAveoXfkGr+cJikri2Mge93HuNE9ysabM7LP7tRj7SpwlyHrpttYk505OZlYaJqRfaoNdLHnpbTfpN29MstBw1WtOq/vKP3qRL3vVBDcbW+9/+Dr37b9+m1Xau2fYJ/eBDv1M/8N3fKU+2YkvqN5btzO1cEw6n9DMNmaO55lldoNQS8zyLLFHN5XCjJhd5S9RZN2dN13IGjLc25Vzz89jsJb5zz7tAt77N7TR3qw/9/SX60z/9c73qVf9Tr/jZn9Ms17wzXqvRX7/9nXrU45+opz3nBXras5+vH/+p5+iil75cj3zMj+ipaW9lsnZmrU7uzNTfd0jPfdHL9PTnXqSLf/4X9dwX036+nvL0Z+jxT/lxTXsDbc2kUXxenQT6L/36b+rNb3u73vH+D+o9ieGdH/iQ3vbu9+qpz3qO/v6jV6pd3aeJe7osX0J9x8O+Vw/5pm/Ww3/o0fr5X/lVXXr11fG3lgnraytnLWco55ptzTPOQdtqnrE7+0+aCzCDctqnY5ePLKwm0k3EAP10/9m+5hnfzeGfbeD/wIHZlm1x/dld27aWS52nZRrywPZCn36b/QP4XOWzsupS05/kM3Kcz+fKX7ZZ207D5j27L+tUZaFwDfJ5jC1sAtqTHBrj2KYGxEA8FW4bgVn2LPcX6BXEF7LAxoPknAE8D9guY8O+UpDBNzVocmaFrGIncdK2LehVh7Zt0WfsyCqFMdEH8EIqdujzjOsQkIVnW72ckwB70HiO596LPrHYnQ/sMg+znPEhJRYX0M5sCvv8s2yANvqg85WLV4p8o2HO82I3c4Ff2sxr2Hn2XBFrmCNRbc7Efn+gttdXkxinmYftfNnRhN40beavib2cKaEzLmw0TaOdnD2TfC46Mk2vVYRyMuekiZxtTbOWjBPfRT73rDVmfBMv9myrzZ5jXQA0bENDDznkmZMyushz3k1yxsFrEzOy6PFl5fb2dmK2VvNlbi9jshtJztooa5j40ma8gvx58wAAEABJREFU0GaZgIQb/z01TVv421s72jixIZ79xdwN+hmbw8sBrq4w79Ps11nO2yZzQdxN4prkuuAMJj9CzMh0Gor/ueijQ9yANvxexjAcDsseQYb8ziD3VcVu7NuW7WKj6lHbHR0btjOGpsiwt9DFLvHZLr6ZI+LCL/rwlmXoK4XxtVkTeNS2Q9UiBvjYUMqyDvSQynxOcx8vOWPqlz7zPM1+mWXO7UZN00oirln24iTzO5fdyLuYS2UszAeYZa5Dku3Ya2O3V+pmd34YT4VSmuCUF0yMYIxAmQja0JcFMdhm8NCRB/Ch206gswQ8LjU0ZOEjX2vs1z6002FbLAb+bZfBsGDYgwaPtu0yCdiyXQaPrVlm0xk49SQbkQsiTAFo2Ohn42JDKbbLZLGglca48MlGUwo+2TjUNX5k8B12TFvo2haF+YNP2+7ipA/Q6Q8G6vX74gJt2lbEa1vEin3ic2M1bZMDaShiI27QZGxKsV3irnG2bVvmnYscPxVslmI/eqWOHvOC3MkkYokVGyRWuTixwwVHnIwXn8SEPDWyJBKn2bCZ6sTQS3z9BZYPx+xnjbPZJ5GdppNXmasah20xHoA/pbQ5MG2XsRDbmMMyjtCJciQsZW76g576g36RI64wyn5gnbCFTcbC+KfZB8wHMpIXPpWCLDxsFH85qOjbztjaIosdxs1+6OVAqoAObMveReaZfVbtYos2MVT0eODPeikFPnRq5Jyx2V74ZhzAtihFxk2azBEH5yxzwCidGBq5aaXcqEuWgkxd4VMDpSBdY0xXtgvyVj6o+NCyLeQqnxjaxExNDNhy4gBSZCMMjbZDpw1qH1qHKpsPnAhgS0vF9lLvzM1lHduyvRCE97GwED6tYfsUW6exb+n+s5kBJxKQ6owveM5atro8CapJzh+ur1l2dJZYXL/sEa5p1A/kYf/ud79bPrtG+TKip7Zcg1KTmnOht3smjZNoIDH4xje+sdiY5oP3i7/kS8S/FTZcXS1JwY0ke7aTYBjlzOGGsbsUm1xX0iiJTB5MuUbnssaJC9mt3FSOkmiQG/X6gyKrptE4Z+dObg6nsUX81A59mCQj1+hcUrmOU9OeRA55/t0z/icys9wot4m9aRsNhgPtSzJzNYnRiJezEnkeGLYTL38WOcl4+ExaiQx+tpPg5IZrJze009giBs5IfCtzM8v1C2RLboTMOOc188JZD80OT0DK9OdN5Xm7dogbqBRac0yrSf/Wtzpft7vNrcp6zOO/n89Mx0/chhubaeP/Q5dconn8jDN+pZbCm5v3AqU4UMx3D/TzxDALqOcJZb6Qm0fOdvbCJJ8vQx3PDe9PX/yz+omffJr+9M/+QgcPnxUzxVokP5mXiz5+Om1as/ivmIvP4iNHj2U+rf2HztIV11ynJzz5x/TSxHFFEupr6+s66+yz9IhHPEKPecyjRTL15PGjOrx/n8abJ7PRdjTb2U4S0Mkjrmb+GvHLx9F4qrX1A3J/qCYPQZOm1VVHjurdf//3eu9HLtF1J0/Ka6tq1lZ0xfXXaZJIzz7/PO3ky7Kj/BuA/Z4OxMc0Dxi3uc2tddcL76zxxqb6SdJe+fcf0f+8+BV6zc+/Wt6ZJpk10HqSasMkeJqZ1XOrNqs6H89KXWjzRvsjs9YOdPmHPqL/85u/pZe/6KW66pLLtD/XQZt4H/Yd36Gn/9hTdGB1qM2McT21c4WUFeAta6VgHlAXSCqsxO+Crl+IonjRNN05b7Q6zMPdQ7ZH2PNdpEpSb0v71tYyGpeHTmcfNtmb/Ducq+sH9YHE/9gfeaKuvvZ69TKOO9z+dnrOs35KF972VuolUdcm1n7m5XDW9tKPXK79+w+pl/7Tn/5T+vXf+E256QWtlGs9U5d9MMuItVvnc9NWN95Ek3bepQRIYqogBO8iVV6Rz/s8EWturbRDjU9s6f/8xm/rox++RH/2hjfo8Po+Hbv+Wj32hx6hr0/C9+yD6zp63bXi14+9xmp2/bRt4hIlDnUq8LKMEhSip6GfcU1zpkxytvUal+sQkc+6z2fqcY97vL74i79E973v/fT5n/8FetBXP0hf/EVfpEEeWMfR4eFpnljufNe76s4X3kXnnnd+rsnDuR7O0e1vfwedd/4F5dzkjJjkfOWX3veO3bvf4546/9a31oFDh3IOrusOd7iD7ne/+5X1G+R+nHOe+96v+Iqv0JfkTH/AAx5Q+Pe5z30Sy331Td/0TSXhPs75dvzEyfi9QHe6813E2f2Od71LP/XMZ+i//ff/rt/9/d9X08v6tY1Y+4NnHdZmvmxpmkbl7HQjS7tjnqc9lzKPWdVT3iNQ6HmLjEoXPd1S/tXPwDybFzBQarDcti27A3Rgd337xjX6y3AUTkdIgkbNXr05cB9Qgbxt2RY6nA82p4BKmWVXg7mzy4MIFjlkbacb2Yx3ms9urg9ArEU5b3Ynk2Z5wcM3NSjEvNmd3LLdkBcvu+Pb7vynVgp+QbUZkvo5y7GDfe5luE/iKnWu4X4+A+e5F1lGRlbGYbvY7uX6R19LxXbEGKvKOTDOvSBnTvVdRTs/bekSE/xyNmSO6JdY0iYuQJ86AYi57w/6mXElqTXTTu7rRvmSCxu2C5+4sNOkTz2PLc4/YFvErt0Cn/OOe0R8dOPvlzMTPWwB23IT3czNYDgofOSRYTzERs29GnT6tLFN/PCwTfzYYw/UuSF24sAWYVE3bc5Qu9zDns63E0uADjzkGRNnO+i1bdx3MrYxWWBbTdYX7ORzqerZLus1ymePUrBBm/iQsb3Qs11sa7fAB3Rtl7llnmsupdKRqbFCIwbbNE+B7eIL2TOBMYN+9i9+Kuhjs/ppmjZ7USqfpblRb9Pny4fGTaFbLjUbyWkD2gWJQSms2U2BtYV3U2gIBMTO4kXgdVC04dtxHdAGCLe7C0gbmm01TVNAHxvoQ0MWGn2l0IZPDUK60cvufNouNrFRYVsUu6tpLwObAHlq/IIqU2lsSOKrdNrAdtnUbDDiRLfW8AF9u/OPPduLOOHbLhcgPPpAKfRTyd7ThQagU2Mb37aFb9tl02IDHmBstkuc9KscdOxAszsf9IHtU/xiD9ixg0CAf2xV1AuMuQLwsR3RxUGGDWDHTg4ydACxQEcHe+jRtl3mCp52y7IsMvgCtoUe9rABD9R21aMPsAloA9rIoIMd6l2Xi7mofXgV6HIA0odPnzb27C4mu5tP6PAr6AP82p2MfeOa8WGv2q/69Ctsl7nSUsE2spVU+9BoQ7dd9Gzr5gryABliAbSxZXfrybzRhw7fdpk76NDsro+dCugV0GjbLjFhQynYBJUfUnnZLvWn+obdjxfLvmyX8S3TztT+WLbPpHML7R9mBvhQw1KtaZ8O1sd2Ib/73e8uZyl7dpYPW7uR7XJGI8B5e/755+te97qXuDGAVoEPbpBIypWb6BAuvexSvf3v3p5vcVe0nod2HlS3k+wJS3zwcgOGrwr0J7NpHoonBdCr7CwJP2KtNX6bthEJxGl4nH3EZ7vEjCxnS9Wfxi60Jp+/9t41y/nFWCqPPrboc3Nld7LFX3ShwyeOfm5gkdlO8pG66pa4c8bbXSzoIk+c5eEiBPrYmSRBRTuk8sI+/Tl3MLlRlQv5Jt+KbG7ySXLd/e53LzeA2EVhOktaLHHQBth+29vetvg8bJo25M7BPI7m6Sn1jaGbLG3bli9BUWP8v/u7v6tf//Vf19/+7d+WX6vdpOLHxZjHLNgVznzSm2Vfztwm0dSUP4s+59zzxC8l3vrWt+qHf+hResMf/4F2Nk6o55nuepc76YUvfIG+5Zv+k44ePaK21+hWt721jqTtJJxXk0BW1nU7N9I7+ULNTU/94arc9jSeS7PhQEeyZz989ZX60BWX6coj1+tE+qPM+TRh9XIDW7+M3EhScmtjS2sra1oZrujo9Uf0G695jX7sCU/Qh9/7Xt02Ccr9K0M5fo5ec43+7q//Wk994hP1G7/8y7r0/e8vv2I8nOT82atrOhz99TycrbnRSvwcvfpqveVP/kS//Kqf0y+8/GK97S1v0cEkQNciczhJ1hc9/3l66Hd9l/gf/zSJbZI9mZuCkoyJ+qf0mmcVFgbI2rE3dwl0C0JjJy2jSQLxvHMOafvEkSR1j2tl37rG7mt7PtDBC26vv37n+/Sw73+kTpzc1CwP1Xe98x313Gc8TXe/4+20eewGTXe2sk5HlUVLYmqk8y64lTa2tvWc5z1Pr/6lXypr3mSdmoZ9nICy19nj/Hqj1Om7xDUP8/SXQ6jQrlSkQ5q7qyOgYb/V6qAv/gc4r33Nr0i5Xo/ecL0e98M/rG//tm8T/xOm6ouHGHS6a1Jy1k6fYsGWE12vbcW90Dxru50k3YED+/Ufkvx7zrOepYsueoFe9KIX6sd//Mf0Dd/wDUJ2mof2aWJ9yIO+Ss/JnP7MS1+ol73oBfrpF1+kF1/03NJ+6lOeKE9HaucTrfStsw7s0yO//3v1ohc8R69+1Sv0ml9+tX7r139NP/vTLwv94eolDsfmsG30mZ/x7/TMp/2kXvyC5+sl8X/xS19S5J7zjJ/Sjz/pibpN9vose5C5W8k18thHP1rPDO9LH/hA3elOd9KxY8f026/7LY12dso6TrL+lyTBu77/gNr+INf1Vq7DYZk95509lqrsZ/q0T8c8DFb69Pp0uVv6/7pmYJ7rHNRR0Qb07WwKGoFt2U6re9kufdsdYekdfbBE+phN+6bt2T5F3/Ypvpd91badKz9j4wxYVqY/zfUClmXtzmaVhVdRabW2O1l7r648arujN/lstLs4sIVvQBu5jwXkKqqs3dm2Xc40fMBDjhrQxg9tu5OnDeyub3c1NGQBenZHt/fiho6cvcezXRKotss9LvcvzClyxNTmzMWmbUHnvoozGB595KiRoQ3wU/vIAXSwRRseOhXoAHjInI5qjxo5u4sfO8S7TKttbOCzAtvwsAFo2xZ0AI2xERNtgG3ui7GFjFJs512LfQsPWUA81EAptot9bMJTit3pp1leyFbbEOhX0IeHrt2tU00O2p0d+MRAjfzpuvBsL+K1b9wmPsbOeKnxhy1sok9NHzr2bavS6SvF7uymWV72qf1CvJk37IDTRaA1vJ3OoA8d0CYgUIOFDuAB22UxbKsW5JlQ5OyOziCZEGjYsjt61aGGR13BJrO7C4QHMIAN+NjAZm3bFn341Y7tUxYIekXVp48NgH4FdGSosckC0h/kW1JqFpX4GCu6yFHbXswHfNvloUgp6EFDB2C3An3bC12lMN4aD/7xiRx20Af0keOn09T0oQPWgNruYqi2kKno5wZ0NTf7xMU3HNjBj93p2N0cVl18I1vtJszFC5t1PNTILsPubNldDQ8dDNimKmuIL9uLi6HKYRPAVwq69EG6Za1rTYy0AXLoUNsuc6yUSoOebtFnXOgC+LYLHRn6tWaOaAN0qSvo2y5+7L15ZBx219cZCvqVbHf7vvqEB3NBkW8AABAASURBVCofem1T26Yqew0ec4K/CttlHLYXcWm3VLt2JwMZGsAWwB79M8E2KgXIlkbe7D16uuVldzS7m4dle0Vg983u5Ha7Z6yqru3F2Ow9u/apdPvUPvrVcG3brqRb6n8hM7D8YEbIpZ8Ga9o0bbnBes973rO775tyjYSteUlEdvuFJNuFd7lz+XNWhc4+Bshx9vLN7Dx7YxZefzDUX/3132iSB1bo9773vXTBrS9IsuGkdvINaX840GA4VJMkkO2Ym5cYsEOizrbQ45eCsyQY8cF5w2dLmxtDrrXls9y2GAs8anjYIuZ6DjkJvaZtBGwrF0TRmeRmnvmgz/mOLjrcgM0yFnxhE9vEYHe+SKKe3NgscfM50h8MRMzIwsMev4CfTKaa5kGi0DOWGUhfKZPpTIw3TR7vSzzoIgutQ2LtGjd6nyb2KCXBu6773OfeSUCO1JhzcZKkzqzIYwvYjd75zneKMdIuzPJW7Xd1mYtCr28dvfZOref5DGrEmGxriz8VTc2f8WxtbSkzdar4J9DD6+JXmNEjrrmazFOT5GMr/sR7dd8BbWzv6K1vfZse//jH633vfY/2JcmnJFbu/e/ursf88KN0/nln62gSWocPH8je29K111wlNRa/xt1MMrHNug3X9pWE49Z4onnbU5sE4Cg+L73uWr3/isv1/o9epiuStBw3jQbr+8Ifiv8hzbHjJ9SE1kS250a3SjJ0pTfQn7/hT/X8Zz1bb33Tm3VWEoRKouXgyoouftGL9LIXvEAX3va2WonOviQQ3/03b9UrX/JSPfsnnqpXvPDF+q1f/hX9zq+9Vv/rV16j1/7C/9TPv+yn9aqXvkx/+L9/R1cmSTPPvDbjkfrZRw/56q/Sa37x1brfZ32WnCT7wcR2/MgNOvvQQZGEiotP4cXqeaHP/HcdWvOytp1E2tnPi7Wq7azSxg3X6MD6UCurQx1NorHdd1Dj3qre/Lfv1g89/sm69sgx3XDDEX3u53y2XvDsZ+oOtzpfo43jGmZC+dPos885V0eOb8iZ0+3xTC988Uv1ylf9QtZuvyYZv00EXVTswVmup3mu2WwS2XuxdxL1vdKp0d+rMxJUA8sRHyfZN93ZFL+YnY62tb15Uj/0yB/Uf/z6h6S9oeuvvVbb2fP79q1pOBxqMpmoaVq1vX65zlSs6JMs3ZlYzpZ+T5Ocm8RExFubG0nebem6a6+Oh7nWVlc0SKKv37blGty3b1+S4H0due4a3eb8c3TH295Kd7/wjrrXPe6qu97p9rpLkrxnH1zXofVVrfSs2WhLJ45cp/WVvm5/6/OL/B1vcyvd+fa31d2SGL5d1qWX9ex7rlHm4OTRG9TkC44EVfok/FeS3N+fdfZ0XH4hCp9/v3Jfrsfzzj1bX/nlX64XXvQC/diTnqT/+HVfp4c97GElAUAycnVtTbe/wx3Fr+KdMazmmtnOeFkPZYTAu7XmtCyVvjRXQLfU80Uf+q5IOLe8/jXOAJ9rjIt6GZVmW7bpngLbZ6SfIvRxdMqZk3No2XelUbfZy8B2sVbl4IFC3H2rvN1uqfh8B1XWds6XpgC7SkEv1SmvSrN9xnHCB7aLHu1lQLSdW4tyFRUbdicLD9gW90rEZ/uUmKDB0xkKfk4nMz6wTEeuyWcr46SuPOgAH3YXY9VFDnnu0wBytnOPkjM5awFfKehyj4cM5yt15YVdXvQBPAj4wLZtoY9tzntq6MgB20IWGdtlDukDZKst+LSXYbvMI34BMaJDGx+2i238AtuLtbG7NrLA7vr2mWulYLuC+ABxYRvfdqcb0TIOamB3dL58tV0+99Bj/HwOEit94qhAD1/4ALShVdguPtDDPzV20Lc7f7areKmxAejYLnNBGxqwO5p95hoZ/DBW9it+ic122TO2RbG72JCvqHRqYHvhv/apbw74wt5NyZQEJAIAIbtzUicFGqh923RLILbLZrFdNpVSGCxObYuHKfRCLnLLPNtFB7+2F/aUAi3V4oU9Jq6i2oFOG0H82F080LABjdp2mWwW23a5uJRCH9k0SyzU1eayHuMAbD5k0AHIYsP2YmNVOvrIcvHbnU/it31KLNottksM2FtG9cFY2EBAKcjAs7u5C2kxx7Qr0LO7+JAHxGa7xEG8ALpS7NjbPRTxgX4ZQ9vkGWNn8csg5qKJHHqMC9COibKW6DJn+AKVjg5taFW+9qHVdq2RsV3mBl1koNEmBtvlcMA/PgF85Erc4dOHDw09ZJQCHdoyQi4v28WnUuzMyRKwYXe0sMt4oVVgHxAftplfgD+w3KYPTrdDH1QebWxR2y6x2VYt1Tc1NPTwQ7vCdom19v+hatsLUzXGSqh9e0+m8v4xattlzPaZ63+MGG7x8Y87A90tZfVptbkx29jc1EcuvVS9Xj/olT2BBPuTc4K2bd373vcWiQ1uMua58a70SZJs/f4gZywPgM5DYKM3vfkt5aF8Jw/uD/zS/1DO014SLrNw40An8+A+d6N5zkkt6uzDJvrGsiLm2JwVKIVzw+5o3DSs5cF1dXW1PMiGXc46rutJEgF8FtC2raZt5fhh7CQcp0nWwCP5xxiVwtmAfUCcAN40SQ18YZN+REWSEDo3YIy7zbgAidUmbWaBROt2Ek/8+Qx60/lMkyQMJ/GNPg/a08xh8jWCB63kThJkXuUzU3nYFh2cngFMk533GLlP1mZAEiLJCtambRqFU7Q473qhX3HFlbrhhiNljYmpMMtbJ1ldFbexO19Y6PhFdOmNOWEOZhnTZDIudleScGiyhvzqdUn0k2rGjBoniri3eWO/JBXS9DRv+jp2YlMnN3f0/Isu0pVXXqFe2yThtaaHP/S79X0P/S5dfcWlOrh/LaOY6eSJo4W/kv0ySIwnksSZNa22s76b2S+ztq/h/gPiT66PJFn2wcs/qrd/8IO65LrrdDzrNsq6bmeeN5Ok5N8AbdpWjL3nNgmcidqZ9NFLLtWrf+7n9brXvFa9aRJDsX/86qv1Hf/5P+sXLr5Y90+i7cu/8AF69ctfrsd8//frzhdcoFsfOqTDSV71sleu+fCH9fY//wu97U//TO9761sLrr/0Ms03NqRco00Spne57W30vd/5HXr1K39WP/mkJ+og42kkJ9k/ypjOSvLR2Vf9Xivd3OYJ92O/HAtBpj6TWMRpnmp3HvqN4SSsxjsb8rCn0XisdmVNW/NW7/rQZXrk456sD19+tdb3H9Jnf+Zn6clPeJzulqTYeOOYNo8d0eGzD4s/I94aTTRcP5g1kn70KT+uV/78/9R5t7qNdsbTXEs5F+aJJGvC/q772Xb2TFAD1lJhY6c7Dw/MdmvaSnsPSplrZZD9tG+o66++Qq2metQPfr++5Rv/k1ZyLfFvs7LX465odmfEVIMkrzk7OF/msfKpvLiOnBWYZW3Ho52MS4lpoGxzsb4r+SJH86k2T57UxskTmYzZAhvHj5eYV5NgnGydTKLwhGZJpo7T9myUHP2mRlsnNN4+mWTiWMjtlOTvXE0S+OPwtk8c1WR7IwnFa9TOJ5qPtzVo5tq/Oig6+7K2JDCnu3ab2VjHb7hWw2y9/atDDVJvnDge2Zn492mvv+YaPeALvkBPeeIT9Vn5wkSZuTYJ/3E+P9717veoNxjoRPZ5Oxhm97DTllDWbrdf2kqhr8xQ4Hn6XT3vKKV/y9stM8AMcD4A2hWcGwA6sC3bapqmQB+joHM6UKk02h8P7M6v3dXLOtWW7RKT3dVtPn/0MYrd2bO9kKz2bqpGsPLKGZbz1XbxjU/bZY5si1JlaVdAo8082i7y9Cu91sx9BTSAHLAt/Fc+bbDcxz6wc0omTvSXAQ9blYYubbuLqbY5rxkbsshQ252MbbplDLbLPNgdDfsVdkfTUsEWnwujfJlC7PgY5Izjnpo2/pGBx70UstTQ4AHbxadSkAP4xE7lhyV0ADRQ27VGxnYZB21k8EWNPeaAmriIj/tq5CqQq6g05EHtV36t7VP9LceCXu3bFn6hoVvpSmG8zB+gHdJiDPSRrTTbNMtcwMPWmYAOYJzLIAbbRZ+1QNd28Wd3dOYM3eLo0/yW27obe7BdNgTBEkiFUmwXHhNpdwEzCKVQI1snxnaRrXTbZRFsqxbbi8FDQ7aCPrBd9NhATCZx2e4eYNSVZR3bHTHvxAMvzWLD7njQ7D0btkscyFUwxrpI+OaCgMcCoc9DarVPHzB2+NT07c4HfYA8NuDVtr3nG1oFMsSAb8Zc9ew9m8jCIzbmBnn08EXsxIIMunanZ7vMBfLYhr+Th4NJbgJ5iMOW8wGFLr/ywB5y/eFA6OAD3kYeGujjHxqwOx/oKAU5YqG/DHyCiJQXPOSgYQciffSh2d0cwavAL3HZRnyxfsiji01775BHDx3oyKAEze70Kx3eMuo8wkcHHjW6+KFfedS1Txs5amC7XA925892OQjgAdtlDHZXK8Xu2rbT6174rYBi+xQ925ALluPDRwUxAttFF3sowIdOTd92iRk+c2d38nZXQ1cK8iDNYs/u+KfT6BMTtW3EC+y9NgT71D60M8F28Ye9Zdgd/Uw6yzTbi67dtbGzIN7S+Jc1A90S7sbssjfctLr++ht05MjRnHs99Xr98J3PDxWklRvBiVZXV3TPe95Dx3mwzc3vNOeh7SJrO9dBm8e+1G1PVyTp8r73f6Cch2eddVj3utdnlF8/um1E0o2E24hEThIl02TdHHtt/LZJoCWoIjPetc/1xhlTUc68JPNsR9SJbVrOiWmSRMjwGDpcWVF/MFAv9pq2lXNe250s+siNxiM1iafptSL5N04Syma0SnJjKskipl6vJ7tR1WP/m8xYZNu2J/RObmyKf7+McTWxNw9vkngmu+PDvhT/uUmehsYDMjS7yYP2vIyXcc4yg3O5zDt+VIrL++lvUNGh3sxnzR3vcEcdPnxIytwQa0KINcnG3jxj6Yk/Wb/kkkvKuqCrUwqWpHlXLXFCyCuGQqORavdld7bxF02REJlkXreSXG7bdlfqk63KTCgeAmykFX8zZc7cJh3U6vwko377f/+O/uJNby5j4k9iX/7TL9X3fNd/1+fc5zN0wzVX6bqrr5Syl4b9fhKGQ03S3klCrMn+aJKIHMXmJLE6+3sja3bJlVfpnR/6kN6XhPzRJH22NNd0kGsi8tPsF375OEnSMuQkb0YatD0dXNund/7N2/QzL3yx3vamt+jgcE07x0/o7ne6k5799J/UDz/iB3RBkmrXfvRyjZIo4pdl3/SQB+vnfvpl+tFH/5C+9su+TPe68ELd7pxzdMHBg7rgwAHd9vBhfcad76y73/52uv9nf7a+/398ly5+4Qv1ipe9VA/9jm/XXe5wuyQ+tzUZbWmWOXd2EtjcPKmNzRNq2KP6FIqzogXOUMGerZCzJvMlaLdNvYu5dCjJ0J2Tx9VfXZP6Q73v7y/VQ7//UTqSxPHq2rrudIc76Gde8iLd/c530PVXfVTONcivN6+/4qoyUNiOAAAQAElEQVQYabU1mmneDvT4Jz5Zr/vf/0eHzz1fR46d0Nr6ugbDVbGHZzk/IiwlAgdKsZ33vBJDgk8jr8XGhteNx26kJjCwhF5gWyS++cXfzslj2g6+67//V33bf/kWra+tlF8fnp1rbZh9McuemQaOjSa2aHO+DAZDfaqln7NnlD2YlVCv16ptpFn27yz7d9Bvc7315ZwnLPXqykCDxNOkM88ZsG9tVWvDvtrsi/kkZ10SiE2uGs8mcpKW8+lYvdgb5A25fUkqzic7C/k2NlrPY2OgfmwePLBfyWWqCZ2aX4ceP3KD5vniAVqbid63ulL+ZP3AvrWScDyQdZomfmTXE88w49k8cULKObi9uaWdrW2dddZZ+tVf/VU99Hu/V//n//6uWM6m15dyTc7lm5nCyuvqeSTniTfGRb1Y7tBved0yA5+OGbAtu0PTNIu23dFmuTY5DwDtefY9cdgW8rWvFLvTSbO84HHvgZy9x8MOKEJ5s533U192R7O7+lRu18M+6HpaxK7dAg/QtV34y23bOZN6uUxbyCImgA6f/cReGLtv0GnWmnadF9oVy/zatvf8YxswL+jYLnNpu8SAzUk+R4BtUYiLPjV99Af5POecRr76gUcb0IY3SvKw6tKGhm9k+rmnoA2tAj1o+GAOqG2X+YNuG5ESK7xlWmHsvtku8wsf0rJ9YudX7rYXY1cKMdmd/XSLD8ZcAQ0gB2yX9SPO6gdZeEqhrkh38ao05s92PncGJQ76/OUQ84W9agv5qmy7yDL2ylcK8tBqTUx2Nxb0ge0SL/MOqj680wHPdpl3+9QaH7ZFvMyrUvCHTep0y9xVm/SX2/Rt52OMTx16+dTJtY1M1+v6tX1TNfIVyNimWqCxO0IVYlALbhqVXuuQygs5UAdq+5SJQJ5FYsJpAwbOBGCASUGftr2nSx/ZCuxjA6BfYRvRslg0qq0qhx424FVf9KED6OjY3STThm+7bB5k6CuF5BybDhn84wO+bTFG5OhXRGXxwjd822V+aEPDVgU0FKjhAdrQbIs+svjmwoROHxk2GDUxgWUe9JuLz/ZirMRud3OBHvZ5kEQfH0oh4covK3Lnyi2fqNFbhu2ysdED2ALYA7RBzJWX7RKDUhgnPMaBTfrUYZULwXaRhYZctY88wD6wXea6tpVi7x12jAeEXOTsTt42pALs08AXdoiFPqAN7G6syFYgC+AD9NEBthfxQwdKsTu/1QZ1yOVlu+jYLnMADyhluaZdYbtcF8wJMRAPPKXYna80iz3bC/tKQRYgb3c+bRd7Nd7KRwYfdicHXSm2y7ymeYoP+sgAdOnbe7K2IS10S+dTfMPPzcF28Wf7FE9V5xTiGTq2F/r2jdtnULmF9I8yA+68sCaNdXUShlt5GGTv2Y3yBFf2JkLlHMmN9FlJiNzx9ncQD8T8CtLubMBv82C5tbMdcatp+/rbt79Dx/KgSXLuvvf9nJK83AmfpB/yoyQfe7kBnOZpc5oP7kkeaqcgfqbBjHYetJHtYup8cb1OQld89weD8qvzra2t8hnA9YeNNg/qg+FAikrTNiLZhw7/Y5tqyzwsBE3bqpebSPxxczlLLPjg82yUh3x0235PvUFfivwUflDkZlMxZsYySXs8mar+6pG+4rtc/6nnCQYd26JMM27kXXgqnwnTjBmZiCrsJCXxjvSN0VlRRCMTPcZ39tln6ba3vo12trMOodk5dzL6pm3L55FtMf73vvd9atte1lfhBtWYzlDC40Ge+IHiURDUFcbHZ0WTuaEN5gnetliXTuqTe4/rKM7icZ4gg/TmYj2bjCdwoyuuvU5/9hdvFv923IEk7n70R56g29321kkMbqoXqXskqXfk6mvUZH2meZDYyReJTqwT1rBtdDxzNR/21SRhcu3Jk3rbe9+rN/3d2/WR667VbGUY+r4kHwcaJ4ppxtRk3vr9gXrx7clMh5J4vCEJy5c+7yL93MsuVjuaaH9vqMNJjv3Adz9UL3j2s/RVX/5lSWCd0ObxYzp8YL8OxteJG65XPwM8a/+6vvSLvlBPetxj9bMveYl+/md+Rj/74hfrZ15wkV72vOfrRc96dpKOLyp/tv2Ihz1U9733Z+jQvhXxJ8qzJB2P3HCdDuzfJ5JPk/GO2Pf746OXPcv/XClT9km/uhmv6gk2c7BHm5eeRa3S5l2l7MpmvnaSqD2+ua2VAwf15iRov+8HH6Um87e5uaHPve9n6eKXXKShJ5ptnVCbJNkwSbVJ5vXAWedmznua9wZ6+CMepT94/Ru1un5Ac7fat3+/jh47XvZXtlo8xl/2ZJMo7LRDqZ9P9EAUQ+VFj6i79pwqulQFSWB13HmszcUv+6698nI98XGP0Q9+38M0aKTR1oaGg76uu+66EgNnFPseNE1TzqKdnVFJiBebn8Kb7WKvbRsNsqbKdT1PApEzeHtzs/zycSfnatjKMZ5rfyvyE3GW9SM/z1k6zT7p50wc9vtqYw87bYTzKjrU81wf2INfxp8+Xyb0s9+b6CjXy8ljx7TNWZuHe2jr+/bpYBLlq/myZxDbsyRhN3MNIUt7lGvtaK6jtZzFq8O+jmXPN5prf/TmsTHa3lG/1xP1u971Ll2ahP+PPOmJ+pM//3Pt5Owd5TPiTFPnXWKWKq1FL23FehASSzoPBaS6udctvH8FM2Bn0XfHYe+1IdWz4PQanm3ZeziTDHI3B7vTR8bu2rbp5lLg87nbhcu2YdKf5fqkpm+7xEIbGrwm54ltSAXQKyDYHa/SqKEDO1dyrlvap9Oh2Z1ubdsu/m1DKlj2TzwV2LM7+7SL8NIbtArItKmBbVW7lU4fKAUasK029y4Anu2Fnt3FSDxV1u5o9JViu9zvpFnGhQ1AHz3ObdtljegDeAAb8JGnhgY4V+nbLraRQ6/C9iJGpZCTqMAWcuhzz0QNjfEB5Kih2S5x1XZMnfLCL/eplWh38rWPHm1qu+OhA2yXGPFlu8yNUuARH3aJjRhDLi+7k7Nd+vUNndq2vbAFbZlHHBWVhy9o9AHyFfTh2S57oM6NUpBJVcZgm2YBdFA6ebNd4rFvXIddeIxzGejbLrbr/EBjTqiJCTqwLQp0QBvQBrQ/FpADZ5KDns9Zl0ARgACYOGpQA6FdAZ+AWUD4BG27DKpOJLIMHB5tpSAL33bZ3NiwHY4WMSgFeZBmeVV/2APoVT42EUIGGv1+bhao6Vde1SEeAB2a3cWCXWzYLrGgS58sPG0eNpDBNqB9Mjcj2ICPP8ZGDfABsIEvaMB2ufDQgQ5sl7mzO9+2y6bED/o7udHBH/ahKQU69qHTxh517dtdwg267WIPfbvzT9yT3FDxIDrNhwQP2M6HAe1JHoCbthF/fsW/I4UN5IiDNUd3OByWfysNGocWNKU0sQHsbiy1HVZ5Yct2GS/zoRTbec+N1e6HCXT0GA8x07Y7GburGSe+qW0Xe8QA0EcPfbuTrzSloAPSLGtte1HjCyBPzTixRb/W6C2PAzn4gLZtRAqIgZgA7dOxLI/NCpRtl7hoQ0f3dDvwADyAHH1iIV7awHaZI3uvti2K7Rv5qXT8VZvQaOMHOjXxVzo82nZnz+722jINGfSol+n2ng70jxe2F6LYBJVg7/Eq7eOtsQM+Xvlb5P5pZqA8iC2WubsRlirBsnkktI7lgX6SBNosT/R5ScreDLhGWOe2acqv6/g1Iw+Ns5yJvTzUwuPMa5pWm5tbeQDME3ra73nv+9O2NjZPin+bcJIHzpLEk5IWmotEndh/jdNX+RXhTh6Ud/LgOc65WxJx4WEbH2189fo9ce7St7vzmzi41oizP+i+heWMHsffCT5/EieJxK0kmjiHmYFePv8GOZ85u6otbHCuOz4VzBJ907bazmcLx26v15czrmkmB9s7o7H4NSG2e4N+SYCtrK1qkjnc3NpcjK8/6GIq6yBLDjKXxU7GSp8YZlISjrwrntOJGHT4SjuUxat2Hck2MbZtkwf5VvvX9+mCC87XNDFA62XOsNHEn121pMsuv1w22krZo6ez9OrozNcSMR5341smpr2SJARrsbGxUe5d9idJ1GuzF8K7+dfNceeqUZSaSYz4vMRO/M48j/XOd71bjq9b3/rW+vef93kZ/zhBTrUvCcR73OUuuvbKK7U6GGptdVVbG0lM9gdqsy7Hsl8HifN4kkXv+tCH9JfveIc+fPVV0tqaBocOaSf7gAQaa1V8zmM26+/sz17iWGla/d7/+t965Utepqs+/BHd+vBZJQH5VQ98oF76/BfoB77noTq0vhafx+UkjdZXhyV5NRltaby9qUHPmo62pWniDUhunXPogO56x9vrHhfeSXe+3W102/PP1aEkLPuZ+cn2lnZyPUVNg36jyXhb555zWMePHVFCyRy4JMRJZG+NdrQavd0JTLSf3CtDjmcVdBZcqvLOhQEKt1DCc3odZmq0nS197u3upN/74zfqiU/5iZwHW9rIFxNf9iVflOTs07WS5ON6X9o8ep3Whn1Nk7Dc2B5rcyxtTqxH/PDj9Lt/8EfqryTJuv+AjuWaHk/nGq6squ1F0dVvXC8Nln0PoO4BWSc+KKnp0gwlvWjP5TKeWdozNfOptjdO6LnPfLq+7Vu/RUqCdG1lICc510RvdWVYrrthzhLb4h5wlv3Rz/liW/z7rxH7B3uRdJzm3nM963ogies2+3PQ75UYnDGMc37C557c7uJp3JT76bZpM7cZT87Bcc6dOjfL7VES9Fy3yNJmLbaTJBzlrBsOV2JHOnjwUO57VzPWnTI+xsi5r8wYMox/kGuNmjhWc82Nsm8HvV6uvxUp5zHrv5XkKclL/E9yVv+3//rf9Dmf8znq9fr6kR/9Ub3z3e/W/nyhMLcysrzF/jzAj1KgpNJNJiELk7db8K95Buy6EyTbBdotdq6Kcj13BPY86HrZV+HZp+os85ZlK/1M9ely9AGyTdMI0AbQZ7kGpvkMoYYG7C4Ou6uhAeQBstTQgO1i17ZqgQ9q33Yut1mu23klLWrbRV+7xXbp23v2lELstosNYiBuUP1w/dKPaNGv8sjCQ442NUDOdlknZOlTV9iGtIDtImt3MeALcGZgnxr7KNguMbRtm3Okp0E+45FVSi/nD+f03tk8zhm2XWSQJzYQ0eIPm9jmvgZdbAH4AB2bM36ce75JmR/GgCw1ttAnxhoDNOwCbCBHGzp928U3fXTQh16BT+zT59me/AoyVZYaYLMCHfygU0EfOwD5agO/yzx0q47dxWZ3daUzJ+hhA5/ML3OGHWi2S24FWwA68tUvNLtbW/TRAfDpI4sOsVJDZ+wAOWh2p49she2yF5A/HditWONeL/tEKdgb5TOQOt2ib7tcQ9jANv4Y43LcyAL4gDZYbtM/Ez6WTIMAsF0CIgB7LygmBtSAlGJ3i2R3cuiHXDYpNTYAbSbSdlkkJoUJQB6bLK5SqEGa5UWbSUAeAvK1TRyg2reNSPHNJHJB4IM2DPSqL3Qqb0ZknQAAEABJREFUH5v4sV3GjQw+sa0U2+UiJ354XNzY3MyNBTaQq/rYglfBAkNDBv92Zwv5mC7f3kLHJjGhB9124VVd7FQZ2ugQY70AamxVF/vcEBEvNrBb21Xf7uYLW/BzIizmDhnmjrixhYxtNW0rCuNGBzrzcO2115Z1tTub8LCBLnGggyxjBOhjHxo8ZKmJlTjxiw349BlrlYcGkMUWPPygAw1b1NUebdu5iRxDWtycIocec2h3+xe7+CU+ahTQp80c4wN/6CJDG33iQMbuxg+/9tHBBrZoI0vb9mLOkEXG7mhVhngAPHSxS585BUqhTxzoIAdCLrbRoY/9un9oEzs1PNtCFzvYB9CZd+YHHn2l2C524WG7gj76yFFrqUCrvuDRho1ujZt+5cFHB9AGtOFTI2t380wfepWhX/nEvQzBuBmgC5ZF6AN8EG+1ZzuXyx6gL+t9OtrEUe3SXkalf6x6WYd2lV9uV9o/dG1381Xtfvp87t6ELlU83PGQORys6CMfuTQhWE2b1IrzeJ0bZ6dm3yuF6/wuSeZ08c01y4PwPMkC2+J6AKtr+3QyCZ62P9QH/v7DGuShdX19XXe84x3l1rnh20rdyLHNnyvjfyvJn5P5zNhMoo/HfsIj6Qd/kpt0rs82iTSSfiQRp7l57+UBn7197Nixxfk1SVJgNp+pzY0mMW7nQTthl5sHzoTyYB3eKA/pO0nOjCdjjTOGNmc3X56N8lCOXfQrsGcT93b5pRP2kKfmGj2UhFP5xXtkjp04rknmY/+BA1rbt56xD+N7LuJiPPjAX/ITeaCWbKs36Asef6Y9y8NQXiJ5VNqSqJkDxpNu0bFdPo8KbR5qwK+clHmZZEz/7p730Dxz0UaOOSAZ2TRtBF1A+7LLLit+WTPsZNpEHYHdF7I0qfGnwkdmnugLEuwsPjnjplmnSZIUJKZJjigGDx08gAEVnchSF8In8paxxd1ukuFURfbOPGM8eXJDrO/JExu6+93upuRkNEtCI441zs3kviSqPu++90siaUuj7VFZG5Lc0+ztYRJaH73mOv3te95T/uSaP7dOlkTjQavtRppmvzhz57nFL8GcxWuzxoezvld/5DK97PnP11te/wbNs+dnSbxemAQo/yOZ5zz1abrnnS7UThJt0/GO5rOx2nau0XhLbS4veaq1tYEmk52s6UyaTxZAdhqdWXjz7M95EpdOin6a5JeSEBsMelnqSRKvW+olCTmKXH/Y0yj8JteJW6c91mBlJf4mTN+pE3eGnu3EcWM0uU4Rz/CpzgjOhbX1/WU/9ZI8GvGrtcxtrz/QzlQ6cM5t9Nv/74/05Kf+lE5ubWkzCb2v+NIv1rN/8ina35tLW8fUZl749webjHNnPFW7ul+jdlUPe+Rj9Fdv/TsdPOsczZtefIy1srov459lXJmV7CuuEfbW6ZAsFagUel3DcuJTxtyk5iwYDHpqsnHKn1z3muSDd0QskySHn/n0n9Q3POTBOu+cszTNuUEyjcT6dr5k6PfarO08ayeRiOtnzMzZpFwL/cJzcXrTb8R9U1zb5b6szRmFDLYbWdtb2xonFmi2RTyz7MtB5h9Z7mNsq217mSfJmbtJ9u68adXLmezI0VabcSfmmZvMb8fbzHk8xtZwVbN5bOcsn2c2Jkn6Nm2/rMEoa9TbpcNrewNFRcgUX5FFdxriLGfRcDjo4uW8aJsS77Df14hfbtrKROmOd7iDnvrUp4pzmn8K5FnPfJau59+qJb6ss5vo9RJvan6pv299XeWX3tLu+RA7otSa9i1YngH22ulY5n+q7Wp72Y5t2V4mlbbtM9JhVjvUy33aADqobeozARm782Nbba6jJvtHKfCWEVJ52T6lLp3dN9uLmKvuLHuadq1p74qXaprPRmj47WX/9rPvQY3FtuAhM8nnFtdutUUNzbaWdao8sraFLrLU8IBtQasy6EOHBpAlNujEohT6AH66ZayjfIZCs60aPzX6xDYYDBbx20at+KWBbfh2R8cPMaAHkOE5sdrDD3ZtF9/w+XxhDMRkG1I5E2kMh0Ohb3djxTbABqBtu8hjh/sh/NpejIXxYZvYgO0yn9hHn3vMZTo+sY09vmAh9grs4IPatoibMdku40EP2J1/9OATE0APn9CpiQF+1aEPiAcgwxzDRxcaoI8csaJPG5vwaBMX8TN26NiAZxt2WU/62K+AgY/lONGDBs/2KWNED75tocP9LzkRfCKPXwCPeCtsL/Y6NOIH1Q9xoYd9aNTANmZLDFWm+scOstTIwgd2Fxt0+gA+hqAB2tCxBQ8a80fcxGW7+EQOPrLUtiGVvYdc9Q/RdtGxXeZaKfCRA/iwXXiNUmznvXvZPkWZQMDpikwSFx/GMF6Dpo0lggTI2S6BVplqCzn0WTRAH+APoG+7CzQHK7axAdBjMrBlu1xw+EJHu8V2OSzQA+jAsrsx0kce2J0stomlApv4sV0u3GrH7nxWXduLOG2rFvi08UWsgHYFvGX7yMMjDmSpmWc2CJv8RG76mRvbZeNDJ0bsQEeeGLGDHm2ALUDb7mJHF99ZcHED1LRtGcMkHyqjPLBO8oDQtE2hwUfWdunTxm+TdQFKwTb+mTtioV95jMl2WSf8Qrcd146mytxCwy4E2+UDFRtKgWd7sZ4hlTigV0AD+KqgD2wv5G0Xf1XGPpWHT+aKMdguMSKr3QK/AhJtuxsbcwINXWwQG2MC9p5f2yUedCuqD3QAOvC0W2iD3W6ZC9vFjm1R4OO3gjjsvdjsvRjwZ3d6thfjhF5BHNhkXQF2K4829ukTK6gxQLNNdwFodJZr7FfYLjEgA5CzTfMUun1jWhE67Q3900hn7NqdPZjLOnY3V5UOr6LSqG/Bxz8D9t5c23vtj9/CjSXnPIbumprH5ly7nYiyt9in23nw5GFe4dU1tC27W2PkDh8+nGvJ4sHd7ug8YO7kJpWHwtksnkK/7vobdMORo0m+zbS+f7/W9q3GjtTkgb3NTfjcUj83j3M3ctsoB5nctHIbRKY36JcEHjdQJB6Jx47fpokdF3B2r66ulhvQXm7qlTLJucxYkG8iyznKNVnPW+gOvWlbNW0bt602kvycR3eQeNCpnyHoYXeWB4ymjWzituM7+m0e4MeTqY4cPVqSPCQW8U0yoyRTkyDYSRKCNMlmki6Mi1/Kc7NMgnGbXxUlWYhfOWd7/OcZO+mXzF8Ibhu18cc8hKVuXWhFFsGuqYjmFZ3QmsQVUzp06FDGlYRCkoBZIdl5Dx9h/DEH20nOgukuveNFTimRz3t2DH0s7tXQTwfzxDyvra3qggsu0GMf+1hdfPHF+vIv+3JNM8bT5T/RPhHs6TACenNBd+I/kIQv63veeefpaNaD85b/yUzTtJk36cDBwyU5MkoyRG1P02iOgxPZ7x9M0v1t7363PnrddZoPBtp31llq1la0naTJVj7bp3HVNq1WojcjeZl1n0fvdb/8q+VPpUfHjmu+uaV+9sLDv+u79Mqffpn+wxfeX1snjmm2s6XtzZNJjsxiZX4KsmKZ39DcgX+vLitbZLrZDj0Sy+3KL7Wrza6u9rq6aqXeXcsY/uRfTPQp2l1shRTe4XPO0TVXX53rqSe+eOj1h9rM/p651cGzz9P/+v0/1NOe/TxtcT3k+vyGh3ytnvjYH9LZ60MdueoyrQ9azZNw7ecac9Oqv7quaTPQ9zz8EfqLv3qbZk1PnBNyk+sjY4rjHDO5P0kjoTCFaWVFea9wGiBV4dQ2/cxg6ZY3ra4M1TaNxkk2gkESkE7Sdzbe1k/+xJP1/33pA7V/bUVHrrs2+3kU+YFI+CnXF9dSZzG25iC9xJT3Xa+7HQifJDoLsV0sdkbo0WI2QNfmvQIJOMG8CbHRXJ8YFHnF5/xThFK6fTlPS7keAqlYFVFZGuT87gd3u+vd9OQnP0nDQV9ve9vb9I53vENNzsG5XT5LdnLP3eRa5Iuuo/l84dqPuijsA88du/Ruwb+mGbCzrkEdk31qv9LPVO9do1Jt2x+/vt3J2meum6aRbdXatpZLm3Ot8pbptQ0PVLnlmjYxA+5DllH1qW2XGOwb1/V5C13sYBOazdkwV6XDO5OtQT4XT5dHB1mwrEd/GfDq/RhteNQAOp/V3D+AatN2mUvmxLaIF9S+dgs20IEObBdOpVfbnCvEjw27GzO+ATLw0EcPGjYxhDy63GNC536JOG2XBJltkWuwLfjocL8KaGMPG9i2Xdan0vGBDsCH3dnYyZfwgLhsi9iQxVYFNoDd2bS7uvrCH3xsYwc9+tQAexXI1PYyD3rFKPf2jBtbyFZb9OEhBw2/tst+goY9u4vNdllHxlPj1G6x92Tsrr3LWlyv+MUmNXYr6OO3wnbRgY48cds+ZT+hCx/Qtjuf9plrZLRU6FfYLhz6NKhPh+2y9rYRKViWYf1BnRu7k6vxNVW4aObt9D6CYJluezFoJkcp8Ktcuoug4NudU+jA7vrI02ciAW3kmVx4drdxK53FpQ2vospCtzu7y7FgDx40YLvEhj6bDFQb0CrsvQsEfewAu9sE2AJ2Zw8esF3mRinwsUcN7E42rLKR8U2bBbJNU/VApMOiUTNu2rZL0hE92+IwIPYKfCFvu8SA3srKSjlQiI0YkGWusQFsl1jgId+0bekjB63aRN+7H0ZKoY88MrbLBQjN7sYBHSzTkK/jo227XFA1HqWgg29io40+soyfdkRKfPBoL8N2WVvkbJc50G6BBmwXCvp1bLZL/Pix9/hKsbsY0yyxogfQBcQFj7bd6dIG+INnu8RFG90K25BuFtixXfSZF2B3fXjYwgC+7C7WZRoy8BkbsSJHv8rQtk21wDKvyuO3rslCMA3oqcpcI2vvxWC7xA0fYLeCuGhXOjWwOx3bxabd9ZVi37hdbYS9eEEDC8LNNGwXLvKgdPJmu8QODYS0WP/T2/RvwZlngLkDcO1uTu2uhvapo3vwm+dhr2vFoneRij3J+XLy5MmyfrZzfsw1m86zvnlonWtxg3V+kjwREupzHsCTEoiJ8iIhJzfqDYa6+tprdcPRY5JbnXvuuTpwYH+xga88I2qcRIRzjo6SoNrJt/58mTParbmG2PtcNyT1xC+TIsu1yTU6T9Kp8kudOKZJGCGLLmMBtLFhOyOXSOJlKPLSGQ1tMByoaZvwZxnNXPjgDKbGfgYRWk9N9KZJRuIfnlK4WcSGm7bwaY+TuBoFc+LOw/NoPBF25u7iQH+WiBx7bRu9tic3rRT5aTIrxM2vqUaZG9rIx9UZXoxmHkuz2J/Gf+xnLvgT7H6v1TxzYiv0jC1xY6DBjxsdP3FSGxubOtW2pSjMFTuBdst8UYe/RN8lx/dM29tbOnLkiDY3N/SAB9xfX/WVX6lzzj67rHmV+9TruewgIybxWJD2oN8rv57C99XXXKuTSQhOmMeZNJlb/MKxt29dwwMHpeFKEo0ruvya6/SWv3273vmBD+pkbrD3JbE+XF/XdceO6GnSlF0AABAASURBVNobrlcvD12r+9bKr17HG1taUavDK/v03rf9nV754pfpL/7o9WqSiNxMov3z7nNvXfyiF+qR3/e9arKHx5mL/UnGzpPEWk9dxz3fbSSkRC0t6tDhlT5TnH59FXrtaF7+KxmcQoMbO2nT6uDIQKNuwsEgSPNTfWXusdwBY3i0jh87lmld1erauq7K/K/s26/V9UOaN0P9zu/+gZ79ghfruiPHxfnwpQ/8Ev3Ek56gtd5cx6+9Une41XnaOnm8JKCa/kCbo6ncX9HDH/lo/dlb/loHyi8fM45cK1wfylCYBeoSQc4C22FZdkWT9i7UaFGy76XMC2Ez2UqZz5N4HJdf4nHNDPutxlsntdJv9ITHPVpf81VfobMPH8xZOJFyba2urqhtmnKPGe3uFb+KXd2oxJFvRPwkCC5r2inuGaz7Hy7tjs97JxPvdApqm5qhzyICpqkBbQAPGZSo5xnXPOP7pLGrn0oVc+0V08m1yr8BOcqXNpMkGB/4xV+ixz/+cXr2s56pz/zMzxRfkkyjwjUdUZUvdBJTP58zU75UCC/DyPvuKzZP6e+Sb6n+6Wbg1M+ZLo4z0TrOqe+2ZbsQbZ+xXZg384YvsCxi79lapp/eRg9ApwbL7SbnAbBvbA9ZMMvnL+B+hM90QBvAPx3L9uH9/+z9B6BtW13eDT/PnKvsdtrtdFCiiIoiUV8xxqCJbxI1ahJL1CSfJQYhFhIL0qQqVQQRo1GjRk30jQYUC5gIGs2rqDGIhggKSLkXbjv3tN1Wmd/zG3ONtdfep9zLARLhveOuZ43/+PdR5phzjr3PvtiuAh46tqlU2zSgK2i3ecagTUx82Bb5KoU2OVCnWcbW9rKGhy3yqkcbe97Jx+MxKksgo2H3PqCBbZEHdrW2s3Nl/8bvpezgEde2arG9zM12YXMIRt/wgz7MGmc1lu1iixygC6CJBaCBfaCLDr7pLyAesF3GkRjYokNcQFspPLOmKnHt3qd9UCNDBx+2aS7nEh4yfK2iKC2+7H4MiVlhH/hhXOy+bXuZB+bVp22aJW7lrdb0GYxGo/LD/vX80B8w9+TH+ODAPvDDWODD7nm2y1jVHJWCHFvqNA994CEDjAN2tkv+tIlbeeigjwO716ENH9g9z+7rVRk0dldC1bEP7Fd51RZeReVRkyewD9uTG7B7vm3USx8LkS/8NSgBGtQAOvKizIDUAPCRMwFMPkAO0AG2i92qLjSyOtHo4x9f1MgANEBOGztioGe7nJjjA3mVoWf3CxWe7eVmoBR0bYfqP7aX+dEPuPiosF0WE3YsBC5G4iM/GhuZUmznu//YPU0u2AHi0MYHPqlpwwdYUtNXZABe1eVFEDkXBYDGL4eL0AB/2JG37fIQya8E4wNUPn7RxYZ4tPEFbJexyVcZg+FoJF6e53k4lSW7fImCPsAXsPv5IT8uZuKt6kHb/TzV2NjbPa/6sF1e7NCBhx/6ZbvEt/saf8jxAaDhoQtW+0wb2Srs3k+1s/t21SEuPmijQwxo+yBf2qwJasYSkDcgJrLKQ8c2VXmpxSdAr8I+kBMPP6s60MB2mR/oqqMU28sxqvnbjqT/oG+76MChTQ1sU120UcO0vbymbBd7u6/JXSn4IueQSzk0sE1VgB4ojXxhU5Fm+dgu/au+tSjYgUXzihV6+L2i0hEhNqCy7T5veKDyoUFt31tffgRWx2mVxuJoG97VIW9lGGa6FhStHpnDaQ7Mzp4/J17wYBI3z4YhY5Bv1gkv/tddd23ZN/mtx6ITA2r2ATvXfXQHw1H5p3McBLlpdcON14vfjptM9kWcSQ5pLuzsaJqHcv7Z9Sz1PHYV5YUz+ykHebt7u+V6K/GTELGiWnjsG3s5PJrkpRUfXAvD4bD8MKldeege5wdMgxxSuUlf8qEf6LMvgKZtywv+NIeitJ0XiuFopHYwKHHoG3HJm5izHOyx37c55OM37SSL2I4fZQywbyLDvk3ctRxadLL4Cfr27q6IPUietjUpMTlAnBc+/ZxmPIhVDiFzeNlJJY90P3UaRz52xh1h+IzF9ZmjQeKnqbZpZDvjPit9tF1yvXDhgrj32bGV1GVcFBArzfKBBjQO6iihCHMBxufEiRPa3NooY88hAoeRe5m7ljFZ6F1d1ed32LZLBmCu/HRYHPY94uM/VoPE+tM//VPdetvtmkwjyzpsckhx4sYbdXY60/kcVrzn7Fn91h/8gd7wp2/WbiftZdyOX3edLuQw8VzGZG1tXZs5rNzf29Nkd08nQ1977LjOvPd2/fgP/rB+6od/VDun79LWYKAH3XCj/tW/eLxe8oLn62M/6qE6c8dt0nyitfFA8/l+ctgN9pJ6Fxz5ZBjhMu5LLFTgL8hlBQ+9dHzBg7Mgl5WLmO8Kdc1S+v4RR+N16hKti9PBYJi5P15+6/Ha62/MAe4ZeTDSr//mb+m5L3iR3vXum8V180Vf8Pl65tOerPOnb9PGMM9C3Ux72QdOnDylnclMUw818aj8zcf//j/+SG2ukVFecJumlbJOtVK4HlkZDg+kuvizGDCriXkj6dIWgzay7DeDVPPJnrrZvp76pG/XP/iCz9Oo6XTHbbfmkHJPG7mOh5l3ruN59r1R1laWjxS/ulzpFS4nvQf8mnOSK3HoLYhpqboQQaFDHtJpyhwpvKVYByVWiqig0DpcsAGHue9biynA9zyBuoLYL5xSgSZzO8oaGmfPzYOtpvt7+oov+zL9oy/9Um3lhwBcl1v54cHaxobYY9c3NjXPuLa53s/melb8KgVfS3RacHVv+T88AlyrNQVosNqu9JXqVZuqdylela3Wq3qrNDo2Kwbq8sBmnnsyOErTvhSqNzvXb9YqOtgDaICOfSCHtwrktG3LNs3c/7sC24XX5P7OMwt6FcRYBYZVBg1oU6/C7n3afY3Oqh/a4KgNbbu3gV7VqbRtRAXwyJvrl3owGKjSdq+HTo1N/wBt+LZL322XZ5nK16LYvRzfsLDFDtC2ezkxAfcmfCCjDWyXexbnF1VOnjxfogugR9mz7N4fPO4Ne3l2gCY+vohbYfe6yABy8iN29Y9fZNhUP3ZvZxvVQ0CvMiptezlGyOyDtu0ybsQ4Cvuwnu1sybk355mdZ0vAeABoxse2KKux8bvKqzQ69IkaQFcZNYBfgRxfdh8Due2Sv+3SR/IgH8YRO7uXY1ehFGTA9tIe/6tAXrHKV4rtfKtcf8jQK4wrfNm9zRVURP6A/Ff92i79y/2xJ+y+rs7svm33deWTGI5wyMDQRmZ72XGlwAfoUod16GP3fpGxKOtixS80gGaQ0YHGF20WMzUOsa00bWhsATQ8gA9q2yVPZICLDB+rPtElFjGhgW3VYh/Q8JCjT70KeMSwLejqDx7xAPrwmSQWPGBc0QfQyKGxq/2Ch+44D7H4sd1PaDZtckLGSxj/5I5NA33bQpf+AvpuG/XlwqNhW03blo0TO2IrxXaJkecf8ZDEyyY50YfVPKO6/GCPvDLQIzf6i4x8Kmrf8Gn3sYiNTdW3XfKyLQpy/FfQroCHL/TAKp+27WW/yQWgY1vYkZdS4IGQ5WP3se2+Jg5yahSwtV18VJ9KsV14Va57UGyXMUfV7mm7r/EDfxXksIraB8aQXJBhB7CjTb0KeMB22aBtlzHHl92PmVLwAS9k0Vv1b/d6thFfEXavQ8wKxrP6q7xL1Vd0fA+F+D2qah/kVGXogdV2pe+tLz8CR8eMdsXlrT5wkmkOwvgn1L1H1qVy3aeVjYw1bDPXXfn7XP3h45zXeuXmqP0c3tjIlYe2/qDrjjvvyo01Dy459OGfbbdto8lskkO2WTDN3jgXL6fskbxUctgwHA01HI3EoQMY5ADC2av39/fFfggYkzb7Lnszh3xKWHTgcZ2xX7PfD0ej4gsfTWJjx7WyRDlE7Mpew/4P33by6rSfg1IOPmfRwTc57ueQkwPBvEsk/7l285DJmJEneuwdHBpO86LSZdia5J0eipybtpUaa5qxQG+Wepbxxt/2hW3x0MrezfVsu+TUtAM1bVvuReSuQ8WHW7HpcoCigH/yzP+cgkMVq1NEUtTz2iJKly/Gipj7+/xdwkE4/QdZTx39joM4qfIutApUyn4OgfHH30piDmxrPYc1/JPonZ3t6HTB1X8Y85z3qAvRZXwNcnjlzI+6aQ78hvprn/5pGo9Hshv91E//e/FbeG5H0mhdp9PPsxmbP3zLm/Vbf/g/dEcOFvcytufzUH38uuu1Hflu1vB+6i4HlyO3Wm+HGslyeP/rD9+gn/ihf6O3vPGNOpmf/s93dvU3Hv1oPfdZz9Q/+UdfpnFrzfZ3dOrkMZ06dUxnzt6hnb3z2jy+rpmn4jcW3aXSxSXszJIKkC7bphWkLrxSO3ohwl79wHFybcJ0Lirn0LFg3iS04zyI7AP7qT5d1jW/TTsar+vchV1dk0PIX1v8D2fOnt+WMvZf8g++UN/5pG8r/6OZE+sDOQd9g4zbbsb3jnO7Ghy7TtvdSE9/7ov0m//td8U/uz1+bEPnz55WllMun0W8MhhKv7QoC4aoF6xSZaxi0ilfIONS2Isv1lLvpCtrletlf+eCGs305Cd+mz7/736OTm6uafv8GW1urKvNeuGa3c9a57odDAb9YXsOthcuD1WLqId4V99IX9KH7Fall3SlIA67VSToAb8ePjbRyCeKEcfLxTROLy/rYtP1Rii+z5Dmcd5lEudBt/AWh8KVO2k2nSjbY6ajy7U80mZ+YDTPfvuem9+lYcZ9Pdfc+e3tzIx0+szZsv9OM+7smdecumbpB18FxbniT70s1b2f//MjUK65RRqr9IJ12arqUq8CA9rUV4KdBXgZBfvyssuYXMQmB8D9G0CjZFu2xbNABfsIYP+osHs9++K62lHbvbzS1ECXKKs5ILa9zEMpNU9ySLPkuVpjX7Gab41X98Kd/AAJPWxBpe0+V3jEAthwzU5z36WNzHbZW/FrW9hXKMV2vnMZc+8PSmPxhR5+eOYD9MW24AHiEA+9ioVp6a/tMia2S1uLYntBqfjiWRN/7P30gfEgnm3hHx75A2ICaAB9NHZ1Xvno4J+27TIGtPGLDD/A7vNCb9UHNDyADbboMx6ANkCOru3SX3SA3beRHYXdy7DFN/nQZwANj/HADh2AT3jUtW0bldI3eACG7ZKL3deX4qFL/qsg7mobGtsKu/dnu7CQky81eZGf3cvwX5Qu8XUlWVW3fagP9uE2PkDVr7Xd69W8yO2onm3WaLO8SEje7g3tIiyLtBraBzLbotSFi84qkOGPGiAjGSaXAYbHAoIPDWqSdu8bPS4G/EBjiw90GWQuHviXQvVFDYgDsLVdXn6Ij6zaI7e9HHB0iUH8qld1iI89OvAAOtSrWM2fsar5YzvO4SF+0MdPjVPb6OJzLQ8tgDxp4xN7XoywQR9dAI1PfPNww5hhB982E15gWxTby/lHB12lQBML/3av25WnKsl5ogJKIZZttyTJAAAQAElEQVRtYbeXF1dyop/YRlzGGR3ypcYffLufA+xoA2ICu4+HD/IH+ES3yu1ex+7rao8NeowFdvABdhW0bZd57rLxw6920AAdatuQZXOBsPs2NCAGevQL1H5WmX2gb1vo1HGwXa4vYgP8KAUdUPXgA9uHcrZd/Nku+aGjFOo6BmmWD/4BMhj2gS/aFVVe26s2yGhX0CZP+3D8aou80tSrbbuPX/uIn6qDf/IH8AC2q4B3FLYL6+70itLiC90FWcbW7n2s8lZp+0BuH9BV59768AjYXo6r3dNoMO4A+oMJDtjsRv1B4uKFVS4hc+nLdtn/bGs0GqptGuViUsMeFx60Utj7WJfgzNlz4tBoni/+BiQ/iKEvsxwaQbd5gXfTaJj9fZrDuGkOlWbRnaXOO6kStIekuv5tp6WIci2pL+QONY8d+wx7K/+jmkleauc5+FBM2HPZG5GjB8jFyZ88qj37YbmeEgc+eWAzTc7IsOMatF32cmQA/ozcFweLs8SdZ+DwxUElfyeSHGyradoMV1fsldK0rZq2LX0s+2LGpWlbObnlS7y4k2uPGNAhqhU4PKfd63TlfoIvXMCTusxFemO0VGJxiEKfbMfyaj+9LffQ6mE4HOj1r3+9fvVXf1XveMdf5EDuVBVdXZ0QXZAuFntI+uOMcaO5wIVzZ/RJj/xE3XjjjTp+4oRe8cpf1K/9l9fKg5H+/J3v0uv/5E/0n3/3d/TmW27Wbsb2LGsj62587Ljec8edOTTb1tr6hrY2tjSfTOUcQm7E9rZ33qxXx9dP/ui/1dnb71CTQ4+H3O/+euZTnqLnPvNZesTDHqbZ3o4yo9pYH+uOO96r24Nrrjup4dpAd567U+tb6yVvpQNOR5xaqWkfRYfsKDqlOFj90AZaaLscthT/8d2AHD5SR1J09EEpXIfWbg5vnXFVM9DJa67VL7zql/XM53y3MoziN52/+O9/kb7lm79BO2fu1LXHN3ThzGlNc2DLtdCOcri3cUK7Oe591gtfqlf88q9pbeu42BPm0bnu5FaZY9JvslYdArAGQFjhlEFKXT+9huh5UVhpa6Xkmu2yjs6dPZODzjOZwzU951nP1N/7vL+jYSOdO3OHBu5y0MhvtM7LNTsYDDUcjZPfXPxpBTdRPBK+RiNSTx9RQPA+oEs/epQeH7EkAjhgH9XtZync7EmV7j2FpwMc4q3oGvpqEf9EqIePte5Kun3eTfo32ec3T6c6e/q0RoMc7raNNnKNto0zzhP9ymterXPnz+tBD3mw+EEP494lJ/b73ktx2H/Feaat0BfJCvferw+1EWCuj+Z8Kd5RHdr24VWwardKo3sp2FaT6xzYh2k7V1TW4VE/tW1bPB/UtlJsy3ao/oO8Ar2jsF307b7GyjZVeZawvcyv5mgf8JRiu9z3W/ZpqeRkW4Nca3bvK+xLflZzs73MZVXZ7vnwyJ8aQNsu+dlWLbaXvOqfWotCP8iV/KCBfWCPX/R5hoFemJV+0ba99F9t7QN7paAHhvlBNzphFXv82i72xKdNjQ76gLj7+WGUUqDtfizRI28QkZBRV2CLP54NAXJ08Y0OMoAebWTUFZVPDSrfdlkL2AL42ALiwAPYHAX8CmTQ1PgAo9Eoz/09VvvHuHHOYvfjWm1slzWCLTz7oA0P2D2PflfAB/aBjHirPGh8Utsuc0Qf8WFbFOT0oYI2QFZhu+RoH67xA+zDfOwr8GGbqoy53dOFsfJl9/xqV2vbh2IfjVddoE8fmsqghgkQUINKI7ddBgWnFUqx+6AhyyJnUdgumwI+bC/taB/1yUKtNvhFBzD4du/b7hchugA5uns59MIfNIBGjj+l2L19yDKgyJFR2y6n/LxoYVN5xMWXfWCLjJj4sQ/4tmGVfiMHMGyXicAP7cqHBrTxiZyaxciCp018LgB0aAO77z+5w7f7TYHcsccndZVjv76+XjZh/NlGpeRJX7ED6NsuuWKP76KYL+T4sV0eUNFFJ6KiT174ok3+ALrqEBdcigff7scffeLiixjo2y652i5rp+qjhw42SiEHYPd9sPs6ovKputjBsE1V1gI8cq721BX4Jx/axSBftku/sVsFOqDyoG2XDbr6x1/NJa7Kx3apr/SFL2wBenY/LrSR1XFBBiqPmnaNafexao7U6OAHGt1V2C59RQc5fgB01YPG3na51slFKfAA8jSXH9uFtr30XRiLL9uFsr2U2z1tu8j4sl3ktss8wjsKYoOj/KNtdEDl271v2pVvm+Yh2BfzDinc2ygjwPpZhe0yd0X4Qf9y9pCuxGM92i7rxXbZU5hf1jT5tW7UhM8ahq+8XM5m07ygD+NjLg7dmkErRY8/zh1COQsp//x6Ns/Bjr3cI/E3y4Edvjiwm+UQkr95uJcX0d293bx07udFc1L+b77sr3WPIO4kMadBiZcXA/JmH+I+xwspgOYBEf40vtF1dJu2FbHxA2TlQGFUrk0tCrGIafd7L7ktRCV/xWg4HBU/+G/aVvQb/50k8pmrK7+pM88BB/cIfNgZ28gZE3TbHNYNR6MyftDwOuySL36n6SN2CRer/lNy7snld+ElsO3SD9vlnkY/i70OCrlVPjLaB9Kro5hrcuCfYd9666163vOeq8c+9p/r5S9/eXl2uDqvvVW6FYJxy0QtBqJvdTl0m6vJ+O7v7pZDiy//R/8oa2aqwXisl77s+/UHf/hHetu7btaf5+DxXA6o78xz0HvPn9VuXJ2bTHSaf3J9bEttDpT4DddGja45fkrTnV393m/9N/3KK16p3/7112lrtKat8Zq+/Eu+RC963vP0uf/352iQeZpmnc4m+5pN9qRuphMnj2tja0NnL5zT9mRXzXigXWT0oMsXn9QJn9xpqPSotKVCK6W0o5cQpeVInEXj8ECY5ePCizT8ctiY9kGtjI0L9EEuW1tb2tjcynqX/lMObJ/z3c+Tm4HuOndeX/iFX6Qnfsu/1ObAOnvHrdrP2FxzfEvDdpBre66uHWt07Fo97Tkv0M++8lfUrB8Tv5G6sT5Wq4l2L9yVsZplBHJlZK4z0IVuLB3AoRdQI9tBraFBo764VP23RN1En3/q+5SnPEmf+3f/trbW18pvPnY5qB6PhtrZvlCuezsrJHmzP3DdTHMg3abdCS9Ah4rLBHaHeO9r45A1IYJuGS+NI3SRVfYiGHk0yYXaOSypdR1L2oVekcHDpim8eUb16oBfUpwnl3ny6lJnmeY7jXzzYa8dD0daz3XbhL19/pzWRiMd29rUa179q/ryr/hyff3jHqcXfs+LdCHX7CzX8mg80ubmptjrtSgxJdQBCLaQfShXHw65c3842o9L8Y7q1LbN7NZWX9sX83rJ4W/bsn2ISWxwiHmZhu2lvX0x3TRNkdu+yAMxKqqQNvsHmE6n5XkL3iqqLnXlQ1dgW1F5tksetG1TLdv4QJ/67oCh7WJL38ixPitga1vw2Qe5duFpUSpt9/awbS/1satAl5yqf9pKQW4ftg97+bF7me3Cq/bkCPBpWzW/opQvu9e3+zqs8kG/ghxsL/tOLvjEFzTyWlc+z7DwAXoAGrntEqN+2S6+bVfWso1f+2J+zY0av7WuDrCrsA/s0V3NwT6QYYv8KI76Rq8+vyID+Kxjjj089OzeP22AzHa5d9KuOnavh7zyoSsqz3YZm2pX+0gbXdtlXTH+wLZqQV6BP9tCBx/w6YNSaKcq1yD1KtCjbfd+8QPP9jIveOgAZEcB/+5g9/7sw3W1yz2Yh58DEBTQCeqqaLsMCJ2yrVq4SFmUwHb/gpKbKMmiiw/b5UVklBsvetjCB+gQCyAD2AJ8sxjQZ4ABNLoAewCf3/jDP/7QocYXMkAbPnb4LHVehpC5bSSeDhbIo6OmkbE4+Ykk+uTTZDNGn5q4yPFZgQ607TKJdr9A4WNDPgCa+PUlkhodZHZvSxweRpyY/NYLf5xaluZ5aOL/bEpeGxsbCeey+BgrbMgLf4C8lYJvgIy40BX0gX/61RA3ulmtapuGUOXiwqfdzyu6+MQPqrZFbvjiNzTJh3nABtAfdLHjpZma+PCoqy/bsp3Q/VNVtbVdNlrmtfolFnbY48fubRnTgrZVtWdM0MGm5uum16cNf5AXZfJcBX6QMcZN24q2bUyWQA6IBWyLvOgjfNulT8joFfmWw4X5TBxKsMYAvitsF//kDGZ5CYABDezDcmSrwA/x6At9pyYn8kEG0McXtW0ZImuK6ijsfvydMSN/1iN9YU0C9Ksv4oLKq3zaq7At+wDFb661qk+O+CF3YPe6+LAvTSNbBTnS5lqBBrRXAa9gpe+2lyqM2bIRwj6Q2Qd0RP/f/mQQXZCvvAhqAVq8mOVilHiRbVp1biU3mf9G+S4IQ5KlJbQoeDjAAVUjLNRi5wUUJRd2iHyKZl7sWVOw7ewxIeylVtnjwiqfOYeGyY+1yJ7ItTMYtuWgCdp22aMu5KWd+wPrazAaCpoXT65v/m4j18luDoTgcx3yG4e2BR9gB1hj2MAD0Ow50Kx9foBE7m32INoV8Oy+D/CIwR5JjQy/5As49GzaVuzN6HBf2N7eFrJhcretJger7EUckmLLXst+blt25E3mK+BSmWaMptmX5vMu9yKV38pbW1+XskfMc99XStPyeq8ytvSJAzB+a7PUORyjf0yP45M1wtjRjuny4wVFPo5v22rj17YGqRsnRvYN5rwJD9T42BADdDIqqqUrrS7NbiHp6z5eV/j5KlrUoxzONe0gc9fpzNnzurCzp5OnrtUsql08oKOi3YV8XxGTfLh+Uh36kA+Zr40Gmuew9vM/7+/qgfe/n5qM2V1nzuglL3uZNo4d1/Frr1W7NtZaDjTWOChjMN1ovLaew60mh2FDHd84pqFbvfV/vbn81uOv/cIv6uY/+3MdHw11/+uv1TOf+h36jm95gu5343Wa7GZt5IBxL/XaeKR20Gonh5Hnz58X4zte/GuMtmnSe0v5XkWXNig8cgl8BEUWPS0K/Vx66pS8aWlRVmlYUViOd1k9aTGrAPmlsWq1Sqv+k26YK6Z905rNnYOgqX75l1+t737O8zIXnW677TZ9+Zd9qb7zKd8hT/e0e+4u3f8+N2Z8cm+fSxf2JhpvnVA3HOs7n/Uc/ezPv0IcBLOWnLkZDIdq2zbruF2JGNLByseujGTDxZee8llR0Tw6oNOBbrJWq5nabqpmPtGzn/5U/Z2/9dma7FzQ2TOny2HYOAdiZT5Tc61D8z86mmWtsU8MMu/w+lideveMcegkAaUPRHH8gfhUwd05jT56S5tLWzEaS2ByxG1hRcGap2s9ek9FsqJN+zD6VowXWgdUz2BsOvIL9nNInynX+RxO8z8rm+f5by/XEz9Y4Acab3/HO/Xgj3yoXv97v6+3v/MdGueAmOf7bf5nTyeOax7nHXOcLPu4ZBlmQplxSH3v50N3BGzLvjzuSc/s3h5d7n3UYJWmfSnwHHIU2MGj5n4D7IMYq36aGLD3JQAAEABJREFUtil7WZP7ATS17aVK3edK3bQaBG0uiILYEONSYO+Z5f6OrDqDvhTQm+awk7rKoUFt17r6Ik/AM9NgMBC0nSsq+2zVpUbfNtUlYM0Xz0GdnKvRSlPzPAcRm2ctaPzYXsZQyjw/1Jtlr63yLnFty/ZyPNu2Dd0UO6Wggz6YZWzoM7yKqJSP7WJjW3t5Dp3kmQsd+ohPatrYj7P/d1L5m9no8px47PhxtRkTnkWHo1HpDzQ2AH/kwNjFtHzsg9zb5M2YIi+6yRU7RxPkITr30dwrM2ddxmoVyIpOdPnYLn0hZ7uX4Iv+A/hHYbuMo44U+4Bv9zT9QK36sHu+7RKXGEpBbmd+ky88cuD5dZr9vL7Pd0bRooZXZZWmDWgDfPCOQA7Q1PiugBePGRJmCKqH7dI/csLGthjv2mZe4dc2firgA9rU3E1kvhMjNbSbEPlAl3uZLv5GRja2ZR8Av6sgBqg8bIBtKjV2T9gWCdMRAI2R3ctxwsDQOWraSqGubdu5YNqSELbI6ksUC5ELEj4L1HZ5CYLmAahcCLkIuQjQtXtfNR525ERuLGzsbJdfn0WGb+yUgh482uSAD2r42IKln1xoMSm50A/o4rvp+41u07ZKpzINEguGFymlkDf5kvvxXLQ8uOGD2MTCD3Ftl7GFT5vadly6LBylwMfP1tZW+U0HHvixj6h8kLMJNHkwXNtYFzUPKcTMsOUheU/7+5MsVmUOBvHd5AVwXjAcjjJO4/hxwWAwzIHwqOgeP3as5MZYMU5RCD+LMcQgY0P/yJdxGGUzgkde9C8qYn65WZ3PT28BfsiVccAfF5zbRoPRsMSxnfzaQuOXPgPbJa7tsuFh2zRNoZViO31yKBVbcrB7XWLhq2mbosMcMVbU6FU08TfLBsJLMS/cTcaSuSQWOQNo5LYzRsOSE6OBf+JgR3/YZHhhJyH4yOkH/cS+yLKGkKHTtG3pNzRx4BNrljvWfl5YJvtTWY0GbcbJrUSAcKZ52W/bQXIZSWmDQeavadocjEz7/LIA8MnYM19gf38/cz9Tm7jMHTU5oqdF4YCzyZjQRGa7rMdB5t12sYev0IPhoMjwYxsT1XHBJ/2htl3mRym0Ux364A8++tPcgGzHvYsOMoAcQCOgBvBApambtpXTB0A+6DvjHqeib8D2MldsgBLS0aM/VQfbo0C3ospqm7ryqGkD6AraFZV3UPdUlde652o5t0f5VX61dfVHfbU+il0GvM3Y8jetnIM+52bcNtJ0OtFwPFRWp3ayfu84d16/+Opf02t/67dzmDHJw0eXQwZpbTjKAclI00mn4WCsthnEdqa4jPsu/Z+l5orrJM+D1Mq4gCh1gTvL5RAhtYKoGKgLv8v1lITysDcPdvNS12StzLIH4LVpI4sv23wXcA010RmNRmrbJnvqfvidmvD69SqxZ8w1V5P9o4neJOYT+p9rZBr+NPRgNEhfd8WBJL/JwnrH5zgHWnajea77WaDQ+7kOQCeTdfb/WWJMC40OfDdtaU8zntPJTEq/2Su6nIRNJ1NNsvfPp3M1btVmHOfh7+0m9+jZjXb39vMSvJ0DlU5t9g/iThN/mMMr8p0wd6OhhqNRdObax1/kXTDJ/qRO4n9gcuzYieJ/NpvL8esmfYkwYkUg5ZqaZXynPHRaato246f47BKy1TCHWoPsL132rP08gE9jO40GL9rYhsy8d1kjc83TVx7UlBjkx747mexrkLaSL2su4TTMuM/THsbvJA/bg7SLna10Py4t5dOpUwYuSO6ZJwVk7+RSEEnUilbI1M48hWrajN2uOOBrR2vanXY53hnIWbMdjqNyuY9t2YdRdU0EYleG4DThgp7ZWjlEmsqzib7zqU+Scqg0zbj9+dvfrle88hfEb1adyDPDsY1NrQ1GWk9+G6N1jZy51EDjYHJuR6/7lVfrFT/97/XuN79Fk9N36ZrxWF/8d/+2fuqHf0Cf8SmfqNnOWTWzPQ2beaah02DYapox7dyojd/xeCP8oeb7c2kiDefp/1S5xiyVvK15+tkFpQ4PvjurWYHhpy3qgk7p1ApC5lP0IretBFZI5TIPnVlswTzt5NJ0SoqyoxJA2E51gE59oQZzK7kq68wZ10Zr7bome1ONhkM5oz8aj8pvow2GYw1HG/qVX/kvetlLfkCaN+pyrf3/vvLL9W3/6hvV7V/QfPecjq+Pc7B3RqO1DU081GDrlPY00He98MX6+Ve8Is9IaxoPmozVTMPBMC+F06yfYcFcjXKJ9Qnmm6HpUvPhGmma5Jj+xDj5pr/ZW5Try1k36DEd88FI+3HC9bGxPspB4/nkdl7tbEcvff5z9Fmf/inaHFr72+c1yvXoDNju7l5CWLNcx+xNbduU/hNzlvWljIM0lz0XsUXbkgIO10qeofV+FMen3cmJ4VJL6W7aClygZelWZAubzD1zmZbmGaMukFxSZZh6WHarWfbGDJtG6xvaS58nGa8pjNwX5jkkbJpYWir7cBpmL8m+rFK6fM+DrLvE6DJ+s/icqy2xkkbWuBRzUUwnAvJxxhufg+yr/FCK/Q/5fvaxL/yiL9LDH/GJ6tqR7jp/Qb/4ql/SJNf5YDTQfmr2xlniTd1ompzALO0ugRz/tjM1XaCrQoZfH+qF9Vrxwe6LnfEOjsaxe77d11Ve86p15du9nu1c01lTuZarrNbVxnZhzbNWAfzCWHzBAzSbrJE2683ubY7qonMIl9DDhve5ZFVym+YaqP5tq22aXIfxn5y75DQDudCyGx9aTvgBdt/HeZ4HZgG+4IvSqfizLduq+Q9y7VXAQx872xpmjwbwKw9dnq0ANDLGAdo+8G0vcknO9Avg2+5jK8V2ycPudW2r5m33voiLLfxB8slQlOdWCXmT7bkTY0j8sNTwnBhw3e7n2Xh3f1c8p+CnbRvZFjT+qGtOYZc56DK+Ta73QXwMh4PkZ6mMdldya5pGxLJd9G2X9jC5AaW0WRfo8Xct9/NuyFiBvdBdOsBZBjrIyQOZbdGmL3FRcszkC0zzbFCRaRQ6vHPzg2b6gI+9HH6SF36b+MIHsPv8xnkGIU7jJi4bjUfjrIe2jM0s6w5b9PFHjvgB8IDbhkrIGU/mBBomNTzoJuPDOGCLH3ID6CCHB2wLXaAUdOBTowsfH7ZLzGnuk/BsR1uFhx4NcqdvxF2lsUcHv5l4VR1s4KG/uZlnufygFz3mivjIiQWgkdFf9Gmjgz1yAA+gZ7v0CzkgB9A0zvPNMDLy77J25qRU2shilvWVu1DWHzRQ1t08cz9L3wH+8akjBR4gF1DF8KBtq+SAgysBJcAgUgObhFUGXCvF7vmwCIRfFiGDyGDBQ7YKFgmYZXOyMyC5aIhBe3d3NwPiJbCzTXVJXMo/OVRlu7eFh/9pFnmRhd+0rdxkQdslHoNGHugC9GgzDrYzMTPRLxYQfeNCpUaP/iCjjR9gG1EmuTsEmPgg97vuukt3BYWXi5N8Ztks2eTGWZDU04wTmwa1m1b7eSDO/pHJHBTY6YNc6FEu6HketGZ54ALQjryJHWgbNsu5muQ2zKY/Ho00yDgkwbzfzcQmAK+Fp4NCrvSNhyg3FmjaJjHbAttFGT1gW01iJVBZM9gy/sjm6R+0UogD4MOrsqofleLHtmyXWFoUbMA8FwuYlYtkttRHDbntwiMf22WzY+Os8aoOmxs4v31BzGUnlXjYAS58Nm3oiA71izb9QMd2ydVOnTFo2lZe1KwldNDFhhwAOeAXOWNAu9bo2S59wA59ZEqxEyPAtsJ2JP3HdrFDZvd8aKAU/ADi2S660GCeRTZn81kBfPpiu/RRi2K72Fa/SkG3wnaRk78WxXah0ClEvqDJB0CHVT6Vpl5FES6+nHWpgIOIo/YLlSxzZrW2Dte2D/XpsPTe1nIE8lS1uXks679bos0efn5nVzM3OnbqWv3sz79Sj/vGJ+jxwa//xn8tBznsR9vR2c3B2DD7VCdrNw9DzrXR5iWd9caDW9yLt6tOysoLHCJz00VfvRBx4CCyQx9ymhXOxvqa2jzA0VhdM3WNch2VfSb7BzrT7B9O/thwHYKmzf6WfZIbcNs2kiWuCWWdOb6bdqCmbQtvPwdh+KvXNzGJAViPtoVP+tnGJ5hlL0SGDbKqCw9728s9SCnI4c/Z33NYRzyAfpNxBLZlW9AVSsEOsPd1aTdtqyjmBXiaA5K9cnCKr/3MDzWxqMtBZ+4pbeZoLS/zF7a3xW/n81ty7JP0m3tS0c391XY/TVK53ugjIGZYatrEzfgxlYwFuZOXbS3zdWylHGLygOSss9RxMMx4RyQlH2rb6YKjqVI7fpXCgUkqWV2BUgPatS509jja6PZwXiymGg5G5e8o2k36uhtri/6Tp0rp8n01iNnyQwbkDiS+4ezubOc+vJ8lNtfDP+aj9bSnPlln7jqtdFWv/93f0R/+3u9p58xZHV9b1yD5O4fTJze2dG0Oigc5hH7LH79JP/R936//97W/oUkOOW5757v0SR/7sXrhc56tb/2mb9RAs4I2tXO4qRzIOCtY6aWWpc/Gyn+ZqGYF7pZKhTjSjIXKddlEANC3aukiX4XS7qGjBaMYM5ddDqx6dOrgiRqDLl9gUUEGmIaTD40A/YA+TvZzEJfrbjNreT+H7u1opDsZz2uuV7u2qZ/6Dz+nF734ZbqwO8l1MdGXfPE/1BO+4fHlsHaaw8f10UDT7FtN00rNQE0Of8ELX/J9+nc58GWdtG2T+Ys4MR106WUn9ok2LSevy38O1pjkxXr2wsS2No8d0172Gq4bDvF2c8io+UQnj23qec95ph79KY/S8Y2xds6fVZuxauNjknznuWZ4PtSh0mdGjhWM0cU4ZPR+NWqcWvexLufycH5VN8vxIgOGyBnn4TAHsnlGHuUHP032iztP3yXoNvytEye0n4PJzRtv0tkLuc7cyINxxnOee9FUm8dPqPfdxX+Q8SNmVlvhI3MkNfdao1MQ/bjUIcTAS1j/6l99i2644cbi5TWveY3OJL/BoC37/NmzZ8X8J7IqhHG04bPvhbzqT9K4att7Df/3jIDdz5LtTP1hkIHd86Dn2cdAWRth2AcyeMgAdMTFHzXreBUy3B62Zbs07L6mgQ/QNM1STrv6ty1k8IBSsAZNZNRhqSzsQoTM/avqLljFt91r47s+h0Cj0/L8EGKVb7vY4QtEXK4jatslL3Jrkjt+LgXsgFJs5/vwxw4vmPLclXdynl3qNUqN/0Ge65q2XeZCHLzYTg7ONd6IYjvtJu221HZ2kuVY4K1Hl/tyV55Pu/hU0VVKF118V9SxmOb5a319XePxuPi2HW0JOf8Khv2FZ802+416kfCxn/vDXg4POWdo2rbY0h/AeFfQxtc0h1EAH1VGIHxxFkIe0Mx72zSolfOF/cTIFsnEa5p7GPclzh+2NrfEuzV21Z44+KCv+Ga9Utsu+THWxLZd5tq24NGXaku+9BdA25bd6+Mb2C7jajK7XZQAABAASURBVFsUfFZd2raLDTz8k0/XC+T0LcKypCuPX8riB0/TrBHkTduqaVuhZ7vMBf0ktlKoadNvfBPD7vWQRUXEBrZpFiCrwA4m9aqe7WJrO+F7zDJ3vM90WVcAGkArPYlqdFVAGxzw+rHrsv4qtCh273/RvKiq+lkTvigpuzcmeRSVYvuQno4Uu7exXSR1MGYZeIAfUIQrX/CqLrTtEkcp8O3eX5plYaEDkAH4q0B2qbbd+0GOHTkx0dDo284gHwyo7ZKHbVGwA9AAGlsWM364YGkzZlVOfTnYLhcOtviyXeJhb7tsBMiUgjzVoQ884tkWObDJUKNU+4aO3fuCRxu5fdCneoFWGXJyYOGPRqOSk+3l2Nsu44QePqltl74cvVjxCZSCT/uwH2Lgg4uNGnsQ9RLP7vtGG1QfjEvNG/5R2H2OxLZdxIwVgFf9IKBNfSnYvS05MbbU6BOffLGhTQ2gge1D46aVYrvIag5237b7WEqxexpf6IVVPrQrCmPxZbvMid3XsNGr/SVXcoaHDMAD+LcNq4x5tUHXPpgv2peC7RK7OFj5sl36qSPF7vWJC+y+vap2NA4yu9fDBsC7J6CP1V/Vty/fr6pzb30PRiDjOM2d9sLuXg6uOo3WNzWdZ54GI7kdqh2u6dzOns7v7uvEtddrqlZnLuyqHW9q3o40ykHJRl6g1TgvfHsl4FoOUqZ5qONPO7R5YZQyVwF1AU8eQXlw0T0vW1tbZT3WtVBrO/5zA53kYY1DNPgKb5ZDPfIqdcLU6yJkOZRyiC4P/DFV7t3hzcQ+Ns+LfUTZk0fiJ5kuDyUSD6jTxAB1TdouDyDoExfZPD7tPifuKfABOqx79sxhDnih4dku/VLKUb1R9m/8AWS20zVH8+DDPlrl5EWbPGwLe+4roGnbkuvu3m75qTh69NeZO9sinzY6HLiQ4yAHlIM8gBMX4BvUWHZvY1v8pxT0UpWPHe4CMJCRF8M7yfqYh2B92NY8Y4YOOVDHUuRCTRuYrwV6Ogs3D1iwspwEkgjNWqXOMVH6tLe7o+0L58tB2lrG/tjmhsbDgSZ5gJbwU8yu+qtLJC2hg9JJW4k1Ggx0/NiW3nvLzfqbj3mMnvBN36Azd96hu+64Xa/4mZ/R7//2b2snBxc3njipUxvreu9f/IX4Z9Y/8vIf0I/94A+qzTPYPC8V3WRf//Ibv0Evf+lL9Nc+9VPVZNwG6Z+9GJEsZsYZHCRxN1QxTaJlHN7HOra2ZV8edxM9YieyU9dPzUGCC6IQugtUpgseUF7ojm2t5drd0TyHrzuZz0kWwnDrhPY81Hc847v0vJe8XJNmpO0c7H7W3/qb+hff8C+0u3NB41aBtZu9T02r0Xi9HGYNctD1ku97mX7u5/+TTpw8Ja6HNvuY20Zxra6OsVKSRJ99l8bRT4Ql42hgE7oLlOuty3hRY3Hh3Fm12YC2csjYTSfayTq99pqTesbTv1Of/VmPEf/sl32E65XrmWvStuwm1/McF//H8AEJ3MULSFU/dt+/Ts787JYXUfbMSfbfY8eO5yA5B/qZk/fceoc82tB0X1o/cYOmHmu8dVLdYKzh+pbObe9mhTSZN0vxKXUCDtcc1GfcaYd51Z+H/ZW/oi//0i9VJkO3vOvdesfb3i7n3tNkau6Tg8kmIblOQQsduHPZi5yolvN97+fDeQRsyz5A7attNXm+sK2OPWIBpdguMi1KlXOvhF6wi91R2nZllbg07D4G9Kq93evCO+rbdrGvOWIL0AXo0wa0qcEqbfc+bCPS0WcI+4CPDFvbJS70URQn+bJ7nZDls6pXGIsvcl+Qy7Gye1tk2CG3TVV0Kg85QEBfV/nt4r5LzsjQqUAPHrJVXqWpbZc+2qa5jIsdwBbwi1F1/6fNPjjOgSQ1IA/iAbv3hR4gd7ufd9r4JZjd69HmnoIP+AAb2txnAG2711+V2wd+4dtezi322OGfvAA6qzU0coCs2tgu44J9jY9uhe1yXSC3LezsPhd0lGI73ypjuuqDWHUc0K2wXfxUn0pBluqSfGQAf6D6rPbT3Kfg2S72Sql62KW5/NA+CnThLZWOEKsy4tC2XcYNGntMyIe6wu51bFdWqbGpKIx81bbd69p9HVEZ11o39oEApu2SCMFtl0VBkgwKWE2OyauBqFft7X5SWeR1Em2jUlD1keEHJr6JgQz+2toa7AJ4AB0ADYowX6t0muVjuyw2++K4di8jXvVHDSpPKeRh9+MAn7EIuywMZOjbXsahL1zg9cJEH53V/GwXe3QBL3Lo0F9+YgFNLGTMAzQbCXrw8G27/GaeFsV2mTfbhUM8/KBv93NRBPmCX5Hm8gOv5osdcYhJfGT4RNl26S/9h7eKVT1ypw3wix487AAx4NcYSrH7/G2XB0f0wxY+bJc+4oc2NUBum2qZF77tvt/oAmJRYwOg6/pEn1h27+dScvvAH74AY4MutvigX9D4rjJodAB0Be2qgw321HYfBxk8YPd5VVtiA2TYANvL8UEGGBRsiAWNHjWAB6Btl7Gz+9hKQWb3Pu1L11FbftAHMOxenzaw+7ZtxGU+yct2ybkwL/Nl9zrkfhT4XsWqC9ulidx2iWO78Oy+RlZRBCtfdq+zwrqXXBmBTlkranR+e09bJ05ptHlMXV7sZuGthabeyIvc+Z197eWkct4MdPrcBW3vTTRY25SHY23zAp9x3tw6Jjetzp7LQU8ezmjvT6Z55WMOmkRNnRcvJaYWJZwFdeWK+T2Wg07+GRBrTvHKOuryAmn3Xro8vF+4sC3ngR7ZLAdcYZVDRa5DrqVy4MihTX5i7GLW6XzynSRPDioBB43z2M6j5/SHl15AmxgVq2180yZum76jA4+49Ky20aFtW7Yhlzdz+3C7CPOFTfVFTRt0XVd8ENPubYkHiEce7GUcBNcHWH67MS7V5vBtOB5pOBqJccLfNIdc0/kshznTYJbDmEm5PxFzmgPDHtPyPNFl/JWQxMYWEBPfwI4QonHZJ2YZS+TMR5/LJHHzhh4d+NUeGpD3aDgkBBqpu9RK3UMpiwhkktbRT1d04W7wm7PJY5h5GQ3b/OR+qnNn7tJkf1fra6OlHrpXhz6T7hLGTnZdxnQ+m2j7/Dldf+0pNZrpK77sS/UNj3+sTh3b1HrW62//5/+i73vBC/TyF32P/u3LX64f/8F/rdf+6q/orvfcouuPH9PNb3+7PuUTHqEf/L7v09f803+i+f6ezp2+Uye2NtWmb/YiBwY4edh92+7rsK7wSeaoXQ3Svys4fj9EXeali30Plzhd4R2m59rbvaDBwJrlQGm0vq69HP5wAPWEb3+Kfv5Vr9b4+CndduacHv6IT9DTnvGMrMeZjm2uqZvsif9Jz8kcMu7uz5SLQmsbx/SSl75M/zGHj00zEL99J8YwY9wlm7I3JBe2MWA74kuhWfBz+BXDTo41mad2I8VOqW3nIGqmjbWB5slnuretm264Ts9+xtP1GX/t0cLizhxS7+YAfTQaqsla2c9BdNO0OTBdE7/homjpQ7g0GQNge6UX9NyyrY3NTbE33Xb7HfmB0JbYh7i3sK/9rze/Ra/4pVfrBS99uV71mtfq7Tffpgv7nWY5cD6/O8kP06TOmQO5990pVFfQczu9PwWvG5mXv/oJn1AOHZW19xdvfVvJczaZ6Pb3vjeHy90Szj7oXKPYmQUUvD8ZvD+270+/77W95yPA/QxcygJ+BXKblQGVdZt1UmXUPVeyex14QJcptpe6qFTdWtu9/GjbNuoFyJrsORV2L5tnHc/yvADsnocB+gAa2LmO0w/banP/XfVTaXxhQ1sp0KsIa/lZ5Vfa7uPbLv21D9cY26YqwA7C9lKf2MDu8605oYd+bUPbFrq6REFe2ejQ51We7SrOfWhenqXsA57t4tvueXbf5nkIf/gCjPs0h1xKqTS17TLOxB3l2Y6zCKVgQx8AdAVtziyGPGvFFh/cX3ifj1nuf8MC2yVXYmJju+RJHGzs/l2/tvntTPwoBR4gf2D3fas5UOMTP9AxKb7RBeRH/9EhL4AuesD2ch5pI6t54o9xIL7dzy28VWBjH/hAhg/iAc6CVsenymyXsbYtiu3SJmd8AGh8KMV2yZM2QA4qbfdyu6+rLKbLtQKvouZB2/Yytm1RbJdx1CUKNpVtu+QF73Kouqt11W1IBNARAA2gUWIQMKQNH0DDQ4YObQBt9wnZfc3kH51AbG0vO2gf0PgBtsviJYbd+7IPaqXYfTvkRR/bhWe7DJDt0ubLdhlwFhc5Ay0KdAWsVZq27ZI3eQEuFGp82S6TTZs+0w/slWIfxK+8sFXHBx4LnwsEGntkdm8HD2CzCuLv7u6KFzPsbRefLHrysHv7VRvo6gs9QDy7zx8/+AXkQz9sl3HEDuAbO2iADmsDQBPD7m1owweVTw2fuPiqbXgAn/CID7CFbx/0j/i2y3zY1mrBHhtq24dyr3r4Izawex1k2FTQxk8dC9rMC7GpaduHbeEB/FNXVJ/U8/m8rJVVHfgAfepVWeWt1tCrsL1s2j1dx5c+QlfUdo1h+9A41vi2y9jZl67Rq9BKgUez1tB27wMecVln8N8f4Oty9lVm93Hti+ujttUG/ipN+15cYgTyYLjFS/hkpl/91dfoNf/5tfqFV/2K/tMv/LL+0yt/ST/4b39Cr/+D/6F2tK7jJ6/TK1/1q/rHX/W1+pp//jj9s8c+Xt/67U/Uv/yWb9Grf+01Wt/a0vFTpzTJi1g+vI9pnpesed6UclaYwzYFXYEWPF8ipVUW63yeQ5xj8d2lVhw1MRq0eZGPInMMbOv06dO5BtpwLXhc93L08hBtxyhB8XUihzpNnMA6fdfp5DjXIA9hHMw5+rzw8hB14cKFsi8XP/HaNI2AjS9pngdx2tQRl38qwwMLNDbIoJFzrbAPUiMjPwAPedVDhg587glc78jQBeiiQ0277mPEsi07fY8B9vzz6qbNq7ZVxiPsjIBKH7Dfy0FWzzNV0cHnPFrUmSLNI4Hm8IUacKCIPXkQhxp+VEt8asVl0ckY2WlkvNvBQOfOncu6yIFPWPjHDmBTa+7FjCP2UUvySA9QeIumCVSwYCyrLtxOFy6cV5vYW5vrmucgsHF6N59o1FqNO13kPJyr/Rz21rf4Z0rKmp3lgCnnZFofDTUK8XVf/VX6psc9VtdubOhY22p69ozueNc7dOaWW+SdHY3ygjHNoeWDbrxBz3/m0/WS5z9Pn/SxD9fY0k3XXaOttZHee8u708c+2zp2fUuyo6gPhUKe4GiujF/ldTmo69LoxOrmEKefty4HVGu67Y5bNVofa7iWH3gPxnr6c56n1/zGb2k7y+zW02e1depanckPJ97wxjfq+PFNnTt7V5n7LAvdfucZbeSQshmu66f//c/qx37ip7Q/mWu8viH+uS/rf3XtQyeR8unK95Gv7Hdwuj7TXD8lY8mNHISQS62ULofI6zL/I5zzZ8Q/u/7uZz8Xdb5gAAAQAElEQVRTj/nMz1A3neSQfE+j0TD7ykij7E9cD7v5gc8sG+og11Ic5Erl+8MDNutgMV7pUhecP39Bbga64cabMh9nyj3mV179av29L/hCfcu3PVFPeeaz9f+84lV66jO/S4/9hifoZT/4w9rJ/F1z/fWaZi46NfGCT6l450AEZOTgwtMVCtfV5ZAbgKZ7e7rx2mv10z/+43r6U56iBz3ggZps72gz6+d47llOrPJbkOlME9qZO7Yd99mUyElTV4Pioni49+sv6whcau2Qa+VzTdO2reYSzxfI0bUPy+Eh06LQXpCHKnSQVSC0s/oC4q3yaQM7V0bWarWt9aqt3ftYtUdeUfmzHFRiDx/fwDZNocPzAw2ec5BBw6+ofGR2b4fOPYHd61df2Ng9r9J230YHXq2hQc0fvm3Zhl1yR0ZewPZSZlvkzbMZfV+1tQ/GttprUfCD3Sqwp233dqhWf+PxuORBG77d52C7rKVqZx/w7V5m9/U0zxnkoRT80N7LnkZtO1vc/LLAjvsQOWILTR+wBdC241llbOzDtO3CxxZfQIuCz7o2bC+4uetnXaKPHKBDm1gowat+yAfeKtBjXCpWZfjBvtb4qYBfdfHRNE2Z48qz+xztg9p2Obi1Xc7CyMd2mTPs8FP92i7+yAu+UpDZvT45hbUcL9oV8IHdx4auqDqrNbLaJpZ9sR06xKe+FJb2tktSq0p2z7MtOr3aKQxXdWkDggFo+8AeXgUygD2J45cFgJx2jYUOE8citF0uBvvAp93zsFGK7XyrTAy2AIbtQ32DD5BhS3xqYPe6tpfxlHI0P3JEP6ISr+Zou1xotMkdYGv3frGxXWzoL3qAF1V8shnAB2w86F/ICyxxaHOST1390g/a6EHDxxYaG2h4tAE821QlB7ufW3JEz3ZZwORSfZKf7TIe8JSC34rqN+zyob0qs11sbZexqTJqfBObPgDmAj65VD/owCcn2yVvdLQo0LaXc1ztqPGDf1TJHT/Udq9vG9FFeRXmyhc2NPFHPHzbvS109QtNvgAaO2S2S372peuqgw35Vnv4gHaNTR62y5jiH5ATwB4oxfZyLitvtUZfKdUemX2QX0TlY7vUV/rCdlVuH9gclaEH71JAdjlUffI+CvsgHvZVt9b00e514KFTYff82q41eqC2760vPwIctq2tr+sP3/AGPenJT9F3Pv3petrTvlPfnoPFZz37Ofrel7xUb33r29UORuIP//NbJ6/7r7+l3/zt/6ZX/uIv6dWv+TX9h5/5Wb32db+hO+68M4dLc02mM3XK3Ljpa+iCPg+H7l/C2PMtZR47XbrYVhNck4PNtuFlEs1OsQo6UVhTrBP+r6TM+yynn7Snefi1LQ4N0ERvP4du119/XQLPMRUHYsjRn0ymyX2qpmk1Gq+JnyBjg0/b4TcFtmX3beSr1ze6XPPwlcLe1+aAyXZaCZsHqELkq0l/0Ldd/NLWosDHR7VHBhDDrzF388Mr9h30kRf9QSv+dioPkqM8pHJvGuQAw3bZg/lNSA4nz5w9Kzlj2iQ3anvZr6ZtswcNInfQ9zsTkfns+1BzIG6FVgpjypirmLdFwn3i9ttvF/PSNPCSDy/kkdrOw9q05LeRQzlAjIhwQXUIcRt+7MPtQqlAR0qnWQ5ymPP9vV2Nh0N98T/8B/qGx3+9HvM3/rr4+4xHDN7nZhcLkEolhSS2bEtay/i3Gd9jm5u69T03KwlpnPnZ37mgf/rl/0g//P0v05d9wRfovlnf4xzWdjvbWo+Pz8kh1Eue/1z9m+//Pv3DL/h8rQ8a7Zw7o0EunN0cqk72dnTTfe9TQibM8mNbtpftv9xEzZMaHM2WkayQXFafSqnak/xQgsOmufjdUuuZz/4u/eqrf00c0t140330kQ99qM6cvUtnz92Vve1p+vXXvk7jtXXt70907PhJjTe2NFzb0it+4Zf0fS//15FtZr+wdnLQd+qa68QanGeNslsAJYvl2taidLWuWVHXbENzncdOzEuAOteMupnO33WndnP4eP/7XK/nf9ez9CmP+kTNJ/vi7z06B9fra3nJzLrYX/7m4zhuXPapla1kkcCHepWxyvjQC8ZIskY5VG5z3Z7Ls/Q496kf/pEfLfepTInO5nDyRA6Xb37vrTmYPCZlT3nlL75K3/bEJ+q2209nLtfLiuniB19aFFN3fL1/wM9Ofkgwbht93CM+Xp//uZ+rT/nkT84PrfbFnnyW/TWTxEro0ccLS+TPevoApNE7/f/a94d4f7n+AXsJYB0AZf1Tw6ugDd/ZRwA0vGpPfaXhQA6qju246FH5dt+uOrXmWaY+a8CzrSZ5tOX5oFW1V4p92AeyefYugA/aUSuxoeED28WnnauEi0MHhTjEq7D7GHZf4wfgp4J29QANanu1hl9RbW2XXIhnW/CVUtshS5+xg0ZeQR8rkAN0rgTbRYyu7RLb7mtiso9U/9R2L2NcOFNQCjTAR50vap7/4IGolbzxQY6Vhw66tg8dkqFv80yWZ/nMCf75wTDPcNDY42eQH4ThkzyxQQeQu92PH3J0ATR6tktfsbcPxgC/6JATPmt++EMX2F72BR30lWK7rC3bxTd58nyMD+6f6OHf7vWUYh/4QhbWoQ82MGwXn+SBHvnhV4sCr/bPduHStp3n6HZ5DmdbFNuFbx+0bS/zV4rti3SIbx/oEZccj9bEBjpS0AOVbbuSy9rueXY/NuiDpcIK0dheJm0fpkl2RfciPWTo2IYsk0ogUBj5qp0LeUl7dCtslwHDJzwWh1KgUy39Q99TMIjVvtrQJi/AIrN9ydzQR9c+kGODT2pk2NMmV9q2y6aDHBk1foBtqtIP+ICFSE2f0Qd2f+GyQO0DG/zjwHZZzOhW2F76xWeF7dI3/NsWhXj4sq2qRw3fdvGNPuCCpUZfKfaBD/psu+jXPNBVCvr4C3ko/lE+OtUWXeT4AMjYsMZ5CaOmzVijA1Y3BdrA9kXxbJcc7YMxQncVWil278N2WY81P9uikAPjRf/xAQ9U2vaheFoptpf50cdqs6KytLW9XEvI7d7WNs0y3/YBXX3ZXsZgzAAy6po7tO3ih68qh0/bdskD/pWgRbFd9G2X2HZf00fbouAbX9DwWVu0AbwK24d8wEcH4APAuyewe1/YAmypK67kA50rye+V9SOws7udfWSizc2N8ts21157jcANOajbysHJjTfeoNxoyt8OfNjDHqbPzYvWZ33WZ+kzP/MzdeN9btLf+OzP0mf8jc/UxtZmXgrPazAalf+5gvOQ2sl5CXQC9XDaOUNZttPs5ZlndCM4/MlLeNs0JZ/xeJQ8pC6HDvkKEQtTUVvvee97xeHWZDaV82A0y4PTLPZcM30ciev+Pve5T/aFRuPRUO+99Vbt5rAhqkU2zwMz+8UwMvYsaNY6a2kWGf6plXydvOoegh37PX9qo8RLL7CxHVUnXluuL6XAByGLDP/A7nWha1x8AXQr3/ZyX2EPpU/okAMvLbbLA88gL+7nz5/PYcquphmTacZtzmi3jQajYQ5Zx4I3zYHxXg49dvf2tZODup0cau6FhjfPmzK52i59aNuB2sC2KDVPu2+jCyTaQWfZTfJljhrdwhwlnpv+5cW2moxjKmFnWxw+At1N6VbknZxW0EmsL9PP4MSxY2rjc57+nzpxXP/0K79Sj//6x+kzP+MzotcVK11l6bBLSJykm7QuQpf1t5fxnOTg+4H3v7/2c605uWzlYOmO99yiv/LAB+iJT/hm/Ycf/zF9//e8SC9/8ffoP/70T+n5z36mPuszPl3H1rLm5xNNc+CYk6n0RVofD+V0cufsmYzZPOgKCG57MZ4kpg9aqY5tJ5fLo+rdbV0G0Adq6V+u7LTLKC/qXm45okCNTp/b1pi/+Tid6znf/Xz9Yn4owv+Q70EZ68d+7VfnUO8ZevD9b9J8f1cnj23pqU95qv74T96krePX6D233aUT19yg/+fnX6EXfe9L1XmgvazNcQ4onfXJ/5ypSywQYajEbIJ8umwYQJ3C1yKf1KXF6lvQGR+lb3aMCquLRheqy/qb5zBaeuB9b9R3P+sZWZOPVjfd197O+cyz1cRmb29P9drupPKS6Fwvs/yQxV74DP/D4UP/Sj/SL7vJsFmz7D/sR032nF/PD7n4J/IeDDVa39A/+7qv0/e99CX6oX/9A/riv/9F2s81MmitP33Tm/RTP/WTalaHJ3PQCQZzkzoxVNq6YrEt+3KQ1nItbm2u6Z1ve6u473C/Obe9LWIdO87/BKfTPHtAB8KFP48//gdvczWKc91bPrxHwHbpoO1Mt5d0F6q/9/W8brGnUNsWMmAflivFtpx9QE7jEh/bsg+jquG/0rYLCW+e5xtqYLvYF+EVvqoNKvaBDT6QtXkGtHPNpW+04aMLoKscGYBPnwE0OquAB+yDWLVda7uX2RY+sUe2CnhgNU6V2y4kcttlHuyehz+gFGzRCVnGyna5DyOfTqcCdm+HHnx0sePdaZjnM9rwAToAGkBzyAjQt13icD/gF594tiMGPmyXvmJHG1tktQ0P0AbIbZe+aVFqXnVOqg5tgBzYLnbwiAGP/JSCb9rI0iwf/ABkFUWQL/i2iz/saAO756GvFNtFx+7HwO7bxLEtCvYVtLFlrAA+gd3rVhm8SlPbFj5Xseqz6qMLlII81fI+XW2RVxk0wB5dAI3cdlk3tKuO7WV/4QOtFNrAdlkT0FVsu5D4sl3khZEvu2/bfR3WMja03fPJC+DjUr5to87fIZ8vFx7KR8ELUp0ALHBquyRle9lJpRDoKOxeFzvA4NqOtkriLDzbyxwQoGe7yIlNTrWGBsShRv9KQAdddOw+Ljz8AbvnoQPsvo0+euRLPrS5WBgPatrIyB8/8NGjbbuMyzgHZ8gAvpVi9/5tlzHkb5Mh40GRmpjQ2Gzm5R2fxOPFdL/8FLvRaDQqixwdZNjEdfngAwI7ciHHCnjI0QfQ5IgedPVHXeXY4o82sF36phTa+ERnFXY/d8iB7ZIvOrZLv6Hpx2r+5GAf1sUePqg0toDYq7kqBR4bcwXysEtM6uoHPv7wA7ADtlFbouZne9lvfAClMO/4sr3sI36Q438V8IBWCv7hYcM8AGhUsLVd4tq+qA/I0QW2RcEXfGpgu9jZfY0OsF3yta1a0K+wXeLqHhbbJQ65ANvFEhqi+iU32yU2fdWiIIe0e7tKYw/sw/wqt13i0q7AV0XlUVceOUDDs3t72zTLnoOsojA//L4+YD3iBYoXt09/9KfppS95sV78whfoh3/oX+vf/fi/1Uu/98X6yRyMfO7f+b+1u3NBa8OBvvZrvkrf++IX6XnP/S79yI/8G73yla/Q85//PHEgyW9A/siP/qie8IQn6Cd/6qc0GI6UyZWU/SSgVl4EqXsOj+CLeVMtfbu2mOtBHmKPHz8u9jqmucvLt/JCpzzUNmEw17g/c+ZMHvpmmuThz02rvLuqi4Ba0WvaRFsx0gAAEABJREFUJteEdeMN12tjfa0cdL373Tfr/IXt8Nv4X8vePI7bTmfPnSuHk03bxtR5EZ7H97T8Zgv7BTGbvABQcx200WMvAfDhUbM/oF9BGx3A/YD+4YO66kDDUwr3EnSRpVlysV1qdEa5lwzzIEssdPBJ/9EdZL7URLdtZHINExl/O46al2V+y3O81vcbfV70m+gKOzelz+QzZyTTbtuB6Nug1MNC0/dEKeNGTiChyofxp82BCYcJ/LPWSQ55EGb6JEtNYpWYmVNbmYdR0M+DlqVbUpclomIcohA6KZf8u7xYtXG8l8NVJcbZM3dp+8IFzbJOhBL6Vw0CHRh3Nf6CxVjRP+bmwvlzWst87e9sq9E811Oj7XN3afvMaZ3YWNenPPIT9X896pN03cnjmuSgcrq3rWErXYjO+tpQp06d0Pb2ee2mH5ubG/GQWckgMr6Es9P7BWjfPbqFCvXVAHPsqD9Q8IEjDiGXYMdgtqjRseZudd1ND9Cd53b1tGd+l/7jz/0nHd86phMZmyd/6xP0Ff/w8/Tg+1ynl7zgOXrIA2/S6TtvKz8Y+aYnfKt+5ud/UdfceH/9xE//jJ77gu/R/qzTNF1hr3AOuPYnU7X5IYada2cxptAkFzUx5sC27Ap0G4WRT+qsaxtZWFlnaebQsYvtLB2ZhZ7p1PEtvfC5z9GnffInld+GHGfCx7luWaOj1PMcVnONcp1zbe/s7JY1zfUyGo31oV5sxscXdaNTeBn7Wa7dkydP6V3vvkXf/bzn69R112lz67ie/Zzv1jd/8xP08Q//GH3Goz9F//KbHq/nPedZ5U8rbK6P9Krcl97x9rfFS9f7jjuVltUl5rzSen9Kp/FoqFtvfa/ud//7aTAc6s7cg3b3J9rOwfF+5o7oXdbwPOiSwzyYJf4sa3eW/nXJQ1cN3Vv+ko+AnQlPjrZlXxplXagT92NAW2wWgdt+H4E3jw6ARu7I4/qKH7uPWZXYs6CpQdM0JS9owL0eOUDW5rkGQNu5dhb3G+5nABt0LwVko9zvsEdOm9ruc7It7o+2RVz8Ia+xoOFVoAPwA5CjC2yr1nZP00YPKMXu44YsH/jER8929uVuyScmz2rIgO2lDDvbol8AHzyDAWh4dq9v9zU2FXbfb8aG/lwKxAe7+eEl2Mt+Qhv/2BGLODwbYq8U/KcqeaFH3gA92tS0K2jjx7bwTX+p8Qeg0cUnbeTEo4aHjHMNfHOPsi3y5D6F3O77SRy7Hwf45Ik/anxR217On1KwoZ/4hiYWeuQE7N531UFue+kD/+RK/9ChBviruloU/KJPbbv4ICaAh4w8iUsbPofCmznfsXt922UNI8c/UAo19uQCoNEB0LaX1x/+4SGzD/i0V4EOgId/u9e1XXK3+7ZWit3z7L6uInyswnbxgV+glCoPeehjWw2DweQzuKs0Rgy2bdVi9zQyBoOFDY3ctghoH+gohYFPVQaJAaKNjd3r2S522CoF2SrCKh/b5cKwDyaKfLGrNf4ZWNq2y8ue3S+0o31RCrosdnKCDqvkiU+7zw/eaj7IGCvb5UEO27qY0GVc7N6W8bF7Gj0uLnytra0JG3xxAdoufUOHPOqCxxc8XpxZrErBBzz8oEufyafOIXxgu4wrOdCmxh82+FAKY0IOyAE0sfCFDB6xGCPomhc0ultbW+WiQQef1T8yYLtsyvDRYV7oNzFsl02LOMjJj9ywS2rFzrYu5EWPgwF+YoMMfXyRA2OCT+wYB+yQoUs+6CNHhg629AG+3a8L9CvQw6/tsg7whx08aNtlTPGJH/oBbJdxsC0K40WfoImJfo0Jr/qDrjLkgHjV3nb5jYWqgz6wXdYLvolD3thppcCjX/Dxiw+7z5P48LG1+5wxtV36hz5y7LVSsKtN22WMyMHu5xJ94mJbAc92yRe/wO71mfNVn9DVrtbVn1KwBbbTUlkj2IDCyJftZR/QRQaUYrvkDN92OIc/tout7aJn332tlWL3+iusQ35W+VeiybfiSnpXK7P7PG1frYuFXaduPtX6aFh+w+qjH/oR+pRHPVIPffCD9OD731cf81EP1Uc86AF5oV/XsfVx9Bo9+P730aiRmm6mbravNg/B973PfcqBDn+D8bWvfa1+7/d/X9//8h/Q63/v9zVe45/BWaO1cRlL1mxmPs/PTdk/OBy60ljZFtfTgx74AA3aJvnOSz2dTkpsbFnD6xsbesuf/ZnuOnumxDx37nwe1612MCxrgnU4zaHC7s6OTuQw8+SJk9rnoS6HYX/6p29Obo32dvd1/vyF7FnbattB7NrkOFcTepSX/aZp1baNRuOh3CiHQRc0ygN2k4d4pbRtu3ygJi9iUnMNRVxkw7yksofyG37QLYcMyZQXD+hxDkYHmQ9eNCZ5gYWXwZLbpgB+M2jLeKLHeAKlkAs+ictvDe2mf134JYf5LJRKDuiRK3pO7hdyIIb+YDjSKD90m+alf54XDf4HEMgnOaibTTPuOZBhrJmP3d29cv+c5TCYOXS8N3bG0WriU4vSJld84XuQvv/P//mm6DRq2oHgkwf30GHa5ImvBz/ogWoaxwPZp8oHGevmAGHeww/5DBN7mn5gMk4f5+mj7eRyAGTAvpgH//I4yBOdLvadnFm19ib7ot90B3CgNB4NNd3fE4eig6ZR20jz2UQ7OVzc2T6n+XQv1pmvXGOzXGOj0SBjNdXu/o7aYSO30l7WfwZJitMmPgCx6ddslmsz80fbtuzLQ8kSvcvBvrxtRGJeroTL+a38Lid+OZupzUO1bXEAtb6xKX4bcRbdJutkNz/IXVvf0Hh9S++69U496enfpZ97xS/p+PFTOdA7oWc8+Ul69Cc9QtOzp9Xun9NH3O9aPeMp364HPuC+xd/193uAXvwDP6yvftw363kv+t6M5Vz7OX3sGNj4v7C9LfYN4nWLjGofadrO0LcFtkXhGx3WtJRW+E7dZXwzPdnDmNO5RsNWOxfOaTRodOP11+pHf+gH9ZFZ713mc9Q22t2+IOWQfGtrUzu5Lge55ri+uc4G2csGaTc4lMr1l+r/6Ic+Xwl2RuEKmOaapE+AfuLLbjJe+2Its4w7Nfr1171Op+86o53s0f/86x+vj3rYx2p7e0fT3Qtqp7s6d8et+oz/61H6O3/rMTp3+nbt757XH/ze72o913rbNMXXPHOhphXzPHd4yUuy7kkhr0thkmt1MGp1Nj9cUOb0uS/6Hj3xqU/Vdq57/ibpPDG6XKOD0UBTdZom3DjP3fvhD3LPctYbfnnebdu2zCnza0fxbhO7Jzp36+SDqmBfPkf6/UENfpXObcs+DOakuiNv0K/PXOFZpLSPyuFVHWRH2/iEh8y2aNsWBX4FbWD3MugK1ky1q/qrNXJQdWpte9nHqo9P26pt+4CGR18AND6HuafyLAMND5lt0SYOqNd05SkFvVSlv9yr2APg2YZdrgH4+MQHsHsZPIA+Oqu2xLBd7HlGQTbIfglslz0AG2wJhH7Nz3YZD/jEQ0ZNH+3ettpJKjF2cziIP0C8nTxbVh62NS75Att5npwJHa53eDUeNf6B3eeC3HYZJ54XGWtiKYW80IU3Zo/L3hF2+RCb/AF52Rb6tsvc2r1/fDFGGNmmEjnjk8Z27oPYo0Ms22WM7N4PPHRtl7Ma9LAjPjX501dqcgHkgQ1xiL+aO/7QrbD7ePjFz+pcVR3iYIcOgE98YgHby/WI3mp/aKM7Go1EHrbLGlEKstU5sh2uSv+Vgp/z5/OOkWs/zTJH+CI+edA3+NT4gk/7KJCt6qAH4FU/tov/qkucmrNSKp86zaJLjR/GABoZbbvvBz7qHCBHDx56xKZGHx6wezt4tss42FaDIhODEcJKK4UO2AfKYV30WXWOEB8V+LZ7e2S2qcoiRgaIQQ2gAfYoUlf/tba9TB4d8iZn7I8OarXBD3L0wSqfgQOrPHTxW4E9drapDuXPwkOfvG2XCxB9bO1eHyPb5SImFvosQGB72R/7gEaPCWaR4mt9fV0c+MFf7S9544/41Mixs/uLwXZZUOjZLvkxTrSrjVJopyobXPVP2zZVubDQR1Zr8ocmP9slDvGrL/KBBkpBD3vsADT6bCrkDB21EgtbxpFc+e0l+k4bG/xBnzt3DvUC22UckeGnAj2Av4pisPhC33bJHRrYLnOMHVAKdbVfpWv/4dl9DrZjoeJjVQ7TdomllYItvqlh2y59oX13IN+7Az7xD2yX+HbfR7uPpZWyGvOob/tifbvn2b3Pao9L5gEf0JVPTRsgsw/sbZf8Kl93U/BVgWqlaw3v/UH1c7n6/fH9oW/baZ5DrnkOP7pVTPelvBArdY4+xG8+8qLHoePW2khtN1XTTTTOYUiTl6rdPKis5Sb+8I/5GD3pSU/Sfe97X9111136sR/7sRzo9Tdp9kHGazgaUJW4gxxOlcahr/rKL1mU5JjDsxMnTuiGG67nogyz0zAPlswp18Qsh0nsK7t7u7rzztN5GJqW/8Oz3WQ/nGuORdzWNUlcDjTnOaiZ5QDyLW/+M01zkDYYjspvRQ7iG7/s2cRgD8D/LPrzHA4gi0sNhoPyoowcPXgVtY0vwHUEbMt2UbP7Gn/4xg+gbVvkC12BDkCnQin4TSV4yIk3ynxgD920bYnJIec0Y1kxy4HOnXedVsk1L8kcvPAbVs4LO/7Yn/HJMxY5TDNWjAP6gFiZEFR7ZIx74uAbvS5rZJqxO58fRt162+0Zt1FiRid9RN4kNr7ahvma6qabbkrfHZ25THBU46OPVYN0ikYkK58MJ7EKJ3QUypjwNy/P5mHx2LHjmqQPHGSQz3A0iiqKqa7q08WKiLVOs3ySWfpG/NJc+SJapBF1l0D6W1brQS3+pzlg0f/+t6mkeRx1wYrr94PsYns1iNn7+bm4C30e/bfyYrCmW2+7TSdPXSM3A3VNq63jJ3U+B1G/94d/pK997Dfq5175S7r+xvtlT7Ge+K3fpsf8tU9Xl4OpC6dvlXIAOds7p5PH1/SDP/T9evgnfHz5v2I3G8f16tf9V+3kYH2WPmweP54xddbHVE2u/1n2FK6di/JLYi4D30vsRg7iYvmZZ65Ytl2+xqOhZjlkG+XgcdA6B2Pbyrap6685oe9+9jN0/bUntbE2VKO5lANn/sdIuRzU5muYF/zeKbFA3zr4TjIHjQ9Jij6yz/CCuba2VuabcV/LD64GHLgOx+IHIq/7jd/UqWuv11oOoz/6Yx6uQfjsReMMZjfZ0/HNsc6fOZ0foH1iGU9nn3vb296aMZ1nXOo49VfePPPXZcQ70Y74/fjw92U5LI5LvfPdN+tNb36z/t/84O03fvu/aWcy0ZT7RdYDPzBg/904dkzvuOU9+sM/+Z/6i3ffkoPvmdZymD4ar2V9t+KAnbymuR/N5l0syfFyIPFLrQv49+IDOQJcy1fjz7ZsHzLFFzjEvEwDvVWgttqe5b7KvRmefRAH3iqQHwW+gO2So93X8AD61DRJc14AABAASURBVBX2gRwZ4D1wmv0N2raapilo88wBdDel6h+t7YNYqy5srzZL3ocYadgHOuTGONjWIPs6Odm5nrI3Vxm5x6z4Ig+7l2OHDmOMHBk+htmXqQEy7PE7yvMEQA8+B1jQ6MFHB8DDhv2L8SMOPjmLQK/KiQ2fNv5oY4M+PGTQ7J3I1nPGANDhMBQbfNrOM/GkPKuijy05AXRo44saW/K2rbXsx+SLHrD7cSF328LG7sfadhk/2wxVnt2yd2WMsYNBXOwAMeHhGz6ADw/YLmuIfAA+GJcaD318AGjbwhe6+Kl8pSAH8NNc5oguNsjQB1VeddGBBsguBeyRA9slb/zWnOFrpdg+lMOKqPCJCaoP6Aq7H39iki9zDm27xLUt2siIi519EM/2cl6Qo2v3cq0UZCvNK5INUhYNRrbLA3d1TIJ2H8Dua/SB7ZK0UuzDsrCWH9uFtl0GyHZpE4OO0qCjABqsDp7d68MHtosf6Ar8AHwAfNMfJhEd6MqzXfK2LYrt4s82zUMDjB1M22WBkhewXXwQCzBOjKFSkKcqH2S1Dc0FQJtc0SenopgvYtl9DmmWDzaATYYNAR02hNov7CuNT+ToEwMHlWf3fpHbLhup3c81ecDHzrawoT/w8APswwsP33bPs13Gr/Lsvo0/bMkPGjn54p+aNoC2XcbXdrkAiA2UYjvfBx/bJZ7d19gjtU1VYHs5P0rBF3oVtMMuH9tLXfK0D/ygZx+0tSjwVwHbdskLH/SZvkNXvVWdyiMf+NQAvt37gU/77mAb1RIbwj5o2y59wwf+ge2ia1sU24fa8CqwqzS1baoCZPijhkFf7V4OH57tEl8p6B2F3etHfMWPfc/0Vv1fzqF9z3xdzv5e/sEIMJJdXpAUdHn55QU4b/FyaM/zIh7M9/e0MRqoCb02sJocPk72LqiZTzTMwci4bdRKmk72tZefAH/CIx6hJ+cQ8qYbb9Trf/d39da3vjUvleOyPzR5qY5q1qs0iz/l9UokAXMFDh8UeQ4ClPxOnjiuv/LQhya9mWwv16Xisx20Ys1yePbWt71dEWowHEluNMtDUIgit5X9cSr6/DEP++jkPFHTNPrzP39rfiq9h5rCkMNjz2ZvZR/o4oN9T4sCTTxskcGGBtDIATr4qMAnD3c8MALuCdjYxiy5zQqww6/d86EBfIDvCttlPJDjHz4+yRun0NRz+pCxnAXQXZi8NLd5yee3VHnYHORAVYxnXh4iFrm27UCjPFiPeUFexOrb4/IAil6Zp54o3+RSiHxBE6tpm/JP2t/5rnflcHisvFtnHmKZF+1B24p+NRl37l0PzTw3coRYKlStoUEXnkqJ1qLuUgdh0K8uGsDxfeLUKfGCf+vtd+h7XvISPeVpT9V//vVfz2HGRlZazN6PT4ZEdoIG+SiNfBw0oZv4d0EakqxaKmVbNtCihl4AF+75Cq3MzVF0+vAojFImXH1Nn+iZxaH4sfzwgYPHc9s7agY5kFKrV/3yr+kbn/Ct+uP/9WY98MEP1f5krp/4iZ/U33zMZ+vmd74zPySZ68TWmgZNrqnpBa2tN7qwc1bf8h3fpvt+xIN18113aeOa67R18pQu7O7qrnNntb65IWWMuV7HefniN0DIxPk6wAGlLDTWd8TqkrnNJEUePrxQ2tvdw6VGubam+7vybF8f+eAH6JlPf4oe9chHaGN9HNVOHGTNc2jWZC3gk+uBWsIL0JHSHWn/5WzShythNB5mPxhokMMB2+V/Cnb27LkcBM+0P5lpb29fyrhuHTtR/izGeH2j/BPsLrx2MNSgbTQettq5cF6b62saDQY6fccdZW8ajYbZYxgnq5TYdIvx7OvFfBXh+/7FWm3ikx9ksW9dc931+isf/XC5HeqNf/ImqWlyrNypTU6AhcA/zf63P/Hv9M8e9y/0T7/26/TuW24p72yMEevOtmyXZNqWO2shL/vVXVZyr+ADMQLMy1HgFx713cHu5/JSevfUB7boVtCuONgnVNZNkzVnu9BKQV5R7akjKtfGqqzykMPnWQKe3fuz+xpe1YFeBXZcCzyL8PywKrsUbfc+7UvXl7KpPNuVLH0hpyVjQdguY2G7cGwv27bLc0e1s3sZivDoC2NATdvu5fZBja590K7jjz52XNNVBx6wXfJljNj36nXOuKGPHX54zsKWdgX2qzT26JAntviEhoffKkdW+XYfn7ZtVEs++MU/DNvZvtgfVYrd26zmiIB41bdtEbOC2ND4JJZSoIkDkMGHBhFf9KlyBLbL3FUfyKCRMV6ANr4AfHSg4QN4wPayf/QJPfvAP7rkp7sp+MYWQFdgD+zep93Xq+6Qr7bvKY3dKrCj73Y/R+QAz744JnxQ7e1L61Q5uldC4jZl8YQoA4ohBnXwaFfAB7aLLjZVRq0jxXbhIAO2ywKASRvYLr5sqxbbSz0GA9QJwgY9akAOAB4LmQV9lE8bH9S2D8WrfqtcKbaLDheAfZCLUvCRquRHXGLCA/gAtsuFhBwoBXmq8oG2vXxoor2KmhO8tTzI0uafIrMhV/84sl3ytK3Vgg42ANp20VPKatv2cgMlVsSlX7aLfs3d7v2jY7v0jbEBbHLUSiEeQA9b+LaXPm0v/Q7zU6DxeCzmq9pgV4E9sJ2X+13t5HCCNYldveCxR1+LAk3/qGFBVx/wAHzqCtuwyjWAPkAGE9ujsHt95BV2z8MWVHvk5AxsH4qBHkBnFbbLGNku46a7KcQC+KqgvYpVF13XlTzg2X1OVRdehd3HZ26qX+qqS40u8krTrrBd+oEMKMXufYYsH9uH1h96gDgA2nbR5Ys2NbB9yfGxL82vNtTvC4h5Jbwvvj7cdHl5sa1MRD4u4AWYx47GEvVo0Oh+N92oT/rER+hT/+qjdN01J7UW3njY6Mydd8h5aXYOCKd7e2rja29nN7qP1Kkc+nCdv/GNb1SbA0L2Qdv5Sex+1pULeOHWkeK8ynMQAXq6VxjmBZ7fsJzkoNOOJDGbJMn1zctd07biN93e8Ed/pOFoJA7ZpsmtWEef33iTlfiTYF8f8REP0SB5scfx25q33nqr3LSRTbI/DpJfU/Ys5MQAg2HPZ21z3VAX/4svOwFWaGzb5EVdQRtfABogo4Zn+9D1bVu2F177ynbh2X1NLow16xwN2oA2/EojA7apig9i7uaQeScHJYwR4J+77mY+o6C9/X3Nclo4y1jC4x42y6FhzjPLi3OyLb6IVYhDXzVOo3EOMN/61rfprrvOSJbkrC5bjCH9Zy3gg3we9KAHFb5SXNaDikkhWbQFXXidKL1OT9M+gDVNrvv7E6UL4rcgf+M3/6t+87f+m/7HG96o7azVA92rp4gPqgcy6QE3/SyZQpeOR63WIQ99eistOlot+nb/vaqh+NWHQaGfdINRoaanXfrWpbGxtZU57HTbHad17Q036tz2rr73pd+vpz3z2drNAdXm1jHddtttappWt99+u87k8Oq6HARxBribdd2OWzWjVqcv3KX5sNPt507rS/7Jl+vEDddpLz9o2Y7O8RxwctC5l7U+yjPNdDbTMHsDB0vktEQneYkFN22uhUgya5bdyLYodp4R20Zr45Fmkz3Ng/vd5wY98zufok991Cdq++xpTRN/f283P1iZarDYKySnz/Ny3XWhOym+87X44B0c5i6EH2IVP4jhObBpGrEXjLJPrOWQcbw2VjsY6NjxE9rOnPPP8KHf/hfv1J+++S1qhyNt7+5nvs/nkK+RmlZNDiRf/3t/oOMnTumuM2d14033Edc99wK5OTwy/aQd5l1Fq809iN9wbfODGvJeW9/U3mSqm295T0IOlC/tZ13RN+4v9OPMuQs59N7X3nTW/0+5st5YcxN+k0z9rDLnbpoy79CXQlTv/XyQR4B7Enh/wtiW7UMu8FlwmH1IZ7Vh+yIfyJusEbuX2X0ND7TZT0qMS6x1+NjX2j5siz1AB9i9HBpgB4gB0LWzkycWfLCqV9vwAG3AdXEpIKtA/yhsF5bd10d17Z7PswW5Ia9xMCTnUZ4T7V4PHjoVtG0LW7vvV7Wf5XqFph7mPdi2aPOsBZSCf2Rc++ghBxEJGbB9kf+qa+fekf1vwm9RZ19QCn0BIUUcnsWQEwcQq7bZU/GFHrXtZVzyQJe9F3/0mTZ82tjSb2ztfnzQAVoUdPELD5radlmj0BX4qbTdy1f1q+xojQ7+a11p/NFXQK5H7WwfGlPkWhRo/K3Cdnnehoea3bfRtft8bSM6BNulr3UeqxA7cmUeGD/yrbBd1cp6IeaqDFsAHx/YU9MGyCSVuLaXNU5XZfi0DbvEqbLCuMyX3etXMTagti9XN/aBoe1lUnZPrya+6sR2WZAEqTrQdm93tBPoKMV2vvsPOtggo65g0OrgVV6tsbS9XCToMokAGjul2LysTkLlhryyqdle9hHhql/aFeQGkFe/dVHQrjnDIzabETza2Nguk4c/+OSFDNCuNrZRWQJb5NR2LyMPLhbby40DHS4icgHo44QaGTQxqLGHtl0uFnRos1FQ08YHQN92yZ1ckVUedPUNj7bd52j3NTx0AP5oA/RBpW2X9VN1bC9zs72cI/pN/kAp2APsGFPbZS0claMD4NsH/uyeVgryVCVuzRe/8O0DPXQAfABdYbuQ2JMPY1Z9wGN87b5vtAE+bJe8bZe+alFsF8o+qG0XHfviGl9XArngkDwYC3TJAR5taHgAHrD7OMjhVx1kFXavgwygV2XY2b2c+AA5fPKwXVTtvi6Ne/iFH1DVbR8aG/j2AW9VF9kqriRb1buXvvwIdMraznhTK7SOlDNn7tKnP/rT9MLnP19P/o4n6tqTJ3TX6Tt1bHNDN933prxY72ucl/W10VDZdHTy+DFtXzivj/noh+nmm2/WXl6u+e2eSQ4OZ/NpVKaS57l2lP2Dl8JOd1dYd3s5EHvYR3+0xnloVA4fZ3nJg1/XbtPiS3rjH79RvMjt58EN2Ww+F+sEun8RTbzcT+5/v/vqoR/5EdrZ3dUd6Q8Hl+RhNbKtUV6Ehzk4KDZKaawICuJByxfG+OL6AMSxnX614n6yvr5eYsPXkWI7Y9AIO3JTSnPkZSKsS35sJxUXe65HfExzQDjIHLQ5JOVvR+5lvDmEmWWsMgKCFn0IaIPaB+r96UT7GVNywcd4fU0bmeNO6a2lBFRfrPJfciBfxD1fpa+VpqbfdiOrUdu0+pM/+Z9Fh3w5XHBk8S782M7amJWD6+uuu66Mi23dfcEDOKrppOb4bnVhe0duOAxoszY6nTx1XTm8ytmkpHsSQ5csV7ZEatmN5PYSaGRkslSgZYGT0SyfDNglpGg00acGIa/yY1v25XGVbu+RmVe0VulOfatLXtNM0k4OcO5zvwforW9/p574pKfq3/30f9DWiWt0/sK2HvzA++v6a0/omlPH9W3f/m360z/7M+130m6uS2cN76Tezanh+OQx/fnN79Ab3/zH2s9/j/umr9fJ607kAOiRgwe5AAAQAElEQVQ9WttY1/Hsa2fPni0ZreeHxvyz4GM5/GT8exTR4suldvKcz3KFzDNViQPTDhdkelJpmOtxPsueN5voPjdep2c87Sn6hI97mLbP3KlBg+0MM7Vtq0FeOJumzbqVbIeXNasrF19Z/JdeOsvLvO0cMm6L5y/+1pnbpuzL7Pk72fc5ePy4j3+Ezp3f1sbGpn70x35M78q95dR11+jk9feRhhvaOnWDXvfbv6uf/A//UTMP5MFYD/+4R2iaeeEQkoEoY5X9sAucUeafu1Mju1q0siZ7+2pzLU/2JprlUHGY2GtrG9pP+/jWcTmyhMth81Rnz5zX+fRjOFrPAbM1y/rmPsH9omkaAcakS96T3MOuNq977T5YI/CB95vtiuVxSSjXRgV6la617ZBZxVkv3LsBa4csbVMtYbvo2n2NgPVW0WYPqhhkLwLoXAk1VtWxnX2r1Tg/yOGHzloptldaPYl9BRzoWq/S8C4F+2Kfds/DHtQxgT4K22VM4KMHoO2ez3gwPsRGVq9N2vBtQ+bZZV6ALQxk2AK714Fvu4wPYws4+MMneuwBAFt47H9aKegAu59vYnGIiC6+2EcAPpCxf1T/toWO7WWetnNryz0oa8d2GQdi2z2f/tY2aUAPh8Pc04Zln0KOT3JCZvd27OPEBuiQi937t42rkgN52y6+sK9QCjYA/2lmn5wVG3TIgT5SVxkxiYW85oM9NIAP4KFXAQ/YLv3HHzrUwO759uEaGSA//K8CfkWNU33avZ8aE71VGe0K25Uste1ljoWRL+La/bjjhzawD3jwQdSLvW3IDwgaHNMZvNFZu3deaeTIAHQFbbtPEnoVtg8lig2Lhbrq2b0OsSufjgPaNT5yu9e1vVxstkVh4dj9xYEt+gB7FjA6wO71ofEPoNEFdi+Hjy2ArjLa4KgNOsQF9sF4oEtuAB1APrVtezlG9gGN/wp8gpoDNBcOsJ2X873lhYV/28W00lxg5MHYA/i0yYE2yvi0+7yRVyAnX7sfWy4U8sAGHWpQNyhofFUdbNkA8YN+BfHhkQM6+AXV1nYZF/SrHv2lL9jA4+YEaNsuGzL2trVa8GG7+LMP1+ghP4pVPjT5VqzqVh5xa/52H4MxAPbF44oP22UdY0tbKXZvS7si7Lv91Dh2b4+B3dPIyHOVBw2IUetK0wZ2b28f1PCrnu1l/kqBD0IeGmt4gByo7d4fehXkaPd8u6/hAdtV7R7X9qVt7J5v9/U9dWj7UJ/sw+176ufDU8/Ku7N4QTta55mkPJywxvkfvqznZX4jL+qzHFTxGz3THHC9913v1KCJj/yEdiMv7fwzuEleGE+ePKnP+ZzP0Vd+5VfqkY98ZMZfmkS/ie44h3pdXgBnvJSXR+4rj6ztkge/Qf2gBz1ID3jA/dOeFyj2+LIzp00jfnvp3Xkxfcc73iGCDvKwxNoFHMQphf4McmDK36V99KMfXR7K5hkA/hk2Mbp0nN+Mm+fgcjQalz2afYr2LC/LyG2X60cpo/QHn7bT6j/oYQMmeYmkhrcK/AH2X+TQ+O499N9233f4AC41gC7ImGY00t1+n+e6wxeALjqLL15gAIeq0/SFQ0vFfm1tXeMAG8ZpXF4e1jO6UpsXkaZtyziNRqPy8Nm2g1LTznBlGvDaB6m51brnSmfPntMb3vAGrWWdYEMOzpxJFiVdzb1wqo/8yI/UZg4+yQX+1SHjtjAcDEfpw1DD9In/gcW58xc0zXxDy23p40L1qiqyr6gOOvfxu/Tt7qDoHEDLUn06cnf5BtAVaQssLT40CXcS0JHSlTG02qy59Rw6vf0d79STnvo0vf4P/rv2JnPtT+f6+sc/Xj/yb35Af/8LP1e33XqLhqOhvv1JT9LpCxe0ngPK6WCkHUmD48f0J2/9M73pbW/R+ckF7c93der6E/qar/tqffwjPlZve9vbsp902tjaLP9ag/1hLz84YRZ7KKNekbmQ0nbWfRBKpUAXonzRpy773PlzZ3X+7BndeMP1+q5nP0uf/KhPFL8J2XqmQZTatinXlm3Nsy4nOcCa5VCqi1+uj04Js0Cq8iFSRS8t7A/Jr7Zty17asSmkB7xQc/jbZG/YOsbhnfXjP/ET+umf/vdqsu+srW/o3TffksPmJ+rV//l1+qM3vUW/8Tu/r6c887v1bU9+urY5621GeuQnf6oe/JEfpXmXkcrYxvXi06nJXY/f2vci5kLwPleZPo0HQ+3v7MZno/FwrGHW3P7+JAcw65nXkS6w3+xP1Wav2cw6HqQPgzb76GCcQ9fdxLToq1JqzVhAU4d9hY+vILtX9MEcAduyfY9CMI9gVdn2PbavdrYreajG9zzPK5d6vrBd4tgHdTWudtiCag9dsaqLfm3bF/vDBh88zwDa2IBqt1rDtw/82BfTVR/dStfa7vVpIwfQq9jL8yi5ILMP9OHt5wdbtos68orCyJfdy0IuP7bL9cq+NcizEX7op1K4ZuFT4wsZOjZ7e57Sst/AZ4wANPq28+wzKz+AqXzbJc44zy34UwpxsAlZZPhezw+5saEv6AFoYiNDtwJbfNCutpM8n2JDHHjVF7rDPD9TYwOgsbX7caENHxtA23bJDZ/4Q267rEEtCjJIbOg/bWoAbRtxuSfbLrb4QZ9+VdBGkbjIqWnbpip2+AOrvu0Due1lvtjjx+7l0LqbQg4AW+LYLnExs/t5rfLKs3sdciIGtsgAPhg3xp6adoVtVMq4YAdsl/aqD/uwHjJQjC/zdVRue9mPy5gUdkMSJEqr0nbfcRK3DzsiEHoV2B0FOgA+PqAr4AHatsvkQQMGDdgWhQHGHtCuQBeQAzJoZOiD2q79sl0Gw754sLGzL5ZXH/izezmx8AmgsaVmgQB0yR9eldUcj9og50JAji0gZoXtMjZ2H1spyPBNDNt5KZ+ImHavY3tpo0VBH9/AdtEnJhsHUIp9YG+7+MAO39gpBRpeyPKxXfTwRV5KsV14tkWBX+W2l3NQZcjxCWzDXgIZsRkjAA0PBdslDnaVpxToo8Cu5hCVpZ3tkg/68G0XmW1RsCEu9N3BdrElnwrbxb8Wxe7byG0vuCoXf22QC/kC4tO+O2Br+1CsyqMG+MAfNPEBNDzbkIeAfoXtpe/Ko64G+LJdm4d08X9Uji3AwD6wo30p2Ac61a7q2f31XNvU6FTQXoV9eV+revfS92wEOmX88+o0V6v+tawpNX9fq4sMLzyYUAOuJ+ZmPYeRTWMdz4t9Kk3ysj7Lg8ypEyfEC/fuzrY+8iMeope99KX6uId/bC4S5WWsFdPHesKHG+XlcIbbuwXrEFx//fX6uI/7uPKwxn7MdYYxPqE53OLvtv3O7/xOYlnwQ6RPKgUfEPSD38p85CM/UY95zGP0mZ/5mXrIQx6i6aT/KSv76jQHAdMcrJbDgMWDY9+elT2Y+PgH+KRP1IA4+OBlmr1+FdixF1MD9LEF2NEPAA3wD+yDtY8NwAZd26Wv6K+2tVLQRQ7yM285E2e7PPTyG5PY5RG5jC1/S5NDAA4NeYCnH9T0iTGA3t3dy/1ruhLhgCTWQUuZAutd73qX3vSmN4mxoP/Eo18A2u7797Ef+/BySGn3bV2pdCqHVxwEgDrRYYvSyclxomkOdDhUVvp8/NQpjXLY2gyG2s0LiKKj96OQZg/LPgCxQBdehcT1Zim1lAsARO60HbopgAJ9a/ntJRXtRk67QB/6xelCmb/Uq58ujQvb25pnjJ769GeIv6s3GK7pIR/xUD3vhS/SYx/7ddJsX1/31f9EX/gFn58fFuxqZzLV1z3+G/W299yq+dqmxtdcpz9+69v03hwCDrbWtXZsXe046/Hmt+o+971OX/BFf0833eemHAZd0CgHmAmVNbOv9exxu7s7cnJYovNivS1qZDFw5oJ1TB2W8lCQT66yHApsbmyI37Z+8pO/Q4/6JA4f9zPLM22MR9lv9qM7LyZS1mr2nFl+MKD4pM3eQ91DRwqjA46w/5I12QuuBPrLnsJ9BrDH8D8sPHXNNbrz9J16/gteoO958Yu1nbngz3qwV83T7T/787fqG77pX+qbv/VJ+trHP0E/90uvlsab2s+97Nqb7qcnfOsTtb51THM59xkGJXOWqslerm5W5iCScOIs31f76eYzreWHHIOsgd0cRJ48cVI33XCTHvzAB5cDySSg9dGapjmU3GfP3JskIydco/FoXTmjznqbFigS0qMejcZqmlYK7/LQveV/wwjYLlFsyz6MIrjCF2v/cmLblxMd4uOjYlUAb549htr2Mjd04CGDBrapBB+CGlQaXa5FwPUIoKsc3Qp4trM+87zYL9gSWyn4wZZDMJ4Twrrkp/qyXWxtFz27r0sjX+ilOvSxD+sgvJQe/MvBdolLvtjafdt2MYFXZdAwbRcbaFD5tbYP5Ngyfk3TCBrYvRw++xw1e17btkWn8vANrz4r2dmpMs/4IBZAB99r+YEuuow5P0AHjL3t5bOW7eW8Y4c9gMbWNmTRgQ9g2C7PgzUu+RKH2nZ5DlbKqr7tMkbkxvMtttAAGtguawdai2J7QR2u8G17GYsxYl3RR/JQCr7t3h6flW8f5A8fX1EvH9slT3TtAxo9FGyXOcHmSsAerNphX22gbVMVVD41NtQIam33urbLGFW+FsV2ydvua2IvRKXCJ7xqZ7vw7b6mgewo4K/CdomzyrsU3cBkom2XBcSCYkIIAG33jmyjWnSQkShA13YJZrvo8FV1bBdZ5cEHtU1nWRQsTHgAHr6hV4EdfIAO4AKEj73tog4fgouLGti9DBp9cCkaHrBd8iZWxVF+jcliBowX+VAzLqP89J04jC+bATVAji/6Ta6gxkAfILdd/o4Y+uv5SQU+2SB4SUYHHjHwabssOHTsfi7JDzn28EejkciPXOzoSLlI8qCb2tnomrZV0/YY5KcXo/z0hH9iyN82muTBnH8eUjHPSxkvbPxEFt9xEV/zsj5s58BgIGLDt102APKsICdAP2bZHCv4zRYtCmOCD8apji82bCC7u7vKBJUNrtrWGh/4BfDwA60Uu59X22lpkW+jpmmT46DUNpt+p2ke6KErFH6Fo4/Nfh4Mp+WgoT98IBZgTuHbVsPYBm3G1s6456aLziR21HMGMi+3eT/J82anaR5K4ZPzal9oH4UWBf6CLFVtG7+LeAjIAdjWLHFsy+6BvAJ7YPf5QpMT/aIG8Kqvaldr5Ogip//owqtAz/ZyzSCvqDq00VvF5XjwK6o+bWjGkJpXhaOAfyXY/djYl66vZPvhLnPWrW1liR2sobTTyKcfr53tC+qyzkbDgfgbj7a1l2vmrjNnNRiOtJuXqpM33qgzecG/sL2jEydPZV12OnnqGt1+52nNc1HwN7zadlj+iS/6tjXmBUsWhTmlBqs0bTT4J4xNGhsb6+JvN5LPoE32/BblPBZzaX93Eo0mL3Iz/f7v/2GpubbbdqC6fnl53c81ez4vs3eeO6vrbrpJ//BL3IHs1gAAEABJREFUvlhf+qVfos/+7M/SaDxUO2hyADbOw9sgPiZKquG1Sx/z7HW21WYvwG/5e4nZy/ZzmHVUhpxrqIL9hL2w1uRT91N0lYKPqg9d4yC3nXwcrYMP/uyeBw2QYkeND4DPLrlzTVnOnDcidtO24m87TnPwsZkX9q0Afe4Xo9z/bIuSUS59dvbBmGflqB+TNDqQPQq9Azg61qyTOje6+b3vLXDi8VuV/CYtGk3mccY8urd84APur7LWWJS8nRc2TiBikXzwV5C4PVeFwoWTR7TUly73l6k2tzbUxB9jyPjcccftauJnc3OzV/sAfRMfVyWHpMyh2ipdZHwt0ZUDrYxQ8u+W3EsRva9eQpzVds/9EPxOl52eq0ClhKV55qZHq63j1+j7X/5D+oP//gadOHFKazm4e+ELnqu/8dc/Tbfd8i5Nds9punNe3/S4f66v/ap/qtlkT7dmrX3Lt3673vg/36zzezO9/ZZbtadWUw+0neegeWMdO3lMp8/coYc89CH6yq/6x1o7tqFb77hNG8c3tZ/1OByNNAi6kpulTgvKfZ22Upz13DWN5CBKVjajblr+ZzP8D2eOb4z0vS98nv76oz9VZ+Jf84laW2fPns06H2rO/tV7FOuTa3KUZzf+HiTXq6WFVBeVLpLLoVeOlOshKB0IM5xk2AR56VVbMlb8fKCA/0uh969FiUZyKtdGxo7nqHA0yVjsZn4GozXd8t7b9EM//KP6hVf9Uq7frYzXGf2Lx3+9XvyC5+lB971Ba81MJzK273jbn2s9+/Z+fuh17q479Xl/+3P0khe9UDdceypDPZHik2tFiz52SilfCqcLVArUURTBylcv78dupoHmbvOMOS9rcn8vKyzz+o+/4iv0su97adbiV2kv9wWln7zHzBd7b5v1Yjv3q+hnHY6zxpq0lUzc9D7x68Go+O/EumIVoAG6aPbQYvZ0b/nfOgJ2Px/3JCj3W7Cqa1u2V1mXpVdtoVdRjZw1AtpmoCZrEppb57y/+WaZJFZ3AGQFWZvDYfa5QexyHTaB7ZKb3ddaKTU2LNuJ5dxfZ6rX2KBpNRoMNcr+NVwAGx0pqzzoCtSgqe8OtouK7VwFhcyl1vUE3034URmMhmpzzSHhGgSI4Q0j6zIQXcYBHv0HdmzDg1+BvALeLO/P07xf4gcbZLM8Q4EaA57d+7It9naAvm1RT/M8ij70OO/roOSVXu3nObv6Q0dS6SPxaU8Tbzd7DD5Ho1GZC/zRtq3z58+XGEqxvZxX7CeTibAlXgTiGZA/WwQ9yNw5a4F9mXbTtqINeBcDTdvmeXmstTyTj3MIWm2QTXP/xP9+nomVYvexyZn+hKVGpio5wwfktQp4KNEf8qSPjBM6tsu8KsV2oW0Xf8TAFl3yAPAAfOyVYlu0Q5YPNLAt28uxRv9yYP4BOQJo28UfX7TJw+55+CEG8wTsJmrIesxzvwKzrC8ADbIcix76TdOmv7lm20H6O1dMpPjplP6nMcU2NbwKZBWIChb3JHLSSrHJZYVxBbKxLRZS35nc2DLp0E0W0DwBbMu2aNtWLbTbLCJ0jyaw2kbOwHITpUY2y8KvwF9dHEw0udjOS9xaATx0iEVMaEAbfxcuXKBZLk58Eq8w8sVBFbyQGfC29IE2IA/8VdgHfUMfHey5CNgMiYUu/uETn3YGR03bipoLEBm2jB25z9kIphPxsqgU+2Bh4mOUF+lhNo5mMNA88i5yx98kY3Tu3PnkPQjXeZmdFtiNxuM1NU2bedvTufPn8mI+ySLqSr2X+etiofiZxscsc8hFzWEiGwIvvE17kO808t1sVDt7+/EhDYYjDQbDPBjNRHziSC7xhgsZi5kXzP3YlT7GB31mbLQo9N+2mFub/CflMJUDVMaojD95RH8/OTOPzH2aajMWbWRN1uDu/p6G41HZqOhXjWE7OU4zulhItjNWbQF26M5zc8BPT3dFl/FgHPBDzk3Tlr51csYvY5ybAnSTi7MNuCFPc0FOw7cbteFJzKGkxBwk1xnjHDTJt03e9B3Qpp+ANoDWoiB3bKiPwm0T98TpFEJN2xZAzzMB1U/1SRtaKeRgO+tlouFoJHzN0/sJG3sA3VlqErvq1j7gA19xUzbQaW5wtNEd5sYCoOFhQ111sYVHbTvriA0uDxhRwCZV+dSYq7bQFUUpX7TxFzLddsnXtijIQDYwgSQrXrjQB0WW/hHXjcW8Vz72tovPjK7QBcjJHbrq0D4K5PcU+PlwRstvg+Q6a7Ims1pLV12+O9EeD7Ju51Npuq+m3+EitUbreVGfdlrfysvh6dPaPHZCXdPq/G72oWaYF/lrtLZ5Qs1wTcdPXaf9uJh3TR5a1vKAOtKFC9tqy7WoK5bJZF/D5DBoG+1cOKdP+9RP1qnjW5rsbWvUWsOmEf/jm83NY8qloZMnrtN//8M36i1/9jYdP35KuWyyb+1mr90R6+j83o6mXIubW7rl9J3ane7Kbafz22eDMzp7/q6stf1gohb/OXid4TiO2uSwnz1zP3ttlzs49CjXZxudJjmKdZqx5O8p8k+ZuW5rzTULXfWmOdRlDU7yILif/ZPr1HbZb+ueCw8565dBoqZd9bFv0n9qAM31PRgMBA2wazKTw3agUe4LbZNZzF7XZc93p1w7aFizriv7DX8Hcpa+OXpN22oz87uxsSH6CW8wbDVIf90oB9H7+WFLp2Ywyt7LPuFyz4+r3IuyXzeNBrnXTRP/l179a5o3rRQkrAaD5JF1lS4XXWV8t7Y29cmf/FfL/5BjO3PdRpghVRN729EAbeo2K3GQeoCkHOJxmBGPaXfBfInxeBh/+wXD1mpjtZn70XjYarqXuU+bcbhaJBH16FIvkAFw1sEBZskxyJwnkejNFphL0VP0mb8udLekM36hdaQs8yTvoIxNwi75K3QGNnH1lxdK9/OSPMr64VnHWS9dcG5nR91grMH6Mf3O7/+Rfu7nfznD1mhtONbzvutZuu8Nx3X+jnfo2NosGKrLM8b26Tv0j7/4H+if/5N/rFHG8eztd+jrvubr9BP/7md0/wd8lGbe0H6XZ9Jj12h/bu3nGpg1XfaAW/Vxj3qE/s4XfZ42rjmuO8+flUcD7UY+zSqaBW2umybrdjaZiTFtw0tC+cy0N51rL31osw8M2ANy+Djfu6D1dqb7XLOpH37Z9+hBN10j7Z7X1rjVLLly7W1m/5zsz7LHDDIKDqQmaxxiltjzrJWmcZqZ0MxziPKBUwhyCDo1WX6t5m7VNQPN0+7gs3ZyjYtrLDk5/hQ/yGYeaOJRDmQzdrkien9X8d0pkbxEFwoOOXXxC+adpfDb5ObQkxzUdXkmad2J3Ohrl7Ht2oF2Mr7X3Hhf3XbmvJ727OfqP77yVXLWxoXtbT3u6x+rv/03H6PP/NRP0o/9wIv1g9/zbD3pG79G3/74r9YTvvYr9eJnfId+9ke+X0/95sfqAdesa22+q3ayozZ9b5KCbZELObkZyoxX8smQSNSyujJ2GcfU5Kzwuzw7ro3G4jBnf3+qecZuvHVS88GmusGG1A7FM7npT2JtbYz1MR/10HjI3Hqutm1yTzmrYd4R3LRqskZsazQe5H61l3vXebFu2sFAZ85fULu2qWkz1u//0ZuyDjfUtSON1jfE3t/l8Jp/tp9FlNGdqck6T/L6y1w61uEiQehVLNj/26ujOay2V+nVxGwvm2Uu0i/qJTNEtQ2ZLb3fv5umEVjlYce6B9hEOdPYFTSJU9E2TeEhJ3rlQ8MDVpOqK+sDf/hWSpt79yBryi7aRafEisx2yalxK2yUQo62ZVvY0kYff3bPg19hu9haWsbGF1C6Qq420igsPvj6/7P3HoCyJWXZ7vuu1d07nX3OnEkkkWDOIoIk0zWDoqCCZAYYguQsvwQBkSAooBi5Bi7mhIgSBEHBIYhIDoIESRNP3rnDfZ9au3r33rPPGaL+/+/U9NvfV1+qr2pVVa9V3WcPeqhtMedtlzZtT3NET9t2dBkDtxnDXisoyLLUOI3wHMXnxtTW2zGsUtqMAfdLaUDcvwA1zj3LKPc744i93VccknRiJkRkTdZkr8B2sbNdxoyYbdsrvEpx4RlrQC60ST+pN8kfaruME31DRhxsR9lfMpXSRpP+S/SJe7AOOXfIFzK2hT0xh/lscGLOjh1yYvX7/ZIzbSCjHXjah+e+kdyIBbBhb63P88jsnTypE5f70BqHNpSCLzrOAzZzjw7Wcz81zL0y7fUHg5IzMbAFjD/nSPgR0xlyKCAvQDvkCtJMeWEPqNjd9aBOTNqCr360QZvYIkNfY9me5mR3/cS++uOH/WydGNTtrl27o8TEXinYMLbrOQyGJwaIKtd0kmvb+RAHPcB3MJjTKJ/R40ksnbUeTJS8Jop8omHmRpO55qaVZnTYg5gJfYM+fjGS3cgB/DhGo8Sg3iZOlUGp9/uDsDu5kZ9SoHYn53rTlyZzzna0Kn3ChkpjW/ZuoMBgnM6NMmHhkdlWDYQMfZtFansaFDlAh69Sah0ZsF3i4EsdOyYRvN3lQp2JrRTkFcSKaPoiHypVD6WOnI7DA/wAPLC7drjwTFxyQI8fgwaqP3LiQiuIAbChH/ihww7AA+Kgx3acDQodbUHR9wb9Mv74z+UmA8ATdzEPVMUv1wFbu8u5+hLXXNgm8kCWHFrRtE0m4igTcVgwyk3khBy48Si2jfqDQUHTttrKIRv/fI5/bjbMxGtz43xg+aD6mWjD6MaZkINM+oXc0PSiG2VukEMvH1RQ0CQfch0nZ4CN7cTol4dL+ocdcq7vVm4me9n4FpeWxDchLCiuCYuDzWYuY2Jbw9ht5SCXmLRBm4wtPLaAzReqFHIATduogvEBtkUO+JMHIK5SbKtJHwratsxreMaZ+ORHGwV5Q45eKbQHwsp2iUNcgBwoxXbR4YeMmID4cSy5oSNH9IAYAN52sal6pWAfImwYK+yQUUduO6Fd+oMMfdIvNwHU7U6Pj21cCqgDe0dm7+Ztl9j2lWlpJ5+Q0BJw+82+sq19ZRnm+FbUeqXkjs72dExti1J16Jn39cYDWpC8sKuwO79ah9oufYPfC9t7Rf+j6plNAk1u56CMBmAQoJ1sUmx2eLQgkozfMPsMcNaa3OhADiLXN7b0wv/3d/Xs5/yy3vmu94h6mw/Apmnj6DLH29gzzyPYeXWNZofbEbHG27bRJHvfKDc3X/FlN9QNrn89RSJ+Rdc2jZq0qwmSJodio2Coiy56cx4MN7SZk89B9shB9qFxIjt73bGTJ6V+LwcRo9huZI/NYWPPOfwbaG5+Tr1BT04uzLtR9shx9kJ4suol7649lYMd+oAOVLs2NsB24lizuib5ouslj0rpI3Xbqu1hV2XVXynI8bNdxhEbUGXVljjk5kmcZl/5DCiyUGxR9QeDkufK6lppn7+PuZT9fCOHBezZG9xgbh+SsrdvpS5Lg4yV05/NHMrSB9tay2EBcbneo7SxmQOaT4YLuSsAABAASURBVHzqYv3r29+hs84+Nzf/Yw1zHedyPYb5PBiF7+XhAv6rvuorde1rXTM5DDWfQ8KWz8JcMxWQaRoNmaTxiXK9057YCFLXFNouk9CJ1tZXRexe26ibLyr/k6St3Cz3024XkfcvDJw8nJw6qMwRJ5UCKdrd0K7i1P5noZf7kFM5eFlcWCjrZJh1vrS8LLe9fDm7qt/7/Rdrc2ushblF3fXOd9ENr3ddLfQbabimdrypXvau1HRw+YCOHz+qu979LrrbPe6mS6+4XOdd45p60Yv+UK95zT/q/HOvrbl+DowmPV1x5FjW/CRfnixp4dABfeTTH9eNb35T/dBtb6PBwpxWMzc288VAr9fL9VDWWS5grhz3OU3m+zB7ApL+YKCFpUXNLcxrIz786Yn5fqvF+Z4OLPT13Gc/Q9c85ywtLwwyW0dy+sY8aBKraVpxfyYClVa6t6u6+p3V7nd8kLDuoBVO8DZrqIkgRJ5MwnUvPjonmaddjQhfCBCtxoGX2lzHYe49N7KXsEccPHgo++x8UdL/hcUlraxtaD4Hstkq9NGPf0K/9hu/qde/4Z+V7UOM+WMe8xjd8253FZf95LHLNdeMdeNv/Brd5Sdvp4c98L66z93vrFt/73fqG77yBjr34EIOf3Nts58vzfcz7pOMNs1Z8gwUfhIRVJTUw08CxUuFSuNc6/JLRkn8z3CYl3/7d6/UX7/s5cl7Sxs5IJgvc3csDo0Pn3VQywcW82XOhpoMuoOmaXIlEivvk8RBNsk9PNfn0MFl8TdCJ5OJDh46K4eVq3rGs5+jx/7sE/S0pz+zOyhnIPAj/8TAD0wSQ6lHdfXrizQCtveNPMn1QgEF8BW2xTUHStmrj0i2O2RC2Nt86KwO/nSwnUsfxMBu1DTtFNQrJGxOB2Xf2shc3Sp7r221bSs7syv9I+8mc9fu6qOshWGe4yqoY9+LT9s0amJHS/hNMme5H1KK7eTWlNjYEzONlDZ1FWWcOU6cfREdsWwnnEsk2saW3LaSa9O2gudwaDP3MLbFvo7d2vpaWbOTfIZkc8xKGhfgD+gnvgS2u/jUkY/TP7tBVeJ3snHpI/eb7HXkxr63lc8S/Ma5j6yYrWeok8ck46HyuUTcfn+ghfKc3iv5knMdOzfJJS9VlCwk26V9bAE5kBdt0V9kxFAKufUHA2HTy/M7aNo2/SeHcfLowH0zOuf68rkHRunHRsby5KlTqvVJYlaM0yHapN+2RVuAHMiHMbBd2kZeYbv0wbYotjMu412ocvoBqANiExfAI7O7OPCnAzmSKz62p+1TJxZjRn61Xm2RoaM/6OzOFx9gu1wLbRfbZRzsjuJv49OUNjVTbOQu9jpDYbyJw3hXcJ2athUU/V5ghwwK7K4tu6P0hSbpA3wFslnYLtXGdukAidgdj6Y6MmA1mO3SKduZ7JNyYRlEfLVd4JFVIMa/xqFuuwwuE4B20EPtTm67xGbx2Ral2sDTBnQWtktuVYc9bWq7EB9sV6eEHOyuDYR2x1d/9MS0Ozk2xAHwwHYZQ/hZOfVZX3QV6AB1JiGwjUjwtM/iRgCPHbFArZMbNow1crvzxxY/e6eOzHbJE9vqix11YsDTNoDHhgUGX/VswlwX4g2yAdlGXeIWZvsNPeAaQG2X60NMYHfXuOqIX+XItF3oH/ltVwtBzxiQZ9VRR2l3+cDvJ8MX2C4bMzzAnlgAvoL8kZEbstmY+Nkufbdd1kSV4WMbl9MCW5RQ4kJtl3GyO1+7o+iAUuxOZru0TVsV2NRY5Ezd9q6YyJRiu6yzWieG3cWMurzQEQ/Ag8pDi1HebOddJR99HsXu4tQQtAdm6/BVRg7w5F5hu1wLdNhWYLcXVTdL7d05oLNd+mabauELc/Xb5zUCXDPmKZS9hQe2yy+9TL/2ghfoec99rt71rncl/mS6Vrmm3BiyX3Atozzjy3YOILbK/B/lhvLgwYP69lvdSsPc1NndPBnmwX6cW6embTVxoyYPvf/0+jfo0ssuV+4Tc627D3n+ruHhPOT1c/DE36pczkEH+wMgF9ux7WIiY3+qcpK0XW6ayJ3+AvoDBfDAtmrd7uIhH4+TZW7ONFOwq6At2gWY0I7d+aNDxlgDu5Pja3d528akrB3sAQJoxWydnPDn5hzAAz4f+Nzg84ExAPijsy38AHn02kb8Pc2IE7q7pxj0B7ne/Yxlo0G+8LroTW/Sx/7z44XneoCmaWPvkmvbNFrP4SfXlYNPDgonebgA0kQOKoUH4qEh8nEaLhahYzWRACxCI1taOpBr0cpudO655+mCCy7Qgx/8IH3P93xP+eJuImwVvy8OlBzOhElG4X8q0nUx+o1V5hR1HlyzWtXPWn7nO96uf3nzmzXa2tA3fMPX6bY/chvN556Fvzfby5xRJtJWvuxgSQ0TZKvX6NhwQ99+6+/X9b/mq/Tpyy8Tf1Lgj1/8R7rotf+kg3M55Fzf1DXPOT8P3UOdWlvTyua65paXtD7a0i2/49v1wz9628zdVsr8cwLTzjAPW2UNJM9J2hmFjltrkkOurc0NrZw4puXFBQ3S/uWXXqIvvc519OvZ/776q76q/A+V4lL2q3HyteOXC86eNWHWJRb9/lyQSHluHgXZH+sv2RMTeTrQhUx7TgINNJIm66aNbauhmskwkiST9y/Eq+vKJNd0HEDBOHtmrzwvbOawbm19Q6dW13N4t6lR1utaviBaOnBQGzmkHAZPecqT9cd/9IfqZXzn+q0e9pAH6w4/fnst5mD45PFjidMEvTz0T7Sea7mxsVnut9kz2bfY4/nn7SsrK+Vw5fPt1+LiohrmWgKxJ37605/W8573PD35yU/Wy/72b8UDetPjGFxq2kbve//79exfeo6e+cxnlc++Bt+M/SRzaZIYvNjXx3mIV+Q8BA7LlzD9VBth/573vFcf/ehH9e53v6fM02KLo5x3rm6HUu3eIr/69cUYAduyPQ3NdZxW9mFsF3vb5Vp+JvaaKbZnah1rX1nWaXa/2y5tI6VdAP+ZgDkGWEfQvT7EQg7g0ds77dkdb3e06rEFtc78tjN/WQ8B8grblS0Uv1kgpA4F8DUfeGSg8tDaHnJgu4yR3VFkFbYrK3wrENY4yGqbVY5smHtTaNu2+fzolWuPHah2NYbtosfWtmrBlhjUsWWf4HoAdMgBNtRBrc/K4KvctqodMUHVEx87ZMB26Tf22ADahiKjj9jzTF99bZe+4I+MPsFrplAHxCEesahjD52F3Y2H7el1IhS+UGAbUlDlUOICeJSVwp8O1YYcyAfUPtg77eBfbaGzsF3GwHYZ69pHpZAPwD7VaZ+oA2QV1CuQ2bvbR7YXdmeDHzrb01y0XdBVbIsKQWZ3/nZHUSA/HdBX2M49xMwitj3toG3VMhusyuxOj44BAuhs5wO+nQK9Zort0kYVceFmYe/o7R0ee2LZnQyfKkNOnYkN4Jnsm7nxg7eN6ZWAX50wKKnTDwCPbJAb1jqhZmNVPe3A2y79wqbCdm50RmVSEQvYnl5g2+Ump044blDImZjIoMQivlJs510lHjlSob/kZ7u0jy2+AN522RQqTzz8AH7cdBELObEq0GHDgyV54E+duAAeG3iADRRUHXr8iI++9q3qa1voyQMbfBhz/Gi7/EQ715E61wrYLuNKW3bXP2JgQ2zbkDIe2FQ5QuyQVdgudnZHscEeuwrb5ZpNslaQabtUu+3qrjhVR38YW2C7mBKjouqxr6g6xsP2rrj2Tn/R4293MoLbO/bUge2Sf83B7mz21mv7UJ2h2Dv+Z7JFZ3e2tndFRLcXGOwns3f7YrcfbJex2k9XZbYrW2xpbyrYw6CzXexmVbZL1e5oqVz99jmNwObMQSBzeZzDwH6/Vw6l5rL3njh+TAvz8yU2a5YRZ5/E1jycRYMs5EovHth4UMePPUV5uD529Ki+8zu+Q8sHDiirRuMcFGCH8zjru03bvbT74Y98VG9681vKr0r4e5XDPNxiw6/hFhYWtJ7Dh0l8B4N++axjzdIOuQHq2E8SE0od/Wwdue3iz1pEh51SoMPclNoua9fuekkM5FBsqg+yWkcGqAOl2N4VRym2hR5gDyKW7WJLTrQDqo1S7C6XsNOHd2z7/X75rFldXc312yw30rZLPK4X1wBgS7xhrj37ea9tcmnGyWUk9E59fWMjV8vazBi84pWvKr8eOpW4blo1OSBGT3uDXl9bsV1eWtItbnYzbea6cPBD/MbJcHv8YdMIgmCs9DyUKx/OTY5VmtLeJPlO1PHCKibDXHuu6cLCvH7qjnfQQ3Ko8d3f9Z1ayTf4Sik++P03QKyBM+C/M7cvetsZ+2Hmx/LygfKrVK5xv9fTxvp6mROvevnLNddvc7DX6kdu80M6fNahXLOT2sqhHweRfNmxuLikccbvxEYOEg8f0n8euUyvefNFuvN97qXrf9VX6MSpk7lJlv74RX+gd7z5X3XW4rIO5CByaX5Rc9mXOEjczFHY+nBTJ9dWdLNb3Ey3u/3tM4/7JY9eHihtMstxYcgos0w5eBznsHEjPqMceJ5zaFnrKyc03FjTN3ztV+vJP/dEfdVXfoU4uOQwfTP3P6PMwTaxepnv7FN1TSpzVJ9rydxW9ltnH3MOFZ1V4KwXfmVJyEli58xTFWV/yMGXc/DYS597HsdigunnhEnGYxYMDW13OSR28trK2u7T7+zL7OUTN+rP57A210HtnNa3xsFIR4+d0MMf/gi9/W3/pnPPOVsZXj3jF56q29/2h3MAva6jOUxemB9objAn+jEcjbWW2OxVzCHGdm5uTos5MORLjIXs8dT1OZWdMeF/RDQcbpW9sMmGtJwvrWh/kr71em2Jzn2um1bzC4v6t3e8Q7/+67+hP/vzv9CJk6fURA4mGWmMbedAtp/LNlTbNNE3ms94jEYjncqh6TgXaz7z8txzz9UwMvYtqN3ItiZBGIGY6ury3zsCtnMpvCuJSdYgGGetQStsF1t7h+5yTKXaVmo70t0vu5PZVm0Di+oDRQ6QnwmskV72XHxYR8w35iI+TeYnMUCtt22rCvTYoscf2C59RIcdMvTYER9KvQI9sW1Dim9htt+IU2Fb8LaLHTxxiAGUYrvYoAO0aTv7+aDkTfv0EXvuP7CxLQoyqO0Sg/xn9UqxXXS2pznYnUwpxCAn2gX4V9iORfciNuMO0OMHOq3KdSVP8iUOtOortV1ywV8pyAHtYw/oY1TleRsdPHoAPxsbfQU6ckQPb7v013bZC5k35V4vdbvTzdqREyAebVVQRw6wB/aOP/oKdNhV2J0devpGbsSljm2F7cIi34XtdVmU22+2S7+2q1Niu/Dlszv7MBXGg1zgaRsd1w+57fK5RHvkBrAhP4Ac4AtFht72tP0qxxc99asCdsS0DZnmQMXuZPA1DnzFfjLbJR/bxYz42JXK9pvd6ag21WDWyHYJwmDVwcGuAkfbZfLSWYCuUnhAXdvFdrEnplLQ1wGFgpIGAAAQAElEQVREBiIuCwed7bLgtV1qflCADUBd6/A1DrTCNqpdwBdUX3jyhWLIxKiLDxlATkzbZXxsl4VZ5bM6ZDU2lPqsHlkFbQHaAIw5YHzwAfjPAl9sK638rE31Q0ff0GHPxgSQUa9AT7vkYrtcCzYK9NhDubnhJo3YLCDbuBVb2gEI7G6jsV3GCl90oOorRVdzsXfs6f/sASRtAttlbpAb8SqUYjvvKm1ii474SrFd5NSRE9/2dNHZO3ps4jLVwQPbkAJsZvMuwu23qrNd2kRsGzKtl0resA2ZtkV9L9Db3rWGsKl9JA/6ZLvER0cdWqHtUutQ/AEq6vgA6nYXy96h2ALmCMCnAh/4SuHtzhdZBXJAO9Aq30vR2Z2/vT8lF7u7hsQDxLFdxsre7acUe0eW6vRld/Kp4Grmiz8Clto8iLEWWc/QLASdd845OufsPEjm5rZtWvEgLk3KwxdJMTegyHZjRwqHHXsWNm3baCMHDde/3pfq5je7qU7lcMF5KCz7fK59fVDjYW8zBxt/9/JXlofANgdrahotLR3QZXmQ3dra1IGlRR09crlYA010tmmurD0Yu9v/aN+2WJ/sl/RvKwdv8Oiw3YtZeZ3PbW7cbWdocpCRGyF8aBc9sQE8MmzRIwO2y36JjtjYQanDVyDTTLG9a1+vetvTftKPhTys85lAW/SPOmPK3m27RKxtUKFd6HBrKK7rQg72MONPhCjmGzkYYPznEvctb/1Xvf0d79KB5UN5oB7HzbkUTfknPsp84KBhfeWkbvItN9INr3e9iMYJMcnB06CMVZPAtpXXvpg4LnIiNTOIMA7MAw4HmsZaTC4cmLZto1TVa51DgC3hnberX5/zCGSsM/76HDHmAC2nVrlcGo2GGmStzucg6SMf/rDe+i//oo0cSH/t13yVvu2m35rDxxM5gOqpbZquNTda39yS+wP184XEhy+9WK/91zerf/YhHR9t6M73uofOv9Y1Y9+qGY7113/yF3r3W9+uyeZIB3MAtrqyGt9Ww2asZq6nU+urWsvecPNb3UK3/uHbqD/X13r2m1EO99pBX02/1VYO7oaZaeNGQn5oeVFbazkUXTulr/7yG+j5z32Ovj75lr2ljVHWepNse71+9pq+jCxD5uTe5iBen1eZyDl0bALnQKwguTGnnfhqss7k5NlomNMq1r+jb+jPZEtt+uLk9/mkQAZgJwa1Dk3yGmSBs0fwpxzctOk/YzCnrUmjk+tb5e8Df+riy/TghzxU73nve3N9B5rrtfqFpz5F3/3tt1ROdXXy6OVaWhion1irK6fUy/UezM1rPgd+oNfrZe6M8tmwIdY7+zNgH7It+/TYybtyk22mo4N8mdVm7x7M9UVM9kvbGdpGl112mSbhhzkM5VpmiHXkyDHJbfnCpeH6ukndZS8LoybXZH5ukHyHyUvlYAQ//i/fC4sLonDgyd67urqSNjc7XycGymAieIcDIf+HvP5PTpO1A2ofbMvuUGVQbOpnJZQ6ctuQXUB3VbBd2tnlmIrdyW2ntv+L2PtrdqS2S3zbRWh7Wrdd7h9Q2BbrADCHiQ20XSpfKWJ427CZ76OC2TEpiqt4s13ywczuePszozVP2hzlEAm6F8QFs/Kad+0r+upvu6xh22Vd4mfvyLDjHgqqFNt5VxlH5BXoaztQgCE52y5jxV5Tc7Bd2q16bZdat1302IMqZ2+0u3i0WfO1u/xpF2im2C6xbAv/fj6T2QeJiT99IBZ+ABl1gI46cqXAA3RQYpCf3eUUk+kLH2wAPKg8RvhWUEcH4G2XeWLvUHTEQH862N04kB/7ewV1/E/nh5zY9KXy1OHJER5/eIC8oupoAx0gDrTaQLGDngnEwA5f29N5VtuuvthU3nZliz06gND2rnFEhg7A24ZMkU83lYWAQUXV2i6bht05kRQ2SrFdGiJxOg/g0dMpgH1Mpy+787Fd2kSPfTWARwaQ2Z520DaiAvQVTHD86oVnAmOEfCEPDegAMtslZ9tUSw7kTO7A7tojd4BfjQulTRxtlzj42i6LDV4p+ICwJXfkFXbnh55YtIFd1cPbno45NnbnoxT8Qkp7UPzpL7nBIyOW7RKDPlFXiu3iV+vEJh6bAzLqbFjEQq6USonDeFY7bGgPPXKAjd3lihwQ0/Y0F2yIYXfjTHvEQUYe6PGhT0pBxuEBFBtiogPwVYYP9biUa1p54tlGPAU+oAqwxR/AVzk2+FMnR2C7jKG2i931g6rtMifsjiIjJn5QYgPkdmdDG1WHHMza0D76iqrDDx0UGW0AeNtlDGZ9Kg/FpraDj93lYhtx8cUG2C5zGL8KfCoPLU573vAFe8T7Vm2XcaMvFXYnszu6r+O2EB/bpUabFbZ3XSttF9ulve1q6W/l99IaCzqrq/VKZ3VX85/dCLC2nYcq5hVzOp9GWslDIg+Cl116ico/YcxDfdHHjl+NcM3Heeoaj8fbjU22aSUOE+TFNWIPWSm/DhmXg0MeaH84BwS0xcMa8UY5yFDseehr87B/6PA5+sAHP6iX/e3f6ZrXvJbsRmvr6+IzBf9e22hhfi4PeFtiPyKXJvkB22Ve0bbd3YTRN9uyO10SLPsiNvjTP2S2IcUOn1LZfiM2srrfwqMiBrAtbIC9045mCnkC7KvY7tqkjhxgU3OiDtDbLrnBA24s+TzggRebcj1jQ594gMcGOTb82qjKuhxVrjVj6Rg2DTlLE1kLOeyF/sVfvkRrG5vi148LiwfEA3suvXq5qeUXbPzisd80+sHv+17xP6ZYyAM/B4WDfi8HhKNE5TXJW5CDKuVQA9jMnYki1SSNd0j7aVsgCmpc41zMSMbq5dBxMtrSysnjGm6uaa7fSorh/wx8EfqakGXsoJ8LJpnvmUP5IoFfrTHn7Myd+UW96aI36eTx49ra3NCP3vZHtJBD7rW1Vc3Pz5eHs7X1DQ3mF7SWB8v5sw7pQ5/8uP7hjf+s/qFlXZYDbeXAanW4pXvc614697zzcv2tY1cc0Uv/6q/1b29+qzZPrensHIpPsm/0Mtc2tja0uLyktbS3NtzULb/z2/U9P/h9mvQarSfOZubNOPNvmENSDh57bZP509PRyy7W1vopfdPXfbV+6dnP1LWvcZ5OnTimc846S5s5vGybRqx32+WzmD6OWQCps2/q8yy2SwR7h5a4bjVxr2AE3/Q0diNmu/PeaKyGA8jwJcDn/Ea7gACTjHPFuPBN9oSt7P9omxzIredLC9AM5jVYOKB3vOd9+pmffbze/d73qd8f5EuiRT31535O33bjG2k14zjOOl0c9NRvM09OnshSnqiXA8eTp1a0nn2FPW68/Tliu+gGgxxWZn+p+yttXzUmMQEhM2NC7K184UQ7ba657eTZD3pqUqctpaej5MBZLjnN52B0YXExe+OqJrFHj862GI+5HEBOMm+b+LG32lbbtuUwkrbapmjUTz9pXynOOCr2TB3oJLzc6OryxR0Brg/YrxW7m/d2R7HBdhb2js7e4asNPrOo8kpndfvxTeYKsC3bxcR24ZEXwRnemG/Mbdtl7fS3142dXSKT1u5i2S5RyAt7gC9tVBSDvDFnK5jXtks+UZWXbeFjW7PF7up2R2nrqsBeUGNV29o2dG5urjRBruSMPZ8h5MVejA92p6M4owfYULc97Q9x0VU5lLrtXX3Et0Ip8OSDLaBud3FtxyJ3Jhn/2rciyBt2+AF4+gBqPSbT3OCJDbVdPn/wsT3NjfFgLGwXP9oD2i7YEwMgol7bs132LeyB3cVQiu28d33ApwKh7bKPE6fK96O2S870jfaxsV1ypz2gFNtFpu2CvAIRfgAezPL0HVvbJadZHXL2d8bI7vTkQQz8WCvYA+RQ2yUX9ABf4uyF7TLedmePHntgdzpkuopS27Q7H/IAs/LZEHZnNyvDlrptyC5U3S7hdgVdY7t0BBkCUBOAtzu93VHsADoAT0fpOIBHBuwdH2xrXHTYAbu7MEwSbJARB5tqX2VcDNuoysWGQYYevtoTh7rtMgGrHBm2wO7iIKM94gDq5MLkBsSqsF3GijoxAfa2Sz7UATLaqPGwn0XVYwNPO4A6uWBLDlBgG7Ny40yduNjRFnWAge2Sn22qhSem7TKpq59SZn2qDTJigpgUf/KCxxe6sbEhDgfIjxyQ2S7xaxylEAObsNMX8WsFHj12yOwuZ+oAGfHZ7GvbyKsfvjU32yVXu7sO6LC1Ozk+1EGNS2zyBbYRT4E9sF3iEg9ggD10Vm8bUZkDyKnYLr7U94I8kEFtl0245qMUdCFlTJHDY1uB3nbxq3nZXd22asHX7ur4ICd/e0eGP3HR2S45V36W4o9dBX4Amwq787c7ihw/AF9hu/SNXHQVBV8wa7a3XnV2167tItrPDhnAoFJ4u/OB3w/YVqCHh/7X4f/OlljDzCnmAvSsQ4d04MCB3My25dCgaZwDvi312kbOf8y5pmnLWlPq2lsmjmQbhVfZN2nHdpl3W3mgvfG33Eg3+qZvKr+Qiri0wQPuaDJWFpZ4CHTa+eu/eZk++rH/VJuHOf5p53IOxniwW1tdKf+MW7Enb+ZDBXVAHdrm4ZA9DApsC13lsQFN05T80O1XR04cYLv0Syn41VjY4AtFDmIy/RyEtw0pMuzOBNslJ7vz0XbBh3bIZXNzs/x6iLYAnw98TqDjepEbPPZcB0IgsxMzD9KT4bCMf7/tiwfxXg4AmvBv+pe36k1v+RctHljWBr9Uy/hM4jzOmNM+2MohzVd/+Zfp5je9qYb5bFJ0TWy2chDUZO5I8cjBjwB8dFN+KotN0U0yo2YwkZpINnJwtZZDcX75Ncgh5NJcT4NmovHWevTjEo5QXwzQ/pnwxWjzvy7mJGMHGMPPATkEa9umXLk2a6xpWo2GEx05clQXXXRRmbdf/uU31M1udtPMz7XUpXIAyGFPrqvysDyXw8d/ec+79Lb3vVcHzz1Ho7bRYGlRlx45otXM6zYHlj/+U3fU8uGzdO755+dQ84Re+hcv0b+96V903sHDOrSwpJNHj5W9ii8xJo00bqUjqyf1nT/wffq277qVzr72+Tno3NRmDibZx3qZ901ycA4mFwetvvtWN9fTnvxEXfda18jB9rrinsPzLSUVmYuRHjLXh1knrKeJujJOjMp3ks/23YncaOLsp07iGb9JQ73ROPy46Uu9uYJxO9Aka3ISu4lcGureC/s5vs1GmOVpYZKYkxzCbmjELwR7fTnXWE1PCzn43RxJ737/B/Tghz5Cl15+RE6+5+Wg+Bef+Szd7Kbfqvl+q74zp8Zbmh/05BwUL+UQmi8Uyt7UH2h5+WBij2RbbWL3ssc3TSPGmnHezPXXZ10muzyIRWxiwROf63b06FGdOnWqtIVDzgrUSx8nctnrtoYjHUh++EySnzQR21mvbcrBdSZIqS/mEL2X3Afx5e/g8hkVU01y0riVg88wxY4Qdq73hEiWcx2l1ANdXb6oI1CuYS4wkWBiwgAAEABJREFUtDZkcw1cq7I73nbh7Y5iYO/mkREL2KY6hX3m+tQwjO1pW6mKeLMU/qqAD8DONqTERAYQQAHzHsADdLaLfeUrtQ07hW01WZusJai2S42zXZ3GqnX0gDoU7OVn6zU/ZLZLm7Rnu8SGn4VSbBc7crMtCvsH+zXt2S56u9MpxXbZc5SCTUh52Z7a2rvtabfX6039yBVUOZRYyJSCLXVyQQYPoip9Id+qm9XDA/IHxOE5HHvkgDhQu8uReo1ru8RHD9hvATbkWEFceOLOws6+lPWCr+3si70C20JWQXvEhM4Cmd3lQFzbZW5Xv716bPBHDmyXMUZOXdtllt8WlX7aXVv0BeBXsZ+d7Sou/bFd2sOXNshTKcQIKS/kgIrtMkewr9dPM8XeiT8j3pclhr1jTx3YnuY262h72ucqt13ZKSVXMBWEsTs75BVpqykBoy8XqSoqtT3V2y4dty0KNnzIMUnhZ4Ee2J0tg1pR5Wm8xKt+9pUnGzZcCCYrlLrt4gc/i6onHjnxoV8vEDLbpS/2DuVhiT4ohVg1BhTUdtt8yKO3HUuVi0Ns4tZ+UYe3u370c4OLHqAD8LbLhENPTNonX3jaw4Y41OGVAkUWtvhWHTnCV9gu1xFb2psFMQC6CvR2ly9tz8aBH+RhENu1tbXyd71oby7fCmGLHH9AXNtlfMmx6iqlf7Wf1Zb4xMOm6myX/imFuMi5jgA7fGgbanft2S7zQSnExg6a6nQsaJ946JDjT9uzsZDjh02F7em1tl3asV3i2l2dWErBF9gudsiBbVHQ1bjkA2gfkAu21Q5bUHW2y81y7QM6bIG9c/3sri1iERPA2y7XBn5WRrwaC10FcQFzFJAHqL6zdnYX295N8a/9pQ2AzO7siLFXjw1ADgX4QCv2q9tdTNuoC6r96Wgx2vNm7/ijqr7we4Fur+zq+mc3ArbLemde8c/jypjmEGljfU2LeWDstfl8yhMV+1AWXQ4SNlSKGzW5IS18ecuTVWj3HiYveOKyd7BnzfX74uCQuIdz0Pld3/kdmuTBtM2T3SQPuU0oN0qbOezi74MN5hd18SWX6qV/87eaz4PeYg4fjx07lme/cQ4KtnQiPHFZH03TpEWJ/IHtkt9mHmLrGkMOxjk4QAZlTdndnLM7ig7M6qnja3dx0ZGrUmyXtpTCngLQ2y5jqxTqIGzZB6DERAaIXYHOdrGjX3bH20Y17SN+fC4sLCzkYX657E+rq6sll/kc3DD22NBH6lxDZDVmAmlxcSFkrK2Mk21tbQ1ztRsdO3FCf/Oyvws9pcWlZc0vLGp1fb3EJs+tHCIzN3IeqG/+hq/Xda9zbbXx51dj8/Nz5Usy2lSXcmLm2pD9TJ0qUke7C7n5rXV+7co/eTywtJD4E62tnNRoa0M9Z3aNhuKfoFbbq+kkw/3ZYhyfzxUTNW2TA+ol8YvGtjfIAbb0kY/+p/7jwx/RJNf6a77ua3OG1tcoh5XzuYabuWaDzNe5rOWVrPO3vf99eut736Nxv6dhJgR/d491de6558m9VsdzvTmQvO+DflrjJodDG5s5ABro1X/7Sv3dX75US+2czjt0tjZX1tMPiV85Hl9bUX95QUfWT+n2d76DvuIbvkbOQePEY80NeppLnHHm8vrx4/quW95cT/25J+irvuKG4k8JDNKfQb/VKIeVTexYo8x323LTlAexQe7JejlwQq7Po0zs5Ju23AvtZbxajdVobGgrfvmoftZnb16Tdi7yvjiY7A4h09esk8+j+anrpHKGmdaoiP9JS38wCG+trm2UfwqerVoXvenNeuzjflanVlb16U9frK/7uq/Xzz/1qeVvZ66trGhrY0391hrkGk5y0IuszXhu5VAOLC4u6ejRY2oyprYTXxrmgBcwruxT7O1FccY38p1BF2rqQSz2IfZB2zp06KAO5zCb+IDry693ezlYYN7Vz4ut5IKMITbhS8SJ2tB+2073nQMHlrSSL0fIu20bnZX4/V70mqiXejZX2c5V7RIjH6VMlLqbcFe/vpgjUMd7tg3bsjvsJ28yJytsz5oUfm9M27vi2V29GH8Gb8RjflZQB5+Bq/q5p2ozH7FlLjMPofjbzvSbFBAbGXa2hQ++yIG2S+03lPm/V2d3fSPWrG7b/UrE7uxR2FfmiTEL4toW7QPWo1J6vV6RsXewTvEhP9tFTn+oQ22XZ0bGosarOqUgIzb9h4KIy8veyZE2GEsAb7uMG/bEQG53MuIjR1bbpa6ZYrt8ftAuexv7EvlWYA9sT68Z7WKPLZR2kdEO2MvTnG1IAXnBYAslPhS/CmIis3fapQ+MNfbEALavNK74AXunTdvT9UDO9A8b2iMPaG0THW1UPTp4ZOjgqy38XpAnMWdtKg9Fv19MfOif7XJN6R9tYosOqhRiAOpQEPH0Rfxqv58N9mcCfbRdrjdBbZf5rBT87G4sUy1jCp2F3eltT8X4AfKpQntHX2XYNLbLANRElMJA1DodJJDtaQI4IqPj2Nqdzu4oMmwAdglZOmV3HUUGZvV254ucC0O7+NU6i57NgDaRA/yxhadNdPjZXSzqyOkLNtgCYgJ4Jqjd5WW75ImP7TIutAGww6fGhLe7BU2b5Ga7bMjY8yDG/02PWPgqBR9uHpFhj5/tfHu+UBCTchOEngXPJkF7+Nldn+DJ27awqTx9tE2IXddpITfbTG4UxKJNqN3lin+VERugpw+AA1p8aYt+YIscnrjYcm2g2EGrnr5iY7uMKzGQoacddPCAPhOTfmi7IGOc8OEmDT3x8UUH0OOPjL6gxw4f26VdYgKlYGu7jBE+2EdcXtSB7VJHRxzGkJjEp6/EqPEwxA4ZPKh1bOp42S5tkjP9BvDoGWOAH/7Adsm9yrBnPpCHbSEnH6XQNnlDbUei6UaNHIHt0j42yKC2yxxXCjJiQtEBeNvRqmxQyGyXvMjd7tYNduigAB4oxXZpg/wZD6XMtsP41j7hA2IybQMf2yV3u6PosaOtqq91aNVDsYFiB2retqdt2F0/8MUeqhTbede0bXyBtku1265O7WxPeWwqqt3VdGcEer1+OXRiTrDGt3KwxEPV3KCvo0euEL9YaRrn4HE9N09tmfdcR+yJkisXUh6nQvNy5uo2BJ2kHnDdRnmo6+dmeWtzQ8ePHdFP3eEndN0vubZOnTyeuRDj8UT95EN8xblt+3LT00v++qX68Ec+poUcgvVyIzrITffZhw/rwNJSWWfk0jSN8LNd6CAPzVXGnIJnnisFO/itPAwjx5Y68wRb27LTszx9Ejsupc5ewecKwI79gFjoqx35EYu42CCnHSh2yGkHwONvd22hp04MdLZL/+ydfMgBYEs72LInsn8hIy6HkrS3vLxcxmIlBwL82ofY5Ix/tUd2PAcxywcPil+fzi8saT2HPB/6j4/opTmAXFpe1kbGaZzg/f6gzJW2aTQ/mMshw3oOGBrd4+531WYOrHPeIA4yM11yrebFOI1yTZu2pxBtEidjSr1p2jKmTfqWGaJxDqInQTY6NVYe8Csm4hdrQ35dmYPjQa8tD/bDzNN+Lw/wOSzXHhCnYq9ub5229oNzgLAXe+3QI4PuRW2nymt9L0VPDAA/i/1ke/2x+UwwG3eHz1UtYzfKJdgNayzQ5PQFwO9FnDJK0jAnUnP5smA4mqg/N6+L3vhmjfDONb7Ft98qh2bSYHFOx3KY2MwNNO71dOmx43r7+z+gD3zy4+qddbDINnL4vTCY11zT1+baupjLczm0PJ6DxPmzlnWXe99T1/rSLxGH5HOZU6/521foH1/xap2zeFDLcwsykyxz8+A5h3XF6klttmNdcvKIfuTHf1Tf/X3frWEOFYcbOajM3HHi3+nHbqdn/vzP60AOzFezBw16lsZDOWPi9Cw1MT3zCJ/RmMgMtJw9cBykh8ZCZyxN8sGAvkBtyzZsacGDBZ3aGKmdW9SJ1Q296A/+SI989GN1r/veX3e/14V6/JOfpje/7Z1aG8UnYzNyT8pB7+Zwol4/Y5n1RGxQgubNdmnD7mhE+74m6SeK0WgkftXctK3oo5MzazSXU1vRDcdjuenlMHIec73+n9+gp/3CL5S/ocg+8k3f+I16/P/6Wd3oRjfKXn5CC/OD7Au97A8bUtY0wzafL80nuT69tDFI3vhxPypZtTS0G1CfbPcL/kywrZKzQ3dBciP1MtfYfxcXF8t8Yu/72cf/rF74whfqwgsvFHnQ/2EOSWkf/SCfHfi1yTUXKX6shYnYUzQZ6RY3u6ke/MD769GPeJjOO/eczKuh5jOv19dW80ww0Nygr7o/DXKwzpcy9Id2wEQSdRD2f+uX7Wl+tmXvYKr4LBn7848x26S9E8/e4bHhms7CNuIy/uN8npTK9hvXowIdqPVZaruMA3Ftb3t313RaCWNbxADVH76izIXM85iKWHthu+RZfbED+DNPN/OlIdR28cdOKcxbgF2/3y862yVnu6O0xRzHnzwA9gAeOesGf9ulHzU+1Ha5t1AK9WqPP3FBVKVN2iIfKLaz8spjD7DDhrY38pkPX4EtoF5zpD2ADKC3Xdb9IOsYGXrsQeWJzf0JeuQAHn/yJA8wy6PDHzvkjA18zRWKvPYDe+r4AHjsa9vsPVWOjjEE8NynkT8xkVXYFu0C7Ozu2pB/bc/eucbIbJdrhQ/AjzxqTNrA3+7s0AP6gR05MhbkhIy6Uti/ax07fCKezjfmJ3JiA3R2l29tGzntE9PudFwXgA1tMA60b7usB2wrbJe+KaXGglZEXF41D2KiQ2jvxEMGbJe5Y1s1f2xr34hD21B7xxZf5NjahpQ1gx8gf8aqwu5siLMfbJe1Q0zb0z5Spy2lEIu4YUtb6IhFvYK63cWyXcS2yzUqcwEngKFS7M6IOoiovGZ52yUAjVd5pUqpPJTO2y6dsTsak+mFJAY2AHnNhTodtI14X9guN2L4AIxsT3PDn/i2S/vErEDOAJAjA8okZHJQVwqUOva2ywBjRzu2yyJkQWBHLCYp7dkufcNvVoYNmI1BLGRprvSj6pAz+dggiDMLbGkTW/KzXXKDr33AHxsoMih+gPbot91NcHJERhuV2t140R98AfFsl4lod20S23YZb9uiYFdzQ08df3QAnlyR0x4yu/NFV32hYCEHqNgyHtTxAfBspFwD+gOQ0w/sayzbJT90wO5yJwdAHOzxo78AXik1BvpUyxyyu1yRoUf++cD2ND/aBUohNrlBaasiqpIHdhV2lxO2YNYGP2SVVp46qDFOR8kB4DcLZIC2zgR8aOd0wBcdtII6fgCZ3fXPdhmr2VyxwR5optgu41RFVQ8FVX41/e8cgazF3ABzPUa5GedDn3V++KxDuve9LtCTf+5JutUtb14erkZ5QBvnYZI1zLrlgbXNYRDZm7d90WkmtJH4UMz6ebDjgW0xD/4/+sO3EYcChw8ta4NDrDyAtm6zv89paziSwvf6c/q1X/uN7OvS0uJyngHHBbvyxCUAABAASURBVMeOHs9hxFbZu5XCvAwp+zF7H32xHb88PCYHdBW2y/zEpvQn+dmdzO4o+bLGADx9Z79mj6KOLzpAHczGJx+7i2XvUOQVtI2f3elZTzWebdGW7Wkf7B07fAGxyA2KPTki558Z2i4pUefzjMPJad7pM+N0+JxztJnDn2FOHFbW1sRh0m/81gtzzjEnNT1p+xrY+czKAU6/12p9bUXDzXX9wPd/j845+5Baj8VBVdt0401ccrKb+Dfq9frq9QcaT6yNjS2trW9qPQedWzmUps/aLlym8UR57rcc32kdWSp5lbEYh8GuaRr5M4Rs7QXzfj908Sca5gBmVl/llaKr/CxNuukD/eiwt91axx9cVTs1do1b64wfqP7Iqw1tEPt0YPywUcZ5Fm7ajFNTgA2YKNd1G7O2J1dX1cuh42quZc7EtJUl+49vuEjHTq3qS653PX3l136t5g8saSsHmTmV0kZG5ZJjx/Qfn/ikPvCxj2kz124rc2Zk4kvNZAdIjudgcCl7w6XHrlBvaV53u+AeWjywmC8wTujg4gG9/tWv0z+96jWay8FcL/OUA/Ar8sXJwcOHdCIHnkdPHtPy4WV92ZfdQFuZr5OtHIrlwf023/s9+tlHPVJtDpSc48UmcHJz5pWVkjxSDYM0pLyKpnCfzZtt2YmT2Mz1UeZUoWNpc9JqK7m/5W3v0G1vd3s971dfoIve/Ga9+73v1Tvf9W695G9epvv+9IP0gt/87XJAya8iJ01PW7ko/CIxgUsqtgvljf0E+pmAPb3f76nX64mchjlM5n9Atc5+kDbU9LSwtKzjJ0+W9frvH/ygHvvYx+TLhRVN8nlw02/9Fv3iM58h/kdDl178aQ36bdb3usiml31eu0qkjGtk4fL+eb4IwrzqLtRMsO1GIlnPZ0o//dvMl17j7HcHDy7rOte5tr71W79Vbduol70MupUvRwY5OGTsAF+W8YUcPuNcrzZzdJh5Mx4NdeMbfbPucde76Md+9EektL20tKgm+kG/V/6kyPWvd11d59rXzBdkixmPjG3TZDwmiom4TLbjFderX//XjwBzabaTtjMHdoC+ArvKV4psFrYz15oC1qyduZR9BXu7iwsPbJc1Da8Uu9OHFTLmdj8HlG3WKXXuEVgHUOrVznbWSa+0ic8o6wGKHjSZ3+QCxW8z6wQQC7tZYD8L7CuQ2y7tEKvmpRS7y73K0QF87U4Xs9IvZIA69sD2NC71CtvZB9pd/aP/9JEYtkWBB8gBPHL6Rh6DHHYyBujoOxQ9drUtbEGVY8P4YwPwxxY5Odhd28Tj3g0ZdsTABlDHB1/yoI4dQI8tesD1APAAXc2bOr7IKqgTl/b5MRc5YDfHl0mZc3yxjY3t6dgqBf+QIiMPfGpuyOkzsF2uFzJsaAtga3d9J1/6UW2wm9XTFjkgw5e48NjZLjnAgyqfpcQGNY7d+dRYxK7QPsV2Wc/Etzt+1qz60gagnUrhZ23h7d0xqj8UfQV1/IkFj9x26S/9Yxy4tkpBfzo0BAEYxLa8bBfKm73DVxvbpSE6rRTk+yGqMji2p/Z2F6/aK8XekZELsHc2HbvTx3T6sq8sQ2l72qbt0m5ty+7qSrG7+AxWqmUiYme7bAj0ze4mKHJtF/hZcAFQYQ/IHSBjEtkuD6i2Sy51Qtd2lUI8fECq5YWMxYM9lHbQ2y5x8Ae0ae/OE1kFfkohHjyUvNBTJwZxaQMdYMFTt7uxRIYNgLediCpjhj+xADyAt3dsqh9O+NMuFFtkFciwBfC2ywcYYwCqDHvaYJLbnl5vZLZRFz/iAPwQ2i628MjQwds7curA7mTkup8d/uiq7SyFRw/gz4RqY7tcV7ujSkHHGDVNM9UhIx/aBvQZxHzaZ3hkAHvqlcIDu+sf/JmAn93ZEg/YXd3eobMx8Kl124WdlRXB9hvzjH7M6m2X62S7WFUdFCC0XWwYC4AcoJvFrGwvP1uf9Znlbc9Wd/H26XW7DK+u7DsCPKZt5Ftm5wZyaWmp3ITxAM66vutd7qIHPfjBuva1r13+2TRy1kLdu2yLubNv4Bmh3V2jyWSc9ZHTiVDn8aufNvk12+1v+yP6sut9qVZOHNdcHgYneajF3XL27XFy6qedsd7yL2/Vq1756lLf3Bxm75O6X7VIdqy3oZRJbo5Cihx+nAfPCuqzYO4DZPjU9YU9ctuIC2yXzybGATulYIMtIAaIuLRtp6fJxd6Jgd72VF/9bOOWMRqn36P0bzK1wWfWzt6xRWe72Fa+l8MEgnGgzLXkRoSbRiiA55tlaNvr58BgU3M5RFpb39BZh88p//T6oje9RU3bV84jJDe5BiPxGXBWDqePHb1C/F23uUFPP3n72+lsfsE2Hko5xOEQ0laxb3uDXGnnsGK9HDgSb35+sfySan5hUQeWD6mXG/f+YK7IoG1/ILkXv1bDsTV2q0lBZA1IvWmlYJI5NJLLr+1ORzkUq9jPxun/LJq0Pwt0antJqV8AX+E9vrU+6z92kz50+EzaJwb+lda29lL0YFY+abqxqZS21fYEnFyhAB7AjzO2FRxsgVqvFNn+aHXWuedpI5NkmOuwfNY5+uc3v1Uf+fgnNVhY0td90410+Brn63gOgVaGm/LivD597Kje/I535vDx4+odOKhRHn7HuY4TKRGUA8gc1GTN8GvaXGXN50uK1fVVjXLQNL+8KPCTd/qpHCoe1GoOy/sZ39f+/Wv0xn/6Zy0NFjTfG2g+1/BkDjkPZE87uLys/8ih2V/+xZ/p4NJCDhzHuvNP/rie/QtP01wayZVJu+NgIvY4TYvDBYnvAsvu0GxT25rl7U5v71Cl2Dt11mhEXaz0fdIO9K4P/Ifu/+CHam1zS/3BQKzbubmBrnnNa+aLmEEu00AvevEf6AlPenJZE1yLg4fPluJfY0FnUduZle3HJzW1TdZZ9ki+hGAkmH9NxrE/v6S1rbFOrW3owMGz9Ja3/ose+MAHyppo9dQJfcetbq4nPO5n9BU3vJ4u+/QntTDX1/nnnadJ9vBRDuo4+FaxthSqaZlMOSXWTOULwCY2zZVIE/WyF/Yyh2hnI1+e8CDNZ91SDg0HOXBMshpkzDFnfyP3+Yy97bIXz81nP0qOc7HtNdKJo0fUaJw9b7l8cbaVQ23nM41f8SuH2Qcyx+574b31K89/rn7rN35dc4OeeplniZYmJspQF6Siz/QaYXs1vrgjsPda2JbtL3ijtktcu6O0O4vaYJXV+ixtsl+2Wfu9zG34cdYugAfwoPLEwt/u2oRHho3dyeyOorM73na5F5mVweOHv+18zg/LOqEt8iGvikHWFXbVHh7/WeyV2V3bxCAmsD3rsu+6sTsb4tX2cLI9He/96lVW25n1t3d8bZd2iQ1m/eDxg9oWsaiPclBru9uDcq2QAfQAvVK4j2bvCVtypQ5sZ//vIy5jbFuMi93lBa8UYtWxtx1J97Jd4lUdeYNqD63Ag9zQQ22XftS8iIEtenJTCu3TB+xT3TU+2CGr/vhiB/AD8AA726U95NgqhRi0BcXOduk/ervr26wO+aw/PlcF+oWP3cXDnpgVKuWq32yX/O0ujlKIZTtc96oxkSOpFP50wGfWzu7iIZvV0Xe70xHLdslHMwWfWeDf2C6TBAUCKD4EBLapFqCbRRHmzd6xSbW87E6GPQLbpR3bVKdgAtEuAmzhATywva8f9rbLhOAC1lzxAcQASql1KJhtM+oyUHbXDnVgu8ixxcd2aYt2qDOxOZHXaYrdxcMf25oLExp/Jh6x0Fed3fkgp0/YEB57gB2AR253mxI8PrZhy0KEqTLiEI+2N/PtEP7Uge2yyaNDDsgJ4M8mDqVOP6odMoA9oD3bZcxor0Ip5AxsT8dQKdUv7K4XcfHv59ux2h65IsOn9mF+fr48lM7mNRvI7vpG7vgB9LZLHsQjru2ywdIWsWqutK99it2Ns93RfUyKqLZXKqd5oy3sQOVtl/wYB+R7oRTbZazRKcXeycXueHS2p+vH7njiVtDmmUCMhN8VgzqwDdkX+AHbu3xtl7ztTs61of1qW/OqFDmoNvCz0GkKNvjsVSOfxV79merV70w2V+s+uxFgDTOurDs82W/4W5DDrS197MMf1ih05dSpPKT1NcmDJWuUucHaHG4NcTkjJnLRT/I+yYMav7jhVyT8opLYN7jedfWTt/tRncyD3UIe/PgFFB6008uhSdv2tDUc6dxzztcf/MEf6X3v+4CWc3B16tRqcporN2h1D5nk4ALY3Y0bfUuzZW+Znefj7Rt2dPTFpkVqHYgBsOvlxpH4aIjBOKFDVuPblm1MhA6/CuoV+Fc5lPps+9iVIHmresYBO3QVtssaJgfyQ05eAFt80ZEf//Sa/RoZwFYp8Ngzviura+WA8Jxzzxf/9PrXf+u3Nb+wJDU9OdjcGolf2PVzPQb9nlpnX9/a1Hfc8ub6xm/42kTLgWkOICeB8rCem5q8S26aUGth8YAWlg7kOo51cmUth5ouOMIvWEcTrSf+Kr+K3Mwh5zifBU3mWjsQhzNq50JB6s1A6s0VTHodP9muV/leWmLsY+P+vAD/o49ZjNzLYdcO8K+YtYPHFroXQ7Wq6M0vCbRzi4VWnjpocmhWQT5gtg/UTwf8iAdqLGxrvlDqgJjQWTSDec3C/bmMydwuWS8Hxu3cQi7DDvCpticzd07l4Prg2eeqHQz05y95qdybzzUa6Ca3uKWGmQP9HMqsZ+/413e/Sxe97W06kT2lf+gsrWdTGNualtThm4ictezMnkHbqo1gLgdAJ0+e1Ormhs651vm6493vqvmDB8qv8jS2XvbSl+l9735vDhX7Gq9vaqHta5B4F3/sY3rRC1+oIxdfrNXjx3S3O91RD3/IgzQZbUrjLdGG01aaouldmESrAm2XyZQWv+3amcg4ew16O50K02Q8WLPsn22vr09cfKke8ZjHifl/cmVVN7nJTfQHL/7/9Bd/+if6tRf8im6fvZFD/6UDy3r5K16l3/jN3xbrdXVtXf3+QNqOq31KXev7qKaiDK0muTbsM7bVG2StuafNsXKwLM3nkDhC/eMb3qDHP/4J2Xes8XBLt7zZt+lnHvUIfeWXXV+XfPLjOdxd1OLcQPwKsutfcpMzrKDZpowBoHnGEsB/obETdyv71OqJExmrvg4fPqy5uTkxj/7qr/5Kb3/728VnGJ9Fg35PjBd/E5exgOefZfN/u0YPPbC4qLlBT2srJ3Qqc+nk8aOiZ20GMa/us/LkcR06sKRrnnduOZAdtE1sxmKMlXEWI5FxrqPwhe75/5Xxvoid4jqDL2IT09D2zlW3LXs3poZh7CvrZvO0HSuVGMiB7SvVlYJuP0Ql5vo4e1STfYk9aZA9HEodPfcT1YYYtsW9BbB32iOGUuxOhj+wu3pUV3oRrworv5fOxkBHO+QEyKv6V4rNXuAD9spn6+iB7exxWbMZD9vl3hE7pdhdX2yn1r16vV55fufg1ngHAAAQAElEQVQsgnwYO+67GB/q+MKDzkNl/PCzXXyxQVcptujpO/Gow1cZtoA6PnUsoPQBne3SD9vCBnml2METEx5Uve1pfsSnD7YFjz1+2CulysKWNtDZLu1iqxRk2BPfdpmf1IG9kxt6bEHcpvEqDwVVb3exqIPqX+msDH7WF76ijq3dxbN3csLG3pHbu3n0NTb8LJADxsHe8cPG7uroqGNXKXwFMkAdand+tqmWMbJdxtR2kTGuW7m/AvXaFcX2m93ZUSVucmhKgCpACB9FmQjw9m4nBrnCdvG3jWmB7amMeBUo7U5HfEAc9Oio1wuCDB3y/YAe4GN3MW0XU+QAf9u7ckGGDjBYAL7GQc/AQUuw7Tfb29xuQr5IsK9xkNndREIHbE/zsHd42kJP+wAewLPAFhYWxIYCb7tsSORcUR/u8LFdJgU68gHkRD51I6GOHmq7LFal2C48toD2AHnYVi22Sz9qnTYAMQE8sStsF1PkMMQmF9vlw8f2rnh2V7c7ygcSqLkQg9iMG32nTXgo8qq3XfozK4Ovedgu8xtZBTpAXSl2l0PY8qpyKrZLfG0Xu7O1XSSztkVwFW/Y0wcAX83rQqaP5Ga7tMt4AOyVYruMo93RiMqHi23Ygtm4RfAZvBEf4AvgyQMeelUh7K597IHtkid+1JlfwO7kdkfR7wX2szK7s7V3KHrsKmwjuhr/m44Ac4hrRXrMLeY7/HIe7q9xjfO1kC8Z5nJTanf7xcbGRpnXjdvclPRlnvUATruQvVBBHu5R25Zt8aA2yUHkaDTUeLhZfkVy+x+9rW70DV+vE0euUD8HDjzsKQ/AHHiNx5M8PM6JX9N9Og/rL8kBxzAHVm3T08njp0r7E9oIlGJbzGdgW23i2V0e2lNsF1u709c4difHF5nd1eHZB+oYoa+o7WEzzg39KN9+Q5ViO+8qnw3IsAHw7CH2Tvu2S05KIQYIW8bO9vTzB3/axB8eUIfW/JaWlsq1wh85scifdqmPM7brG5s6eOiwNnPIm7NAPf8FL9AnPvnpnDnMyxnjJjfY/LPeXq+vxXwWHr3iiJaXFsvD9QX3vIf6vVb8jTM3So4qBXvbOWQcay4+a/nSbWVtQ276ansDKXHnF5d0OAeeCwcOif+774mVDV1yxfEcyFyuj3/6Un3sU5fqo5+8RJ+45Ap94tLgsiP6BLj0qD6xjU9edlSXHj15Rlx27NRUf8mRE7o4bYBPxRd8+vJjglZ88tIjmgW2ALsKbLGBAnhArh+/+HJV/OenL9P7/+NjBR/48H8KUK8U/h3v/Xe9/T0fmOLf3v1+gbe9633613e+V+gr3vm+D2oWyN/1/g8JzMrh0e2HquvoB/XeD36k4H0f+qgqqqxS6Hv+/cMC7/7Af2gHH9J//Ocn9IH/+LDe8Ka36EV/9Od6Z/rS5sDy4Dnn6lpf+qU6vraqt+Sg57Vv/Gd96OMf13oOYDayCaxkjfQyByyrfungyGXHQinjrO2JttbX1VcjfumIehzt+mSoc69/Hd3mDrfXqG00mJvXOWnvL//sz/Xh9/+7zlk6pEPtnI5/4mK9/M/+UqcuuUyDzO8HXnihHvrgB+a+Z10bW2vqz/VoLmgCB41EI8BN6lZXKqXGbgYFszz1K4N1htTeiWF3/Cjr70Uv/iMdP7matTLRd33Xd+lXnvfL+rqv/kpdJ4esX/MVN9TjH/cY/eD3f08OvU7p3HPP0Ste+Uqt5vCxzb62kb2Y2J8rGOlJDsVAL+PY6w8yuk32goz7pNFWMLe0rL975av0uBw+9gcDra6s6OY5fHzOLz5D1zr/HJ244tIc+krnnH1QWxtr2soB8SBxOCRtstbHahKTlugz6LLtJJOu8gV5TywHe2KdlUPHceYaf3oCsDf+6Z/+qX7+539ef/SHf6jlA0tl/2IfUz6XrnOd6+jAgQNaWlzQiePHc0C5qTbXiz1uuLWRz8NB6lK/5/T5LPHPsreyvy1ln+OXkwtzc2L6zA36GQv+KfokYUcqn2mJ73xO1b7bO+OxJ+2rq/9DRsDemQO2y55j79C9w8BcnsVe/d663cViH+LzH8DbnXw/+yqzraZpRMGPdm1PZcQZZE+wnT11KNYW9xdgM2uC/Ql/26LYHYXHF9hXltEOOqjtMib4VNgurO2pDntQFDNvyACxADxqKHXyqzzUdumfnVWatYrNrLzX6+26p7QtCjYA3u5k8NUfXQVtArtrgzEEVd/v9wWo408c7KFcB8YZih45NnW8GXvkABt8sEduu4wXtsB2uZ/EHzvb075ru/A5QxyuJTFojzEgPjHgbYu6bVEnd/wIQR1/AI+85gNPPLvzx4Y4+NkuuVQbpZBnRbWr/lGXe11iAOyQoQe2Szx4QFxAn8gHH6XYLnbo6IfdjZltzRbbZSyRkQvtAXiAfC/sHR+747HdD/gitzs76rZLbuRvW3sL9uQA6A+wXfJEh73tEkPbpbFdWNvFsFT2vFXnWTEyGrI9K97F2y4TrNpiD2+7tGV7am+7LCwGHtgukwp7bRfbxY8qcuJVUAfoKmyX9hkwUOU1Pr7I0CGD2kZU2oapMmwBbSBjcszlwx4bBppJBOCxg1InLrb4YMsigEdPvcJ26Rvx0QHiVD3Udrl4+FfYVi22p3rbJR4TnJjkwSZD+0qp8aGpFlu787GNqIxB9ac9+oG/3Y0rOmTEtjsfHGmP3IHtkpPtskDREcvu6tUXOdB2Ia86fsSBpz3a50AWPzYgaI1nu/SDEMSyXdqueqUgJzYxATGhtqfzTynVLmx5US/M9pvtbe70ZK/PfpbkRh9sl/EmF/wAPP1Fjx3+yAB9qMAWne1d/UePbhb4gioj7plgu4yhbVFslzZsl/Gyu7pOU2iH9gD8LJDt7R965BU1N3unHbvj7StT0rANKeMJY3uas21EnzHs09vbp9d9xg3872/4Rc2QNWx3Nw7MBa5740Yf+fBHdMkll+jkyRPl2vENL3Oh7rnsBzWxK1+FrKVtJYdRzCmqbdOIGDzsto3Lg9rG6oq+5NrX1D3vdtfyCxLlgXg0HCqTR8McNI6G4/i0OnVqRYcOnaWL/vmN+tu/fbkOn3W2lvhV3daw3PySt1KatGG7yLhpok9VBgW2S59sx0NpalI+p2oM1jt+gBisY9vT9YbdMDkC2yUWcZVCX9FDgd3pbUfbvbClDdvFFym2UNuQaU62iw0+KLAjH9oAyGyX3Ph8IS5ybGx3D9M5iGTPrjGwwZZr2bStev2BDp99jn7//3uxXv+Gi7R08KAm8eV/PrGeA8oDywfy2THUWg6TuHZXXH6pfvjWP6Rv/ZZv1sb6ai7ZlpATH5Bj07Ya5hD22PETatq+lg4clJtWck8TtXr/+z+o3/v9F+vhj3qsHvTQR+q+P/1g3eM+99Od73Ev3enu99KdwT3urbvc8z7BhbrzPTra1e+ju97rQt3lgvsUW+xPhzsnBkD/U3e7QOAOd7mHKn7yznef8sjueNd77qr/+E/dVeAn7nS3QuFBrd/+jncpcmgFenhozZccKsil8ne/9/3S7/vvwqwMfj/c4z6dz93udV/d9YILBa126O554QMELrjvT08pPLjX/R6ojqK7f/TEul9y2I17Xnj/xCX2hbr7ve9b+L30Pve7v+5+wb304Ic9Qk/9hWfosiNHtbKxpe/5gR/SRg7Y3vCmN+vifLHQzi+Uw8JmYV4HzjlHTn11cyuHjFY7kRp3e8Y4z7vjHCRNLCFZyMPYcHVNTQ4QD+SQZy2HXO3inD51/HJd/+u/Wne/8D46cuJk5n9fvaavv86B48Uf+bjmR41e8ecv0fGP5zB9fUt3+8k76CH3f0AOO8daWJzXJKeea1vrmYvaLrS2zdIy+QD4QAXaLkl46gm/Ld6HsB7sxM7DLOsCEyj75/r6hl792tdqkH5NEv/H8kXMRtZYVo5GG6taP3Vc4+GGfvr+F4q/kcv/5ORjH/uYXhsf1jPr185AEXQf0M4+4l2iDLcm2XMRDvOl0Hqu3WBhUQfPOkfNYF6/96I/0DOe9WzxK/Tj+Sy4zW1urec8+1lZwWNNktviXFsOIC+/+NNqk8q52Ucmue7KPryZPXLiRh0yBtGnm7nm2gV9QctkV7SNHGCzj9vOHjbS4uKi3vGOd2iY3L7kS66TQ5PNggmHg8nvNre+tX75l56jZz3rmbrVLW8hfq1/IF+4tBmozex1oxywTvild7C1sa6lHFRGlW5NtJm2OKRcz2daet19mRa7BFEX32WeK+MzyXxo0p6uLv9bjoBt2f6C5sY1rwHhAXXbn1Vb+I1zqA7g7c4fHtg7dds0sS9sq5/9tclaxY81wf0gtMauegJgU+VQ7GwLHmBDrIo29wC2p33D3z59HX9s9gM6u/MlLmua3GyjKjngZ1u1faXA2y452FemxMImplmjkwJ4+lPvoajvF7vakAt7MbG6fX295IOcGIwTwJ44UABvO59dbckZGfaVci2o2y56peATUvoDPxgMRDu1D/aV+1jtGS9sbSMqMfEDdicjJu0D2qZOv+gf/tTR2S7tUseO/kGpExwb6vjaXWx42sIG1Lrt6bjja3uaG/nioxRiAnxTLWNQY1Cfhe2ixx7gsx9sFzfbxd7uciF3UJRneNsvJua2Sx+IMdu+tkv1o2obUtovzMyb3elmRIW1d8uJh4KxqmNidzZVh77C7nQNCVYD2yVppZD0rC6ioqMBYHtXwsSYBfbA7gZ0VgdfdbZhywRAbrvEtV3k5IG8VGbekFUdfEU1sTt/Jqbtknu1YYAA/rUvSoFHDlIti9ju4tjelRd6QEwogAfEhQLGkLhQUCc0PHrbuF6p/wiJs7GxoboRILO9Kw82AOJjC+BZqLRjd7a0BfBHD61gfMiDOv6AOvYb+YYbSt02JgXUq11tazYuegyhgPFET1v0BRl1bACxAHLbpX/IaXs2B2yQ1zbha2zbVMs4YkesIth+oz1gd/OR2MB2ac/2tmVHbJc5gw3xlGK72IYtc6PKqe+HvTmcyabmVim2+J+uf+QFsMEWkA+AB+jsnZyRAeQA/qpQ2ycvYHfxkIPqb7uyhRIf2Dty6kW55w05IHcAb7uMtb1Dqxt6eGgFdWDv2Nsdj3wvbO8VXWV9b1tX6XC1wVWOwGIeyBjXtbU85OdGlF88njxxQk99ylP0U3e8g975zncmxkRcLfa0Xm4qocx9IE06fUfCdxIYRFDb3YOXFJq3vGx3MRtp9cRx/T/f/Z26zQ/9YA601vIgm8e3PKARv2nasv9CB4O5PCwO9dd//VK94+3vFL9Ob5OP7bLvJKzsxA3oU+efBqKgDsIWW/hZIAd252+bagF2MLbLntRknFgn7KdQ9MD2tH1sAHKl2M67ih45eYMaQ9uFeIAqdnbXN2TEsl1yUAp1/G2Xm1il2N2NIb7cDKPHF8AjY1zA1nBLbb7R54+Jv/Vf36bf//0XaW5+QW5aNW2v/CoLn6ZtaHA04QAAEABJREFUywP7eh6w5+YGuv6XfqnufKef0iQHFtJYzIlJDjEmeYhve42Geehu46+cIp1//rV0IgdEKyurWlxa1vs/8O964hOfpPvc5756+jOepZe9/JV63RveqHe+7wP62Ccv1qVHjudAaaX8DzdWNka6/NgpXX70lK44tiJ+zVhwYkWXIj++Kn4BednREzodLrnimABxLz92UlccP6WjJ1d17NRaAX7IATqAvoJ6xZG0ixzfSo+vrAucWN0oOZ9c2xQ4lUMvgA77Svfyq5sjVfD39taHk/JPX9P1QqkD6pXCV8zK4CuIBYgN3R8TnVofBls5NBxeCeQ/61djb44tsJXry+Ffb24u13yipeVDObw+pIOHD+uGX/GV+mC+xHAecFdyH3Nifa0cQKo/0PEcKF6ROTG/eEC9xOgHznqfeCL+1mPODqVGWStST9ZSr69JDsK3MocOHTqoT156sQ5/yTX14Us/pWte/3q6530u1CWXX5EDoE0dmFvSy//yr/WSP/gTfeL9H9K58wf0k7f5ET3mIQ/TZg6GhvzqeryltdGaPGiZolLaSAoQCT7QdrEt25KbUODQQDNw+NNAe4rd2U7S382trexF0nzW3LnnnK1rnHeezlpe1JCDrvUVzfetUQ5cm6yrL/+yG4gDyOUDS2l5ol4ePFnDhLcN2QXi7xLsW5koW1nupYbBKAd046zm7B/9OX3y4kv0N3/7d3rOLz9Pctb/aKy73OWuetKTnihnrffa5La5ro3VU1qY6wX9ktfKqZNlvz548FD2D2lSpA5tpMLrv7Tw9zS5X+WzAsrn3IEDB3QwX7KcddZZGmR+HshnIPPvVD73FjKXb3WrW+qbv/mbypdvo+xxk4x/LwM1l8+fNqeGg+yH8+E5nNzkQDJ6Bf1em3i9gnLoGF/iKgW/uIbLmMSWmKVy9dt/6whMsg7BbBL2ldfTrP7z4WnrdKhx99Ojsy27A3XsxjmIbDI3ATyAB/DYYGt3fnZHkVUd/JlALDtrOGNFzFG+WMQXOfcHlee+sM3aQA5lvaHDB8CD2bZsl6rdUSp2x9tdm/hU2Ds629m/2FdYUxNhY1u0be/YaabY3jWG5IXa7uTEALZLnF6vV+yRYQsF8IyDZgryCtvFXynYgrDlhR+gwlihow5vO/vwqNxvoUdOTHjsbJdDY/pIHR1+jD3jjZw6FBn+8OhsE6bkhQx/KPYoqGMPJS4yKDaDfN4QDxl6KHXssaEORbdXZrtcJ+TA7upKwWcWEU1fyKnYXd52R5HPAhtgu1wr+lNBPmdCtbNdcrR3xr/O7dm2Kk9MeLtrUynUQ8qLuIwbdmBWVwzyhszu/O0diq+9U4+pagx8qFdqd2uk6m2XfhBDKdiBqo+ojBEUNKNsIPxKJFI5Gwl0Eg3yYRY6tOrRVWBrd43TQFzKAtzL211Hqr4mgh1AjoyJAeCRzwIbYO+OhY3dyWxjMs2BOKBeRJTUge10w9NBpV3soMQE8ByWYY8vA8oFhVLHnsMxFgGLiwUCxaaCOg9cxMAe4G93k8y2WjclZ2xoFz0xobkfLpsBcqVAsSMObfNAhi3Xh5tJAG871iq+RZ9rTF9KLrmRy92YnP/apsl9ykiYN43jwyY6ntJhHhCRRxqXsYa5oeGhEaqYMwdoj5wYLzDMnKFOrhWMB/1BTx7QNCJk+Uwp1wGfKsMeEJ8+0Yf5+Xm1TZsDgC3R9xrDdsZP+0JJcpT+0ga81ahxK5sPjc6P2F0ekzJejC15I+P6jXKzS10ptmU7HO119qWyz1v12Ue1S0Q/ZvtOu+32h6jt0leuG3bEtC30zLe53KzaO/mgr1CKbRGvwnbJ396m0nTsyeF0IOZ+OjkB8mK/OB2UtircZNxThxa4EeM9Go4FxvwbzDyJWY24Tm3TU+6V9wW25AW0XWynqR3Qb3unbrtY2h0tlavf/ltHgP3A9vSmZmNzU8Os2Q9+6D/EP3n+8Ec/moOjAwXIT62s5MFyrLbfK+ugS75eTyhAajmkbZrMJbhUshHMzuNJJtfC/EAnTxwtf9T/3ve6h7byULuwOKekpCaHWU0eELcyP5s2hxBqdPbZ5+rokWN68f/3Yl1+yWVanF/UXB6Y00rm6URKG41ccmvbRsomXvfIqDTKHB+P2TuCULuR7SmUMonhKPvoMOil/aZtVWJE7ib2QdO22ZNVxmKc/T1uaTrth2nQB21s0BGv0qhLW9VmOBxO/dBhB+CLf1oZZg/EDrnt7b61opCnbViNEgsb9k321XHyH25uaZLr2cSGg0LkbdtTk36T9vrGsPy9wuc89/k5+DuVA6D0r9fX5tZQ2PLgvnLyRA5DelpeWtCxKy7TBfe4m6533WtrI4dK/XaQA8i+2CPHk6ESVuTUNL3wA1166VFd69rXUzuY1+++6EV66MMfpj/+0z/W8ePHct16OnzogL70utfSN3/j1+kWN7+Jvv1WNyv02276LbrJjb9RN/+2G+tm27jFzW6S+rfq5jf9Vt3i225a6HfEnr9FeTrc6ubfpm+/xc30nbe6hb77O26l781B9/d/z3frB773/9EPft/36PY/+iMFP/5jtxX4idv9qH7y9j9WcIcfv53udIefmOIuP3UHVdz1TnfU3e78U7r7Xe40xT3vdhddcPe7TnGvjNO973l33eeCewi6H4gDZmPd4653FrHAfj6zsgvvdc9d8WkTvwpiz2I2/7ve6Q664B53De42A+o7uO99LlDF/S68l+5/33sX3C/0fve9jx732Mfp4Q9/pPq5PziVtbuZ9XaTW95cgwML2sq8HW2NdfHHL9Zr/u7v9Wcv/lO95+3v1uLcog4uHxT3T6wYDh7LBM5cd0UUjpBflbWNu0Od6FZyiHju+efosisu1YGDB3KgfFzXveEN9NMPerD6ORSaZM4fP3JE73jrv+icHDR9zQ1vqIf99E9rkBjOhCc+6+lA2l/bWE/EbBmipVmk4X1fszbwMQqZhJwO3b4xzhofl1YaO+ulUa+x2ozV/KCX/ezy8ncdjxw7njFzWY9zSwd1cnVTbfY2ZVF96lOfykHlvIbDkV7zun/Sv/7bO9VkTU3EPtRICvLZLcC+loQSnu1vG1bRRT+ZNDlobITvKPVx6m1vTv25BQ1yHVfzRcM/vO4f9PgnPF7zC3M6euyI7nbXu+gB97tv9pItjXMf2kuLS7FdmJ8Te87W1mbZAxYWFtRk7+P/wM894yS9BjFPe7wnj7zgppiEOx3OKM/VTP5KG5oWggME1vzikjazL66trWuS699Gxa/tf+TW36/b/OAPZDyH2shBMNYHlw9ojb/vmP5urq1qaXFe3Oetr29oK3to2x9kXxxl3m6obRo1ttpeX70B8uH2OGyp3+tpMplEn2uS3OzQwE0rh0ZV9Lkgurr8nz8Cu9dZ+sOcDeFlZ8LBbIN5McX2ipjWMzHgt00L2Vu3LXsH6O2uDg/s3XUC2RbrEtgWBdutzH3ucxJUbeYt9ztt26ppG0zKZzl2dufDWgdt04j7DMlqwvfiC8WWmJu5j9zKusO2IH1jL2RodiFhWcIVaiw7SEzi2eEDpRC7xMo65h4D2OwBk+31pOJL7rZTyQpLu0rBN2T6ok4+Q3IcJaOaQCguTdPmM2egXtvLWs8eO55olPvQcSj6guTRJM9hYvBMDKU+l+dCxoM2qGu7wNs7+douY4gdJoPsI/hiB9g/6eM47RAbYNu2bekn9fXs1Yw3cmJgC6gTg7zg0WEH4JGhgwf4VKCzXa4r+ZADX1JjT7+QKYUvd2yLfJgL6GjTdvFFRo62p/nWOj6j9Gu2TdqtQE67ta4Uu4tjO7Xu2mKDbRHsecPXdmnb7ij5zYLxAMSp9ujJDxAbeaXws7C9p1VN2yMOttoutqc6e38eH3tHhysxwGwOVY595bGpPLa1T/Do9kNDJ+3dkxIZgQEBwV5ngnIBucjY2ztJ2zs8dvgSw3aZGLZVS39uIB4mx9kMN3PgBeDdZgPKZtDkWz3qIGtTAJ6NAj862WQRsnjIhfbYfIjPzQiTtbZfbdBz0bHHroJYgBht25YP/zqpiYEPwKa2SR17gBwoBX9smPDY0Pbi4mK5ScCGuAD5IDcRfIiM8tA14UbDjRpZ2BEn4WS7bBbkjAz0BwPRF2T8vS1oaS8bEvnUnPEnF2Wf4yERNIk3yMNt2zR5EOurn/4qD+SK0WDQT9/7aVMFvV4rN1aTu6deHx6rseby8L6aGyXaJD7tFyQvJy4bbJu45Gi7/GKI6yliJeYwG8Aobba9Xvo2kOTckI20lZvccTZa6qBpe2qabMLJX27UH8yp1x8Ik62MWbutH8bPicE/jVzIzezWZm7KsrmPg1E2b2yHsWkTa5AYbLCb8ecDkNC9fl9z25s3Y88GN5eb3LbfU0FyZkzRtenX8vKyqO+FUuxkEvQGfTXxq2DubuRmeZiHI2TMgZin38NyA83/fIPxYi7YFu2ApmkEbCuNTu2bts3N/KSgadtct4GIiS1+5AqmOWbMxxkD4iPHBls7cUVoRkKyXdrDbxwfpdguMqUwp1dWV+Vcy1STUucHb7v4w+NvG1bEoc1hnZ+R9nr90kfbqnnYLrbY2S6x0AFtF9uZRu3UVynEB7SZavGDIiNf4lG3DSk5o8PedmmfNmzv0mm7oAPb1WJD3d6JRyyAje2Sg22qxb7qENidHP6/EuRQ8V/Z7t626L1teVvBXtDLujx28pQmbU/9hSX155fE3wLbzGIfMsUyx920Ws/D+zizfhzfqASmfYpd5SvN4MeSl2V3aEJPnToh/n7Y6spxfcWXX08Pecj9derUUZ04dUx81qxnrbY5ZBwqc62/oOMnVso/v/70xz+l33zBb2rgvpKgBu1ATjKj7DmTJMMvU9rkylq2nTXZT7tN5mtPg+xN/cF8UrIaN2I9loO63FWSL3MV1Lk50ST9G4s9g8/HzTyAjyJr2FeyL9gWtvuhl71VKeTC3gYlJ/Y26OL8gvpNq8n2nqDkzpxuk3sSFntjfzDQ4oFci7lBcp6UzyXaItde9jds4VnbyNum0VyvL36lM2h7GmePbdWkPq9e01PbtEEv4XtaXD5HT3zyM/Xef/+YJr0F8T9U2cw4DhYWtbG5pV761ianrRz8rJ84pu++1c31Iz/0fZrrW+Ta84JWTuahu5/cMh+2hutqGmWMF7W2NtbS8nk6sTrS05/9y/qFZz9Llx27TAtLA93kW79ZP/Poh+n//Y3n6Xd+/Zf0whc8W7/1/Gfo137pqXrBc56i33juz+uFv/oMveCXnhIZeKpe8OwnB08p+NVffLJ+5VlP1vOe/kQ99xlPOC2e98xO/8tPf7x+6Rd+Vs/++cfpF5/6M3rWUx6rXwye+aRH6xlPfJSe/oRHFvzC4x+hn/9fDyt46uMeqoqn/MxD9HOPeZCe9OgHTvHER/20fvbh95vifz3svvqZh9xnisc++N561E/fs+DRD7xA1B/30EVp4XQAABAASURBVAuFXfUjBnjCIx+gxz/i/gXosAH4gRrnkQ+4h8Aj7n93gYff726FwiMH2FfQ5izIj/pjHnQvPeZB906sC/SIB1ygh9//nnoEuF9o8Mj7XyDwwHveqdD73e0n9dD73l0X3vUndP973EEPCO579zvpbne8k7bWR1rd2FCz0NPiucv65lveWEeyhg8eXNbrX/M6/eFv/r4+/Z6PaOXjV+ivfu+P9Xd/9hIttgONcr85bCfi0HLUTDJDrXYsNZsjeWukJvcNrJ9h1tpGDrcnPWshX05M8nC76Eyy9U3NDQa6/MhRfe3Xf53unIPb9Y1VNYm5NVzTOecc1FOe/AQNetJkhG1Pk3yWjnMvsrkx0qC/oAmbjGpxYbp3yXb0k4K85QWfWBNokLy4x5rkHmpSZXvoVvavQdYotN9rNNxa1/rqKS0uDLIeG13rvMM6mIOutYzf3/7967TeLmm1OaDjozmN5g+pWVjWX/3N3+myy4+kNaufdfmWHD7e/cIH6tFPeGr5e6Pj7I2THCJuZdzmegMNmr4m2QdHaxuacyvlEHiLf1rdm8u+Pcr9nbSwdEjrW1J/7qDULmo1i76Jvp/9/9d/49f1S8/5RZ19eFmXXfpJPfLhD9L9LrxA/NJxa20t12gi9pUtvrwYS6OMYTsYqEc/c1+lxhrkPo79KEOYcZS239KHjJ+suBTIjZT6fshQSqfR7chn/BPUE9GAJvED5DbK2LRtP5Losnd/5Q2uq0c/5AE676wD2sr9Pv2mrfFwU/OZY73JluYzbJPMz/F4IrcDTZo5pbvh59T25zXMPZQScZzYGWopY960vUgs+t04fZxIcptdsclW2Wg0ji45Kn3mc4c5Y31+xT59BOJ/ftFV5vzpYtiWfWbs50teFVVv745T5ftRe8cWfY21l6K7KthdrFm72ThtPof5PEY2Zu8I4JH1ooPHt1J4583Kf4kdVthWuGkEZAsgr23YjqgD8lnM2igFXa/XE3LyYs5FXF7MTerYVNguumoLtS1ywQal7S7XtlESEYV+2S7t0F4/z2iDwaDUs8jK/LCbsM78zr1J1otSZy1I1ng0SbVVr9cvQDYajeMXLnbkUdFkbEC3p05EYbnEWtCm14r2e+k3uq0cnnIPBY+MsSBffjTDvSx9IzYybOBHXL9U0NmGS5ZW27Rq256a0EbpT5onz/V8+TDMvZkdaTBJf0DrNp8986I0TXQBvG1Rp01ym8s+SM7IlAJl/Hj2Rcd9YMSlX1D6xLWzXeJwhqIU28KHWNjQl6WlpWIz23d8h9mbaJvYtIE9dWLxy29iJGSuRy+fB2saTUbqz/U1ly+beoOe0v2M96TQ9c18ceOJml72r9htbG1kz9zKnparEjnt9TMniLeRzzDaou/UbeZE7FJJNCl1N41arl94+tBmDdnOfJiIulKQgbBlL4UyblBiYweljh066uRC36HUkffSFhRbZAB/bLAlO7eNADxoMs8Ac06N09fkpg5Vhhx+PPPZX9sgNuPAeDTpL7Bd+kj7AFvk5AKQzQIZwIY+AttljJBja7t8DlUeW+JSh1LHj+sDtV1ywB+9bTVKB0tHtjvIwgHIwKweOWCQ0NlWWWz51pegtWGl2M71tmiYRIBt7S342S522AJstV1slzjb1ULsToad7TJJuJi0jz8dtj0dLNqYBXa1TkDbuxZSjasULibA3nbJEz11FpXd5WJ3VCnEx4ecDh06VBZuxOViVTkTZD3fHvBPMpDVvImNP7BdFqm9u4+2S75KcSYYi4uNDcBHrGGuCW2wAIhNXHg2H8YHG/TKdYeSK3aAvpETPuQBj56Y48kkHhJt4YcNPkCWxlkQoGmbsqnhb0chlckXUl62y1iO84ExAtsfCk3Txm+gNh8YblrJTa7vWPVQMs0LH2jbtrI9jWt3/NbmlsiXtukvdk3Gif7zoT3OhwC5b8YOnbMGZCXuuAA/peATUmTYb2VjxRdQ5/phsxe2VWXYVeCnlKqDkidy2+Vac21Kntm4yC3m0/6RV9JENAWyWmHciQe4ZsRFZ1u2u5zclHEvbbS90jdiVNidrV1oyYk80ROPuErBn7FlTgxz01/3BTGWARsqYJ8YZ8ZAQdUXPnFs8578mitRJ1euc4VkObIduNxgkJtSbPQOpzJm5Gt3dbujRbn9Zlv2mbFtWgjtgFK5+u0LMAITtQ03W5Ny+D7OhXbqC4uLapj/ubFw5uhW9rKVPHjmYml+YYHZVNq2HRpAK5R6Jy0cNRDRzAsJkA7kYG1l5ZR6beo5ZPjJn7idvuorvyy+I7WRsZ8O5udyo7SpK44c07WudR21TV+DHCC+773v0/Of+ytazCHpQuobeeA+sHhAHDBwk8g6ZL7YVtO2UugofRxmr8uWl2o351lLrHs78zl7Ez6sOdY/c5hxiXFeyTE2SkFOfCj2IOLygq+oeiiocijGo+09zbYa0JCTyr4wyrg3vVaj7OkbOXRhH2Pdkm8FNqc4HMxnGTJ+fbO2uqaVlVWNuHGWtRHdaup2o7m53DQnCPzi0rKe8axf0uve8EY1GT9lXMdu5abNgcflOuvQQR0/dlQLg0HQV5s8HvagB+r8c8/OoeMJtU3GKzfkTfwkq9dv1XLNMsb8zc6lA4d0amVdv/f7L9bvvejFUtPonPPO1iMf/Qj9wtOfptv92G31ZTf4UvE/3Di0vKC5HGq2HqXzG9raOKW1lWM5VN4o0Gg9dLNDDpMMxpua5EDnqqDhxi678eZaqY9CN1ZPqGI9h+CzQD5bvyp+7dQx7bXZXDspsLV+qlB44gL4ak99FlWOzWeCGn+Wwg83VtL9HSCr2Fxf0Wr6v7p6UmsBdDX5rifXtdC1tRMCJ04eKXYr9C/ylfgcP3GF1uPPL8te+9p/VJvDp9U8rHzdjb5BHjRaPrSsV73yFfq3N79V1zx0jrw61EHP6+y5Zb39orfobRe9UeeedVamTeaQlc8L5U1qJplHzjxSI7vRMHOJ2O73tZnDIz7zx1kXc21PC/1B1vpIB/IgdurUSf3Da16d+45NXXLxp3Tta52vZz7jaVo+sKD5ub6chyVl/raJ2WZ+W9Yo+4BCZUsCmhZqs5gqChNNfCbbPpPIdoN7tE5y9rnn6LLLLhOHsaN8TvfTD3DFFVfoUL5A/YHv/Z6ssSPiYfLv/+G1etYvPV/9pbM07i1I7bz+7hV/ryc/5alq21aHDx9WhiNfDAx1Knvdq1/7T7rnhffVb/3u72kr+Rw85xwdzZdHq3kw7+WLjYNnn6NTeYCeP3BAiwcPaS17zeHzzleTL3U/+LGPpZ0D+XJgU27ndNbZ52k992O/+Vu/rd/7vd/VfL7cPnXyuB7xsIfoNj/0g1rMw+lGvvA86+BBDfp9nTx+Quw3k4zBxM4IOJ8LlaZaXpO8B4w9iEUEX9hXmkwLJWaXwSQZqaB7j0FqnTSSzIEmaPMw3YRGoknmREzymmTWjWcwiUxS+ofNxO22bRczilKfFP/IYqeUcHnPCwZZ9NgAYhVsq0P+R7/q52ClDEblK0X2uYIYZ8JVxcUXG9u5bDtAhs5h9iIiIYMC7Cqoz2JWbu94VTmf74B7DegskBHLtpqmUZs9osLuYlV74inFtmwX+zCi8HzAPQbPEaDc70RhO+9XfhFrB8qelP2OjWnb1HZCu7RBPnZWZvTD7Nsj7q8kOfk2bRvGBdTjVHj6YjtVl/sg7psAbUIrqLMHYQ/PeHCfBMUGme2yT83asQ+jV4pBbLAtX04lvzJm+dJ2FPTzOQPapi39sfHY6TP3ZMTmx02D3CfhWz6jEmdubq7kX2Kn/5ViQ44AGbkgq6h1YrcZIz4vaCOpTuNhs5l7QvqOnDi2hS15YI+OOrCdz+v13BeuFIo9NguLi2Xe0BZnIcQkHjr8aN92ucbIbU/HgRywqcDH7mzRAaXQFghbrimUOnr6XPPEHx1yAI9dhe3ibxtVyQk79LZLXsSyd/TotKdgA+gbgMeEWOQDxc/2NCY2FXYXXym2S07o7CvzdiezO0rcWSTEmV7T640PhnYXx3bJTSl2JwtbXvZOnb6AosibvaOzrUYzhUZmgcrecaBeYXdyggPktiHTC4OcAQZ2p8OANqCARYAdA4gdFHmF7TLAdjex9sqp488EhhKDiUQcLiZtAXRQgE/FbN3e3RY6/IgDtbsFxsJmkTHxsQE1HpQ69gCePrKwiGO7bEjkhw4Z1O7apl77YrssaPpEXOJBqQNiUEcO4JEBuxsveOITF2BjG1ImFwz5obNdJhWxAL7A7uzhGVsArxQosLv2aqyoysZCHLvzR2Z7ej2JY3d+2KEnFrBNdZoP+RVB3uCxZwxsl37Qx1JvGrHB82FDPea50R8VEJc2kdsuseGR409MAG93enRKQRZS+oSP3bWL/SywA1U2yyOzXdq1u/4hw8bu5E3bFr0al3WkPQVbsEdcqsgZGwBvd20U5fab7en4210b2ALb21aa2iCfhe2pro6NzlCqLya2IQW2Sxz0dsfbnuoKk7c6PmF3jYfd2c7qbZeY1RYdvN3JbVMtsDve7mgR7nmzXeLZLhpyBVRsF91sHTmwDdmVbxFc/XalEWCoer227InKqdz62qq2Nje0euqURnmQHeYmZ9DrqY3hJA/QYGtrs9h/JvPvSg3OCCbht3KTZzf5gmNYHsIH/Z6e9ISf1eEcYKyvnFSvmWjlxDGdc/iQ5nLIcfzECZ3IQ7abNg/Ji7rony/SH774D5Nfm4Ox83X0iqNqmyaRrfncAHIIN87NIPMEjHKIsTXc1HC0pTH/8SCa/jcBduyfcRZ9sy1kk3JQoSJrm0aOATero9xQowcR7XrRFnIAD+BBNURGe1XmxFb2HTvt5oaVhwI7fPLfSt48GJAXudqdvNTj18SvQ/KLjjbsRk3b01mHz5azr/X7g+zNeViwsx+P9ZK/fqle+rKXaTA3L2c8e4O+ejlcoF/8c8RTJ09oOTeoOeXRsSOX61GPfIS+5qu/Sk2CT5JPr22yxsaCKg/znDG0aU9K/Myl/qCvN77pTXrmM5+ha17jfJ133rl61KMepQsuuEBLORSZS+xBDo/VDLQ1coHbOc0tLGt+8WBB05vXmeB+cj8DmsGCZm3UmxOYtAMBxffzwSTxKvbGQW7aD/bqqKO/KoyT55lAHEAc6FUBu4pRr69hf6Ctfl+bAXQ4mAs/2Machpkb602rcQ60NmMPHQ/mtdn21Vs6oA9++MN693vfozZ7xGKu5zd/0zdKmbsnjx3TRa9/Qw4/N9V3o0P5YqA3ls5eXFa7NdY/veo1WrnimObcU48ZlYPsLEc1sXXTSpmvk6ZROxjoRA7P4ZfPOhx5L2t3ovHEWltd11LycubiC3/jN/Thf/9A2pLOOeuQnvX0p+dw+wY5OJtX02StbK9VaVLqdrjkmXd9fiWBMt93YrCraVsy0aUXX6zzzz9fK8l1dX0zB6rWVkz684uaND3d7nYDxC5HAAAQAElEQVS3001ufGM1ktok9Tsv/C09+IEP0G//5q/rfz3usXr4Qx+sa1/zfJ04flQ/+P3fq5f85Z/ppje+keb7rRimy7M3/vrv/Y7ucM976KWv/nstnn+uspFqxdInjh/Ter9XcGRzXX/1qlfq/o96uL7vR39YD37Mo3SftPOKHNoePXlSG9nr/+olf63f+d3f0aEcMl5x2eW64O730N3ufBd9ybWupWwYajOOGxvrGg63NMgB5Vb20O2OJvs0uFNJPZ3MWBtknB0w1tShMSivcjAcm07W+XzGvDt7Wi7Bpm/Ip5XCTNuNcaZOZGHyfvXrv38E+BwkCyioPPS/F5mJmbc1J9uyXVJCBkrlDG/YgL0mtkssdKDqbRcWGWiaRhW2iw9120WOjVJsl3rVKQUdCJst+cprAp1t1AXchyADCGyX9uAB8gpsQa1XPRTYne+s3u5ktjEpqHpizaLKbe/qF/0DbdsKVDulIOdMYJDPjAr0UU1jUAfI8Ae2Sz/tjhIH2Nk1cv2575Ljkbpt2U6lmxuFyRv2gNjcP0Ftq/aJOqh1bEAvn5t2Fy9hpnnCYwslrt3FIkat408dO1Bt6RM21DlUxIZ2kNsubdhdPPwANvhgByX2xsZGGWPq2i62i79S8NnM88FWPjuwp15he+qLrLah7YIMICc+1422URMLue0yb7FDDmxPx9/e0dsuedkWBR9iVJ46vO3iz1gA2qR9dNjgA6jPwu78qgxbMFuvPNTu7O2OIpsFvmBWth9PLgBbgI3taV9ti2K79MvuaJXhC/C1jXgKZA3KqWSbQQFmdQxShb0TyHZJBp3dyasvF9LekSEHSrFdEsYGWQVtAuoxKy/bhSJDR8XuZPbOJKhyu5NhS17A9jRP6sDuYhAXYA/gtV2YIEwUqujqA5ttoUMG8LFd+kTsipWV7sQfP2IQCz8oNmxUUPwZC+wAvO2ygeAHsKltwQPskKGvMW2XxUdsdAC7Cvxokzxsl3Gxu7awVQr6kPKyXWyQ2VYttssCxafGhq9ARlt254McX2TwtqfjRe62S3/pP8CfNrHFBxvq8MiIZbvkAF/1bNjOzWovDzV2p8ce1I9BO23nwxW/M4EcaA8b2ga0Axg/dBXYVL5SbLC1094MsCUf4tmmWvqBjMNTNtXN3GgXxcxbzR8RPP0kRoXtXWNKvApymuWpEwfYhkyBDrDBMwYoZttAh5y+AXR2N9boZtvBdxb2TlvYglk9dTArg7ev7Gd3Muz3tml3uupr79SrDFpBDFDrULvzmZVX3u502AHbZezhr8ZnNgLMr3EezpUDJA7sFhYW8vy6qEEeXMc5cLzsskujGmlxcSFjK2HLw+TcoJ8H0eFn1shpraxTOVw4ePiw+CXV2uqKBr1GX/llN9RjH/lwjfPQrBwWzke2euqk2uwprMu55NjPwYhzCDLIYcjrXvs6/ckf/2nytM4993ydPLGi+chXV9bi05bWmZusV1lizVbKr6pZ73wzD9i7ZAs6GqZ/uQFVCs+6cRVo8l7BXAQxke0pqAN0e4HcNqS0Uxjq6R88bXcPyVL1Rd60aTV7Jn1hf2YsWPv8AozrhgzM51BmKYdDju36xqYOn32uev05HT9xUv2Mi5tWr3/DP+sXn/McDXO4euDQQa3n0BnfzdCNHDIszM9plLEf5KDjsksu1o/9yA/rjj/x43IOQy/LocqhAwc0ys2ncnjQ5iaa/LZSt7qx418efPRjH9Ov/Mrztby8rFEOiR74gAfo1re+tU7kENnpy7FTK7o0B92fygHIx3Ng9bEjR/SRyy/fhU/GtuITx4/nUKUDsk+gi+8nz4BPEX8b1Q6/ikvW1nTpHly2vi6AHPrZAj+A3yWrq5rFxbkf+XTyqag65LM4nXzWBr7G2ctTB+gZ39Ph0znMvzj5XJJrAS6mPoPLVteE7EjmEXrqV6xv6PjWSCfz5cErX/MatfmcX11f01d/zVd3v9LLfvKB979fW/E5N4ff0H7Tqs3c4DDy2lmjJy4/ove9410aRN5EzvpiDgFn3o6zHkapnMh4nX3eeTmbtPhnyHNzC2LNr69t6tDyIa0cP6bXvPzl+uB73i0OIkd5aHrB85+vL7v+9bP2rUn2sHHWMWsZPhI1iVvm7fZ6K9UvwBuxdyNngTmU5UuWSfo4t7CkzRy0Lh48LA8WtT4c6/Wvf7340udE+rG5vqrDOTx9y5su0i8/+xf16le+XIcOLOro5Zfqete5th724AfqWuedo1993i/p6T//ZH3lV3yZlvNFzUb6+O8f+Yge/fjH69FPeKI+9MlPapw94OxrX1dePKAX/8Vf6od+7HZ6/FOfope94hXaypp9z/vfq7e94+36X098on76wQ/Wb/72C/X7L3pR+XXMxRdfrEc/4pG6/4UXaiEP8+uZG8OMay9rdpgvn4Y5eGzzhY0yfrYlZ0QD27IdcYW0ezwmYtxnZSr7aydH97liNuaUT2w+q6h3cdP89qtr0amBkKtf/60jUD/nKv1CJVPjnY5eVTv4VRvbsl2rmbrMoml1Xwb/iv0MrkrXZC/cC9tCZu/OZZzP5gptl7bNrhs7e8cW1Sh7NLA9jUVMbZeaFxTRLIWvsH3GMeGegpywt13aoh3qtK+rKHYXHx+7422XOPSNGMRC38/n0CD7Fc98tkW76Cuo2xZ+wI5N9gj8C6TSF2KhJw7/wnSYe5dhxgt/7JRid7lgQx9X8zlf78fIISbi3pq28bE7e3uHYmMbMp1LtF2BosYgDiBWzQ07ZOSFLUBPvQJZtbc97R9y8gbY2i7jQkylEJf+EC/V4mcbtuRqW7XvNQZKe7dNjUecvbB3bGd1NY7tcp2VQo4Au1SL3O78qSMH8KcDeoB+L0U2C/SANmeBDGALrTr4MwH7WdguYzor+3x42q7+p+OrHooNaLjQMLZ3DSoypdBBeGDvJE0dXUxKR7jQwDaiAtu58R8VYIsPKMq82Z62iRxUO6UQDxlItUy8ylPHFoodgEePHMDbO/mgxw7YnuaNHFvGAj+ArNpBWUTIWBSc6vMz543cFNldHHuHYmd3dfzqxgRPbGLQFm2yiLBHDsUG0CZ12sHWNtUyliw4gLz6YQ+IiQ5K7KqHB9iUQHmzXcaA/GgTP3LDhjq+dQMiHnX0VUY9YaYbLTb4AnTEQ08dHTLbiEo/qAPb082HPtEGFB/bJUdikBNAjh9Abnc2tkVBzsP8JDe6/cGg/IrUzmafD0hy2soDAYDHlni2y1ys8ZChw4ZclIIMHhm6iKa54TcL21Od3fHYA+LgD+gPfsipEx9wCFBk6QMUHyjgtqNg5sMLObC7tmyX/mimEKOCtoC9Y293PC7YVT31/WB7P/EuGXFmBfZuH9qYtYGvMnjbZRxnYyDHBjB2tsveQB2gt136D689pcrszg81sllUGfRqfPFGgIPFtm3Eg+VGDhFWcphzIgc9k8lY/AKOh86VlVNSDijh5/p9teXBU9rKw+jnlZmlhaUl8c+FOUBjPz+wuCD+aejtfuTW+qkf/1FtnDquAwuDHGasyskBuzGLr+mVXxUtzC/JOdp4xctfqT//sz9XL/JrnHcNHT92XOMcrvV6/ejTUNZq0i57UX/QU9tv5NYa5uGdX2yDGKqXg9c2N+1KYZ+x4xt+Ev9JGgZ2br5i08/BG1rbsq+MuJVXk4cI2yIGAruzhUcXZ3HgiJ59Zyx2Tsnxo6vA7vzJaSvfOLPOemlfGZNJ9lV8NVOIk5R16NBZ+shHPiq50WBhMbTVa1/3ej3laU/XVg5AFnM4ePGll6od9NX021zTLR1YWtTqykkdzsHkxZ/+pG5y4xvpZx79aDUZq3xw6KyDy9rIYbFzLDSOrMnA2o4qmWeM0oj68/N6xStfpQ99+MPiF1O3/qEf1K1/6Id0IteFa7i2uaXV9PP17323/unf36c3fOgDev0H36/Xvf89+of3vkuvfd+7C/+a97xTs0AHkP3De98Zu3fpH973ueG18XvNe96hV7+7AzFBrX8m9B+SK8CvgnrF3hh//663l/agoOqrb61XWuWno9UOejqb08lf9+536p+Di975Lv3zO8MHF73rXXrjFO/Um9797oK3vOe9elPs3viOd+ot736P3vHBD+mf3vIvetXr/kHMm7Uc2n7LjW8s5iG49OJL1Gtb8U+j5+cG+VLghPinbMqaPHX8hM4+cFAn+LVy5mUvaANLmRGZVZm4zN9RagcyB4+eOF5+oTeYm9N6DkQnmbcHFpa0kS8v3vi6f9Sb/+mfNIjvUtbuzz/pSbrpt9xIS5l/HJCP8iXiJOujyfxsm1bQSeassm4iitcX5uXkuhf0pqzvNDFJYyvrm5pfOqRLj57UpL+o57/gN/XEJz4xB4yXlf+h0rXOP0+ba6vqZSBu8KXXUT907eSJ9Oeb9Sd/8CLNZb86ceTyHLRu6nY/fGv97m//ph73M4/VLW95i7Jv9XPo+FcvfZnu/6CH6uWvfq0+8qmL9ZjHP0lPe9ZztJYDY/f6ObA8qOte90t044zRfL5kOPca5+vDn/iEnvnsZ4t94ODyIT3p8U/Qve95gXqyVnPIvxS7XvIfZ99ZXl5Sv99qLYelg+wZk9ioQHvKZE+9q6ZLHTPzjuxzQubJ3jGf1otOXWbhtbekP+q0+r+5sBbPhP+b+/6F7JvNDO0i2jt8J/nM3rkOn5nljtU4e9d+KM8o0U33l8zxakc7toXOtmxrb7E7GbbAdrGzs4ISi/jcZ8z6YTdbh7d3/KgD7CrsLl7NDYoOO8A9TJvPCUC+AB6gIw98KqgD6sTBDh945OTM8zHP7ZwT2F376PCxu3xpmzoYZRw5YKw2xEKObJJ9nc8iZHtBDIAf92X4kAuwjUr4wNgu16PqoOSODyAGqPZQQFyADjul2C7XihjY2C6xlYIN9tBUy5e/HIjiz/01gEdnW+QAlIKc8YMSey6ft8SiDeq2y1kDsalzfYgNJQZAnlDFrsaxXcaBOAB/bLAF1GkXoLc97Q8x7c6feNgqxXaxwd+2KPgCeNtFrz0FPTEA8egfFLnt4mPvjoeuQim2ix256SoK7YDqb3t67cj9KtxLO3bnY7uY11ifCaUN26XN4py36kdeTerl4kABSqjdOWEEkEP3Azow68fgMDEYXHzQA2xmgQ1JIqt66sB2mUjoQNXDA+p2l6dtRMV+tj1s9gPGyGkHUAfIbJcBQ85GQh9si1zrYZ1tzIuMvmKLAH9ADmB+fl4sJHzR1wkHj6zW8aFe7YmJDXLb04VKO7avNDFsl+tIriwk4uJLXSn4EROKHBs2A3hkAB7YpW9lLONaxsLuZOgBcnygFbZ35YkdUAoU1BwYG+rkCR+T6Qs5FeLD2y45IAN211f8sAHIqWMP6PfG5qaG+faIW1HbeUAdifbs7lra1jgPAvjhb3ft2KZaQGxgu4wvtrOgLerQ/UB75FJtoIDg9k47+CIDtFfGKR+M1PNYDSntfgfHHgAAEABJREFUFyZv1Z5YFVUWdXkht13Gzj49LcYzb8SpqHPXtohHX9CRH/OVOkCH3O7aoQ/A9jSyvcNjO4tqNCuDr3J7xxcZOjDbBnWA3nZZI7Wu7UIdbFcLob4fUCKH2jvt2x2PDqDfD2fS7Wf/P1G2lof4Sb7d5f/21+u14pdvN7zB9fXYxzym/HrtO7/zO9SPnL8jyK8fxQ1ZHuDh53ODQv1zHzfLTav1jU1xKDWfLyuOH71C5xxa1mhjVQ990P31vd/17froh/5dyzmYHPR7ORg7VfaQjRxgLS4tZ01KTf6b68/rlS9/lV78oj8Q/zTz3LPP1VkHz8qhZdbNaFL2nrJGyD0YZV8ahzZN9LnhZo9q2lZtr6embaZdappEt2UksaNB+CaS1g3SiHKbGt3e+WZb9g4wrja2qcpt08HOyCpHel0slHZnA0/uo1ynup81yYu9AafNje6fRfLZBbDZyJdzaVyra+s6/xrXUn8wn74N9Kd/9pd62i88M4ePkxz+HtQowecWFoQtMdue1c8Bw3i0pUsv/pS+4oY3yOHjo3TN885Vkz5u5OBxPofQHFj3kgNjOEnWbdOo17SSnM+gni6/4ohe/qpXan5hXmeffbbudMc7apIvng4uHyg58bf93vS2t+l4DjVO5TNgI3NslIOOSa6zcgDaxK49uKxhDq9msZVDj2k982UzuXw+WEvea20jsNrkwCWA/2yxnvzBXj9k+2Ejcxk5FMAD+Flspf9nwmbG40zAd5hxBbM89WHW7zBjOEqMgrQFHWZMOwy01fY06g+CfjAodWSam9cH//M/9akcXp9cO6VrXedaun7myjBrajOHfvxPk06cOqmxpUnGt03sjcwp5RBtmHnctK2uc93rapKHP2XOmLUUTOQyJ8eZ+/ArOXDs9fo6lIOxntscvknnHjpbJy49ohe/8Hf1hle/Rt7c0KH08Ref9jT98A98v45dfpkOLC5qI4d5jaQm17RNDr0gYfM5mqPN5OnovhCvbuV2kYjprBMF8KzDYQ5dxxNr+eBZOrG6Ln4B+diffaL+6E//XP3sNze43nX1a7/6fP3JH71YD3ngA3STb7lRDlDn9C3f9PV61jOephc875d1aGlBk611Xfsa5+rA/CCHlpdouLai7/n2b9dznv4M/dwTnqizlg9q0BvoxPGT+rknPVUPe+gj9Oq//4fsgY1OnVxJ3G/V7/z2C/WCX36u/uB3f1e/+tzn6tDhw7r86FFd8zrXKfvwbW97W933PvfR6slTyqaZtuYz5iO16V6bcdzMXpNLpEFy2NjaZPuZIibl5UhOB0U3C+xm658dn+YmAS9oQd7ymo3DdcBkB7QaoAA7iqu5/+IRsC3bV2rV9r7yKxlehcDu4tj706tw/4Kr+fyfhd3ltV9Dtq8krr4o4Jumyf7W7Bor26WODhvA/QPUdrFvs/+CKkc3C+RApym2i8Z2aatU8kaMkGx/kwKe12se3JeMsvdjY7vkAX8m2F18u6PaU+gDImJz8Aglb9rsZW9FbxuTXcCGXKoN9rMG4+zf6YF6+Swkxl59tSWGbdFPYtEXckA/yGcrtMLu8rBd+j4b0/Z0HO2iLza0rRTi2p0NuQNkxMAGCpCBuJR4nJ8AzhtsC1vbomBP/tgjpw8AOXrktANvdz7IADJ80NNfgBxf+8q2yLHHDx9sbZcckZEHcnhsocA2pMylwsy8EWOmWlhkoFRm3myXtmwXKTa0R7vwCG2XMbd3bMjF7uraLraLHf2xPY1r7/D4gRq7UqXYzruKn66i2C52tndZEq+iKvar2y7+1WaW2lZjdwY4MyAAnuSZ0HQSHhk6oBRk6MKWl+1CsStM3ux8yLKQglRLIvaOHbbEQVdhu9ihoy2o3cmwtV0GXynokIUtE4Q6/CyQgRqr6pAB5KDKochBlUOp2xZjwsJmocBjD9BXO3iAnAkG0AHbJX/GDiCrenwAMqjtsmBrH5UCT7vQVIseWn3gZ0Eb1FmgADvqFdTZHMgBW2LTNnVs6Csy2gPwte/YY2u79Mneud52N1bolUI78PjjF1G5ZrZhCw9jexpLKfjYnQ05gYiLDXSUBwju97CrbRCfXJGt50GYjdz5oKSODznQB+yqDArQA9tlHmJbYyHHBxnUdh4mxiV3fCvIYxb42YYUW3TY2laeCwqKMm+2S7t2R+lbxFMb/AAyYCdG1leNWWXUud7UZ2F3ce2OYjerh7c7ne0yzvTftmYLOYBZ2Zl4e8cfvwp8bE/7TL3C9q7xrXKobUgZTxjbV8qVNrRP+f/Zew9A2bKyTPt9966qk26+nQADSBgxoKioqJgV0+gEFBFUzBgw4IABRSQnydAkQQRBzBERB5Uf+BUljaiDijAoNHS4t286uar2/z5rn1Wnzul7L213M6A/q+ut9a0vrW+FvWrvr+r0hQ8Q2Z71bd+QRg/M60LDA5Wmtnt76CqD/iguPAPM0yA3o6PhQFlsbeV6zSzqy7/8y3Wve91Ld7nLp5YzrmmyF8YTbedhP4suJWnUts2FHd8ICdcWv348fPiw+LYan8tJipw6ca0OrizoVpce04Mf9EB98ifeUZOtdfEnijzc8y/5bW2Ps28abZK8XFwqvbVu9Zo/eY1e8uKXaH11IwmILWmqPIADS7lOOb+2+GIkSZJpkhCcJU3TlL3bZh5s57l7kqmYqrZtp6+gw4+kaSeuW3wxf+HEdbcH8IAdux2gC+ADaFDovHEWceNbkHOVPsIuL2IkVgCNHXIrQUWjSR9t048DedO0GVObmKT1jU0Nhgt65rOu1BOe+AvJHS3rQBI6m5nDjczfocOHtLGxnrnsE5lnz5xWl/k5kiTgA3/wAbr759xN586cyrjHSQSt6Or3X6Wjhw6py/y1SViOk8zlT1yJbTyeFv//+M536l3veY/a7KtPvcun6LJLjid5fFYb6+saJRl1zckTOrO6mqTlQK0HWaNGmmY0E2myPc1ab2tjbVON2hvAXTPjQTutfwsax2fgC0D425FB/1tQfVabphlkHTK+HX+1Td22w5mM9n5UXzelrr7mbeHRZ0UzGErZ812Sp8o6UU/bgaZ5cKvgHzeB3mKb5WGsi2wiazNJtTe99W3SsNW0se7+hZ+vJvRWkswkIG+TpNqRS49ruLKo9em2hgeXdXZ7U5ueavHIAR2/9eX6+Nt/grZyppR7CEudG7aAcsmGltw05YuJNvyrr/qARtkLH3PpFfrzfNFw5ZOfrjMfuFbHVlZ0u1vfWs966lP0lV/8JTp36noNbV191Xt17MhhDdom0Sb4nFdWp0YqbecsENCHrqTXXGeHdq6/kTYz1qUDB/VzP/8ovea1r5OyN+54+9vr53/2oVpZGOpAkvUP/IEH6JlPf4p+49delmThc/R1X/2VSSoq18d2wdrZU1o9fVJN5vRokpIrjbWS8f73r/4a/coLflHf8l//u6brm2rzpcu//vP/0aHFFR1dOaRPvdOddeVTnqa7fuKddWxxUYeyjne7y1309Kc/XZ9xt7tpLee+4msxsjOnz2gQ+kC+mODLhtUkkpVrfTQYaHX1nMZJJC8tL2krXx4kMikzqllh1EFeBplzg9CpZlrChgNPN690GXuHrwJ8OW+V0xU6Oytzt0NGrwvSKq+uvH/07cM1AzbrJdl9rRS7p+2+DuvD9rL7GPi8nQcB2b0M+kKwvWdsVa/6svfK4aNj9/ymaVRhew9t58rKGYYN0FyhDdqc77aLhDaE7RITfm3DylHY37/QsF36wRYboLlie2YPG3kFbWC7+FCK7UJzfwDoVynTnXscau6l5gEPoFthO1a7L7tv0zdc26Wf4XBYfnTEWYbM7vn27nwpBb+M0XYZj+1in4aaNp8UO+0ma6B9xeG1+dzEPyLbQo824yB225ovyOBXILNd7LAFSkEPhBRjsXs/xIoOMvqgpo0eNH5tF3+2MwyLPw0nAamUhdxbA9tpqejhB1Rb1gfgj/vkef/wimHeoLEZ5/Oe/AWgHVHxa7v0j2908clYqNFBFz607WJDX0A7BTmgaXumoxTs8U29X8feXefzyWzHQ/+yd2k4VR8aEA+ARra/P3gAeYW969Puabuv0an6tYZ3IVSdWu/Xs3u/tst8232Nnr1L0wb4sT2by4wtG135iMxBwuBAmkWBxWLR2Hi2YRfYzn1jWzZnHBRdu5907OehFNvzwYXTvwgGVH1oe9cPmwtN27M+7F1fSrGdd80e2mgQk93z7b01ctuzePZvIuTEQUzI+B+bMwe02eSAuAAXCPwK7AA+iAGgB9CxXeYNPm18QSultrlYN3MzRt9hlzirDH349AHwO28PjzbrBqCXchNHjR32+ELG4QiwgY8cPkCHtm3Rtl0+IIgHX/DYE7Sxp7ZNpWpLA50qrzU8YLuMrdLoo4N/QJsY4EHjl/HCo42ObfGni9Pc3KMH4JM0BcRpZwz5QOChs2lbTMtY8Me4CyNv2FakWWLDFzR9oktNm5iR2f0YbJf9Ce98QB8g0wWK3ftCTBzEV/urN6mdke4FPm2XeG2XOJRSfeAH0AYRlZfd28CrcgR2z7f7mjlHbnu2d7GBz/5nXKDGgQxgA+zej85T0Ktsu9ezd2tk6OCHmjawd3Uq33YZe41DKcgq0izrThsaQNu7vuAB+4a8eT70R3HLzMAg1yR7iTOP9eCaneSmgvrEiRM6e/ZscEYL+TaXa9q2FpJAUp4mN9bWb3YQnI/nzp0rnx8jkiDTsQ4sL2otCS/+8Zk73O7j9QtPeKyWRkmMJCl2YGVZ5xITv8CbJPHVOkmLJL26PHA70Rw7ckRv/qs36clJtJ25/rSGzUCjdqjF4UjD1I5ONqKo26YR+7XJmNqmUds06nJTvJWk3CTf1HNdoQ7Kw3T0oLkekAPazFsFskoj248qo57ymb8DNUTUaxdZ4qj+4RLLwmhBi7mJhEZGMk+xh8fY1rMeG+sbGiRRsBC9iHTs+CW6/vpT+sEf/CH95m/+tq641W20tr6Vc9taXFrWKOt64sR15R/rWBgxV40aTaQkOL77O79dX/tV9xT/GNCQ+DLfw0Gr48eOljUYhB4OBwlhKvaMM6vj7YlGC0v6l/e+T5yX7WCgS5J8PHxgRceSaN5KAtKZ55NnzqhJ311sEoycpG7TScOm1cJgqFESYdDw54EOgKfYMFfUHwxl/eL/QnWTOOZR9eZ5F6Kr7nxddSuvtvfXyCsPeh7wP9i4Ppi8S6LwQsC234PTkKDLyveYqksiMMgmyrQl6TQJR6VMM++bSWr/73e8Q+NwFg+u6C53/XSdXTunrSSn0Lz8Y26tT/2MT9PJc2e03VrXb6xqstDo1OZqoT/lbnfVytHD2k5ia1L6yO7JHrMdjxJjH6StnEWj7Inb3fo2OvG+D+j5T3umXv/Hr9GhZqjpudUk1u6kZz/tKbrrJ3+yrrnqfbnOBzqUvbYwHGo7XzTgbJo+xjk7Jtm/Xe5VbDQ+asUAABAASURBVCsv4V6zUaF5c8As7XiL8y6QnGttQ6Mk9bqM4dzqmn72YT+nP3jlKzUcLepWSZw+7Gcfqk/6xDvmy5LV8r+ZuO7q92f/Nxq1jRaGTS7DDSln4iRf/MBz6INJPC6Nhlo/m7lNQnCY8W2cPqXjGffDfvondWWSine7613VZF5HudbOnDypH/7+79fh5eUkJidqoz9O8n8xstt9/G31tV/3nxNq+ltc0tvf/nYtJt5hrj/+1euNtbUkRpcyEuUa39bBfClhW6trq1pKHEWgWvo5oGXemFtYoLQdzhzih3m6WUgAHcBXal4qb52001uI8jJ82KX1kfDmnSCoPxzY6f7DXNmMXbJdoBTbeb/5L9vFp33++ub38G/30OW6xIra7uOqbWpg93x0KuBXutaT3KdMc69AGzmAhoeszf1dk+vcNqJ8VnczoIMM2J7NE+1hzs9RPp+L0c6bvauzwxI+6A9Unr2rx3MbskHuA7gnAcSEHc8vtouZ7Vn/tmc89ObBmOZhu9zD4ZM+gG2hQ9/c29I/YwLaKegzxqqDXumHtUn39ZgovJ35xQ/mttW0TdAKP/Cxp087ssw3PHxrrlRf1MipsaGeb+MLIMN/ddHEL6CNPjSARh8/yODZOWczlpV8Qcd5zrygx5yT48A342c9sIG3ms8EamT4wKb2j2/sbQuZUtDDHj/owae2+76JCUS12Mz7w9e8T2TAzuTHABlAL82yN/AP7N7/v0U+78N28Vd5tiFn1wV9Apj2roz+9gM9AJ8azNO2Z33hrwI9UNsXq8+nZ/d+7b7G3r4hXW2pAXqAeSxgERHYLpu5LgKbl1+FsIDIUd6/uOjAZ8BsLHTt3o/tcjjYLouPnlLQxZ/t0h82yNhE1FUOTX9KIUb48NIU/cLDptpzWCGvvmmz8eEB7PCBPvbQ8OjDdomxjh0d/OADXfpChi5tYO/aoAvQwcZ27lvHJU7agBj291nnDBljAfgASkGOX4CsJkOJj5i4+NCBjnqZT2yJExviRLf6h48cIOdity18wyM+9PGFDTokBuq3GMjgUcPHP3r0T227xIA/5NjhExvWAj48+q36zA190yY+arv3w/iQ2RbFdrmY0IOPP3yDaW72Oqv8P9X4ZpyY4KNDDJt5GOii451DFBk+qdG1XfYANPpKga6xMveMwXZZV8YOarz4qYBHfAAf+KNmraDhExf6tKmJHTAOAC8hlPFS84FkW26bwkOOT2TNzpig4eHTdkkE0A/9oWN7dsixhsSPHzt+d0Abe1Bp6gr6mEfVQw5dgQ59Anu338pnDQGxYUss2NpGpYwRGTr4gIkete0it3u/8IDd86EB+tjbvR5t+LapCuAB+qYG83RRypu9a2N71j+xgajM5hYftOdh79pUPnqgtvfXF5Pt172l23Yf7y3td78/xsg6L+WLEvYkbdYM+uDBg+Vs4ozgs4jrBxk1+5zzYb+/m9LGJ9fJ9vaWmjhwHpBHg1bDJC7W8pB910+7i3hQXxwNdDaJyZWlRW1tbogEQkl8Za4GbkSiZXtzO3ZDfeB979dTnvRk/e+//XutnV3VsBmoG080SYJs0LQCTl9nT59RjiW14ZF4JLHStq0GuWHe3t4uN7L4ZU8yZsAcxVTsO+JGH7oCOUAHO+YLX8jRty34tov/ccbLfANs6BtA26ZK3GMxVhokB0Y8IASNmiTvJMa/nMTfaDhS40b8IzxHDh3RX73xr/UjP/og/c3b/06HjxzL2TnRYhKP/CpynPkgrpY+crPK/zNvffWsFgaNvuHrvkb3/9b7aryxpmmSH00SN8OsCQmJaR56GMckya1xaCVrNhgMNU0SeDgYiV+lnjh1KsmlqdY313Xb235cZGN1Wd82i8bcnM7Nbpd5nnaTXMtdgZLymibBMkkSqwuftuN7HvAqMosCs/Y+3QvZzfTTH/ZA9DcHeDcG2J1PDz44n+xCvCbx/1vRNsre7TFvW/uYl0Pv16ntql/rws9mW8yXDZOtbaUbOes9DHU058Kbs6+2Nja0mTX9wi/9EjVJiG0lwZeNqK2s4Zn1VX3RV3657vaFn6+Fowc1WRpo8ZLD+rhPupO+8f7306d8zmeKZOQ4Y2YPcQ10kgbZE8NgFCy2Qx1aWtH1779av/qiF+tXnv8Cve8f36ntfLFw+fIBfc+33E/PedpTdZvLLtV2kp/8irBLwnIrSfjhYFA+D7jOmqYR12jcF16bPdg2OS+y5xsb9nnRRX5ewRxzO+MfZezbOStGeWDHpM21MM614MRP4nEr8zZJ0vZJT3mKfvf3fl/LKys6evSIHv3IR+hjb3MrnTt9Sm0OoVHbaGEYKj4HlrYzv00cQg9zTXa5LgbRyeGRrbUd3UZLw1bTzTUdWh6Ft6lzp07qbp/56fq5n/2ptLe0mcTvbW51uT6Ba3B7M4lNi2Smc+ZMs14M/3a3u135BfpSPgP4wmkz/TrxMGeD9Nfl2qeN7oTrPeO3Xe6xWTMQ1t5X1hUG58R61mM7Z007HMpNqzov/CJ0qiZX4Q0xyc0YuJC88pvMMXPbJGHa2aKeJN5Md866bVEylbJ9XiD/cCLLW/ZkF+KmgP19IbsPPi5/cJUPonGhvivf9mzez+eq6s3L4DEuMM+/EG37vCL8zAtoV+AbzMttz2Jtcj6AKq92ta5825WcrWNl2C7+apsan23blvOImhi4psY5t6hp0wc1sI1Z8U0bwBgMBvkieAGyAL8An/PAb7VBsfqmtnvf8AE8dCtoA2S2Vf3bFjqceeeTKwU59z0hxbigeZbb3Plxj21xXtK2Xe637N5v9Ymd3fMYB3zOE+wYI+0aA7HRF218AmjmCT7xoA/wBSoPX7Zz4kmD4UDO2iOrduiOc+65bQTGOTvxz3iIEXvianbs6APgAz4045/Xtfvzk2daxkNfyPHBsy4gduxsl7lnPLSVgl90sUmz7CfbZV3oFxk6xEn/tssesl3mHTkyfGJPX4wDW8Zb/SKrfaIDHx3sqZHhHz3s8AkfOWB8tsVc8dlCbbvEq5Q6dvzUWLCzXcaCT/zZLtcSfQF0iAd7aHTQJb64LfMF3zbNAuzQowYweYbBj72rB7+CmM7nE3t8MWeAvrCBP1/bLrFUHWzwR40utHYKbUh0AW0Abz/gV1QZ7eoXnu2y5vBr2+7HiR7I/U/PQOF8IECAMkDHdllAJg7nQBco9t4gqho2+KMG8G2XybJ7G+R2Hx86tCtoz0Mp9q4uMbMh0EfPdomZiQV2r1vl1ICFZFNx8dj9RcomAPhhzMjwgS58+qE/gI5SkKHDxsZvWOWFDoBnW1wg+LNdDkpk+MCWzYkebYyrT2p49MtNG/HCw5Z4qJHDww4f6MJHzkVKjQ590xd6AJoxUmMPjQ41bWzwRw2wAdAA2vZsruGhT9/UtAE0PEBs84AH4KGHvlJszw4BZHUMERW+7X7/NP3+wY4DB1+MJ0raHm9rbX29/PkOhzljQ2ZbFGxqn9SM23Y5jOgPwLddxmjvtUNGfxX4Uwpzh6/a13z8VSdqCbH3Z7uMBT9VzgcTfogbaGec2im2i73tHY5me6r6sV38Egewe127r5Viu/gJWXRtzw4SYrFd+NiXeNK2exu7163zoAsU/MyLbM83bzSNH/qq9TwNb96R7dm45vk3ht7vq9rU/mqb2u77sU3zIxoXGhd88KEOfpoHH+aQ66Hu0eFopJMnTxacOXNGy8srGi0sqF4/MUlY1nYeYEPcQq9ux09fs3JOR8tJNm4kufBF9/h8PfjHHySlz821s7rkyCE5N4L8q7Fnz5wW5/yhlQNq3WhptKCDifncqbPll5Cv+7PXavXMOS0MRlpIcmCUh9VW1nhzS4cOHkxybFJ+0ceDdy40VdjWZHss5ofguNa45mzLtjpLzFkFetDUrB2wXXRt4yKuuwLbhc/5h190UcCWtaCGz2fL0uJimXvO0rVzq+ryjTyfTcuLS4lvkqTCsCQcSb5Ox1MdPnhE115znV6UpM2jHvlofSAJnGPHjmuUeelkNRn/KMnK4XCU8R/QdhKMJCVWlvJAkyQH/w+6xz3mkVocNmo0iQWYpp5KSvzl3WL8XRINXdq8HA0FXay6jG8qqRm0SWIPyEuVX2SxpszROGs7drw1AT6CmAkUnzvtSp+vnkbnfPx/Ky8RJFJG0SOh72nvl//HaU/LmpDkAt5JBbWWWKcm7SmJtazhwmCgYZPdkC8Sx0ko/cPf/Z2ULM/i8qI+7hNuq2lsgDJ5SyvL8qDRuSSfv+yr76l7f9t99a3f852673fdX//tPvfWHT75E8ufZZOkZI9zDa4kKT6J71xQOpJrt03S7gPveY9edOWVeuGzn633vOMd5c+GlyXd8x730OMe9jA96Ad+QINcC20STsTfqMv26aLRyaFD7LwS3A61W+3X2ZXceKrTUs4nvtRdSvJudW2dKcm52OWLWCUBn3hyjTU5d378wQ/Wn/3Zn+mS48d0SZKPT3vyL+j2t/v4zP8kmO6BlXZA7Yyjgriy5TM2KNCpzfUjT7U93ghjotHiQO1AOS+sW9/m8lzr0slTJ3T67Cl1TWLK+bly+FBoi+TxJPP8f971bq0sL+v0qevVZP2Gw4HO5Exd4jxI/wL7p7BLd90Oc6cK5wYvko9Hjh7TkWPHxPysbmxqa9JpYfmglg4clgajYHgDOPMGlPP6wsiXHfF14PBR8Y9abW6NtZ22nH2aPXHwUPzPIioBa27y9JFTmMAPB5gB+qX+jws+W8H8CG3L9jxrD131qYHtom/3NTywx+hGNKoNNWhypl4ItsV9AG5tq+rZFrbIqC8G7iWQ21a9f8MPPGT4ADpPQQc2cj6zK+Djo/qzd+NBBzl26FTYhlXGgw6gf3zYzrE/KV9o0BeK1Q7adpl7aHzPA318AeTY4XOYLzsAcvSR1brSyPixzDjJRe6DZWmSzxN8AeRtTRbnM9C2bM/Wgb7wiR76gLZSsCMO2ugRC23bZe3sfj228pnHPMSk+EWfZ1x40PAr8INfauTcD9p9TLaLfZWjA5RCfOhT2y56tstaENe8DTECeHbvGz/A7m2VYrv44T4UH9igA5RSY6fPNGfzZu/6pI8aF3bANuoFtksfds/DF35tF3/Y17lCppTqw3Zauy/sdlu7FHbI7F4fGtie9W33Mp2noAuqyN6ri2weVa/WzB0x0yYWAA0PGfTFYPf91T7QtXd5tC+GBqHdG0BX2C6TXB3Xer/8Ym0GUeXV3t71Wy8YZOjZvcw2zdmFUhp5Qw+ELLJK0wZ2b4dfNhabA7rq2b7BoiKze7s6+Uw8m4t23djaKbbLvCDDv+0dSV9Vf4wdH8SBru1ih9a8Dnqg8tFFTtvubeDhBzAe2gDaNqplPuBhC2DaFjHYLuOuNHboME7bxRZetbd7Hm2l2C72Sql6Ict47F4Xf+hT2y76zJ3dy5EBpdh9zPNt2zN/tqOl0kYHn8wR8QO7l8O3XfrXnnAEAAAQAElEQVSCX4Fu7mS5bS0+bJcaftO2atpGbqxS7CKzXZrzb/Yujzgq6LfqNTsf4PauLnKADnK7l9l9jR/k+4E+sKNHfEG1R5e55wPKtuCzfnx4wUeunVLp+br2abvY2ulDusHY7b18u28rpfoLWXww39UvPNszf7Zhlb1V7S5U2y52GMzr4BvefqAD9vM/1O0L9QkfzPdv745pnv+RSBM7+HDEZltlDyeZMEqiazga6dTpU3rOc56jH/qhH9Lf//3/LmFN8qC6nYfXqJXrus2DYdO0RXZT31wM+wdDF6+hw+S5tlOIxLaVb8wXE9Py4oK+6iu/TI98+M9ourWu9bN5WO62kyS9TocPH9aBlRXxDSu/fuLXgJ5IQ7e65PBxvfqVr9Yzn/oM/c2b36aDiytabEfaWtvQQG1JQuausyQtDx88JJJ6Xca6mSTLdhKUrAtw2whwroFp4uW6b9u2XItNziHbMxo+sHd5SsEXsC3kxa5TsRtlnKPcODeRWdIgvjdW17SVh3bai0kgDpMIol9im2xPtDhcyHxMtH5uXYdWDurY4WN665vfqude+Vz96st+VeMkUG91xa20sLBYEgDjrOF4PBGfnSROTlxzjQ4fSIJ5YF37gavEn1w//SlP0qkT15Y/C226SVZimmgYcacusYFparh9sq9QijBoouukTxqh0+bGfWFhpEHj4seRjnPDv61OYxD1cRP6JmASGzBNfVNQbN2JumLaak+78i9Uow/2y+GB/fyPpPaUxcgaNIEDkngZfp8MS5skZJ4MNchaAxKEB5Mo/MecCe9/z7+IP6e/43+6k253x9uriy8e4tY31rPP1nJJTTXKNXtuc00r+bLg8PGjWiAxOWx1dm1V6xsbScYdVxS1ni8HnH16KQmjjS395Wtfq5e+4AV68XOeq5Pvfa8O5DqYrp7Tx1xyXI/+2Z/Rkx/zKN3tLp+idrylNvuzj3+a/ZULKYltK/s0+yytULSyLXtpuP0r4fbEzXjHB3/mfejgAZ3LFwPDXJ8rGcPZnC3taFGLSbCduP6MnvTkp+iv3/RmnTl9Wvwa8XGPfoQ+5opLcj5N1Yi4K7oSJfNO1Pgn8j7EtJjkogHHxXLsiTRqci1NNW1jP5S289/iwUV97j0+VxvTTU3D+/0//kMNk2Rcy3ydzUMv/9jQ8MCKrr32Wr3sV14qftmcS1GffbfPypc5m7r8Vpfp1OnrxfWdLtXPaN+vShxN2Ikp73BvgKJjLWa/nF1d1XUnT2kU+vilV2g7HyLXpv2Ba0/oA9ed1NXXXV9wzYlTqrj25Gl9cJzSydPn9K9XXZsE5FTHr7i13A60mUTkYDjS+uaGMiNB14eXa72fz512uLZlXxhR+ejr3/EM8Fl7ofBt7xHt16U9fw/MZzWoRvOyyqPGDiC3XfYX/ApkoLap7V7P7uvKQw/YPd82onJfj//SyBs6qQofugLexYCPeV171z98xmu7+OW+A2CDT9saDoez+xh4wHbh8fxZ7W2XebCt+WL3vukLPvoAmn7sXt/ua/hVF7r2AQ/9WkOPx+NZn7ZLTPgGdvwFw9FQg3zh0uY+JcplnPiwLXxzUnCUwcPn/Pjh1Xu46tPu+8EWcJ+FXpXjg7jwo7mCfDQalT6rju1yX6gUfADbCbNH2Pl4npREIjbIAXza9IFfeLQBMnjU8KGB7dIXNLD7PrCxrf2l8u1ehi8Av6K2scUnsHt9eLbFXKBnu/SvFNqpyst2GS8N+BW2iz59wVOK7bz3L/igb/XvVa9v9e/MUeXbu/a2i3/bpX97t9ZcwbbC3tWxd/c1cQD05kwLabvU82/oVczzz0fbvX3Vt13iRRce9cXQ2L6YvGxINrnd6+GUwTBxLJ7t0qF9w5oFx3m1gQa2qcrFZu/S6AGEtotfaGC7LAg+bYtCDHZPYwfgUwN7r4y4ATJqgD7jwy98xoRfwMULvwJd+ABd2yVG5Mjg4RM5Ne0K5PauPjaAXyPSJ3LiAND4oH8OBXj4o40uPrHl8MUePnLbszlSCnq2Q6kcfvjiULJd9LCnH2w1V2jPw3bR106xXfxhb7vMAX3Nw+75xAnsve15nt3LbJd+7L5GhzjwW2ul2L0+ctvhqOylqoduYUa0sLBQSOYIgvbC4qKati2HJ3zmtNrgk/mmBvgEtkW7yuBhQw2UQg1Clhd0nW9o5hpghwIyajuBQswBfYCO7XLIEycoScgkHIil+kO3Ajf0QRsd4gZ23w8ygC2688CGdq3Rq7Td21c5/BJPHuih4dsu80R/9A2/QnOl8qgrG3oete/Kq3q1hk8/wHbZh3ZfwwNV13Yli15t4APYLny7r+GBqlfr8/GqbL5GD8zzPtLpD0e8JAkaklpTbmQ6bSURAP7yjW/UK1/5RyUBOckDI0kjkOf7XOtS07Z5sGNGzdsFYXvPutrzbcnxArRTunAUlJs+9YVvejfW17SyNNJ//fqv08N++ic03jin7fVzOpyH/7UkNDaS+FjIDVzbNBrnAdRx0LpVN57q0NIBvf9fr9KLX/hLesmLXqwTH7hOVxy/XCuLyxpEh0fp8da21s6e01oelhngch7Wjx49KvYwIJIub4BEyyTflFMr40Fue6bLdQeP2u75dj9u1hgopW0akcAYb2/LcUz8izkvB5lbYoB36SWXCPrcmbPiT7D5pRhAx/GxNFrMeCe69Fj0Jl0Z48//3CP0V3/51zp08LCWl1bSx7auP3l98bOUcTW52R4lIbm0uKRjR49kHtfEn4H+9//yDXrYQ38yiaXVJDIPaXtzXS5pjiRICEYSSasekWRM/ApRZQ0VXaW4tLrIugRI0na0MEyipVOTzYObcZKgk2hNoxOV8KU21skjnpdGdj6wbtXmlqjp46b6uTm2N7XPm22XNWC1UmX2JdtiLfNWKlqFzvU/TdKahPfCYKg3vO4NUvYae/Bun/PZ2tje0vVnTomHuUuOX6LDhw6pJMpzlrB3tyPfZo/HGb9OPnLgoA5k3+aw0YIbbWZv/80b/zoJx+fr2U/6Bf3J7/yeTr/v/TqahF6bLwEuP3hQP/3jD9JLX/gCffkX30PJuGvYTjXe3tmf3VRmEDNoh4LbIwoS4wPKyLI5HRRF3cSSa3Y0GJTEImfFZs6Q65I4u/TyW2ucHX1tEmpPe9aV+p3f+wOdyRi/4PM+T4991CN05zt+gobdWFurp7Pf+9j7KLucAwFBdYkp14tKjImXmIMuULmaYpGxbOYhuxkO5EEDW9uTrSTe1rRycFlf+VVfodHiUGdXz+g3f+939NgnP1Ft7r264UiDxYO69vrTevKTn6zTORuc8+xwztKv+PIvy5JNFNdymz7UaRokmp13h3TidCbZqVWgfaVLu5MTy6Ym2T8HsieawUi//lu/owf+6P/Qf/umb9Y3fcu3Fnxj6opvuu+3CdCmvvf9vl0Xwjff99v137/pW/TN9/s2PfyRj9Zr/vS1aocLWuQXtOlrbW1dCUEqb532lv3tvdL/oK3/3w2Lz1owP3A7+zaY51Ua3XnYrqJcF11BZdi7MtuyXUVFDz8zxnkI5NxjV9AGtGtdzWjvBzLbpV/bNG+A+vyCbX1WwL/tkluYN7B3faAP2tyLAO5n7F4OHx88v0Djg/p8QGZ7FiN+8EdcAB/4Qg/+MAlN+PC28kUJfNtUBfN9wEAXn/aujt3T6KIDoIHtEgs8+ljI/dZwNFLTtmXNajy2RTyyZOdNKs+A1Qd9VtguOnZfR7Xo4h9gA+DP19CMt/Lt3h6bCvqwcw7ns4DYAPrYLS0tlZjRxRdABqCB7TKO6kcpVT+k8Ff1aCNjn1DDRw4fGp69Gws85BXo2aYS/TF/2MCgDexeji18YLvMHzT6ADn68GxTzXSQoUO/9IGe3cdVZbUuhvvekMGixgc17Yratl36tPu6ymuNXkXl2a7knhq9yqjx0mauiQGasQB04df9j+xCsHfHjY7tEjM0fqgvhtw17IoxALscFWd279Te7YwFAPv1ac9DcwX+XLOQdTLwxURUHdtlE823mZx6wSsFG+xDlgsBXUDb7g84bOZ1sAHo2S4XKvpVhxi4WWUB0IOGhz6Ahz5x8OfT8OaBvAL+vF/4tsu4lIIc//QFbffzHNFsPDV+/NgutvDonxqfQCl2b2+76NkWm6jGb+/K6Q87ZLbFgQJsl76VYvf69AP2x0A7arMXPivwDWwXue09ewmm7XIAEQNAv9bQoPaBX2TMFTUygB9q+MwlqHJsAG2AHm3q2q41fugL2KZZYLvETcPuabuv4dHvvA9486A/QJ/w7d7Wdlmj2p9tUdDdD/i2Sxy2y56lT/q2d/l2T1f9Wtc+aO/3faE2uoC40YG2d/3DQwb/xsL2DVTxga95VCVklaZGh/rfgnkb22UOq/28rPL21+fTgQfQtXuftmkWIKsojH9Hb8Q9Hy7ti2Fe96bQGxubOW+kQR5K5SYPsBONclN2IEmCSy+7XCevP6WFhcUkFxbUJvnQ2XkQdb65nOTsmN6ULm9gw8rhVaoUrab0Q1yM/1AejvkF1ubqGX3bfb9JD/+Zn9ThlUVd/YH36eDBFS0sjEQScpQYnQdeftFzIMm3tmvkhLk8WlIzsd70l2/S8658rv4wSYGzp86ozZiXk4g7kIdWkibRzuO9k9zY1ulTp2QTkzJHXbnuuSamRNY2IpFXzwH40Pth9/a6QEEf23SgLnFPJ1MBaOWm87rrrisxHj1yRPwCkmTlNImdQeJmrJo6idQV/dHv/5F+5IE/qt/7nd/XkYNHdKsrbpWgpUEz0KAd6sDKgSQjl5OM3Cr/v7fa50YSrpPtTd333vfWTz/kwSUhcmBpUZtr53T4wErmYhpeF1+dugwllDpZ06C74NgcnZhkzPwjZYNBm0YsOqmxyjwmfyVlDIOsycK00Sj1PM7Hm5dDL8RmYWzdXCxOGoH9fs7H268z30YfnI8Hf3HS9zNPz+v+36aHmb+mc5bBZS3yJmVdC8KKQM4aZVtmK7r8rxje/va/1bv/+V3l+rjDHe4ofgF5ZvWshrn+tpJo5Fd+Z3JmJD+opZwph3MNHlxY0qWHjmilHenEe6/SP771b/TG17xWv/2Sl+tFz7hSz3/qM/Tq7NvT7/uAlhLTcHOsy5YP6nM/5S561E89VL/9spfpu7/1fkmUr2qSpOOhQ0saTzdz/RFpNpVqCZ24MyR1zh6cp5X2HBRat0BJN+qSvGuaRhubm1paPqBrTp7SxK2e/PRn6pWv+hNt50uQu93tbuX/Y/txt7lVxnFWg+mGVkZNrq1J0M0gZQwlLuoMoNAON0hn0cy11wRteK2mnG9KPVVGFH0WK19IDttG/+mOd9B33f/+4pwYDkd6Yb58+fr/+o368Z/4af3kw39e3/FdD9Cr/+iPdfbESY0S/7fd7366/e1vJ67Xa667RqOlBXVJQnLRdly40bGdZiNnXzSBbdnw9tYu+uHnwf7A4cOJt9GfN/YyuwAAEABJREFUJ3H9qMc+Xn/yp3+uq64+odOrGzp1Fqzr9Lm+PnV2Pbz1Wfv6M2tJbp8fJ6O7mr1y/ZlV/d4fvkqPefwTdfW1JzMvjTaTuD50+Ii6zupLrfvWjX23XcZn37T6xvbzUb2PzBlodvY89yB8ZgJo20KmnQJvh7xohR5Aibpivj1P04dtWNnL3QwwbJcYbJc9qrli35A3J56Rdq9ne8arMdUaAXG0uZYBNDzk2/liieegOi/woLmvgY/efti7fe2XXaht9zb4rzq2RV+VZztn10CjJBQB+QHkxEJ9PvB8zhjQwU8FuvBslzlmzBU8+1dgyzgBNthT08b3MAlV7JRi9/FhyzyGVdaTftAF2Nq7Y8UPevgA6MKreviBb/sGcSrFttAhDuoaHzV2876Ugn9Q/Ve9iEqs2NgutO3ZvrNd+qcPgB7jtK35gj98A/pBD9guawkPGXrYUQPbs75oo8fc177QBcjsXhcZbYDsQriQ/EL8C/m5Mfw6VruPERv6AXbPgwbIPtRoagd0uB/ImGgWBBrYfZC2aZaNUIi8YY9utYEOu7zsXX30bJeNae/lV5nt2YIrBX6qwmMSoYHtEkOVwwO2y4ZEt8Lufdq7NTESL/Z2z4dHmw2Eba3tvi/00QFKsV3Ggm4FNvMXAP7QB9AVVV8p+AUhiz8uWn7hyEUKD117Nwb46NBPlaFn9+OAhz/6gl9ru5cTSwUycL525eOrgouP2PAL7N4ndNWvvuBVVB46lTdPV16tF5KM4DBnPm0X9rw+fMYJijBvtss+QcYchVU+GNChTdzEwdzBA7ZRK3sJGUCXubVdDifajB9FbPAPbbvsNdroA2hQbezdw9/2rB+dp9TxUdMfNf0RL75tJwEzLsll+gDIbZdxQwP42DMWu5fV7myXPaa5Qj8Vlb2/bbuI4OOXeOjH3stHRt9FOW+2S2x2X4dVXuhB2P2c4Nc2rDJHhZh7Qz7XLDrw8DMPeGBe93z0vI7tEmPVqzJqUPm1hmfvtamyWqMzQ7d7A1d5Ve/DVRPH/r7hVeyX3dLtsmaZF7lR07blOh2NFrS4tJxrrisPcjzTNk0rwK/+msGg/KrlZsfSSabvgtCiZB9qB7b4VdEh/qzxzFl107GWF0c6feJafe93318/8kMP0GWXHs91uKlz585K8TNNMoC5a92qG0/Enygn8jyiN+LXgoNQV/3LVeLPsp9/5fP0jr/7e51Mkm+QBw0SkcN2kAdsa5DxcvYR0TSPtPjleuIfOFDiatpWbeYBPv1VFP3EAB9927AK0IGwex7tpSR3QRt//MIRMA5+Xca13SiJn6UlIS//SuHauka5qSXO1bOresub3qLH56H+pS95qbY2trWUZM/auTVNkvTgF47r0edXlvjk150kNw8fPBR/jVZXz6lJQD/6wAfqwQ/6sdBTHU7ScWtjTd1krM311X59Mv6ozV7JearLGKaJrSvcvOfljnH16JBFh/lqW3oRnOyhRuMkWbvIusy5jKy3cWiAJpinad/i6Cynz/1+4YH9/Bvbvjm2N7aPW0wv4y9rJSdJ1KOD5zZr3GgaWlmndjDUONfTq//4f8qRZQl198/9vCxfI9b4yJHDWlpczB5yEuKLuuTI0fIrx4VmoBNXfUBvfO3rk0h8hV72/BfpD17xG3rb6/9S733HO7V+4npdunJIlx84kkSy9Em3/QT9xAN/RM976tP0hJ9/pL7k7nfXynCgk9dcrUHT6dChFa1tnNWJU9dIyXJ2fLvgTrn4g/69k3V+FJW5N8/RN4Xscp2Nxa+WT548oVt/zMeIPT3upIf+7MOTFPsjQX/GZ36WnvSkJ+mKyy/T6tlTCXtbg25byURmvupVFKOdqPtR1Nj6saiOyWkXNNFu1HqQa9Wa8KvvibSQ82sxmOSLpWFsvuc7vkP3+cZv0ubqpobtSO9/39V6/evfqCuv/EWdPHlW/KqVP6+/973upe/8jvuXL3LGk221w1ZbOQOmUvaA1NkiQsUncOecDYFUOEpxsP/FZ8dmYtvY2tI73/V/kiA8oUuvuLUOH7tEG9tTNaPsGb4c2oGHfZsaaLCgC2Okrh0mUboi/j+Q780+O3NuVc1gJOc85c/iZaIC+yP7CGh3ieHDCX2Ezkum5ZZ62ZbtPe743AV7mHMNZBX2rm3lVVXbuUea5qOVRazcvXW1qfW81HaJze7rpmly1DYz3rwu9H4ftO3eFvl+2M6ZPS7x2Rb3E22uC/rBdjwe7zcpujDt3i86k3yhgb7tEh/2FdoptPFd+7B7+x1xqfAB8FeBPrbcL9EXgIaHrBjue8OH7RILftDXTqGNj1oTE7D7ePA7j/qPK+ID/mg0KvOEO3zAp795IKONrII2fNslLrvvz3aZU3wBpdjOu8rewR5bauTQjLvGwXM+MniAGNHbynnKc3RxlDfs0KMGlbY92092Hwtyu+dDg7goL7vn231NfwAdwFyCorzzBh/SNpWIjzUA2No9f78ebXtXRhsHtd5P065AZx7wadsu889cAe0UZJD7a9tlfpDNg/kD6FfMy6Ht3tY2zQJ0C7HzZvsG/m3vSFX2GnOEHf0BhPDYA9AXA3a2Z33QBtjYprooGpTPB6zgExA1bdulI7vfSPAIdB62YRfYPW33NczqCxsWiDZABmyXPqArn5o42FjUtG2XhYYGSsEnoA3QrYhYyIDd94EOm5kaPWTERG27+K9teBVKYXNzAVZerW1HqnLR49N28UM/tstFzziUMm9j79oRT8TFjgMAfXzBp65tdODZLrr0AWzv6b/yqh1t+sYXtVKQMSZ4ac5e8AByZPSHkLryaNsWfkH1iU6FdgrteT+2S+y2y7pjOw/0lWL3ctu7+o0VI3nng5O1qv3jQyltHh6Q247qLpAD9O1+vhjP/FhjXuaxxkDbNtUevu0SE74Afu1ez+59Vx92z69tEir7bx9sz2IVYwxsi1LtbBed+b6QVaALmGtq21SzuG2X9bJd/Gin2Ltt20WHPrRT8L9DFjtktgsL2TwKM2+2i27IG9SVZ/c6tstczvvVvlL72Mf+kDfpd38n8MA83+7HMs/7SKaJH3w4YjyYZFTTtEk0bmp9c0M8MLZJNhy75BINcjO2nZvPtY0NjZNU62Tx53SDyIl3kATczY8Zr11xw3sPS1nDTo2mUpKQW1pfW0vycTEP22MtjYa69n3/mgfmb9cTn/A4HT58SGtJpl1y/Lj4NRIgyXb6+tPiH5bZ2tjSeHNbOCPJeHD5gLbWN/Uv736PnvXMZ+lXfuVX9Fd/9VflH6I5eOCADgRNzjTOfmpAPMo5UOJLopOkC9e27Yhcrpl25+a+6EtijlKVF7oQdq+PrPKwGzStmHz+1LV1IxKM1JZU4pDL/zPv8ssu0/rqml772tfquc95jq589rP17ne9W0pCoInvo4eT+DlwUCQhT508JX4FwC8728RmWwtZU34pevLECR1N0uhhP/NQ3e8+99HSwrDM7/pako5Za3dTHT54UHG8g1R5dfGhxDINugTXuaNr9aUwQqbOKxJNp5Nyhin+mvBshzfNPgqiudU22ryZ2Mpa3SSkX/qfx/ag1Xz7g9Hog/168MB+/kdSezvzNmE91GiaugNNG5p2UNaYuskaW296y9v03ve/X4rO7W53e93pEz9Ra+sbauKH///qUpLpx/il7nCk97/3vfrL171eL3rO8/SKF79Uf/Rbv6t/fNvb5bUtDTcm6s6sanliffwlV+hun/Jp+v5v/w4972nPKPiu+9xXd/rY22ox8RxO8n2S82cxCbGlfPlwbu2MJvnv8LHD6ppp4uqyi0C/U0XMAa/O4QWF5i3oNXWLFFyPx9sZv8t1de011+asGuvxT3iSXvf//oW2kxC8450+UY9/4hM1HA61vbWZxOxhDTTV4sAaulOT6yJR7kTWR+e0+gCtDjrzQB3t0q61ukZtN9Bg2mg4aTRKPRhLC2rVbI7lYCvz/JAf+XH9wmOfoLt+8qdrabCskRf1SXe6i977nvfprnf5dP3sQ39aD3nw/8guUIlxmpicNR2OkuBzoiv9K2UnHiZWTWnnLa8u2P+KYWLn1/RyI34Z+oFrrsnIm8xLJ/7RmOWDrOFAXTPQ1Oy7HpP4BvO889ONutidzZcsSysH1QxGet/7rxa/OOULtIUkxIms60OZBUizNhpb9oVR9T50teP6wwQmJ73/R37ZzO35R8hn8H7Jfh6f0fBsi3MO2LkOcg9QZciBUuy9/cEHEc1e9l4d22UPzhR2CLvvZ6dZ+rddmvik/9LIG+2KNDVP074Yqi617dJPm/sF7u/g7Yd2iu0St723xrZi3hYz2tTzsHt7eIyp6jDXlUYG5tt2Pz/2XnueIblnoiYOu5fbfY3fCsYIbe/Kik2T861xuVehT8DzKcDvdpK3W0kCDnKuz/vAF8AHNXYVjA17anh1POiOctbahjWbf+ztnoe+baEL7D42u5fjE98VtIFSqOFT2y7+7d7O7mvk9IHvOh70lWL3fVU5cUEDdCqiWvYdbfwBu/cPD7nt0j8+bM/08WW77CdkSqk86oqwywsdYoVfGHmDZzuUit95Gcz9bXjYUFeZ7RIDbeKn3g/0K+xe3+7HMq9r9zJ46O+vmRN4tUbHNtWNBvYo257FPc9DdjHwCap83mfGPANtkE/XGQ/a+WAGyMA0T4tN08pB0w5KDV0RhqKiTvHtdJWaNkDWxoZggVKaXHTA7idzyoNI6IgEzYIA9G0LXWil2JbdI82ijw0HQbWBb/c62CGvFx5t/HGj5sSBbm4vtZ1vYcE4D8LwuDiKTXSm+RDADuCLfra2t8XBQHJyIzeuttXuHKbUSkHXtvAFHVaJnf7t3bFz0KADkKFHX9TwFhYWRD/oVR7xo4tfYukisHufzAW6yPBDvAu5aScu2gBb2vinjnl52S7zDZ8+ADQ2wO7l2Nv9HCtlXmY7nP5lu/hTCjqpzvtiDgFzyjrw4A1YG+af8TAOfACcMD54yIiTNj5oEx8822J+7MxNjCbZa5M8rFLj13ZZN2ywVwrz0eQB0TsfDNgj3x5PNJ5M81DblZo24P9l1yZZ4qYVex4d+NRyI66ZbCHhv8Zuu+wF26qxUqNDX5OdfdhmT7EPsQPIQYk/Y4EGSrF3fXa5GuEDCX4jm7qHUuyetl3mgP7tzFOCpS9gu8SHH9rzsHsZMdoWhff0JGdD1tqOT4Q7sD2LhT5B9bujsqdC1rTxFrsm16Pd21eaGp09RnMN1plmQsqs5KhLo9Ihb9QL/xXzBrbL/Og/cKlzdXPqtSScSBItLi5ocWGU2epEgiqrmofRLS0Mh+pybdEmSdbkaY4//9WkU+s2+nvXbW8s7PYLg82YHRMfnkNIXumHimuMs+PYsaO5Tiea5vrbzoP88bSv+tf36Eu/8Av0jCc/UV97zy/PAzV/GrqhhdFQ119/Uvx/2Zqm1dLSchJxSxlHp+0kI1tZBxaXdG4b3wkAABAASURBVHjpgC45eEz/9PZ/0Iuf+yI9+ynP0it/+w/1nn98d3mov/TIJRo2wxkGHiRhkGsmhwm/HNre2lYuyezd8OKz20HEApO8wUs105EbAfjI1/IZtZUkxjhnxjjzjL8oKAaaJoOxsriig4sHkrBY0Af+9f369Zf9mh77iMfqZS9+md79j+/SykJkoyUdysP8oB3p1OmzOVfHWjl4UEsHVnIeTtLeSmRT5eiUJvl8XD2jT/3EO+jZT/sF/df//NXSdEtbG2vaWD8XHWuU+WujfOrMaXV2gVL3cfVrVd47l/ngTJmGwT+wQkJS6pTcUJIjEhPhnA1d4yQZHDepM1au2WluYoqdoxZ58lEC0x0a2cURX4lrgv5Fod4v/XwEgbHOY/9Y52XzdNXrMr0VlVf0Gmm8g9LOmPvamQdrnDkbM1+puyBuuBRTWbP/4hi6zfUzZV/men/D618vEtyr59b06Z92Vx1aOaSDuYY+4Ta3Vbc+1jX/epX++Hf/QM95+jP1vGc9R7/727+rf/rHd2pra1yuv1E+i7n2VvKw9aV3/zw95bGP0cte9EI96dGP1Ld+8zfqk+90ew011drZ07lO19RmH423N7W9vaVJ7gObxNy2rUCC1Tif+9RK1CrFeQepSvzqJaFVCrIeXSQdPJrpR+lX2Y/uJpkLMJXSzlu0umj06NuRRb+LrYeL2pw28mhJG+OpHv7zj9BrXvMabeXLnM/8jE/Xs5/xdB1YWtRirqkmXuBPOMO2x+L670ocjiTOQiuAt7dWCvJU+15cR23Tajgcqcla8v+y7TIvTQ6SpcEg65O4zp7RF939c/Wi5z5Hz37qU/Twn/4pPfAB36Pf+tWX68pnPFX3+aZ7iXNB03Fe4/IL66ZpVH6NnXjEQKn3oAbShagIKWjqHvzCCGoha37ixMl8uXNQo9zzbuVs415Me3xaSjuhC0xzcDrn5cXQZIzZnuUfPmIuVpaXtZTPMv7XFdopRNTDJTronZ6iQevDBIIoESWMj74+ZDNgW7b3+GevgD3MfQ3koLJt7/GDDFR5rW1XMvuYvZVTgw0946r4sdmPOVci2++HNpjufFbaLjZcl3bsYsPnZ9EJTS9gGhpUus31EcN8DHfaTtKM5+hJfMIbRDbN/sNHhVJsi37anbMWWinEciFwps0DfzER+tCANr7wS98AG3QqHxl66MOnroBfYffzwbMo8mqPTzDKecPzOT7oY5yxl/Gnpl2xtLSUs3NY1qnoJH+ATJZsF+AbpJHZyloqyDwzj/TVtg2ijHWiST6nAPfUwPZsLp0zVTvFtpq2FesBv2lb4aTGSL2dWPBvO76n8T0RBR7P0Jz5beya+K2wrXmauWEOGNsknzu2y+en7TLmtmmKb+ToYYtP24WvlOoD+zTLC11QGnmzXfrFFh8Vtks/+AC2S//oMe4xz/z5nC370FJ5vm+bEOYTVnz0AOQValz0mAf2uZ1205T+bZf+iJX50wcpTdNm2tOfsEPZeevpaT5/sszxF1bkugHCiboTTxV1SkTh7W/Dr0BW6DgnRmJVSruzliHLWrMm0BcDc4rctmxDJt7EEMru2yEv+Gqaps2CDArYUAv5cB6NFgSfCZB2J4N2Yi6yth2oCWhv52aG/+fJJJ/E2OHHzg1E2tgD9KixA+ieW12V1AdpWzZ9dWLg0xxStkWxXWTwmCwG3WTB20wYPGjbxQ45G4MLxLZGOQjQ38q3BejijzbAnqSW20YAmoQeOumwLAI2tjXNJmWxaNMHNf3YLur4g4C3sLgovnnl8EUPn/RvWy2/yNvpj9iQY2u7HET8YgQ+PGzoSyn4nUdYZbzD0VBbuUE+c+ZM+VdYeVjm8EDeZn6wmWQuOQzZdMiati0fBsRHH9NsdGe9JGfM0wLWi3XyDh8ZGOfmcmNjM31P1DStbKuNv/HcwQrN/DMOZEqBR1+Mh7GBykOHixwMMp5pLqK1jXXN9GPPOOb92S7zFZFICkwzRvzYTmxj0WbM/FoHOTJ06bOuI7xxDsUmewk49Sg3j6wRMTBvXEpN26ppW00zKfDQQ4c9Y/hxvJXx82c+1JPo8Yig+BvnGmhznYxyTVHbjdq0gd3vHd6Jt8Y2SUxxKWLaylxvb26Vi5o5BcwdOtikq4w/UWbyrN53E/9yk1kMp0ncWV+u0UlicdrtcCiV2CbKtpZ2bKMtAG+aB75xbtIneaiBhoceQIda0SYWoBTbcdvMYDt7aZL4JhrnjBhnjgCxY2Op6DLXwG2jNtdHwhHX4lYSI/DmoRy2yNGfJKh+DjoVf+mvybhsx7OEbB7ozCPhi2sAGwyqLjqKjzZrazvkLtAryJQLpGH38pCzFz7wN2OEsHs9e28d0Xlfts/LvyWZtmfjq37tXZ59cZq12I/qZ0+dLJGbcFLnCVug0yTrvKnhyJp221nDiQ6uLIpk1Lvf9U7x0DzJHljJFy1tLqguiYSV4YLGqxtqsz+d/dw2bYmfa5q9xfkJ3WSftFk/lZKFKv3GSfmTyZ06sk7Oexs0Cclp9VAW17m4ptmzbXxxFuHfTSP2zNnVc1peWtBk7bTu9DGX6amPfYS+/zu/TQut1JRbl6n4E0I1bcY4yVm2rTZ0tz3VQjPUZH1Ty81Ii9sDXTo6quPDIzrz3pP6n7/zKr3wac/Xy1/wUr32la/R+olz6tbGWmoWdHC0ogOjZS06dtgO8jkzWtRgMMrcOefeVBPmxa0ciEgyVGopUYXOMdmPFbkbkSScZo03NnOmRzjMOXVg5YCWk3hcGi3p9HWn9IY/f4Oe9eRnZoxP0Z+98s+0dnJVR0aHdGB4IAmboTwdJHk4zng7jZJsHcs6mwTIpG2SGGk1ztpKYzWTDWnzjL7pP99TT3/Mz+mz7nx7ba9er4G31QQLozaxdRrnprBTozZr3XkgIOINz/HddBJosz7tRHI24KSRtsOcJvPYZP6XorOsgQaxy5QoPWhLyo6TBolLOTtaK37oSXLOyIomdBv7gqnUXhCdujhfSJzEMGgGykbO/t3UoGnVZn6tTu6UyIPES2ImI1IeORTtns+YdoAuaPa14Z0P9AfOJ/tgvEaS7YI2dSsnph5t6CY8N85sdgUK3TRNGdfAjRbyOcN1WOfJGV/YAtPM9FaSdx3XG3MQKMhUCD+dLWqleAdZOgHme5A5H2Rtx2sbuvzocb3x9X+hrXPrOp0k0u0+9uN0t8/4TG3lHHjn296hVzz/pXrJs35Rv/ysF+itr3+jzl5zUpONbS0sLKnN/ey1uTc6dptb69a3v53axaG2x1v6mq/6Cn3ll3xhEuvpZLKaNTutyfic7G0NhgkoAUycz65MYjNs5bbVJOdN8oMyCb+g7QayIsuADcRIVN6hnMEWSIWnFIfis6FgZz661IsL2RGTTXVBQpSmmxoysZnHSa6HzVxPbduobZ2tu52z0RnHts5uWzpwia4+s6lHPPaJ+oM/+qNMa6fP/LRP1pMe83AdWrAG441ce1tZ27jNcAfDJU29sAN2Y6tpxtEjuyJjUeAgISs9pOpSV0wLnYlQlxg3c32Ps85jRz5oY5oY43E63dZ4cz1fUrTqtlalrbP6tE/8eH3VF3+27v2fv0x3u8sdtDScROessmBqM7nDdDbN/c6ga5Tpz36wms5yoPRqUbq8BelTmbuKLvZdrutMUFgZaNqjwSDzoZIgPH7sknxhv6VsUy3kmuXadRr70cR7hXImXghdzomt3NeMcr/fxQ82GX7udTZ0cHkpNScOqytNM5fTxN8FcZ+ou1SRJV5sL4Qo3ayXbdkXgpSwgu6CaFp0zi8X83+z0EmZibzd5Je9O7ab7CSG3KtVsBZ27zei7BfWqQdtgM4k9+nUAN75UHWQ2aYq/hrO0TaTWzj9m23Bt13WDBrYLjb4AsSpFNs5D9qZDXFU2L2PNn1U2L0f7AG60+zbzhIXCffTW7nfAtOsS5PNDI/PYwBddd02csYw4frAPLTd+ydG7pXma/qKWhmX7VLjK92np9ipxyTX1Djn7HaeMzf5gjX8yotIblo1ba7pANq2mvQNbJf5GOb5hjYx8NxIezQaFdkka8a9HEDeZn6UQny2iy87sSSweR56FUqpfrjfbNpW4/idZC6wYW4rmraViS81sTifofQbF+L5FHp7e1u2RZxN20rRQb6ZezJq0LRt0S8+otu0rRbzxdJGztfNfM5OctZ1Zo9m5XKmTPOZoZRJauJindMsL2JkfuhvcXEpfTflXIRuM69y33ZqNzm7bSljaMu8tuVzcJz1YYy2Z3uT2PALfzFnIuOzLXsv2sROIOPcWx9YOVjOYk1zEuReytkUrTMHafMlO2f0NM+go8Go6PHXRKBRI3TpY2VlpcwN/vjCidp2Qm5EoT/iYty07T7m7ex12siIHdAmfmr4tbZ7m9qm3sq6UQN8Y8e+oIZX7aHtvXNgO2yLHxGMy1xyFjpzlZE1rQaDYfbDSKPcjw+HI7VZF5vxuNj1dOas7NNMFldRRMVt6EiyLj0fGlRZl/0BaLdZiwGfkVlfYh9nTbr4JHaQzsqLMSG3nZhGiW1Y+OhC2JbdY74NXYEuoG33uo1t2gm2y+fsNJtrUmqYtkWABGL3ekohmAo2N1MH2OQAHjU8kMjkDJCadpU1TTbz3EVLcPOgD9q2SxxMVJsJa+ILPnJ7Ny57l65ydLEBlaedgj28edhOmD1CCMz7gFYKtiwItmnOXrZnNLKqjy7ADnDokGRjTOhxIHLxbGxslDXgcFjOt6m2y3qgXzeH7YTlsmbM9XIuwIMHD5Z+8WNHnjniAtlM4hX/a+vrZeMsLC5oc2tTbT5cnA09ygYfZLM3TasK+NmDiWOajTYqfNoAnTYXAzTxDLJ5QbuzLgRBf4yVmBmr7fgZim97OJgYm+0yLuzQwQ5gR41Pt42Q0+aA387FwXjZP6D2Qw3wA2zLdpkf+sIXfiqazA0+0S11BlP8pUGdqlzCMpdtF7pHbRMD/aHXtJm3Hezf4/iiL/b8eOcDSokL4GOcg4fx4ovYiBVgA58PIGIH8NAjZmr6nkflUYOLyZAD4kMvw89cQTFnfS1ZdlP4yGmDeR4xamc8NvoWBd8VxN3ET19bOXCEFkAHvu2yF8ZZX/Yvte2yZ9CZh1Jsy7aqrVL264RVdGxDFhrC7tvQYJrDmBsrkI/ufA6yWprp6wIFLwX7/M2r22jMc/5j0sxYBSPMPYRuAAT7YFsHllfy8L+pRlaX9T99/SldftmletxjH62nP+0p+rb73lfra6tqm0acHZyRKwcPapTkwjSdbOZhtcl5tMCNVNPmbNvSIDdKxLM9SVLTuXazDHkXPGrNKDhFuBMZdJAW74D9CqB7xEN/QeQGqNN0a0OjRhq1jX74h35AX/olX6QTJ67VoUMHy/8XkhvDNmdkXJZuF5MQKUlNt+L/m9bkOblJ9myooQ4uHdSRlSMaJ3nyN2/+X/qNl/+6nvCox+l5z3yOXvkjVahXAAAQAElEQVQ7f6C//19/p1PXXi8liTlSqwUPNF7PA3XOkWHGvpBzfJS5GLhRhXIz32SYtJEDaHhdbuxIiC4n0XjpsUt1yZHjSvZP//j3/6A/+O3f0/Of/Tw9/clP12//2m/qHW//39pMwmdhsJCkwZL4ZaYn1rAdanFhQdwE5uIRXyqOFoY6dPiQxkn0bGV+jhw+qOtPXK3FTNSDf+yH9dMP/jHd4eNurXa6lXUfZx7BJDugv2HqlKlyEGkXrmrdKbrASUqEmzbjcHSmlqZpdFlbZ32SFxFw9khX5E4qJ0rqi3f09tTwKuIDP03aFwLeVrLv1s+taZpEBCDxuLy0JH69he+Yp/dEgL90DW8v1MujuJcfmw8xj8O99gkt+iPOoNBpb3GvkL29sJAdl3o6GZfECv8g01buVUbDQVZHOb8nwVSTyPnyaDBodfDQgbmx3XCcmivuFN0dzNGHDxzU+9/7Pr35r/86nXS67JJLxefhH/7hH+oZT3+mfvmXXqK3/PVbtJnkZJMHmI3VtXKeHDt2TJ/0KZ+se37d1+pHH/JgPeCHH6jb3uH2uv7Maa1vrueBZaguCTKTGN+B2SGeJAiQTwODnWBEcWIMsqdMgiwjTysC70CRXxwqJfo5+7pod2lv5EGT+zTGNRoNk1gc54FwM5fiRF10+FLz+GWX6Vzu4fhHuZpc4ydOntTygQM6fMnleu8HrtPDH/UYve4Nf6ED4d3pjrfXox/xcB09uJxrYJwoJ6mn8dSlN8VnE7QF00i7xKLzIuoJNe+i2osu7C4+pGkWD9DiIbhcpEUSnTwYK3A3jmIScnwJMV7XlITkeC3XMfGBSSIB09TdDpRac313En7Tn1gb6HD6FzJFNzX7Fyja+XxPpWLCGGlEi8q8BY6fm4YYF1/xlG7TW/rpwpn2CBsNpd8uRJlnVWbhhMur0v9/rBn/hx92XRfJ3qX177xwX1yfGaAZju0yRttqcl+lFHRSlXab5xnb5Twf5l6KNjJ0JnmOgcauHQwg1VnKSSk1VpNzfx7wADrzQJ94BvE/GAzVtoPE1Eii3y73DpMC2sjQaZo2MXXazmftOPc8xEJMSrEt/MHjuZM67HweTWZA3jSN2oyvwnYZs+34nqbPcdFHbyH3NePck1bgE+AHKIX+5+X7+TzP8IyRYQnYLv2hh6z6sy0Kusjof5SkKTyefeljKwmvQmcNsN3I5y9rMMg6AMaEne3SR8N6NI2atgf9d+pm42SeuJ/mS5Quwo3N3Eumbpo2n7HDzMUkul3mVQXTaU8rOoAjdpx1aNIH+4Qan5v5PJsmr0NM48xfHQ8140UHGn3GAA8aYEfbthg/bXwA+LRty7Yo2NMfsrZt87m+UOxsJ/5x4u4yhukNQP/aKdMMhHklv0DdhV+RjjQP+OgD7ZR5X7ajvosdFWmOmNeXohtkWQQ65ngOk8zvNPfw8HtNz/Sm6CX2Lp9xFele50OTvTDP79vxpYsX22JdgL17jbAe06yx9pUu8cCiBrYTTw/4tqlmaOyegTIOWUhq2jOtOWI/v7bt3g+2+IBv9zzM6wDg07ZdBqYPUvbr4wcT+LUfaADfdtl0tAE8NiagTXy2S9+056G5YrtMHHLYtouNbc2Xebm9V4Ye/REngLZdDkClwOPCJbY0y8FXdeBzAHIR2y4XEPq1P/Sh2QjQ+AB2HwM09tjYFgcWPvHHBYsNMmr8AGjbZdzQ8JhvanSpaeODGh184Zs4iB3ePOBVVD5+8AefOKltl/mFrxRitZ2DcFD42OwHdsSBLjHFrLzwCdC3XXi82S6+sLG9Z5+gCzRXbBd9u6+rnXYKfcDbD9szO6UQJ+OiTrPMr+2yprZn7eoHHXQBPNuwZvHSsF3soCv2x1/5dq9ru7JuUGMLqsB28T/PQ0YbEBu13eshA/DmQfzANuIZ0KFR/UDDm29jBx8gq6CNDEBX/nxd+bZna2H3Mdh9rZTaX7UNa/ayd/VmzH2E3etU+1qjZvcy6P/IYJQV5x1nPrWdu898TubDM5qhFTgP8dNkjty12kwizWkfWDmg1TNndcdPuL2++p5fpTvf+RPFjdd6EiG5ndBabmhWA/5fdmu5EWuGI03x1QxSS+sbSWrlZpbPwUGSY7vxpN80iEOJB/ScTjGPhBcCqeerFLu2kIHClnbI7SQ9lL5HSTr99Zvfote97nU6euRIrtWplpcWtJVkRzcd58uXxcQ3TT5wElNrcWlZmxmHhq26YSP+fHgz38huR7fNTfly5uFAki9t0+qq916lP3nVq/XcZ16ppz7xyfql5/2iXv37f6S/fsNf6tzJ67V9dk1tkpKLasW/9HtgsKBDSSoe4VeMHmi5GQoegF7IPKPvzbHOXHO93vHWv9Xv/Opv6umPf7Ie/4jH6gVJPL76D/9Yb3vT23TmxCmRKF1K4pQk43CU+c4Iys1avl0/t3pGGxtrOnvmVJ4zprr0+FFtb6zrxNUf0IEkrbS9pff/67/oi7/gC/TMpz1N9/2WbxYJyS6bgT9Td3xZKnM+X+tDUDo2xY5fm952GhepWObzYbpjM8jmOXPdCV2ZZNhLXvQinQo92dpWFjt5l2kZV1FNd1EVyJbPA5uE3yL7SH1LgINcS5yz0+k0S7lV7lFabvSzD0bBRq7Lzexbt40Wl5fKvmbPbmUO1s6tlpFl6EnMKMkm0O3UPY1CuhFzkg1U5oQ5ggfG2SdnVs/p2hPXabAwFOfANddeq7e87a26+rprtHRoRdNW2kyC65JbXa4v/cqv0Pc84Pv0Hd/73fr6//ZfdNfP+gxdcZtbKVteq7kW1VoLuS6deFfX+/iI4cOFURLYHCFdrlO1oyQZtxLrUAePXqLOI03CXzpwWNecPC0PF0vCsRss6PDxy7W53elf/s979LCfeaje+qY3lS9q7vAJt9Mzn/503fqKyzUaDrL/uoJ+t3X6v11sz7rk+mMf1Xsh6j6umcpNJOgDYF5r6B70C2VbtnM233LzYBvXBbaL/9L46NtH1Ax8uIKxPet6fh9Cg5nwQ0RwvdEP2N+F7XJvrJQqb5qm8Oz+OrF9gz2NboXd69GOm2LL5wPAl93b232N3jw4A4gRYG+7+OB5DlR+9UW7Aj9279fua2T4rDKlwKtIs/jHH3TVhQbowaOmjR6we//QjG04HArQD7oA2nbxDw1PKXY/R/iFjz1+kAN4USvnEjoAnu3iSynopSptbAFt24VnWxTs0KW2XT6voedhe7amtos9Y9na2ip8fPNlP3X1Vet5P9pXqgw2NOPAznbpw+7jIVeAnHkggYgedO2Ptm1xf1H5SsHGdvGFLkC3Ajk8bOx+zrWvoANgowug533Qrqi6tguLNmOits/fR1HcebNd5nSnOauwp2Gb6oI6zBWx7denDYrxh/CNPkDtArqOH57dxw8fwKOusF3GZvc1coCcupl3BnMeKCCvQGb3jlg4FhoeenbPpw3goVNp2oA2gLZdNpO9W9u9H7vnoUv/tYaeh1JqO2QZLHUFC1hpfEATF4cb8dMGtqlmqLr4hqYG0LZLEhEftIHOU+zeJ/2gS7+2S4x2X2NmW8i54KjhETfJPWywr0BGfwAaPgcH+thzkGzzTUkebhfyDU71hx90GAM8NjV6HADU8Cuqb7s/MGqb/uw+bvqtfrCrOnYvt416GRcy+mY8gP4QYm/3fdAmxurL7vn0A992mTdoYPcXv+2yFvDoRym2865y+NIvYLz4tl38FIV9b9hXVFFtz9f4oW1b0IA2NrbLniYeYq/9KsV23vuX7RI364UueswLseILW2Twqn/4SkEf2Lv+qqzWUSsv9OZhu4zfdolTKdjMI6zysl1itC1K1YG2XfzM86CRzQNexTzfdmnW8RIjYwZFkDfsUpUX9H4gqHMDPQ/4wO77sV3indeBtk1VZLZnde2rCG/k202xuZGuP2LVnGe5D4pEz9w49Twka2N9W4cOH9fK8oHcgEmjwUhLi8vqktza2two/1LyJZddIiVxMGmshUMHtZpvBSfDkYZJ0G131uraurbDW4jd4vKyhqOR+JZ8Y2NTeYoPVODohkqvKoDZszIIdeW/kikJ5SSrKhop+l2gmPS1QyqcpZUV8Y8QvP/qq/Xoxz42/W4HW/rPX/c1+umf+gl94T0+X9I058Qk15vljKH0mRt9tY3Wk6Djl3seNEoeViRiHH7Ttmrbgfj2c9gMdGjpgA4uJdmysa13/8M/60+SIHzpC1+sJzzyMXriox+rJz/uCXr2U5+uFz7neXr5i1+i33jZr+q3X/Hr+p+vfJVe9Xt/oN/99d8s/Bc99/nl/5H3jF94ip6eZOYvPOrx+qXnvFCvfdVr9J5/eJe2zq6XP/E+xK8xDxzSscNHdWjloPjlZqIv3ypv57OFMQySOF1czDoMpONHDop/Jfiaq96rQZJGlx09nOToCX3M5Zfq8Y96pK585jN0t8+8q06euFbXXXetpt1Eh48cUqY6Ux7PcehOoecgZYatG5YOsxuyL8DpspbzIrv3abvvL0LvINXslXBKPzeoo5xwi94kN+1/97a/ScL1ar37nf+s97zr3eVXvcOm1Wg4LP6VsteH1aXvLn4iuujLtuwL46LGt4BwIdfSNIl+Prf5Fn40GGad27JuXZKSCS7X21DtYCDuQ1bPnUvSfUutmyTglzN+o6uMOJCaxNRkPfjzeeo0w7TUWNM0mJMyV04jPOiNnANbSXKS6CzXx6ARv7g7dOxwEnJHdbfP/1x963d+u77l/t+qz//ie+iKj721BksjcV2RtDyXROPZtcQ12ZYSAInHrfFW4h4J/+npw/LqMiNXX3OtLr/i1houLOnk6XNqRyuaaBh6LfEPNcyZdmZ1Q4PRshaXD+nkmVWdzZm5MWlKUvJJT3yi/vfb3661s2f1ZV/8xSXJf/zokazButayFmXyM9+lLqPtMtYgFxtzncYt84rL8zo6397Numboc+oY/9vhOQ8qDuc583SkiaPJmWv3fM4Eu6d1Mwu+cGFbtiFVeaXx0bd/FzNge7Z+t1TAtourD9d+sH2DMdVYqAEB2jfUs10+76c5522rbVtxDSmlPq+ELHsdHUDbNpVo275B/wjpdx7wgO3SB/0AfNAXUAo84gDQIOwSA7Xd92e7+LEtCn1R27ttfPP8QY0Mn8B2eXbkM482fQDbZSy2i29k+LX7dtVRiu2iwzMuekrhWY7+0Kv8WsMDdt8HfhlzjQ1ZBf6w4/kQHYAeqDT2wO792X2dMGYv5OQI8IevKmDctmcJVvi2yxxjY+/6Ig54jI2+aY9GI0zEryuJ2d7VR2D3bWTYzPPwxTio4S8uLs4SkcQJsAN2HyM0uvgiDuYYe/jEQ11hG9WyjvgCtkvbdlkzdO3d8dZ4bGu+oEc/oPJtz3zZruxZPa8L03bRh55H1aPej3k9u7e3+3q/bm3XMexvz/s6H40dQGb3fVSaubVNswDfhcgbNHa2Z+OzHcnudXNBWAAAEABJREFUC52SgIRlezb5SkEIQu55nY9ne9YJcmD3POjzYY/TizTsXT8MCOAPE9tU5aCrfNuzWOoGQck21Q2Ajt3L7N1NRx/4tHtZbbPJAW271593Ch/As13mlIu7XujI8EutFC6YeX+2y3i4md/Y2Cg39egTJ4hJOQioaXOxcxHRrj7Rxy/29I1/ag4E+Ct5aK66XKzoY2+7+K5t/EPbnn340AZKoV/GBYiDPrCxez/0AQ+9qM9etmfzgo5SbM/WDR59EDc1bbuX230ND6DDGAB01acG6FwIyNP1nhe6MOZr/OIfffjUFbSrPnRF5VEzfi5W5gY5ttS2yzwohTZ8kGbho0/fyODNAx4xVZ7tSu6p0dvDSAOe7TLf0GGd94WMGEBVgAdtu8RIG9S4lWL3vm2XvYwMnYqozF72rq69S6Ng923oeVQ/1NW37RJPjbXK9EGK7ZkdtrZVCz4q/e+7/tBEvztTF/bPHIL9unY4bjQYLurqa04mibilxTxsn8tD86BtQufGY9jm5mOYPTRWOxqqCQ4cPiYSj6u5KR63Ax06ekwrBw+pHY60PZlqe5xkX56sVw4e1HC0ICn9BLwrpdYqD+NhpI66QNTC4EE4VV7oNonT6pJI0QxNFJtkMuxWZ86t68CRo/rFX/rljONaHTx0SMeOH9X97nsf/bf/+g36uq++p7okPjaSBOEfJxgkKaX4XN/cUpOY+WXWOMk4fvlIWq1pG8W1Nrc2dPr0KQ2bQcEgfS00Qy1nvg4lGXns4BFdeuiYjiRROEzwa6fO6Kr/8y/6x7/9e73tr96kv3jt6/TaP3mNXv0HryxJyD9/9f/UG1/3Bv3tW96m9/zTP+vE+6/WuetO6eBwWYdGB3RoeEDLg0UtaKh2khDGGXOwfm5N66vr2ljbEP8f1y7JxSybnISwLI0nm5qMN5NYvCaNLV125LC2V89qOB3r6+/5FXr+s56pb/ov36DtJICu/cD7dcVll+lIdM6cPZ1ZTR9x4j3QTnFqkCqvXapThisWo9PuKoY876sryZfzitLrDr86Sk0/qVSENOZAvwXa7Xc5N8ifdde7ij+/3s6aHjl8WFvrG9FQ+ewuxM4bfrs43osd4UdoxfnKZ1DbNPliYLEkVSdJQG/u3JvwuUbopZ2E/2gw1OEDufayb89kTzrjNQoFGXnWg8QjgO+8dZEVQIPG6gKSjZvbm+LavySJ7LO5hjay1w5fclSf/0VfqHt/y330Hd/zXbrn1361Pv6On6DRyqLGnmjSdhprqs1cd6tb6xotLejg4YPaSrIff45v/v9ZbtKx6Jn6/LAt+8I4v9WN5x4/foned9UHdDJzdfSSyzRYXEnc0tLBIxn3slaTbFxcOaSpW/Gr6QM5/xZXjiQJOdbDH/EY/emf/qlWFhf0WXf9dD3y5x6mj7nVFTp57TUaZL0WF0bKTBbMdqx7qh91/37jo72AZtzEbRHWujR4C6MLIAsyl9qBEyMiY38TUPyd9w2vCDL6+OUMsK2G/lLTBkqhvhiicqNftjM0z/TtXXrG/CjxETkDtsva2X19SwVp+4Ku2HcXFN5CAtvnHRd9A85222rbtlwf8Djzqev1ogsUdOZFtLHFZ8W8/Hw0nx+1b5vrtRO2PNsAYsAOv4A2NtR2Pzb46NI/fPzZxqw8zxYib8hByNkLX3bfL0zsATRxoI9/aPrYD2S2hR/6rfp2z8NPhb0bE3oAO/qzXeZ/NBppmHtEeEqhP/RClrHUOGq/yCrQsV382C7rTkz0QW1btWCDL/zUPtBDTp4AoEPbdvE1T9f48IGe7dIvfAAPv9BKoR94tIFtwaNP2lEpL9ulxi85ELtvw8SeGti7fOwBcvoE0PAqbJf4bJd5RK6dYrvI0LV7v8QGlEJNPNjYvTzsMifwoM+H/bL5tu1ifz67eZ7t0sSWOKiB7RKz7fP6QQfoZpb5OZmncWubqmC+L3uXX4QXect9YD6ho2C7DMTuazoDbFxgO1q5eckNJJ0xGcDu+UW482bfkIcuQMXu5dXPfA1dgT4x2L0+tsB2mXziqnJsNFdsl/Egh227HLK2Zwcc/pVi97ohb/Da3wc2Ffv7xLjybJcYuYjGuWFnA2OH3HY5ZDhsaGtfsV1siZ2EIRdUtUUfKAU5/muM0Ojjl0OsfpOBPro1BuS0ufixBbQr4rocDujbLrGgi5w46AMZfmlDUwN4QCn27sVuu8w/fuxdPjZ234amD9ulf7tfK/jVJ/X+NvNDDLZLrHZf0xdjA/N+5+3hA12g4MN2kdou/vFne7a/bItSY8M/8QB8g2qDDnyAHoCHfdWjhofM9qwfdOAD7Bm33cuRAdtUxcbeO3/Y4ZMaoEgNbM9saAN00Tkf7F4fPYBOraEr4FVUXq3t/jqw+/VmTLVP5gBgW/X31xeT2S7qVYcaFObcm+3ZuOfYhTyffhFc4M3ufV1A/B+S7Yzqg2Ovht3MrAYLSzp45LhWDh0RvwJqklRs2jbX/0Rra6t6z3vepZ966E/pf/yPH9f3fO/36bse8H169OOfoKc841n65Zf9qp7/iy/S7/3BH+oN/+9f6K/++k36+7//3/qnd/6zpvlY6/8/LRb/aeddO8WpQaqSgoh6qWkrlAPqLgm3npdWPvtsrCxnDG7aJDeW9fb0+eu/+Vviz0X/9X3v1Q/+4A/o2NHDWj13Rm99y5u0du5skjcLOf8abW5uaLSwIBKR5frNVDhP4PY0N0ZTTSfjJCwnWorOJceOKbkSMRgSXOMkuMabkScx2Cp9t6O8N2qnjTxWqReakZaHSzqUxOTh5UO65PBxHTt4tLRXRstaGizOsDxaKjZtMj3pXtruyv9/crI1UTdOFjIJ3YXhSMOsCQmNNsEM2kZt5qCbTDQZb8maJOZNLS8ONE2yZ7yxqq/5ii/VlU99ip79tCfr4291ucZJHK0kSXL8yJEkKq/TenRICJ1bPSem2clQVAg6Xvu2yDOmpb446kHexXrtCnrxxd67rN283LZsZ353Yfc824rwBrB3+bajYp3N2h5OQvXnH/EIPeQhD9HHfuzHamlpSZxltuOjRNrHq93Sc3fbH6kU53GTvd5mr0Nvb21pmr0xGgxLopE9uTRc0GXHjuuSJOIX3GqysaVWLnKXgWYeygBpdJHsYGdNsuTqMlcdaqVOkjn6tBeWl3TpFZfpy5LMvte9v1E/9KM/ou//oR/UPb/mq/Uxt/14TRppc7qttSQqSTauJ0G5lcQj/y/CdjhQl/82ksxnr53N9cje4VcVi9mP4/F2evnwvpiCpaVljRYWtbG5rbNJ9rsd6Z3veo8e+4Qn6aE/8zD90A/9sB78kJ/UIx79eJ0+u6b35suD7/reH9A7/vGfdThfvnzcbW6tpzzxCbrs+DFd9a//oqXFUbCQLww2M9fTDLCbgfngoqKGy3xEeLNeLBsOag1dwZ7h2pvkCyNqUGU3u+4HcAE3N4zGtmxHvze0odO8GS/bObd3/dk33+fNCOejpv8OZsDu98gtei1cYNxN05Q9b/d92n1d1YkB2Lt8rtkq5/mnzf0YbT7TkKEPj2dMaGQVyCv2y6rOfI0uehXIbM9ipn/GAB8d6opqS1ygyqmRzQNetaO2LcYwSsKPWinoo0d/8OibNoi4vKDRoz9AG4HdnwNVRg2/PCvnXsl2eebHJzL4gHtAUGlk2Nmmms0DMdm7faAHiLPKoFkTAG1b5ATwjy6x2hYxoEO9ubkp5Mj4XISHP+JhfLZF23aJRSm2896/8G9bdR7pp/qrMeAbPrXt4k8p+Kc/e9ef7dIP+sRAfNTowqs1dFyU8UETI75qn8joDxmArrzqAx4y+BWVRw3P3p3z2rYNWc59u6dh2Ls09gA+NYCusF3GCR9Ufq1tF9J20bP7Gqbd07ZpXhS2iz3zY/e07bIGtvXBCnNabdG1d+eDeYQ3D9ulP9uFzdgAjVpDA9vcf/eK2ilViU7pfIddqiorjbk3+CwkmGOXBcIPPHSobd/owSsFu4o0Zy+7j5sY6cPu2yjs12eiiA09AA1vXrfa2Lt+7H6y0cMO2L3c3q3tnq4+qKtN7YuLEiDjIsFX1bE9WzTb5WBEBzA+26p+sNdOgYdPxgIfILJ7f9jDwwe6/FIRHr+MpIbPQWS7rBW6lY8ffFPbptoDdPFZDwgOovmDoiqjU+ODV+3gV9AnNP0xL3YfD4ca+mDeljZ68/HbLvMGTzsFHXRtl/mFTZu+qJEDu5fbRmUGdPBn9/EgIFZsgN3z0UNWQbsCHv0xB9S0521tl9jsvp6XYWO7XC9Kmfdp9/r23jpqe/zRJ5i3hUZvP+zeF3xsAGtCDc92icXuxw3ftvYX/FcwHmD3enZfY4MONai07RI/vmvf0OjYvcw2zQJ8A+zRAwhsl/1Q+dRAKbUOWa4rbOZ58IG92w/t86Ha2S5x232NbpVB/4dFnr1IMpwPefbPsB3svuzd9lSN1pPMuPr6U/qVX/8Nfcf3fJ9++McepN/+3d9NYm+p3NT81V/9lV7+spfp93//9/X6171Or371q/WKV/yanve8F+jRj3mcHvmYx+ghP/mT+t7ve4C+7dvvr+/+nu9NsvLBevNb3qrFPNhLu/1pp/Sc7OG0u31yHszLQzkDygCKVpKQ2ABF37Zs0Ij/f9tjHveEJNU2czO0rW/8xnvpG77h6zXOTefb3/43+vVfe4UGbW7QBq26aZJ2STDaaS+MkqQaq4nvJvxhknsLw1Zt+t3eXNfG6qq2NzZFoi/mGuVb8dFgpEHTSskpjLfG2lyPfKy0m9gNC1z+jruJnQt/a2Os7c1JkkYqPOSNBkW39SAxTEUSpInf4XCkhdGCSC7R12KSoE58Coh9moRNly/TYpQcxqQgIcf/WhKXa/riL7i7rnzGU/S4Rz5cn3yn2+vsiRPaSoKu7SZq48OpBxlMF7pTp5UDK0qU8aNZ6dsu/Blzh+j21LTADvMiVccALyB3+CDVDV5434+qVG3GWbvjl1+mdmGoo5cc1+GjR3WGxGqj7I1JRpl5r0ZzdbWfY31EkHW888HwGajM4eb6hibbYy3moW2Y/bKd9iBJ6nf8r7/RK3/rd/Vnr/xjvevv/0Fr159Wl2Sax9Psb5W17NTPA4lBQIsavooG79m3QhLkOuDPrFc31rV0cEWf8mmfqk/61E/Rcuj17S2dWT+n9e0NdZlnEo78g1PtoNXSypIWlxc1GA3kTPIgG3QQ/vLSotjPuczyxcBZbeWLABLrUUmPH54XfXN9E9eZ02c0yPU3HC3qGc96tr75W+6rl770V/SqV/2x3vjGN+otb3qzXviLL9R97vMtetSjH6f3X32drjtxvT7nsz5LT/2FJ+YLgJHWV8/o4IFlDTLwcZKu48xTZlLKtwve2Yn0KQpEBe2bAMyr2TxdeXvqKJBQBjlxVOs9Oh+iBm5t597FZU90nD9BmRvdcsXGv4vDLteL3dOF8dG3j/gZsJ394SzvhKMAABAASURBVFs0TtvFJ/sBx7apCiqvND5Eb/N92H3ftnMtNAV2TobsVZ41qm6TpCU0PJ2n2Lt+EKPftu3MHzzbs/tvfGlfsV3mhXt8MN35ggI128UXPpVi97ohc+sxUdWn3+obGqCDLwANbBd/dj9WZABbxkht7/ZR2/v7t3s/9ANslzHavV/sgHZKpekLFv5sz8Zg79qhw7jqczRt+gB2r4cP27OxKMV23ndf8/r4A/giFoCm7eIDXTAcDstzkO1SLy8vl3FhpxTbZa2wB2GVF3Lsbc/a8GzP/Fd9u+fZLr50gTLvD5X59aGNP/qgpg2gge0Sd51n9LAHVW5blNqmpm3v8mnjg3mhpo0esHu96huZ7T1jQm8e6NQ2tN3r285tVX8HhBzZPGyXpu0yn8QC7J6PDXEAaGC7xMI8At3MYvcx0geubFOVuGt/1ACB7dK/3dfw54EOsE3FuJpiQKsq2kZQFpOOATLtFNtFxmQoBVnVgQ5rT4C0K5gU26VP26Ufe7e298rYPPt9K6XyiAGfYZUX/VfAwL5ehHbvGz7AtupSwwO2Z3FhT19KoR9sADQIe/bCR4Xd97W0tFQepO1+IZHjj2QdP3OGxoHd69suhwD9EjffSnAh2C5zWnWrH+TQoCYY8Qtso176xx+x4Gs1D7e2yxowBmzpi1hoDwbcvPcHJTL4ANr2bG5sl2916nwoBT2AP1Bl2FZErfhABo8+sSFG20Vmu8Rt77bRBUrBlrHUWOHb/RzRLwc5NT4B/ivQpU9g9/NgO15v+MIGPxXVV20jr8AvHvALiBF9dIkH2na5dpDbu7RS8IMOdZplfajxC+BTY8u4Gb/tmR6687BdmraLjr23xg/+ULJ7GXQFsvl40Ad2P8/EY/d2tosZNvOo+rUuSnlDJ1X5MK5+mC9gu1wDzBkydAH6tveMpeojQxega7vsI2il7K/DKi/0K6pOEdzIt4vZXEx2I91/xKv5ohFa5TlPqc+HrNFr3/D/6kcf8hD93CMfpT993f+j1/z5n+l3f//3kujYUhfje9zjC/T1X/d1uttnfqY+/S6fpk+8453Kr35uc8VtdNnxS3X40KGcEwtaSILhwIED5f8785a3vlVXXXWVuEb68HajLBRPv+Vzv7TKwzCsXpd3hD2IoXByk66MYQa3IZuSLH1z+hsmcXfr29ymJEEnuZleTRLqyiufXcZw6aWX6MyZ01IyhweTdNtMUgUMc6N/xfFjGqnT2qlT2jx7VsNoHVxc1PJomESCkjuYxiyP7PFJLF3iyLRlbK1GSRCOk+RxYhkOF3IWL2TPD9Jn5rsMqCntphmobeNvMFKbWmpy3XVJmI4lnAWMdpJkGolTrvlJEqXj7e0kLsdJIk01TOJwYTjQ0DGJbMKf4K6d0+Kw1bfe95v1ipe/VE/5hSfosz/j0zRqlITjRF2SIAcWR+qSCNlcWy1rmq7Utk1GPNVqPofiTZKlPdAtVpivizpj4CBKRJGqvHZYhZ5/Q6dCGcVS1vPa60+oyTyMlha0urEmZ64Go4Gato3GXmtnnAVZH6cTz4s/DDT9g1nXNMAOY5JEOqTtRC4tJEm2mL3OPxT1jr/9Oz3p0Y/Vy3/xRfrzV74qCchXhf4lvfg5z9ebXv8XWfexGCP2Xd4yZE0tZUeLOqziE50mezKivh0B+srskaRcW1/XRvbQcHEkJ5k4Wl4Qicdk0TWejoXfJnvK2XfcV62trZVfGmO/vZlzJNfONOMYb21lHw906OABLY1G4hpMVx/GVycShdtJht761rfSmdOn9fRnPF2/8rKXaztfzHBvd3mS21dcdqkyPHW5Pq8/eX1JSJ4+c1b3utc36lGPfETOwWNyZNu5JrlGx9ub+VJgM2fjgcxnV8BcML9dRjuPNG/Gy/GtwFLez4emaeUsjFMrdUUnbIhKN70UF7yBC7spZ8COir1DXFj9ZknsD63/mxXcR40vOAP27rrZu/QFDf4dCcr+34nXtpqmkb1bK2XKGRnYLnKlwOM85fklTbVtewMZfNuFX/3afRt9fZAyyLMmqLbEymcOfdI3NDy7XxPaxGW7xKMU+sEHtW0hrzb4hQ/sXoYPgB7PyfRlu/izLWyRAegKnafQr93boFf7o0adZ7RK00aHvm3nfm24B7ZL7FWOb2IgPuaC2vaeOPGHDjbUtAFtbEb5nCMGxq8UdPCzubmpjXxeIFvIfSR8nrcqD314MdnzwndlQGNLG3/0x1jxiT0xIINHG0DDs13GQR/4UYrdr7Htsj9tFx3mocK2KNWG8dm784bM3tXBP6j6tme+7b00tsC26A/fxGy77Ikqo8Yf47NNs8DepQsjb+iBkDd42b3+vNz2nviqEfM2D2z2o+rauz6qTp2D/e1qc6EaO8bJnoFGjzjsvg/a+2H3Mruft9onetDUFQ2MCph2b0SHbCo6R24bcQFt+GzYwrjIG0Hb/YKyqNiyUbGvA8EcPYCcdgU6lWYzANro4oObTWg2Pf7Rp65tNhE8dNCnpg946AH8AXzTRoYOgGd7djDAQxc/zBHfFtCH3esgq/aME3+1X2hk2OEHW+IEtvNAuFUOBfTxY1usAbrY2S6bE33iwg81fm3PvhmiTbKRG1hiYI7wx3rhG3v40PDxjR/6oT9gW9gzTuzoCz18YwOwYezzwDd8gD562MCnbfdjwC/9MAfoIEOPmGpfxAOfOOgDmyqz+7nhIRY9fCCjXw5F7PDFPEBjiw59oEMbOR9A0LZnhww6NV7Gjj4xwKMv7Ox+T9t9jQ3+kaGDDfrUgBiQ01fVoU3MtOHbLh/kVd/u2/gD9ME84At9bImv2rOmoLaRD4fDsmcqDz+2y35GrpTqi3aVEwP9MQb6g199xKT4tHfHjo5tREVGGx/4xD8CeMDu9eDbLvp2H1PtAz3WsY53f//4g8d4oekL4LP2iQ8An7FAY0Mf1LYxnfVv922YyPFleyaHD+y9PHTPh4vp4hugczHYu33ZvpjqLSabH8tNddo/YPZn0lK+UWXuWRe7UdO0OnDwkH7rt39HP/6TP6E3/PUbNR00uuSKy/VFX/al+rbvuL8mST6yty85dlyPf+zj9KIXvEDPfdaz9Pwrryz/mMpLXvhCvfgFv6jnXvkcPfe5z9GjH/Uo/diDflQ/8iM/rKc+9Sm6853vXPb4bvzMXUC2Ikwr/3XSeDLVhL/XDq/JjTkIWV62iw+ufc6q7XGSHZGMFpZ0bnVNZ86u6iUv+RWtrBzQ6bNn9KM/9qO67W1vW86RV73qVXrLW94ikqKnTp0q/1/IpnESpGtaGA1LguAun3Rn/cqLXqTnPO1p+oHv+k79p9vdtvxi8MyJExrn5rD8MjLJrEQRn2Mly6BmYLXDJgmcaUm+uA2dcWwnYQEYD8PpMj5Am/HBo6YNTUKgTUKRH0zy/83bVsbWSm2yh4NRHjRCd904sQ6ShNzSOEmS7fWM+eQJkVi8x+d+tn7+Z35Gv/Obv6EHZc7vdPvbiUTjdpKr0yQeNd5WQi1Jx9FgoGESR1anJnOawWg66TRKIouY5EYOkluNRvZM1mQhSdhJkkaaK96ha73T3FOxd+cZtpNsnRSW7bKeNNo2A4QonXZSJgXbrtbh07b73ngnIXtgZSVrt6WVpWWxn/mVnrJ3Dxw5rLNJso41VTsaqIvdNvtlx8+gDS8PeF3GNmjaMg9NxkwINwe2Zfsmu7B9Ufu2bdUl7knG0iZefq1HUu/P/vRP9bu/+VvSxqYODYZazHpeunRAi5m/rdNn9YbX/JlekWtD4S8vrWg1ScStrOc0/U0ba2NrszxcNJ212I7URI9fVLay2qbRVh6QBoOBoi65UydpK4lvEr0bSbBNPBVJyCa+msiMRuYaepBrosUwZ8hoOFSXa2OQ2J3YwHRrnMT5SAvx30TPdvpxvOy+bN+Atyvdpexez/7g9a5VTznxLg4zxum2JhnTm9701/qt3/otNU2jSy85ru/+7u/S83Le/dqvvlwve8mLde9v/G/aSoJ7IecH9zX3ute9dGBlOftxM2s0EeMuSdb4bBprK8lXpQ+mxumyC/a/4NkuY7X7uurYruRF6ovrsH/4UoPPOmi71y900ya0LlfMXnD2V4yTWM1KK9uk6FU+beaJPdJybWUg46xzllyDwVAt+5axJ3L6lrqMUeWaDavMMdc39MWAzsVQbQfZS5xXxIQ+7b7fqvHvs2YsF4rcduZ0FxfS+1Dyia/ifP1UGfX55JWHvIJ1qzRye+8YkcFnre1dmW3YueS6gnk/9q4MJWy5t0YH4LPWyG2XuYUGtsuetS0Kuuw327O+4NsuekqZ9wkdVvEJjf04Z7rtcq0QC3vWtpAphRjtvk1fYe3xPS/HF8AW/wAbUHnYA2TwAH3ip/KR0YZPTNDAdukbPm306I/r3O5jpA0fO/Sg6YMYAG30kaEDzTlKjZxnCXRsl3nClr6QVxtq2navwz0qtujaztkz0ChJP3TgVX/Q1T/PNcC24JH04/6SvoiLGn2AH3jo4xcZPoFS7D6OkGUfEAsy9LCjpo0vavQAfvFHv/RP2+7j55kYHeTYVB18MH58QtMXMuYde3ThMydn82U6PtBHDq/W5COwww/jxwZbAA2Q0T81fmyX9bddxkl/s/tyvijPPYq9OxfYYW/3Y6JNvABb2vRtu+x3YlPKvGw1X5ATt23Nz2XUSiz4QN/ufRD3vMx20ZvXof8K+scH4648pdi9P+RplvESH7EAaGyQAbsft22aZTzVn+1ZDPSlnWK77PGdZumD+MG8b/xgx/jtPi7ktosp8vk2NECInd3r0Z7HTGeeeT7a9p5A0bF7nu0SOB0RIAsOaNMBwdm9Du0KfEAzWEDbdpko25ov+LK9JwZsqw40PgD9ARZoHlwExGW7mLEhsONCowbVHjt8VNgufdsu8REPsHs+Fy8bBR/wgVJoAzYMvNonPGhAX9jSl+1ycHHQMJfIbZc+sVEK47BdkpLYoYMtfgBjsPu4aHORV3/EgBw+/rBlTtCBjxye3a8XfgF98o/WVF0Oj4RSXnX+sAfoA/zbLrHTH3NAP4C4keOX2LAD8LRToLFDH2APj3khDmLFBtguH6DwlEL/IGT5MMAe23k5MsZKDPDpq8aFjP6ww49tWGWf44eG7bInaBMDte0yXtvlAMAH86MU2zOZ5ort8nCMPXHYLv3QL37tvg1dY8QvsaKDK8axH9UX8grbldxTowtslzFVITGB2qa2b6hDHMRX5dUXtpWPjHYF7Qp4lT5fXX3gl3FSz+vZnm+WeUbH7ueuxkc/AGXkFbb3jBt5he1K3uS69nmTHcwZ3pK+5tze4mQe9aRMHQ+JS3lA5h+WOZcP88UkbTa3tnkU1GoSeO/513/Rtdddqzve6Y76wQf+oF74Sy/U05/5DH3u3e9ezrimbUVpm0aLuak7fOCALjt6TB+bROUn3OY2uv3Hfazu8smfrLt/zufov3zD1+v7v+/79MPN/7XcAAAQAElEQVQ//EB9473+u+5w+0/IQ/0Y8wJ3qQCBFaSdmvOknT3AjssD6jSJimluaNg7yMqZl71w+MhRbW1PtL61paPHL9GVz32urnrf+7Sam62v/Iqv0N3v/nm5oRzr5Mnr9eu//psaLSzKTavFJGBZu0xJSRKcO3tat7r0uH7sh39IR5aX9MV3/1w99CcfnITq8/XMpzxZ337f++jjb3Or+D2tjdVzyeVtJgczUdt0aki8dJP4Dc30ZGCO4yYJh7Ztcua1uQbCyCxPkrBZWlrUwsJIyBRelyf0KQ/1wSR+pppIzVRuuzzgj7W5tR6sZR42S19nz5wS/4AOycRP/aRP1E/+jwfpV1/6y3rSYx+j//K1X9P/IjK+cpBJqZv4d0X6y1WYWY7/0EpxoGwMh6ugyYP7VJKbVguLS6WeJnGwRgI2Scuoqiyb+uK+iuUOcQtV+AXVXaXZH5uJhTZJx+uuuVaHknC+5v0f0OEDB7WVBNzBgwcyR2slGXT82FGx30nYDbJ/G2cG2E/jqVpnbdyoS7LNDCx83eIj0S1XMmjb5VrsEmsZTye94f95nd71T+/U2euv17Fck1/+BffQ0x//BD36Z35W3/ut365Puf0d1Y47/cs7360Xv/BFWsu1fvjwES1n3ibxQ0JqJXZnz5ztE4+r6xpkHo4fOqLtzOd4Y0uX5fraiF0TfpMY2uztafbXZhJ1/CqSROQ0O5bBJsxcH4rmDhLjjAc9h1xCWQeL2uHv2Vz6v1/WVs/q0PFjaptGv5lkPvck3FPe73730w/+wPfrrp9+Fx05tKKP/9hb67GPeoS+5qu+QuMkb8fbW/q1X3uFtjY31GSwC8OhhrlexIBy/SjXIIiozIt23pXShQYh80Ij1c164WMv8A+2tsdy9vxgOFKbxCDrDw+Mk4x30wrkTRW0zwfsm5zVAF38r66tlzPXtpr0M04Skvsu7pM0K526zEneVTaKKF3eQKpb6EUft5Crj7r5dzIDrHkFIduWvQuFafftkOVV9bnHaPMZAexep8om+bIG1HYxzJvd69l9jTzsm/zCfj9wZltNzqQK25ovtss4522R0641NOcZPux8DnINBraLb8bNGJkHpaAHQpbrFT4+ag2/wu77n7e3e57d1/t1bRcW/sZJvnJGAHwUQd6QgZC5l8qXhom3xgAf0K4Y5txlHOjzXMbZDapf+qn+bZc5s416GaPt0s8o97d1rpgD/OOv0vgA9F+M84YONhXEgb7d+49KbssmBdjZLvNuuzyjEtvCwoIoPO/Sxhc822IMtsUYKw89+PTFl+u2i0/6hVdr/GBXx0AbGcAXMmKixs7uY2ZMgLFWW+KqZ7ptoY+c+3KSkPiwXeYTnxXoANpKsT2LlTgAfQGlUKM7j7Bv8LL7WG2XecSuKkFjTw2PGkDbLutP/BXEwNzQhsaWmG2XfWEb0wLbxb408ma7jEc7hX6A7cLHpz5I2a+PDXHYLvP5QcxLPFXfdlHHJ2As1IV5njdkzXn4e1i2Sye2C9/2rG27DNS2zlfowO5l+4NBxkRTY1sHAV15tmd9Vf5+P9gBu9dFD+AD0IftEie2AH0wT9vW/mK7XLz4QBd/ALqCiwS57XJh4He/DovKJoMP0FEKFxa2oPpDDmhHpcRNGxo/tnPDtZ0HRG7sXOYHGUBOP9S08U9Nf8A2zbKx8AlqP7ZnvuDbLn0TG0DP9myM+ANKsfvNil2axQ8y4mB+4BMXhwXgwEAPvwDf6MCz+zhoE7/t2UWOD2xto1riox9AX3aviz8U4ENjwwFvu8wbfSKnj8qnjX/8YAOwt/u+0AXowadGBx6gDR8ftT98z8uQowfPdokfH0pBZrusDTx0wi46xARoVz5t+sEOPoAGdu8HXYBsHvM89CvsfqzoogOgge2yrtAAGWAua7z2rg4ygG/bmJSxwQO2y9g0V+xeb45V1t522XeM2e518KGdQv8Anu0SJzSx2S5atCHsvg19MdgufqpOtac9T9P+YJjXt/3B1PfIsa3YI0jD/rf5iskt/9r3FE9eRQmrPtrxTejhI0d06NBh8eDYRQhGS0u622d/tq64/FLd91vurW+5z711xRWXlX94Zn19Tet5sOZPgvlHL7Y3tzQhcZmH7iZJtTYY5QF7mAREm4Tc9ua6zpw6qVPXnxD/4MvGWuyTvDh75nTfW24iGXjCotoBrVwnmUPiUTRB07Tlg3+Qh2Vo5yZ8nAflA4n/3PqGshE1ySDf+jd/p9/4zd8Wf8Z5xWWX6AHf+706mgQlNi/6pV/WO/7hn5KAXFYTP6PhgtbXNsQ4FocDabyp77z//XSPz/tMLQ0arZ05pTNJbK2MBvqSe3y+furBD9KLnv8c/davvTx+v1Nf8kWfL5IQZ0+f1Onrr9PWxjlNxxuaBIsLAw2GlpNE7DTOECaFlieFXl07o43NVU2mW5n/Tnl+L0DfST5uJeE4mWyqi3wyXk+9kZkYa2VpqKOHD+orv/yL9bM/9RC97CUv0rOe9mR9233vrU+983/S0UMHNGqtUbIfLfM7Td9JEDkJkLASg9Rlbbrsj0yXOlEi5WdratJowmsSV6KO/XZsz2Xdx6lJTtnOWZ0xJBoFvb1KcXlXySVUWvvKha6ZfWo3aOIvIRc+NPuPX/112QPTJFMOJInOP7xyxaWXiWTZ8nCkD/zLe/X3b/sbvStrfu1VH9BCMyjJyYXBUKN2mGSXs14TtRlHE3RJbuObunT0YXy70DyRBAbMu20t8IDUtLnOTusv3vAGXXf1NTpy8JDuk2T/4x/1SH3OXT9dd7vLp+kHvvO79RM/+iAdGC3oyMpBXfuBq3Xi2uu0vbld/p+lC+FPk4ztgo+91W10ZPmglgcjbZ5d1dmTp3Tp4aM6kET01e+9SsxfNkj25FQJQcrGmua6p9G0rUhk9lNnlf+y0QzSanZqR6GJMbWyz9KM1LIdEqT6ML3ofXFxQZs5p975zn/StZmntZwxd7jTf9L9v+M7NEkS4v1XvVetO61FZ9RID3/Yz+pIrsvDhw/p9a9/Xb7IOZfPyOytnCMMqcuZqFxZtjNcVo/B0VOtK13b1Lcsaq94bRqu8Wm5Z2U8bdaNB9DBaCgllGnWqbsIcqlkfBnRjo7UZFwuvHGuyVH2E320Odj4a5qDB7Of8oXPYDCQbd2wEF0FUmjqWwYXup5uGe8f9fKRNgPz6w1NfLbL3rNNcwbbhQ+D+1UAfTHgcx7o2r0f9j1tYJuqAH0Ie5dHGz6ArqBdQTzQyGyXWG2LfmyLgtx2kdGusF1Ie7e2XfRs55rNyZSLGXtg97JxEoH0i7HtWV/owKeeh1Js571/IYOirsBukrOTuvLQsb0nHmTo2BbnEuOkja1S4KUqsVdd5NDwge1iy3kD8GHv8vBRedRKwT/PxSDNYo8M38Du46w0OtDYUdf+bQsegH8+4Nfu/RHfcDgs/dn9mmCLzmg0EnLaxEUf6FLTfwVt+qGGZ/e+8WH3tO3SB/5YX+0U/OLfdpHjAzulQIOQ5QVNPzTsXb/2Lo0OMTLH6NHGhhrAA9AAGkADaGCbaoYqs/s5og1mCiFsl71Ef2kWmho9eIC27bKnGafd22hfsV10lIIdwI/tcFR82z2tFNuFF7LUtiFn+5QG/QHoGwN053FjbNDBxnaJgzZxA8YA4M3D9nwzn+Z7mjds2J45t71HwXaR0SEbiw0GoFFkY9iGnMF2sbFdeLbL5Nt9m6DxZ7tsUu0UeBW2iw8GvyMubbvnw7N7Gh18ciEQFzSAz0VnG/UZbBdfyEHtEwVo6gradq9vu4xDKfinL+RchHa/kW1Hqtw8TcvBgZwLyPaMR5wAmd3r2y4x4Rc+cdm9DQ5pA9s0C2yXeNbX14U/22U+65oQH99mMAfY4hceNW3iJjb65JsG1nVpaan8SaFS0K1ydMLa84KHDv4r0Kd/+iCmra2tctFgaLuMkb7Rq+BmFR6+sKnAP3zbmBc/+C2NvEGjQ227+IYG9m7b9p55sV0OYuJUit3rhix9UNs9D1/ME3FAEyN92i4+GQN8pdjOe/+CB2jZu/zatnseOvgGxAOgbZe1pU1/FegrhXoeYZXx271f2ucDNvBrvZ+mvR/oVhAHNDp235fd1/ArkAO7l0GfD+jP82nTB4Bvu6xJ5VPbLmOFZj2YL2Abkz36yAtz5w2b/UAEj3oe5+PNy/fT+/XtPp79evvb2FXMy+wbZz9v86Ggy+PbTih5RixdwNuBFhYXdfrsWZ06c0Ykl9w25c8v+fPUY8eO6qlPfqK+/qvvqSMHlpMzmyRh02qYh8dhkjdLSfYMUg/TbhsrL5lE1zjnxvaGpkme0W7ygI5MSU5Mtrfl1IsLoyQED4cmEsmi9O8qLfOYru2tibqo2K2aPMQ2TSsJmZRK6xubWjl4UJtJPm2PJ9oMFL1feOrTkhvpNBoO9F+/4et110//tHLOvunNb9bLX/EKHb3kUjl6bgba2p5oYWFRJJzWMhf3/PIv07fe55t05uRJTTKOYRJ5y0sLWloYajRw6oEuv/SY7nSH2+mBP/AAPfGxj9KvvvTF+pUXv1AP++mf0Nd+1ZfrDrf9WB09uKzN1dNaJTF54hqdDs4mQblx7rTGG6vq4nuaOZpsrkXvTJIY1xesnz0ldLbWzmqYpOVyMhtXHD+su37KnfVfvu6r9ZAH/bCe9Yyn6BUv+2U96XGP1n3v843iT6wPLI003d7U6tnrC7Y21jRMgqFhApMMyABlWywUiUc1EntiamrmNIQAgiAKTW6IuyyeB622k3xEfyOfC+Npl72zpC76nfaVMLLkhcm1UYi8VZq6Iuyb9CJKDElALiUh1rpJ4ndDy1nHUdZ1mv3w9je/VU993BP19Mc+Ub/z8l/Tc5/6DD3t8U/Sn73q1frbyBabYUlGLiQJ6cwRMeGznl8ZIs2POEwTaw2KWIdZo0GuQXjv/Kd/KgnFQdOWfwDlW7753jp98jqtnzurc6eu13aS/7e99W303d9+f12fhNoga/z//Nmflz95Jim4dmZVlxw+pm5rqtf+yZ/qBc+6Uk99/BP14ue+QC9+/i/q11/2q7r+6mt1qyR4FwbDWCvXyLjcLzVZFOeNvTVNoo1f8BJT3QvKXtGsRLnrG1SMifkHdiMHvfTD905cCwsL4hczw9FIJ0+d0tnM33+68521vrmZc2NbnJHKdXH8+FHxS+RJzr4rrrhcpzLXzlxs8mvInInTnHmT6JXx5Zp00ClzUMAYK+1wQBOmgw/dq4vr4Wgk9k/btmIv8ZlLrMSJXE5CMRFRnw9u2nIGcK2ALroAXcd2Mdcm9UYSt/yqfnV1VfWeN93L7sdY+pvt604Ku8uc6RYqXXyDW8jdR938O5oBO5sp8dp9zT4AYYkaQO8HfK4HAA1sy7baXC8AXoVSoFMVnSbXOPTFYLuIq11pzL3Zu3J0uEapAWq2S1/Q+2Xo2BZx7Ifd26GDHdBcoQ2Q7wdqCw31TgAAEABJREFU8KgraIP9bfq1d/tiLkH1Pa9faWz4PONcomaeAXxgu6wbPqoNfYPaprYtnmHRw37+ORfftG2jOoO926avGis1vgD9IAPQtvesAf3ZLnuE5/L6TIwP9JViO++a2c3z7V6mFPj0wzxQ08ZPRMW/7XJu0ydycgCLuadHj3OWGl0AjV4FbfwiwyfteRn+zsdjLrGjZnzo8TlJGz+MFzt0kOOTPgB8YLvEj43t2Xqiiz1+oO1+LmyXubI928/Yaq7gF8Cye/35NnzaANp2icHudW2Lgpy+awzQAD5yAA3P7m3g2S4xQgO7b9umOZNVW+yL4CJvtosdNlUN2u75lXdL1LZv4Ia7kBsw5xl2b2T3dZXZLoEzyAoCB1WH2u71oIHdt+2+ZnPBxw4/1ACe3W8c2hXwge2yUeoi1nreBzb4R8amY0MB2qDS2FRgoxR7Nz708DNfQ3MBwI962eDUFfCRo0ffwPYsZqVwUdl9P7aLDH1s7b5NXLSVgg/iw44DjjEghxdxOSjQAfDathUXKHq00bFd+lEKfPpDBk1NX/AiLjf99APP7uOsfPwC7OZjQE6bGJDXQ5iDlZtDAI0e84Nv+qOmf2C7XLjwbZe5pR98Amj6AErBptL4AfDonxobgA4y+q2+0YmL0gdxoYcOqDLbqBQd/JVG3qDRs/sY8Y89iV0OZ8aKTkVMio9awycW22XtaOOvxlb9USPDDkAzB/RVaXSQzcP2rD/49u44aAPsKvAF4AO714cG8zLatssZAI0M4IsaHmOhvhiqbtWxXcjKt3fb+AbzMvqwex3bJR57b131cWz3MugK5BWVV2v4ld5fX0xWdS+mY7uq3ah63tc8faOMP0RKxDHNw9c0j4kzOu0ubXjD3KyQ2OPPL9/5z+/S9z3gAfrphz5U73r3u0vS7ks///O00E20evKEDuRhdTkgubO9uaX1tfV4UYHtrK1yLkiDttOwnWo46DROgq3Jg+TSaKiVxT6J1+bBnAf1rY0NUczbDH0rj6DhQDvnYdIkSRTmC/qcl+MkEic9klRrk3w5u7om6mliOHz0uH77935fr//LN+r/Y+89AGTL6mrvtc6pqk43TWJmGHIQMIEJEcMzoIiYRYJkEISHoM+AEd9TRAQVMSuiAiLip2IGfYqAASXDQyUISHBg8tzUt1NVnW/99uldXd23751hYER09tSq/d//vMPZ55zd3Xcmku54h9uLQ5hJDj75n0j88i8/J/k2Gi2uaNI1OSZpy+HlgQMHxWHWhRecpyc+/nE5mJK6HOYNBo1ySqrxZENrayd04vi14k+0tzbX1RbrcfkfunBA+xl3/WQ95hEP1U//+I/pN5/7HL34Bb+u33rec/Ubv/JzevYzf1Q/+ORv1+Me9RB949fcR1/2hffUF9zj0/Uln//Z+uLPu7vu9QX30H2+5POL7NEPfYC+84nfEv3/pZ//yWfouT/7bL3gOb+sX//Fn9PT/89T9LAHfqPudpc76fDySJMcXpbDyuSmyabaZqrG09SdlpdGGmRMmk5STgc4CLKz59AEoae1hg46N2V8lN4p4zOJXTMciHVy8MgRHTx8RNPojTlMyTxyIBkX+368zWXdbZOzCh6YMW4Agf/hYKhx5naQF8JR6FMnTmY+pJf+0Z+Ug8bxtcd12AMt5UDtUOqVrtVbXv1avfA5v643/+PrtHb8pJaGGaemFQfQNl4llXHQf6rCeIH5pGhzr+FeuJjDsne9613i8HGY/tz1Uz9FmznkzlVY1sLS4kjDvBSzJj7pTnfReYfP0XRzrH//t/drvLGlldGSLjrnfF116WV69ctfpVf9+ct16bvfqyY/BLj6g5fpxFXX6O9f8Sr9zE8+S296/Rtis6nF0YIY++lkrC7XOdc29STtNnNSc2UJslY6s/6cNSRVWrK6YJy1Bi8LOEvPmoarj3HZzEH2IIfaw4VlTT3QkfNvpvdd+iFN1WgxP4A5lT2Q+zy/3b20six+o5xni2P5gc45556rYX7Q4vwAY/ZvI6Y/TebArK8uYyDWWw9Ddw4ze06pna3HsbjxPidPnhT5u20EyJPfXG2S42i0IHGNh+72AfuABwMp8ww9SZrUtOE37UDHMw5bm1saDkfixRjwfFwRk6yb3I24JwW0P5qwvctdNxfD3i3bpXhT43qNAON5NlwvJzeiEuvYtmyXKOQKQc2zKoAG8IHtoo8t7euLeR/VpvLs3idtgNw21RlhW+QAbJeclIJ9BfmHVT7wahsaFMH2l+1taqdCHz3bxX+NhcZkMik8aHTQBdD26froVaCDrt3rwYcHoLk3zL+7wkMfoGO79B09pZALMvKDZ+f+wANhZHzsPo69u97KswH7G/YAeh7Egg/wjy9ikBt7FDx04APbVGXPQgZgkBN26O7lwUc+j8rDltjzOUHDQ1Zz4Idg9IX3UXi2xXssOrbLPFX/+LZdcrSNSqELka+aIzHoZ1jlg1/2ZxrI7N6WdoXtMi/EIB6+AH2u0HaBv5kfVsNHHyCijQya/sCnXQHftpDN687LsQHong123wfbZYzsnRq76r/63q9mLNBDn5yA7XL+Au9swA6f9k5c2vCZ57PZIrP7ecSGPAA0sI3KWYFeBYq2d40DssqnngeyZp5xNhrlink9OgmfyWLgADQ6DAKAtvvEoIHtstBsi4IPAG3v5sEHVWZ7Vycrv9Z2L6cNsCWnUV5uyY82FxuLFxod2yUf9IDd+7AtCnr0hRrYnuUAn4mjRhd74hAPHmMEkNm9HTrIucjJBZ9ccMDuFwW28LEDtKnRAdB278/u66qPnBwAseCTIzVt5NTw8Avfdp7t2jIO8Or4kCe6PPieyk/oodlYsLVd9OERq/qlbbv8dB8/6CoF/l4deLZFTMaJ8UAf0I7ZLC9ikE/btrNNj9yxpbb7ccCGNpse8WjbLrnCJwbATtsFGpnd+4AGtoudUqpOyDL/+Kg50g9i2X1fkKEH8ANs0yzAFza2S1+QA4S2i3/aFXbPs41KGa95e5i0ge1Zzkqxexu7r/EZ9mlx4dkusStNjX4FbXtHhzZATn1DYfs0U7vnMVZgb4z5vtouedsufUeGTUW1hV9h9zbaU+zT+diDParX2dxrY/s6bc6kMO9rnj6T/o3NzztueY2f1XQtqG0O4XnhbPMi+WM/9mN6y1v/n17/xjdqcWlJJ44d19bqqlby8nl+Duia8VjHr7paGk915NARDfKCOR5PhD2Y5NBhMtnStAOb6qZbWllezDtsp431U+U3hLZycMdvDDXpeJcDC5fs0tj1SYLaQdQ0zeHEJAeOvD+2iTvKy/EwWFpe0VYelKfRP3j4sN7z3vfqV577XLWjkTa2NvWwhzxEt7/NrfMiP9VLfu/39LrXvU4Hk3tclQPITq0GwwVdffU1Upw/7jGP0V3ueHsdv/rqHEy1spP7eF3rOUjtcrC3kEO9xRzkcMhHX06dOK5mOtbioFG3sa6jV1xWsJhTv1tdeIE+5RNur3t82qfqK7/0i/XohzxIT/62b9WP/e8f1M/+xI/rl3/mWfrFn/5J/cKzfkI//1PP1LOf8WN62g/9gL7vO75NT3zso/WYhz1Y9/q8z9FnfNJddIvzzikHwRP+zcnVE1IOlgY5BFwaNloaDXLQ2Gky3pBzNLK0ONRgYG1urKUtJZW+zjzaFmcbU6e7oacg0mnQbaMooJT2ODG28qD/sv/7f/W85z8/h7t/pK3M88HDh7Sae02XeQOpVOrypViqlC5jWojtL9oV0/jdZn/4FXGCJvlvrm9ozCFH1sWBHAr9w9/9fTkgu/Tf3qeDzUhf80Vfqqd//1P0vd/67br5oXO14oEOLy6X/wnLe97xTnVZw8PYTrMo7AyMmxxe47zp+/ThZ/dRt2DM9nM6GAw0znUJDhw4oNUcwMLj3jbJdTHKWtjKdXj85DEtLy/qmvwgYSkHam1miH4fXD6Q9WGduOaYDmRMrv7QFfrzP/xTveYVf6e1a09olOtjPYe0t7nklhq51fm5dpTxev5zf11v+6d/lnNdLuVaa5smc5BrPhdrF0zyQ4t20JaUWUod8dLq5pGhnmaE+zWorNwu16TEYVc2jUj6tRqTj80n+W1mbMmnyV5z69vdXmsbY73tnf+qN/2/t2o9h5OLy0tln1k5eEBypz//i5fp3z94qc6/4Ga6ze1up+WVFbWZI/qtsrZc+jlN7wpP6a+cFrVCeRf0kRQC7Ic5n6PMHfdaWNQ8j/ES2uW6PZm9P9Ob3MhvB/BAl0yVawVAVyCb5Guc6/tQfmCxtLSEe23kh1abeSFlXfJcffToUdkuMuJVFAZfvQjqowL844gaQN+E/34jwNyD+Z7TroBv94uvbVsB22WtVh3WMOCasY1JQZXTgKY+G+z9be0dPva2S3zbNAvwX1EY21+2iy4y7rHzgAcqz+51bYu+VNgWhbbd09hVILNd4kDvh6pLjdx2icF4co8a5ofH1T865MSYVtCGT3srB4nUtst8YIdM28Xuc7F31+xvxMMXew/7DoDmnkkOyO3eDp/EAdjYLhGIx96IPgzkAH3awHbpn93bIMNuHnb20eytyKp/27NxhA9sl34SQyn4sC3aIKwixwe0bdEfzgAAOoyxbcQz4AfAwJZY6NoW+gAevhhz26VP2NjOc/h0BvQYX9tCFxvs2e+Hw2HJFR2l2C5+bOcxuysy9JWyV4dYzAljjWwe5FwR0zJu9u4+Vv0qp96PB7/mzRigA892yZU8bJcYSqFNXsB2OCp9KUS+sAchywcalMb2l71jt1e2rbJvhe489lXahzlvA11VbM/6dTZeU4UfTr1fINu7XKAD5icTBXgA2vauxWa7TIztMvB1ASnF9q4O4QPYntnYVi3IoJl4JhbUXKABbdvFr+3T/OADHYCfCtoAud3nOt+2rVqwsV0uZvQBsQH9o40tgAbQ2FHbO764+LCrMtp2L8dOKSxegF6a5aKHRo4dte3SZ+TAdul71SNu1VMKbRCy6OGf2GwO2Ng7/mzv0mEzxhZ9Hjzr5mG7zD1joBTbZc7JsQK7iMrYEdPu40ATFz3ktktMpWBTcycmCLt8sLFdNtJqW+XYQOMbZdroU9t93MqHBw1qPGi732TZ2CpsIyp9s13yxK/d87Vd7L7/+APEsHt/9o4utuRIbe+W270etri1e5+Vtns57XnYnq0H2zOR3dP4mwcKxCcPaGD7tL5VG6XYLjFsp9V/kPfU/t9VXmvbu9ZCHSdtF/TgAWj79Fj2bp7tkhf9sXva7mt4267L/O1HV971qcmp6tmu5Flr+3Q9/FSc1fhGFnb4Jz0QmoOAVHmh5LuHbR06dEjPetaz9A+v+UedWlvTE5/0pPLifOjgQS23OYRZO6WNY0c1iuW50V3Oy/hWeZncKr/ZMsiD5GA4UJNDuCYHX/z7hWpypBXwm45dDujiRoPWGkZnkEZDTnkQ67Momfbk7BsFrg9lblX2IlozX/EAABAASURBVNvxMSyY5gV3PQdPJ3LgwkvuydVT4jchf/Knf1pXXXOtONS495d/ub7yvvfJWd0pvfXNb9KLfuu3dDAHqbwIt+1QbgaaZlCo1+Lri77oi8T/LGf1xDEt5mCP3Nc2TqkJvXJoRQs5wNnMoebJkyfywLWphdFAC8NWyoHcJId9Q011ZGVJ5x1c0TCHMPzbcQ2/RZkDoIUcXo5yrDUI3XBQmANEB5O1k6KNjENL9OCv85uWV12uUXyPxlsaJG6zsSHQ5lBkmJf7UYZoNfPi6CwuDMrYkjOHpePJppT5SgdL1chqm8ylFFaXTCUOVqbxkSFQQXS0DW/Xw8z1Rg4NfuU5z9GP/fjT9cxnPlMfuuwyDUcjDTLn2i7zM+ht3nzF9bC3vZc3Lz8bXf1Tc39q7JxXWfwmZOtGr3j5X2srOX/iHe+kn37q0/WUJ32nvugzP0cP+dr76QW//Kv6loc9Ul7f0oHhgl7/D68RvzU5HAxEcdOKMZnQaBu+P6ZgjEBNoo5zp/w3u36k/gB1olGuRcalbRq9KWveud48arVy+KCOHj+q888/T8ra/PcPvF9txo1/J/P4tTkImnRaO76q337+b+l973h3xmZR560c0gO//n76pZ/7eT39qT+qZz3zJ3SfL7u3FgZDXXDuefrdF/+OLvvgB8tKWRgOVe/ZTWJPsz5Jb5oY02h0qfcCfpE7lxCgT6lVdJsyD7XfH4u6k9VlPU3V6OaX3EKffLdP07HsM6fWN/VDP/wjesOb3qRj2X84ZOSl7zdf8AJxnbRZS6vra3rkox4tt018ZMgzGLZlW4wNaJDt6pjVzdoOBVJ9RB987EG30+aHOk4fm6z7pKhxDpen005Nm71tcSm55mUxbQ4UK9IUoM0/ewGgAfRGfhjAv5XJAeZVV10lXvJ43mqyLljLbduKZ80DOTCvXYMPajsjpi7rdKf9kVEdnYuLWof8L/65qXuMwH7zbVt2D9YkegBdMC17186ViOxMsC182FYt+JgHfHu3HN71AX6qnu0Saz4euSrF9q4+2Q43V1HW/bwPmLQrqi/a+KJGx/bMn71DI6uourVNbXtXjtwT0LN7vp09LjnBH+c5BplS7N0x4IOIZh/bM7oS8zq2S87zMvYau+fbLrnBq/22d8tsi3EgNzDIXq4UeKmKf2La1ijPQND0BUDjF//Q2GMHkFPvhd3Hx4ZY1DUONAeltOv+iR94+K88aGIB5OgD+KDGhGe7jIFS4CMnZ2r8slfbfU5VHtVZv+ERgxobbG2jkv26K3rwyB3QJ4TogyqDV/3Ap40MQMMDtku+9k4M+MQGds9XCm0QctcHXrWZF1Qe8sq3XfpQ29S2Sw5KwYa8sbEdzunXGDJQhPmCnodtzY+NzlKwq2Lbu3Kbl1Wds9W2zybeV9bsyz0Dk4QA4lrXRcrAsUABA4gOkw1ddeFBV9j9xUgbme0yEdjBw9Z2GRR7p0YGiFlraPQBOVTAx59SOAzjAmByuLipkYO9fqp9sd2OzXMVUJNc2kYOmrYt+cX97FN94QPfjBGo/Gb7QYl8OJAjF3g4QB/YLosIfm3jgzZ9wDcXH3/Wxf9xEx59V4rdjyu8NMuH2ElUFZPcBLfy4snDLH7wiw4+iEebvABtZCv5aTugzWbi9AP9rWz0YDM/RaLGN3+WqZSFxUXhP2R5gSAnbGgTg37Utu2yyRDLzhjPAR62jBk1diWHOMIPCFk2d/KjPcyLzPr6en4yvlEeUpHDB4zl8vY/Vk58AB/gG0BjY7usS6WQBwiZoXR50MUXbeJiR03btpq20XyxrSbjphT8oGv3fQ2rjBE+kKFnG/asX/ALY/trXgfZXmyrnbEiP9ulL7ZnevYODbP6ha6w+/mibXu2Xu2eT9+w0z4FPkDU8YVN6kKn3u9DX7lmqZFP85YyzTrmPWKaF1wwGU9FDQ+0zUCNc40q85CLFx5AB1t82Z7137bSyKevyWcvlBJXAiFv8MdOjOthbbvPZ06XsQNzrI8NWQcn0Q1NHUiWgsXlFb36H1+j3//DP1I7GOle9/oy3fve99bKygEdP3pUmzn0Wlpa1MJCjsiyj0xy2NVlgqbTiQZ5SZ1MJv01kZr5Yl/plJvyNnq9thyMtE2TF9xxrvf1YtNkn97RnLeq9FQ5z8zKmKphjJtWXTvU2rjTVcdW9YHLrtSll1+Zg8c1XXTxzfWHf/iHeuWrXqVhch0tLOjRj32smuS4sTXWC37zt3R1DiYXl5Y1HI5KHsNBKw7sNtZWdctLLtbjHvuYktsghyldxqaTxG840S/+VHE9hwptbJYyHoPUk+zPjGLbOPkp6zp9ywHuRtDkIXsxD6jK4WuCaJoDxPHGeg5D10TdYZsxHMbWqeFtnFrVZg570YW/mH6srZ7UJIdpg/R/MXktjIZqJXUZ73F8HD50SOS3dupUqRfS72HmsclY2S7XQKdOThzZMpdZcosLma859O0unB1sJDZGR48eyxhfoi5+p7mwjh0/obZt46ObwzQ06LZ9KG0lWdqptz/ddvzS7IPuJqPuikjmVNKKO77DjErJAX8cZkxzePLed79HaydXdfLaY/of9/xcffqnfrLGmd8287B6zdVaTEYP+rpv0Jd8/heEv653/PO/FP1B02YOGzVNk3ucyljajrZm0HYhboGjt40MiQqig0yp+UDPA971RVxLGO9nED5jtLm2rmEz0Kgd6sQx5mSQ3Dst5PDozW95q37rt39Xbhc0Wjqg5UNHtJofHFx+9TV63gtfqHGce9DqyLnn6AP//gG9/rWv1TVXXKkDsV3N+H3HE56ohz7ggbrkggt0weEj+sQ73FGPz6HaN37N1+rqy6+Qs7f/+/vfr60cOHEvd0aKcRxlnWoyLQfC3s496SaaNE270lEvLUcpn9B8IqXBeqX5ESG+ij31DYG0sLSkk7kur7z6Kj3qkQ/XZ3zaXbV26qSuTvuRj3qUvvPJ36Pv/J7v04Mf/kg97cefoXGu5a3NDX33/3qS7nC7W+XS38o4bGZOJqW7dG2Se2C20Ky3NtnlGs13F2mXWqWuPDgB18sNgaSyJhO01uFILBz1hfU+HC1o9dS6/vbv/1E/8rRn6gEPeYS+/gEP0UMe+Vg98KGP1IMe+oiCBz7k4ZoH/Ps98MH6xgc9RPf/pofqAQ9+WKnhfe39HqCv/vr76173+Ur9+LOerXe+573in3EYLSyWvXcr+2EGJUl06XGq2ce72p7xP3KCfWJfL51KzPlY87RuKh+3I8Ccc3+kphO2Ze+A9Q9sI87e3+1Cfb7BHtgu9m3ufaDa2i72fKE3QxhZXppHWKVt79jA2w9ny93OPsG+EEPbJa/5fOyeZ5+9JtfaT+IBeHbs5nzbLvdHpSAHIWfjBW3HZhvkgi+eCZEB2lt5D+U9kR/aEBcesrZpNBwMCgYZX+wZYzAIn7ZSiAtC7opNex4MDT9sHue5QLIGg6EWsv+MRiMNc4/C36k8N/EOOs6zLT5rrOFwoGGetQaJC5+cN/MsNM6zJPnC5/3UzhzkPkg/kkx5HsGHUrCBD/ABwpbtMo5N02YLnMaM1aFS0ME/gB4mT2hyxF+bcVnIM16TsaK9lPsTNDFsizZnAORHn7BFBqDtfn4IRhv/1R9zAoixuLhYDlirHbkAbAD2tvO8vFHyxwYe9uSKDjnAx67mQq7EhJ+B2NV/27gQMekbvtBjLYC2aXLPtBwtkMCl3cQOwKtARtyohuxKHHKiDZDRJh9gW7YRFX3kAIbtIqNNXgBbO3PPIkMpQA5Clk837YodDfgA2naZf8ZH11GIg53tYlNzhYdM11HsPnfbp2ni4zTmNqPKGggCzQMe2NadDZjdB2EC0UdODdAH8GzPBoZBsF0mqNqhD81AI6fT8FhE8Khtl4sYPeQsFPyjZ/f+oQe5iNtczFkpAtALeYEbLozktlGTB2D+3RmADH0elniQy6VZnpXKQ202j1HQNE3pL74BbWK3g0HJh8UNDxl5cohHH+CTH/kjYxxo2y4LHh5+0LN3xoOXvGHyH6Uf0zxcKreO5eWlHGwt5EFqK2665DPVVh6oNvKCiT46AF7U0+2mbEzkFYPZWDN2bBiDbDJ1UySPjbz029ahw4e1Gb8cGrKJO32nn5k8weO3ldjE6Qd+oXlRxi99sa1ik03LdvLsSl+Rk8swcRmjSTZQ/M8Dn2ArN4vqixjkix2bMcAX+eKHPrCZoWc7hxgrDIP48zheDhtZoHVTag438K8U8sEXbcYAQOOX+MRETixq9AE50o6LMv/wsAG2xQs0/WraVkobv9igR76b6R9/qrmZl/lJ5heZtovt2XjBx4Y8ACrkB2yLfrPOyIUciY8+mzG29AEb5OQADfBlu6yJysfOdpkvcp9mEVVwnYBxcgXw1VhcR6BeO/RnPeuInGwX//OxbYtiO8NiEXMetkVx01CVXOhHaWzLCp0v28VeKV3WUpeXT2XzbR1bEgrfdoljOy2JvoKaE75BEear5OI219WWWGd1TLFRXEwShzGmDWJSPnaEtrRdk7/tkj96FTWW7ai62PIFfx7wKiq/tvfWtosv2yr5b4+dbsRSc9qvTqezfzZqukatPEN9/5yGNwn3ZX/5cn3wiqt04SW31Pd+3w/kwWNRHC6wZifpw0belreyBieZzkmOEIBD2/EQZ+muGkuGqSaag220YbY5i+iyX01K7aZVm32H8dGuMk1rN5ockWjrlFZG1loO5jQYaW3a6CUv+2s99tufrEc87kl6xLc8Qd/67d+pn/rpn9aLXvQisTczx/e7//31iZ/0KfJgQS/5o5fqlXm5PnjOedrIg6aS8PLSQg4DT6qdbmioTX31fe6lT77LJ2iag6pjJ0+qWVjStBlqa3OcxSoNmoGa/Mfaxj9jm4Q1zdhwDbLMu/h120jBJCMwzjU6jU1F51aKHwANf9I5I9rI7TDsUalDCD6XkYcjjZtG61nvYKtLOk2rLoiyNnOYQd2mn00z1HRqdYG6Vi6xJA+b9EUad8kqD0w8zA0yV841Wmv+TDuGmfv0s+20NdkQ6baNVf6Lr9VTG5pmLXWhp8m7i6RtG7XutLIw1GRjTVsBYzvJfoq/iMRv5zW2pumQbbFW2TcZR65hUbb5jK/TRr8ND3sQVkZUSlhN1M1AV5u21dFrr9UF552nEzko3Ty1puWslU++y50ytpta3TyWvNOfZqzN9ZNaGrX6nM/6LNH3A8sr+sD73q8m40E+k7ysjLI+27SVfBkXQA6gSyLkQNxJEq25jOdzCj3tusQMoANsYhqKb2XkrhuidLkm4qtJrGGeQxg32It5CfG008GlFfGn0U3o5//a8/SOt71DBw4e1ur6hta3pvql57xAP/i/n6G/+Ku/17/86/v0u3/8Z3rik5+sf7vsQ/LyojaaqbpRo0//7M/U8ZPHy/yfOHpUX/i5n6fPu/vd5RymtXkGGea6OXnllWpyv/zqe3+5bnXfm9RCAAAQAElEQVTRRRonxnty4Lu0tKxTjHl+YMgcj3PIOUiHRxnDPMCmr11BZk9qkv02Mr1y+jaMnjPuk/VNtZ1ymNoWPusk2vt+kIF9hbuYcbirvbthe8awLXsH5EsM1nLriW5+3jn6P9//Xfr8z/40XfmhD6jJgnj1a16rl/7fl+u9l16mzUyVbT3+sY/SQ77xqzWarmuQldqmf034NRDXn21NM2eSJTVZFy5gXWXoBDIIaiw1WcV7wTW3l7e37diVPqjLf0kubf4ZiZ4/TeROtqXsL8dzbX/PU35Ev/0Hf6o3v/19euu7LtW//Ntleuf7Lte/vu+ygne9/3Ltxb9depXe8+9X6t0fuKLgvR+8WpdeeVxXn9jU8Q1ps13WC1/yp/qlX3++pu2o7L/sGZt5Vh7m2V+s74zAaLiga66+VoN2kJyadN0FjD+IyvX62LGbA0a208WmgGcJnonYd5rwleIgA8RQCbogMhsK4ccv7J0+2Ja9A3pl77Tt02l0AHMwD3jA7m2g94Pdy23vJ75BPNuzfuznwPaM3WRt2317b/52roRp9r/sQRjYLmuk2tgWa6XN/cXe8TGNDc+tABq/SsEOoE/tPbGjUvLOl6ZZ9+zl1Qcy7NqmySUx1TQ/YFTyKn7mYhMLEBdbe6cPdp8jfOTYgtoHaGwB8WwnRCfiLuR+Mhrl+WObV3XIsct9cNC0WhwtFHA/z9ZXcqxxiIF/2lxbNYf5MSBmm7FEF6AP8IUMmrjExJ7rkxoZwDeARg9Z9UMbWQUyQLx2e0/JcOadfbKNcXm3w46+A/TZHzIEcmNt5t63kX3KGdaFnFeMRkO1TZPnnabYruUHzdgPh8PyA3bb4r/BIO2M1SDPdHaTdK12O4fN/LBuI/fHafZ+bOEPBgMx9guZA/KdZn0BxoMa/7x3I1cK4wuw38yhKHnjg0NDbOAhwwZ/8GhX2BZ8bGzn3n1KvKdiz+ElMWnj13bOOhZFDrSRkSttcqCGpxTsyRG9al9iMGbpY9O22spzBFD8xqSMI7mQI/O+kXdW2yVe27RlfRIHoI+/Nn7sjHQAr8LuebaFvyZ1zQ0bbAu/aWb9h6cU9Or41Drs3BM6OQTAX9vEdhu0p7lOqQE6SVjQbdMUu5iG1VHJdtlPiEmMOk/Qe0E+gLwBedslQvGFfiGu44tY2KKGDag09byMeAC+7X4MUZhPwN6dRHU4rwetFGTVITwQtuAhs12D7KprPPTRVQodYeEBaOxZaBHt95nx0KNhu0wA9Jl4xALo2C452S4TCJ941NiTG3nCm4ELN7vMNOinXMUH+kAp2AC794stPitqu+rDZ/EDaOQsHC4WdBiLeX8JUWLCZ6zQw8Z26b/tIufCZYNYXV0tFz8HZeMsZnIHk/QFuxipaRu1eVhzY01z4+JxEh4+iNO2rZoseKWQE3bkS+ywyrMVfhwdgG7Rywty0zZy/FaUtndyZUOh3/irNT7ZbPitE+h54He+Dd0kLnlS44P8qJHV3O0+JjrANmKhh09ge7ZxoAOQkxtzQg2PWPhVCmNQDhYzCrYzDC6bHvpskrv0IydOzIoeNXJq+AAa2BYyO3OSuSpxMn+2S47IyM3uY9q7a22XOhboAmKAbXFZ+/Nt2yUu/oH2FHt3nGpre6Y5z4PeDyhzDdmxy/rQHOzwAtslv6Kba446w7yLZztjmTXm3WiaVnthN3HhAtyRl5W137b9DSm1Uso4EWguJ17Y5jGNHPuKmMk2Vantni6M/7JfFv8p3xkOZWKkPPhYkjPWznW5unpK/KbUKAduX/EV99Ull1ySQ5oNdXnoHGbPYUynGatpjKBB3gyl3qGyAgrC2P5EMRyJuQTe5u+uWFu7OXtbaHQ6dHBZR6+5WgcPHsjByiG94EUv1v/+0R/Tu993qbbUamNrore94x169rN/JoeUa6KPS/kB1+Me+1hdc+1Rvf+Dl+tXf+MFWh93Wsth4mhxWVyrTdbOwjAPODlou9Ptb6OHP/iBuvLySwXv0MEVnchhjO30BCj1bmi/4oTfhTTyUfzcEHSxuy7M/KoESlZ97dJOPuFM84TPPSNkmTXqQnQuL/xt06gJhjnguvbaa7Q12ZIHzuHmprayXo6fPKWcD2mcRdAMl+R2JOXhen1jS/wJPPvu6upJse+urCxrbX09y6xT07YllPOdFLYzSiMf27KtfJVUNFfC3Vlic3zIKRtDFMrqSF32z3hYyE/s+T/tXplDMl6UIhLr4NoT1+rI+Ud0auOURnmJcE4TCXvo0EFt5mF3I+jC2MzB2mhhUc440J8uezq/jVHyTrBSJwH8ppK2iYgSXbMCex4zAQQC6jnU/Wm/mrW8srKi48eOapp7NXmV37qIPb/lyWFpl4kZuNXzfv15uvKKKzARY3ER13HmbuKBXvV3r9FTfuRpesRjH69n/cIv6kPXXKPR4YO69OordM5FF+iRj/1m3eLWt8xcjzUYDbW4tKSbXXgzsSbWTq3mALktORw8cEDDptWBHDQuZbyXFpdyza3nRW1TjMM08cjRnTXI3DfJ0xE4taIRdk/1jLC6MozOnGZa8oMSZd67HX5s9FEp8Vl8ffj1OAfp5597bg4Su7I/fOqdP0G/8DPP0o/80A/qwgsuUJvxmNDvSacv/B9frJ/6iZ/U4775UTq4MNCxqy5Ln7q+j+kH3fZ2q6/DLG3qCq7UOeR5r0rm67pe5nl7aca7eJpNQheVHuzbGei0let1Q/wPyI7lOh8tHtDBcy7QaPmwunZB7cLy9UYzWtI8nDaHjmMPdPzUeg7EtzRJf8ipbZx9eLP0fr4vWQplDZfE/iO+CJg43kaq/gMf9K2bvv+bjsA09wHWp+2yH9qWbVHgXy9EvVyL27VSY29vEzTOAOKXe1zygCYeqrZLPm3blhoZey9Ap2kaIcMWHjU69o4d92t46FcoxbZsF79t0+Z67Moez4HbqVOnct1uFR4ypczbpsmnwO79lMbcl93zydHeppU6W5O3oeyp+HXsqMkT1H6EXT42GtnJcq0iRxeB7dL/sEuuSrFd+kTcNuNG/6GVgp1t2dkZY9RlnwqZdoS5d3D/rf67yKHJBT/QPFMC3is3c8g4zn3ZZg4GyWOgpmGeerTtQO02VvP+P+ZQLs8f9X9gNsyBJuDZBN+bOWTENzTZ2H2etoUt+QBo3mmZJ2rsqn7TNLL7vuGH3KmJ0WYslnLPRwcbeLbFOz4+65wv5IAUPXxib1v4IDa8ecBDZ7K9buf1iENMavSwo02fmRPa2I4zJq0bJXOJ9ZB3kmnGlXcT2qyVeZo2gDfZGpexaZIjcWzjtoCY8/kU5g38Im9M8QloA9tl3cFDDuyeV2PbLnNi79Q111qjW4EvUH3Zhjwr5m1RtL0r5n48u9dB1vBVYfcCkqOTYG9CyGwXE2QkYFvwgVLgg5AlGWpgu+jZLnzbqsX2abzqo+rsrW2L+FWPmjaLCxp921QF8Cpsl1yUAg+bCtr0hcWKv71AXmH3/mnHVfHJuNkuC8R24eHP7nWVQpsLAl1sATxAPNrIqUFMyvhQ00aHfLEnT2pkXNBc5GwoyOHZFnKATwCtFHTwhU9o7AE82yV3dMnLdsnBtijoUGNLbbvo233fke8FMeZ55EI8fBCnymqf7D6W3fvUnoI+LNslN2h8UeMP7M29ttGxTVVgu4xTlePHdllj5EgsZPhUCm1o2yU2Mrun7b7GBzoAGhvqmJf1gQ2o7SqzXcYSGTzGjRo/jE3l230c29qvYAP2ymyXnM/Et0+X2y7qtnflZrv4sl36RDxgWxToCtofLrDFhhpUmtr2LLZ9/WjsKmyXOZ8fU+ZIKfbp/og/D3RpR718mBfbhf7v9NVxA8+Dk/IwRfe5sTSy3vvef9O73/2u/DR7rEsuubm6PDBY09z0pxpvbd54Q5Qp4KF8J0AYyUd7sL6+oeUDB3LQsaZ35KDxBS94gQY5KFtcXNCjHvlI/cAP/IDudte76aKLLip/DrKUw8elyH7/935Xazk8+flf+CW9673v1+FzztfKwSOautFiDnWOHj1aQg3aRg98wDfqZhecq5UcGmytndAopyELbZcxGCebqT7uS6f0Q6Uwyj3RU/zG/GYe1iZ5uBsHBw4dykHdoprBIAeQU7XDRXmwIA4ixjnwvebYCa2u54AyhxMLSwfKmC6tHBK/FVl+K7MZ9najBU0StSvBdn/Zfezd3NNb89ft6dKeM8zDOnsD+38Xt59yt7tmjqXBwkgv+eM/1uHzztepHFK3OTArv7GY2Fu5Dv7xda+L0iC61oH0eSvrXo3FA3PxHD1qcgDQFaZTuZ4UNGECeBVZPjlI0wzap+Di+uDqq6/WrW99ayk5j/NAPsnLDQ/hB5ZXdGBpWaPBUL/x67+u97///eWBe3F5Ud/yPx+v+2VNf8Zn3z2H9Fm/WdfN0oKO5LBx6cghvf/yD2mzm+irvv7r9LhvfYLOv/hCvet9/6bbfsIdtLqxroPnHtGHrrpS3bDVYg7+V7MPXJgDzStzcDnO/nHt8eM6euJE5nms4cKCJsmtbdsMR6dpxoTutu0gKdNDWh+/4Dc4J3kBHGbfGKQbq8eO6WB+iPGIhzxEv/87v6Pf+a3f0u/+9m/rT17yh3r2T/6k7nn3u2sjP9TZXFvTkYOHYjH/yQKdbxa6y3dXrhT2XWd8rWna08JnTU9CgWnW5PVDPES3i10c8X1GMG9cP+973/vEiys015TtMn+2ZZ8dTZOXxG3YvW4NWGW8aPPMa/d+iTHJD2zrtUW9H6qfj1ZNjL2+4IG9/JvaH/kIMK4VN8RbtT1TfUN8fjg209wXamzbYj3b1odTsN+rb7tcV3v5e9v2/np2z7e916RctzXmfP7wwLwB1yA6YJ5vu+THfsAeYffXbbWHh4w22M/W9oyNTgVM22Us4Wm7VJoxBtvsXZW943NeB9sKDJAB6Ip5eeWNRqOSh23RJ9vlF1TK80Tua9XHzDZynhOUwphhE7J8oNGHD2yXMSzCfNl9Gx17h8Z3nQfbJY/qy3buqdNyb0cPW6VApxL7KH1YyH2Y+UCOLTQydGwXn8iUQm7YA7vPg/jszxGr+qKNH2rOLLCnjS7jQ7sCu+oXGj55oAuIBew+nu0y7tpT7N1ybFCxez40PGJV0IZPTLvXsw2rjL/tEst2uTbm7bAFSrFd9PBD7vRV11HQRQUftmfxKg8+tG2qMpfEL419vqo+ItszffjzdrZLLPTOhjr26Ngu/bN3aqXYvS+7r8OafRomGic1uO3ihAECSiG5eYRVkrMNWQYdOQ0GDDvbhY/feaBXAR8bavJgIQLatsuirrrU2i62S3ya5F5l1NhW0EbH7vVt0yx5IdsPRWH7y+77gN42a5ftfnHQm9enbXuWLzJQx4maNmDcADbwufAZF2S0WbDA7jcxLlo2AWzs3THIDVv0QdXBN8AnOntpe7cf9NCxez5+iFl9Ip8HuvOwXZpVpzTyPsmbQAAAEABJREFUVdt23xfbor8RlQ2adcADK2279wG9F8x/Re0PYwVsl7WsFOKl2jUP6NMPdJGhA48a4Jf+AnTsnfWAHnI2U+Tow6O2XdYu/ak8pUBjQ51mWUv27r5hj8x2yZW4FXbPs41KXiVUdHiJ0FypPqi9/eC+1wfqdu8Heh7YAXjU84BXYffjQdve8YX+Xh7tvbBdNkD0GZN5VB429o5v2sA+nQd/L/BTsVdG2+79oFPb9m4e/DMBO4Dc7u2g/7ugE30O8qHPdSygbeuqK69Qk8Yoh3oLg0EOTaY6sLKsbjoWf2LosoqjcCN9urP47ZJ7l+tjMBzpyDnn6k/+5E/yIJafvk8n+vzP/zw9+Ju+SV9xn/vo5372Z/VDP/QUXXjhheXQ9GQOCZ7x9KfpoQ99qH7/D/4wB0znaNxJW5NOG5vpV9OqaVudygHlPe9xD335l95LH/zA+3T44LI03tRk45SWBlYz3ZJuSP9j9Z/n02UU+2y2l0Aa21Tm/9DhIzp06LAYYw4il3KwtZEDyaYd6kgO7w4fPqxNTu4GIy2uHNQ5F1ykhdRTt1pdz1ip0TXHT2i4sKzOA51cW1eX8W2HC8KfZtFDJZ7dx7Ytewfz61IptEFIdfmCBiF3fdY3NrSZA6LOyoFnJ/49wwOHD0mDVm94y1v0kj/5U2mUXOJkmL6tHDlHL/vLv9RfvfKVGuag+pJb3UoX3eISYb/FbyJk/tvYDoKtHLzBj2mOhDpR1+BOo0mDGjS0t1HayPagOohaIa9PzV8ZXH31NVpcXBJ/+rZ68qTOzZxt5IBrkHF+4W/+pi7/0GXiPnlqfU2Pf8ITMk9LuuTWt9I3POgB+vbv+W594qfdVRue6vKj12icdf1F9/kyPerx36L/ca8v1on1U9qYjLXVTXVxxmHp0AFdeexa/e1r/0F/9bev0jiHsivnHNFVx4/p3ItupsHykn77d383+p0Wlpd1q1vfRu1gqO1zx3Jd2Y2Yq2llZhw+Hj9ZUtkPpY1Ta3IOy47kByEH0+dR9qTF7JUreem78x3uoDvc5ja6+IILxL/Rmg1KbV5cBxkDfgsDH534BrtHwVkFp2Ma7QrW3I4Gw4mv6wvFE7o6S+F5Z2lpSfz2Dc8gqK6vr6cbY9Ge5gDmbGCe96Lq49u22uy1POsqBZ/os16pwyprpdbwAO2PNvb6va72Rzv+Tf76EbAtu0fP+c/9XdcJ67rSrGNA+2yoPZvXsXf6bruqlOsAvcqwXQ6YuFaIZe/oVh2uK2yQoweg4SHj2qNt79jSD4AcP+jO19AV6EHjZ5gf9o1yYEcMeFUGjQ8ADWzP5tg2rBlsFxl54WMeKNm9HLoCXeKSh+3Cti1s94tbFPJl97ohy/iiz75E3wG2tAE6xLFd9j76W9uixJVzP4RXgR0+aTM22KAKD+AfQANogA41f9FQad5V8bGVHzSSGzT+7ASOku0ybiFLX7BHD2ADaoyqY59ug53tsi9XWinYpip8ap6ruDeQA+0ahz5XO+aDviOHD2hjQ/7oVaADTRxQdeHhmzZ89JjrxcXFch+CZ7vkhW/bomCHbB7wbZdxQhcdeBW0QW1jW2nbwobYFbqexe5joo5PYuCLtt3L4IEqR0YbwAPQ87CN2mmwXfp4mmAPo/qCbZuqYJ4/Txfh3BfPuGWxwauKtYZn905Jfh5VxiDAZ4KpaTO41NUPNTJq7AA0vLoooOEhA3YfF/pssHf07B262uDTdpl4FrPt0l/iERu5UmyXAbf7Oqyy+dAPYO/wkVU7/Ngu/pWCzzoW9k4s9PZD1a82+K2Iu9nHdolBLvSjYt4eO8a+bjTQ8IiLfy54AI0dGwr+7L5v+OSiBtDY7oVSsAEhy1iiQwyAX2pk6JADvqABdAVtbIHd52D3Y4Yf8rSNqxnQBZWBD+KhT227zCNyeOhWIAfzbduolrlGf15u9zJi0A9qbKuO7WJHngD7eTmOaVfYLrnZRlTmsxD5snteyF0fYtkuurZFDGLBV0r5k0HqvGzUOLUOu//EznaJjQxbaoR2z4cG8JEDYtGugFdpdK8PGDNg745j77TxuddX5WG7V1bbyNDbiyqnJueKqgcf2KaazSH9tV1uRHY/t3ttbZdxJDbQTSUrTzP0w9GJN2uH+653/auuvOJyLQwHOv+8c3LIYY031rWVwwx4urGLpXLIc4b6VA652tGirj16XB+49FKdOH5cK3lhvv/97qfJeEvrp07p2NFr9bn3vKd+8ieeqS/8gv8h5TDlyMGDOTg4pQsvvjgHJSvaytv7Rh7sFnKQc+LkqpbjY5CDhIc+5Ju0MBqIw8cTOaA5sDzKAcK4HEK28cOfh97YQ3Cj+s+4Mtf7xcgqEIdbx0+clJtWizlc+eM/+TP92NN/XN/5Xd+tJ3zrk/TQRz9OT336M3R8dV0eLOj4yTU99WlP1/f8wFP0oz/+TD3pf32Xvu8Hf0j//I53ql1YLBhmjLemKoe9+8Wd59kkuMOxXa5fOHU/oKY9D3hgOBpqIweF/Mbm1NLRkyf0VV//tYK+6thRPe0nflLfnVz/8GV/rt/94z/Rd3zf9+upz3ymPnDFFTqeNf7p97i7jpx3rjaylibdRG4bTVNPc8jN+BTEL2t0qhwI5XApzZJKOWiMwvzhIzT8gmh10e+y9gqgAX62oTjD95nQtIM8hE9yLj7WxvqGzs0B6skc+J5z6LBe/Fsv0j/9v7eKGNxz/mcOH0fLi1rdXM/B4qo2urHOvfhCPeoJj9MPPu1H9G3f8136jh/4Xn3tA79Rh84/V9euntA0/b0q1w/jtXBgWZ95z3toPT98OHDuEf3Uz/+MnvObz9cVx4/q2rWTeu1b3qxnPOun9Iq/+9scNK/lulrWHe50J8mNNnN4m25qkIO5aemb862SG/mdCfrPXDK3o8FAy1nXo8zDRvaao1dfrZNZV+McfDdZI9fmBzgcSjr06vHj0V1Qm0k9fu3R7KnDWe/iaka7UPOcwoiVekRU14/2FMZxD+uMza54O6O4CDhstC3+7K7Jfgi4p9ouhx+2ZX94KI63v7hnQ7ZtO7tv0wcAv4J2ReV9NOrqk7r6gwa1PV+fiT+v81+Jpr9nw0e7r7Y/2i5vVH+2y/rnmqggoO2ynnUDCuONmW2q4r8Qc192L5tj7Uva++sRA3A926frIKM/tkt828U/fIAMcP1Sw6ugDZAVo32+bBe/+4hOY9kuPPzjlwY0/mlD2xZ9AZorVQ4Lme1ZXOzgg3madgX3TUAsdGyXONzHOETDf0HuZvVdzu51iIddkXNfD9DBD9B2gZ7HNrvcG6HxA2wLX9Wn3ffFdtFFhr7d8/GJHTxkAJq91rbwQxugW2G7rF36xy8R2VY9aOTMgXsCttXPKIfO0IwTgAbEo41fpdguY0dOdp+z3fNsi4IudvgHlUdtu8wdOmCeB40dfNuz/ImlFPj4Ix/qqgsf1HZUSwy7j2UbVuGhB9AF0EV4li9ioWe7+KDNGFLbPW/eHN35NvR+PLu3pX/A7tvofzg4ky0x54FP2rWGBrFvyqTaRjZbiAw0HS3MfKG8d9BsF1ulIAchy0DZvT97p7ZdZAla7Ox+EWMHj0UHoOERD39ngu3iB317x3f1YfeLFF92L7ctCjxqYHuWl21YZRzQmfeNwO7l0MB2sbVNs1zg5I2t7V0yu2/jE+V5ndqmrnLmgDb+oJkPauzoIxcuCxEeNXrIqg08u48Jr8qwZQMElV9ldq9Pe95fbcMD+CYf7G2XebB3xlspdu8r5Gw88UMbQIOaR/VH/wEbmL3jA5u9oC9gL7/mSD0vI14FfGLSF3i0qYHt0qcqs3fyQE5+5F3HXinkAc92WQfYooc+mJfTtns96JiXtYI+NHkDfCC3Dbts+vMxkXFTQjj/kkkbIC91vqABfivCnn2QgRljH2Kv3O7zmufbOzzbpV/7uCosu5fb+9co2abaBbvn0Q9iV6C0l4YH4FMDu7eHhw8AjezDge1Z/26I/YcT6+NB13afZqdc81NdfNFFuvtnfaa+6ivvqzvd8Y5aW13V5vopjYatOOCLVq9/o36TU49OzqPeDtQOdU0OH5dWVsRPRFdWlrWysqQjhw9pJYctWzl8Gg6H5bfgzjvvfP3vH3qKfuIZz9Btb32rHKxepquvvErrOWgatI2WFhfUWGrzdSyHCF/8RV+oT/rEu2gj8qX8tHU6GatJP52DR/Tpu9P+uP7kobjPv+urPd/nX3AzDYajHCBtaWs80XN+9bn6jec9Xy972V/or1/xSv3dq19dwG9FgpWDB/X3r/5H/dXL/1ov/+tX6PVvfKNe85rXloPMaU6gNje3dCIHvOPJVOedf0GZyz0hZXsXkHNtAuizAR1QdejVQuZuM3N3cu2UVg4d1Gfd47P1hV/6Jbr4VrfSJAcfr3j1P+hnf+U5esqPPk3/mHzH4fGbfF907y/TJ931UzVOlutbG/KgVTnQ3NzUZtbVIG32bA7niFPBfu7tBKjLoWPaHBqlEjxqAI82oI2w+qHGF/2h3gv4vCAcyphv5fC8Hj4ujRb0G7/26/qnt7xFxObfZnzAAx6giy+5udocyLYLoxw+TnR8bVVHT53Uu97/Xk0HjW5+21trnAV+zcnj4s+rlf5xWHju+eflMhtodW1N9/jce+r2d/qE8luQ2QT0R3/xUj3okQ/XD/zID+cw95n6q1e9Ssqh3DkXXKCv+fqv13kXnK+tjP3m1lg5c5bciH4oxaHpY8iPyw9zNs01sZ51xT/nMGxbnX/uOTp0YCXjPs1BY6eL0v/J5kb2zZNSDiE1nWbYBvkBx6KywZZ+d+U7ze0ayqGddTePws/1OuOFZg1EddcHXsUuwQ1o8DyEr2nypm62DyGpWXPwri8Ij26tofHL8xBx4E8mE6ry78hB2IwE1Omwzyw7XfuGcchxryW8ir2ym9rXOQK7FD7ex5HrwO7XYe0Lde2kbdnXjapf6+rDdmVlu+gKKsN2uU64friOqk2VU3NdkSMy9AC6trNND4o/2sjRty3098J26Yf2FPRg4YNrF1RfVYYcVD50BTxQ29S0AT7b7Kmg+oIPkNEX6IpqiwzYhlX6aLvkb3vGww49api2Z30nJhjm2XGUAzZqpRCTPrL3lYM49sXs0/gA+APQtoWPNvdD2xpnb8PW7seeubF352N7lqdt8YMf9AAxAfkAcqFNLKXgGzBWIKwyx+SOfcllbjyrHXWF7TIGtkXBjv7UOLQBMmLx/IEtPGLafd+Ihd1mnpXQs92PReIrBR7jZ/dxbO/qd1TKvFEDfBMDv8QjH3zDs53b6lSMByAuegsLC2KcAHrw8IM/21QF6AP82p71n/a8DW30yL3G1/Ustkv/UMcHvsjF7vm0kdl9GxrYfds2zeLDdqmxB3bfLgrbX/gD280zVrZLf5WCfkWaZfxpQ+8HZInflGRsz3QQzAOB7RIoBkVf24V2HWTbJWgdIHvHJ+q2i2kCNVoAABAASURBVK1tmgXVtjS2v4i9TRZ/tV1rZHbvw+5jIgO2Swx0aINKkxegXfOu8W3DngG7isq0XXzbLmNh9xeL3ecw79vuefi3d+xoE9vekdfFbfd+0bGz4eSn/jUHfLNwAXSF7XJh4gO/6NfFTQ0PfxXosaEAePjDBkBjw0VI23a5MKHnoRTa5BByFh/ftsucIUMHQAP8U88DHrnYfX9tF39KIfdUsw++aqPStstcEJv+KAX/qcpc1RpfwDasYoM+8fGFjDY1CvDwQw0qjczufUATFxvbxWelbZf4yLEF+KeNP+LCo6atlGobsowhMmhQdWzviqPtUl9C7D6umr7GDqBWdaBtFz+aK3ZvY+9fz6nOSLufb2IAe8e2tqsy7Qr6DqrsbDU2yKlBpalB5UFX2C5kHVPbZT4KM1/YVKRZZPZOX+Z5tmnuQrWt/quQPiGr7f/6NWPjjB/3kaZ0t/Q/L7dZxPqq+95XP/LD/0ff8b++XbfIAcagtQ4sL5fDui4v1BygFKMb+sWiBme090yyV61To8WVAxosLIrX1s+55z3zELKlU6sn9cxnPF3v/bd/Ew8h/JnqZg6+2BepP+1ud9Uv/vzP6duf+K3py4I82dJaDl02c5CwcWo1BwfSOUcO62EPe1iJzXV/7OgxrSTWOAcOHMSNEpPDp705FYOPk6/ZyGaue3pvb1zuH+xj6+sbeRje1KEc7C4tLcs5iDh1aq0c4A6aNofS6wXr4V14swvKActSDnSX8hB44YU309LSYvYr63DsF3IIphzirmaetP3wXofM7jOp7bPVZZ3uUSjWc93gT0fb4aAcgq3lIGhzOtZlV1+pL73vffTgHJzd4ZM+SXf4xE+SFpZ0ye1ury6Hd+3Skr7ia79G9/2ar9ZSDixP5qCuiQ/+Z2XT5EtI9g3mf5I2gBbBQRQ4ZDstv20Z6VVEtZhR70XVod4rq+2FvBytrZ4Sc7B26pTOOXy4/JMDb33zW8Sh+YEcht33vl+hT/7kT1YmQNceP6bjOXQcLC1o6fBBNaOBDufQ7FTG5kNXXVEOHoeZq1Mb61oPj35de+21mfsNbY23RPv+D3qg+PcjFw6uaNPSMPXRXDtXnTiuTSXb0VBf/GVfptt9wh1zeCtt5DmI8evS03Fe2KY5iLZjWDvxcVxv5SD6nIwf63ojY7a6ekKT7CfOcWuXNb6WcTl+7Nr8cGSkQ4cO6OTJE+UHHlwP4xzM1q5320Stt5tcHuUXlJ1xBYUxR8Prcv2Cmc31JLC9LtVR1hc61MSYlvmbwtJmXi7hnQ1VHx1o6nk02UfYXwZ5SUcODW/MmomMQLap/kNAbnsDwQN7+Te1b7wRsC3b1xnAdtGz96+v08FHqFDXhd3Hr+7gg9o+U217lwgbALPW0GcCOmCvHB7Yy59vz8srbTu3iWY2ptpT7D5fu6+5VoHtmY3t4qPyNVdqnFpXkb1jDw85+wH0PPAJ2hxk2S5xlIL+PGyX91C79zsvg7Z7vuYKfDDHKn1ibyIm+bA/IUdvKz/067IXR6nkYWdHzV6MHnLbQob9IAeZdtpS0cUfOmme9rE949m9z6pLv7G1XZ7N4Bf/2T+hiW27xKC9vr5eDqnhkzv7agVt+BVKqb6xRY8f6iPHD21icS+gtl184yemJSb20MD2jGdb+MQXNTYAWtvFdtGnj4AY2lPQ3wtUbGeoDTmLQ6zCyJftXb7JE9i9Dbr4tT3zA08pds+znVbuwJljCPSpzwZiIEfXdvFtG1bJk37SQA5slzztfry0p6ADy3bxVdvU80Dn+sD2TK3aV4a9I4Nn9227r+E1GEHUGtp2SY7OwwfQdJYa2DsdpI3MdlnULIw6+NjikxpAV9Dm8Al7aC5IHkqwRwc+9dmAHbGwoaZdAQ/b2q5yePhmgVLbfX/hV11o22WSK4+68u3eBh+2S7+R2961AOABYgNoQG6A+MB2iaUU28Uf44GMsWWcQI2HLXLb5acUXNQAXWzQQx894s4DHraMte2SL3a2Sw7o2i5/IkOuQNvFdtEnBlAKNfEANPoVtou+3Y+XvbtmUyJ2tas0fHK0rflS/VYefYHGHkADaPoPbbvcTODZLmvb7nn4s13GkNh2Pwb4JQdslIIeCFnGCBqd2mfGDH1yho/c7mMhA9jaLnOLLjz0QJXZvQ085DV+lZMjMannZcjTMW5norYt5RBSc8W2kGFXQRyg7WI7Ki5zVnVsi2K7yKCBvdPe6wP5PI82gLcf6Gvlz9Pwqh012MuzDXuWm923Yc73wfZMBxnAFzp1PGnX+YNv9zZ2XyOfh93zq69aowP9Ucd/SoeMwe6HTvrPPG5sbOgOd7i9zjnniC6//LJkzytyp9UTJ7SYw5owPqKPYw1S7fNxrocdSDt0B525W13b0LRptbaxqbe9/e3i36fc3FjTm974Bj0oByW/+Iu/qA9ddrlWDhwsvlgTJ46d0HnnnKPHPfYx+rVf+SXd+Q631dKw0eYp+tTq2muu1Gd9+qfpUz75k3JwsJjDl01x4DiedOLPhzcmU61t5djJg6R05uz1X6CcyqEWY7aQg8QjR47oaU97mn7mZ35GP/uzP6tnP/un9Yu/8PN6yg98n252/rlaGA104c3OC+/n9Lxfe65+47m/qhe+4Hn6+Z95tj73c+6hjRzurp08qWygOaBckHJAc7bRsy3bZx3Fbk7Kms0kCwuA6NChQznwWU/Iqc47/3xt5KWBf8/wiquv0uHzz9O3fdd36+a3uY3WM6erOaS+5Da3Du879Xlf+IU6lnw5fFzPIdPS8lJsN8uhyyiHMgtZ+1tZc8SvIB7xqYkPahte0QuT35gEtOHvhyKL7qwz0HOKNME4OW9tjXPYuKTJeKrn/cbzdc1VV5d1y3jc//73113v+qm5PtZ01TVXiX8Dc2E5a3q8mQPG9aTX6UQOzaY5MBvlUHKcA9qNyAajQfltzyYxDx08IA6SB+VAqFMzaPS13/B1+oYH3F/3/MIv0G3vfCe1ObS8S+J81ufeU9/8uMfpLrl21jPW/BucuVJy/SyoadsyDxzO2g49ifeP3w+HsdyjT3HIePK42mGrgxmrLut6fXM9fWZ/yLq74Lw8n7Tl8HG4MNRocVTWEnplnm/gEDD/uYiyRLobhGp7tvCTySQ/1BmLNd/lxYs294U2cznMSzV7w9lgW3aP/fQG2y/O+MMvMSqNvu2Snt3XpZEv28VvyJs+N43Ax2wEWK/AtlivwLbgsZ7tfp3a111rrmA/1zwjSTyuF2pgu+hiT3yuV2hkXGvo2n1+yODbLteS7WJbv7CrNLXtmZ7t0l98EMfu2/hTCjxkIYsNdUX1Sw0qv9bwAD4ANEBu9+969IX9h7rGRAegB6/KbMPK/SZ3ufwAperYLrnZLnK+kJH3OD8AATz/8AwMDWyLuBzMATdNGQfiAXwAOz4D3tEniWmnjWAb+OJQjyYx5/tJGyDjuQsfa2trJQ594h2VNjrMJ3szOdn9vGJnu/R3Xgc97AF+l/KDVuIC9GzPxoMxIA617dy/BuUdnDZ82+IH+/QZW2C7rHvk6CEjTs0N3ryM3LEDNWds4JMjoI2c8QL4oA0fv/gj/9rGxna5ZzFvjBN11UMXewCNHbFpA2i77wdyeKDy0ScGID78s4G+IMcHoA3sPobdjzk6FbYrWcYTu/lcaJ8NM+PrSVRf8+q2y3qzPVsT9ul0Q2JAKbZ3GSnFdlk4dFopTCATiQ2DycTUNonYfZCols5jB9CFhx1AFx728JkMLkgWOXx0iGW75FTl1PbO4M+3lWI73yqx7V4PX8QjD/yDGoP4yIvR9he6tku/6ZtSiMOiQUZe1LT5DQku8KiUD76Q2S72xKn6xMWmyrmA8Y8cO0Ab2C4PbVyASiEGfHSwD6t8sOUCYTOqcni2hX+U6CM8+g+qPb7pFzrIqe1+/Goc8rVdFhE0+vTJdpkXYoLV1VUBdPBr93IuYGIqhf6nygv5htAhP3zRN+KjR1zbRU6b3LEByKjh2y4vc7UvyNDFDzmgAw85+SGjDaCJSV37Ax9U//io+eIDGTVye2dd4cN2GQt0AH0C6JMHMZTCPKGP3+Xl5bIpo48OPGryR8fuxwAfMS3jb/fzQLsCfYAf2ztrLjct+jjmt8y2+fhCjxe4CfK84MHTdiHnCvhFN3qI4ZMftd33n7iMre0SFxuADrqAdUke+FIKMmA7LRU724XmCxvGC53qi5pYAB1ktsuYME/YANuIy42TvCqwt/ucUcAG2C7zphR0UhWf+Kdd48E/E9BDRnx8VuDD7mOiA9DbC/gVtkv82qa2e968HfwK+JXeWyO7MTAfxz49P2JWHcaFsWAsGRto1gM01wO6Hw00Sh4B/u3QbqSANjnwILiUay7vwNk3tnJwYjWDoTgQXDl0WH/2spfp91/y+9rMgek0D4+c3Q/aRs973vP0P5/wrfrjP32pFpdWNBiONFwYaW1tXWurJ/UJt72lfvv5z9V3PvHxOvfQio5dfaVWckDwD6/+O/3Nq15Z7kPD0YLa4YI2cgA5yaFj1y5oc9po3DUlD+0pdeyo94hucBNf87jBjuYMu0o767zQLt87X53syDLoqbLvr+uiCy/Sve/9ZfrSe91LX/NV99XXf/V99TX3/XLd8ba3Kge4y6NWt7/1LXTH291adwhufuEFutUtbq71HHKNcnDVulOq8m+IUuOXfhHTdrn22xxuAPZRZNTIoQE0a7D89kEa3Xba9jYRXiZGtCZZC23TlpcG7m/NoFWbQw/+FHkzhyuXXXmVzr3ZRZpY4mDySA4lFw+siD9PVhLcnIy1mAO71RwytcmLh+71vAzgd5B2Foiapim/CdC4ySHguBzWtYneBNPEIGfyXTlwQOs5zMQnv3kI7TZayRsdrjFA+oA9lwO8xe0XBXjExOcohz+adqKfh/jN3BxE/uEf/IHenkP4TFdEnR70Td+k29zutjp28oQmOWBcTr/WNtalxKtg7PjtDMZFlMhsp1udMiQF4xy0gmH6y/84JcJygHb+xTfTF9zrS/S19/9GPf7bnqRveOADdK9731v8T36m8cHLGb992uRipC/T3MugB4NWPd0Q8aywrTom7DmME75sy/ZZbT8aQuKdyY9tNcOBlG6wnqjXtzZKezgaamuyVei19bVCt6OB3Dr7xlRdrgNnHGyXfjR7arvnt9EZZ9zctGoHw4xbDoCbVuxJk9zb40aZrQLl4BPUNnVjCXTxgWzAelOnada11Zdp/IC+pTLe9LvNfMOzraZpBI/adlnvtLED0GeCUvbKwiof7vH4pGG7PDNzXxmNRiUPfCPHHtrus65rAjuA/GxAB+yng3/82ZbtEhceunbPs435fznQxzN1ynYZD7uv99PDHuyVwZvHXnlt27t9VxvmuqLyqLGzexvbNM8KbABKtkt/oOdh93zbMzY2xLd38+DPw/ZpPufl0DOn2wR+WW+sfWhQ9Wxva6lcb+jt9zdiAAAQAElEQVQgs13isC65LqlRxBZf1ABd+MB2uW5tF1/IK6oebaXYvQ7xuN/CJwZtdEGNY/e63NNsa28+6MLjHZHatii2Sz74VQp6di9Lc/ZBjt0w9zhq4gL4gPyITY4YwbP7nPAJj7y536ODHF+DwUDQdq+Ljt3T2KGLLXqcZfCOhz4gj+oDHXLg3Qhd/GDPnoUe7a08d1B3KAfosq912Xs3x1saZz8+cOhg2WvwQSziY0Nf0bWdZ93N8uxCPsRATgxi2c4z2UaBbaGDjFgAGr8JX/zgFx79qbEOHjyolZUVMVf4Jy6wXc4fbJd1Zzv3nmk52KPvjD9nA9iQP37xCaABNM/txCUH4ta86Qc826V/du8fG+JjRwxsbZc1hk9iMQ9KQY/4IUuO1FWHusrgExvYLmOOX/jUtoVf5LTpHzLikM+8H2h0KohjG/VyjSGnQQ3Qs13yo40/5LaLPn2Y14EmPnrkY7v0nVzI0e7tkAOl4DdViWH3sWyXa00p9g7P3qEjKp9qT1+IiV9g97pFKV/oVaRZ4jWVoAZVodbw6BSTOT/pyGnbRqXA3k3bLgsOexRsl6DQgCTroEAzcPiEtvtJJQ5t+MgBNDxAGx06brsscvh2bw8f1HjYYkN/AINmu0wmftCz+za6VU4fAL6rDjX5Vx3aFfhCF1S62sMDtMnBdrn4uYjtnTGzXX77ghhceOhjx0YBoImNnD4iJxaLjTaLE52ak+3ZokKP/gFo9MiFGntQ/SnFdhlbxg6gZ7tsPDUH8oAP8IlvZLZLXHhAKehU/5UXdvnQBuhQw6Q/+KKNX2pyJCY0vtBDhxpehW1Ys43Ddrko8YndfBylVDtk+LN7e9vFjpiVX21tlz7i0+71kc2PFX7JHR6+lYKfykcGbff20MijVnLHDlRbYiG3+7nBHhl2yAa5AZMrbxBVhi9kdh8DOW1ssK16tkt/tF2Qg+1mqWyX8cDe9uzapt8Af+QHtF2qD9vFPzqVpxTa5IB9muW6pK4x0EVWwZplTLBBZrvkxNrgmrF38lIKOsSooB12+czTtgvvur6wAeRDDebp67K/PnJ8nk3P9mzs0bN3t+HdWCC3Li+uPboyX7bL3DLvzM373vd+vf/9HxD/hmLbDiJrtZBDkeHCSB/N4pmzHYp53sxB+8LiYvbSjdyPJnkwWs4Dw1D8z1G2cgjz2te/Uc/+mZ8tL8VNcr/HZ99dd77TnXLIeEqj2L3nve/T//7hH9F3fc/36l3v/jede94Fatq2/Ftsmm7pxLFr9A1f+9X61V/+BX3RF3yemhzWNEnhsd/8zfqN33he9vYlbY0nmua0ZnPcqR0ty4PFaLV5nIyiPo5Lxqt/SHb6UvvRc2i1jZWPkHZ5aObgYry5qa3N9XKIOF5f1aDb0nRzTZPQp45fW+jxxilpvCl3Y3kadJPy7+Lx72cyak1OThp9ZIUsMyXFSaE5eSstJd+gMFNru2SqCiv1FITdcbDiRl0wTXsaPj5zJYQnLS4tapN+wM91cuzaa7W0sKjFYQ5Itsaa5OBvIQdD/F+NPe20PFpQG0db6xvprzRs2gzDlnjQv/TSS8UPjw4ePqRTOQgc5Prh+mLvs13uxcPRSF36wbpPOsWOP4Fu4ycpqJtMS+zjR4/Fv7WUeNPxVC/5/Zfo7f/y9nJdTGL/kIc9THf9tLtppz9Kf9KrjLuAuoxREF1v09FIyK7A4TfhN9TbgIduvETSFd8cpm7kMAuMMz4c4k4izRGb6jjGoUrM7bglTqXplK5/sT9Mg+vv+sPW7EdKmpaRVN/fpMfhYoG6/r/0tbSLLHqJVG1CVuvUtACjjJ61mTXGweM4876RtdbmmWArh9rH+U3iphEXp23ZVpM2sPu2HXuu1eyfdi9XCjpt24bSzAZehZ34mfNJ4hSlj97XTZ5uGoEPawRsz/TtnmZ/nDGvB2Hv2FVbu+dNc/gOD+DK7vm2yzVV+cj2wu6vk706dm9rW/jfi+rHdiFtl1h2X89fh0UhX8QA1Rd0RcTlnkFdYfe+5vX3ymxXVqnxB2H3fNq8X1Qf7BmAfQEeMmiAbgVt7mmb2Xug4du9T+zAPA+68ohP/+vzP/zKo8YfwAY9aEAbOTxyrMAeGTWABpW2d/Kq9rbL+xr54w9+tal28JARGx4YZ7+cZD05+zDxM6n5uMyN8xA1HA3Fc+zCwkLhc++3+/j4xx9jSt+h8UldY+DTtrBjfGlXX+TKoSN8fCzl+ZyDRQ7yOEfABj/IAW1qDmk5SMSeHLDF5yjPIdDokIftclBY+ejigxzIkfGAB6BtCz5y4s7nxtkHfVQK+vOwXeywtfuxIz4+ALq285wzKPnY/fihA6qOtgvxqy/bZdxpV9g9z/a2hYqO7VIT72wgHnEBepordp8//HmgUtu2ac5ge1f/tV3m9e0dG9slT9vbmirrDX1yop+2iw40sHfa6JwN+AHoUO9FnkBmcWeB55WYADRwQM2iYvLho2f3ydhGvC/Qwx5Ao2S7DJS2C/yKbVap7N4vtnWy0ENo9xNku/hicJChR00b2L1e9YEcGtiebfLVhr7ZPZ/+2j1dLybNleq/smrbdhnPyrf7NjHmQQ4V8NG3XSbcdtnIkM/zK11jUWNLftQ1Zy5adPfCdukz+nZ/MeKjxmF+8YEdY4VPaGp0gN3bIScONTr4RK/a4xc+gE8N0AfQe4EeMajJhfmogMdmx+Zl9znAq75qPOzxS5tcsEcPwJtvw6vABtCuNb7wD/bya9v2bA3iXynYAdo1h7DLnFKTAzJ84BtA20Zc5gjC7tvQFegVRMSLWuXX2o6ARmpy4IXO9ixHpcC3PVtrYZU1W/zmBYK2baqCvXy7l83zUZxv02/6aPe6yIHtkgs5KMXu5djCo7Zd8sGesQJ2z0Mes+LDdukDbYAM4Ic2Ne157MdDdx72Tqxqa/ex7L6e9wMNqi70vD/48+3rQ1+Xjd3ngS97fxrZRxP2TpwuhwbzqHF4iAL/8va367u++8l6/P98gt7wxjdJbvPT26lOrp7SWg5Z9lu7+nBKXs6V1/QzmTAHrBv+BHp9Y1O8jE9y0DMNDh48rC75/NAP/3A5IOT6u8c9Pls//H/+j773e56sH/yBp0huckDQaLiwpL98+Sv18Ed9s37pl5+TnxpvaTMv9Py2JP9H762NNd3mVrfSV3/VV2plaVmnVk/qnHPO0Yte9CL967verakt5aV9otxym1ZdoBzGdrI+fso+mXbwcp1QBaWZmjmBS7c5LOwPn7IL5cC2m2xqCsYb0nhNBxdbnXtgIfVAh5cXdP7hgzmIG+Rwbj2HZIxYjluyzqzUgQKLSN11jl63zz5W0pv76kIns3yr+HMYBVJpKwU/YQtGWbN9x+S8LJTfQmyZV0dOZtEMqeQ44fBU0nAwyIH1UG3TKO8S4t9bdNbgymhRw6m01A7V5CDw2BVX66oPXqacWmpluKCFZqDzDh/R8WuP6rxzz9VyXgyOnzihU2trORxfUN1fyW+SFxjuvxy400bGb/QeWF4psTdOrYmYHHiOmlYri0saZQ3+we/9vt70hjdmTW+I++2jc3B+x0+4k6685hpN04+kV+r0iu6LsWnSp1KH2QTQYfVyiAAesnmEXT7Fb3xv5lB6K5jkgHkcTMV/OIxa5PnOJ+2MJeNZgONZO+KzfBgHxLZl7wb8jzW65FQxFWun9DBp0edU5dPNelt05myqtrf1qHrLnsMaaDPHw+FIcqu1jS11qVey940Wl9WVmMS1shxPwxJrJwfm7JvjHGLyQ5vVrCN0OyV6ri/GGKRZPk3WuO1y7y6Mm75uGoGP0QjYlt1jPgXWK5jn7UfbnrHRB5Vh92scXgUy27tizsvm5dBVRk27wu590EY2D3i2xXW2l6+5YnvWmteb5pCrYqYwR9gu+eMfvWqLir0jQ24bttCDsF1sobFj/6FGXvVpA2To2b1Nm+cjAL/qTnJPQxc9AI0vaHS4X1X9KkOOHYCHHsCGNrBdxg9d2hXapyCr7ErbLqx5vzBsl/7jdzMHqLZhl/HBtsJ2ia8U+ty0raZ5xkFe27aLzoT7Y8Zhmr1WKTVmfQfGhnjw63jYfVx4yNCBtp0fwo/LO6jtUjNO6CBnLImfMEUPGt4oB4oAGl4F7Qp41Y5DyZP5IZfd50F8ZMRAj9p2GStk80DPttDTnoIeLNszOTygFNtlzKr/Oh600aGvPCNR07Z3cmAMKpRiu8SwrXk+vmxrv2Lvz99PF57tMgb4BPS5jid15cGvqDxqYHt2r6UNbOO+8OknKIx82S4x7Z067MKjBuhX0Ab7tW3vGm97d1vXUXiO3FdlPph9eqK2S2Cl2M63SgfsntZ2YdAYEJp1EvFtu9izEOArBb2qjw4LBd48kAPbJR40ctvx0H+wxSe+oUEvUYmJPnZMMBcxuvM66KKD3O4nt+rYRlwmFv8VyBFgh2+7t6ttaru3tV3yUAoXCD74SQMXLX6Ii49KkyOAhx8O/DY2+peFuCi5oGu7jAk0PpGhbxuy6NFP20UPmljoAPyjyLhXe9rogaqDDbq04Vddu9/Q4CHHFlQ5eSHDDh5t9Ox+rNBFDqBtU802SRp2z7NdXr7sHVv8ooNvfNC2ez1yrm1q9IgPbfc+4WFHDR/QBvAANgCe7TKO8GkD6HnYvY69u6468zZ2r1Nl1MSiZpyGw2Hpc82LeapyeOgAu58H5GCSBw7baoeDsqEqBTtis66gqz3jZLtsuIxjVGfrBv0K+ABb9Khp230fbJdY6CvF3uGnOfNJXNuwCmyXMa38ak8b2L3c7mt4wO7b6FeQ0zwIYPd62LS56VddZDcU+Nhrux8PnTPxkV1f2H0fbBeT/XzuxyvKH+aX7TIftk+ztF1kVUBMUNpWZI3W1tf1/g/8uy6/4kq97R3vKIePvPwePHREw9GCpCjqo194OS5ek+NgMMzD1KSsOX46y+FNuSbaRj/81KfmgPA9Wst+eigHPY/J4Usb/u1ue1vdKgeKGzm0XFo+oI0cDg3zwj5Vq2f8xE/pwQ99qF7xildqkjdxDjflRpdffrnufOe76FPv+qmFD4++//2rXz27btusOR5MuS6bvKiXHD9uv1wOMEr6+05jp2wkUh6snYOlJnX9E+pB9IeNNMxhUre1kYMwa/3U8Rw4jrV6/GhGuVM32cph11TVR4mTL9uye6R51k9dj/aOfuVhyEP9NL2ArjAED/uZW20DHkAEuu2G7eSiGVR8pd/pb5f+bm2mb6Oh+JPhLi8RB1dWxG83trIOrxzQeQcO6Z9e/ya98Fd/Xc962o/rJ5/2dP3CTz1bv/lrv6HnPee5etNrXqdpDo3Q5bckN3I9tU0j/j3No0ePqiNP9YW9jjW1uLgofoNhmHUPOIQsB5jnnJtxHujYNdfqUNY0ebzweb+pf3nrP+Wwd0sX3uxmesQjHqGLL7m5urYRf1Y+Tf+mTXrloA+TzJV5UeYqkAqtFAf1eq2mrgAAEABJREFUU2lnKDiArG3kjN00DABdURwnVkLKdkEfNU4yrg5o9zWeADLqs8Pu/dl9fXbt/1gpPQA1qkP06ERfezrM7U+XGqQqH3QYl9IoY9S3ulhvZd/qsjdtbE20sTnWaGlZCzlUXMsPT645dlydB0Gb1drsi5On1nX85Knsj1tqBiMdyL596Mi5GuTgfD3rkv2PNQh4DqC2raZpZJO5bvRi93Fs/4fFvNE7dVOAG3UEWKfguoLYLirzupW2e1lR2P5CthfbotMqe7c9dlUJGvC8UK8l22V92zs1ez5AlxpAV9iuLsu9Aj4MajDvG/48kIN53l7a3vGPzHbJERpbYPc8cgPI7OxauXfZpjkD+dDnQX5gBxDgAztq2nZvA4/2PNBhH+K9BuALn3ZvY7u8l8C3PctV2wWfFfixd3Tsnrb7Gr+Y2X0bmvjYQ1c5PGAb9q55sC2zV+ankpO8p41z2MgzCfrEH+SdDaNJZPilT/DxbRtRni2mM5/YAQT2zhjDA7ZL/5WCL3ghy36NT2j8b+R5mDMJ20Vmu8ThuRU76qoHXf1ouzC+zB/nG7bLOzx22KBSZfQJHrXtXfNhu/QLXZ5p8LmZQ13OSbChbRt3M9je5YO86Bd5oE8c8qWeGYWwezu7r8MqH7vPAX2AP4BwvoYG8AE0IPbZYPfx7DPX+LMtnwHIAfGoK8gXGj6ABnYfC3qeT9s21QzI8UM9j8pDsfYPGsy3bZf5gGf3tL1TNxicDfOTRQJM/DzP9hnN0UdouyxiFkBNhA7gSynogZAlWbv3CW8etnfJ8YE/dPBF23Z52bNdLhh8Vti9PTYV2CCfb8PDp+1yASAHVYeaNnoAXdp27582fHKye55tVAqwt136UsekCOa+qg8uPoANYnwC/KNj9xc3snqR1fnhJxbY1Rjoz9sho83GQF3bXOBsQLSBbdzvyhd97HihB8QiT7sfM2JVkA80NtT4rPSZbOx+HolBLoB+0xfiAWzxY7usL9tlzuHVOMTGTim2Z3pKqTp2379qBz/ioktNnDq2tNGz+/zoCzxs4FPTtl3GC5r4NY8qR5e+IUOHGPTNNs1dqDZ7a5SIb8cmN7DyIpebOnoV6NiRgzQmeSkml5DlOiEPgD68Wtsu+dc2NUBnP8zL5ul533bvE3t06Dt9hkYP2J7dIGmjQw20T0EO8AFsl3ljXBhT26rFdulTbaNTaWrsqT8c2Ds+7dNp22d0Z59ZdkajPYKaM/U8UKNN/dGCfXq+ttUESKiVkiWoLDNxdnPLW95K5553vpZy2PK2t79TvAjz8nvVtUe1OZ5E+6P/6bZdUjdNWw4fx4llN9qajLVyYEXtoNWf/tlL9ed/8X/zUn2oHNg8/OEPy6HjLbWZQ6Pjx4/rr17+8uh3Wl3fUDNYyIv6IAeo1gUXXqwPXX6lnvy9369HP/Zx+tt/eI0Gi8s6kBfzCy66WEfOPV+dEmtrrKZpxLjYTq0c1kykPGR203GpHU2dpTCHHwnO4vqjI0q/OjH7e9x1Sl+lnCKK/jY53nDAUQcY5FSqgBOqHDTe4+6fqft++ZfrS7/ki7N2JjEZa9C0cVA/xABpl5g8ujTXMXrRnfvY2/bbPNsqe+Z2u1aMN5qAKNSkqfSpAh76cdHPaxrx1tMz5alGo2HGoRP/5uNWHp67HAg1anTukXN0zRVX6bk//0v6gxf9jt71ln/W1rGT6k6u65pLL9MH3vnucjD58pf9hX7vRS/W5upaObgctgOBSdYW9TQvJm0OtVln0OyF1Lw8XHnllWVm0F0YjuRckGurqzp84KCU6+Glf/QnevPr36CBWx05fFj3+4b76Ra3uqXGuXhPrK1q5fChcgg5SWcZp+IsA+Bc4G3QBHQ14vR+/89eGUM4DbPCrVWQ6wQP+FZiZBGkmiZkN0MYhUYPWgTvG2f9thNjD85q8B8pzMAmu/RLBbksSrfo2l4UmVT0ik2xVRmKfO/5WJ2b/OBkrGYwlLJunNrtUCdPbeRAcazzLrhIzWhJHi2rWVgpgJ7HcPmQVo5k/z50rjRc0urmVNecWNNatq/FA4flplXbtmqapsRn7UHYlm3IGxX26THsnmf39Y2awE3O/9uMwH4dZd3b3rXWuX+Aei3sZ1d59v622AO7l9uuJoJfUZm096PJD9jelaPdt+2+xhYfgLwBtN3LbaMyA3KADqgCe7feeJz9J3sDOUBzf4IGtG2X/kDzPlRBG132FvxDEw87eLYFj/dCdNGxXfYi5ABdu88HW6AUZHZvb3vXuERc2rZne5q2CzG2yVkFz/ZMl5yIY7v8NQE0UIrtmR52oOjnflsPGNGdIXzbSkLFF+8zyLCjD6C24UEzFowhbeT4t13iQitlNBqVNod5vNfi17awZTwBvhg/fNjJIXb4rKgy9CJKir0OMQA8/KJn93OMLkBmu8xV9acU28UPOvggH7vn2bt9IEfP3pHbvU71Sc0va+En7kufaz7U5Aff9kwG37Yo2Ns9TXsv7B0ZuaA/r7O3PS+rNHYV9AmQbwVt5NT7wXYZs+qPmAAbUPnU8G1DzoAOmDFC2C4+bafVf7DtKZXrtdLYIgPQABpAV70z1f1Twz5S2yUJREwKC5GadnVsm+YMBAUwas1AQmPPYgf4wQcy+Ha/cOAB7NFBRpuBpwb4ooaHPe1Kw8eOhYWtvTs//KIP0AW2Z4vP7vPAXwU66Nu9nu3ZuCiFOMQEaZZNsdpihz38StOGtndikS//3sLS0lLJhQ0EoEcfFxYWxE8A8EubMQTQ+AbExw81drbLplVp+OjRBrZLLPIBSpm3T7NsENjZfa7YoUse5MfFDW1blW8b09JmbOxeBhN728UvtLbLPG339oiITU7A7v2ga7tslhyUEtd26Qsy2krB1u71yLWOld37R9fu6aiXiwoe9tSg0sjtXhcefUYOv4J2BbxK1zxo2y59r+MCD2i72C5rCx6AbZuqrCv6AcgBJn4YG2LAo48AGh4yYPdjR97IqZHXG5Ht0n9kAHt7Z/3szYXYFeRgu+Rtu7CxJwZ1RfVRFPJFG4QssdGjDeABaIAMf4A2qHL6UXOAB9AH6NN/dCrsvq/IAfr7gRhgP9l+PLvvOzJ7h6ZdUf3VuvLPVqNbcSY95Htl+/H26tyQtr27b02asCzvckd8xvfWt7mtbn6LW+iKK6/S2975zrz8rmk5h5Fyq9HCkjhe0I1Y2Ce5Zlgjg+Gw7BsHDx/Rv1/6Qf3SL/2SyOPEyVXd8Y531Fd95Vfq6quv0srysj74wQ/qj/74j3Xg4EG1g5G65Nu0OcRpB4Uejha1cuiw3vXe9+ux//OJevDDH6k3vOWteu0b36T/98//osWllbhudctb3lKf+7n31DQHn13BlhZHrRZaa8qfIOu/QmHuwU5faFmdWB+Ag6WGB+puIgXdeCv93yo08q+4z7315O/+Tj3yEQ8v/yfyceSDHBLb8bSNLmssHjXNwcu0U44ziRc51RnAOkRk79ar/LhR3CZTlX2o8mHMHwApBQ87sIrLeghHjVH6KJDs6P8whzNra6dyaNhqIQ/+/On1wnBU/k/Tf5YDwLe87g3azMFjszHW7S6+hb7rid+mb3/8E/Tpd/lkXZyD7Mvf/+963d//g/7iT1+qA7leFmPL/9CF/4v8oQMHyn1PKTVv22LPW84aPpxDRdb+4UOHMqYruubqq3Uw194oa/ivcvD+6r/9Ox06cEiNrG9+9GN0m9vcRhsckuJjYaTLr75SU2dcQGLwKWOSfjbpbxNGRPne+TCeYIezQ8HP1BWfkxjju/62R6epkoZKPzJ+XaCAMUwGkrqI8RAy8SuP1vWFbdmeqXfpw6zxMSEsJ64zKGD3AaN6mbSrLjrb+qJkSPABCdKkmo3QBTe7UFdedbXGk07nnHeBVtfWdXz1lNY2t/Tmt/6z3vxPb5vhTW/9l0JTV7z1be8U9Gve8Gb9Sw7Fj62uazMTt5HLuM0e6KZVmzXOmuMeS3DGFUD/R8GeHwXJ3t3WTeWmEZgbAdvXa43UdWx7Zm33dJXNBCEqjxrYvW5Ep32Qn8YMA/5+iEjwea4Ck8mk9IHrDtgubduoFtg9be/Utmd6tote/cL/POxebntmU+XkAI2t3ctpA3gAHXu3zO7byNg7bKN6Wt/G24eXCPEJoO0dffpdsZ8vbACxADQ+oOv40a6wXe6p7Gc8O6K3H/BToblSebaLH6XM8+yd3CPKs0wnDh/RIX/i0h9o4m9ubamOAzz0yJuc4Nu5Q+Y+Br8CGbTdx8JfiZUfVsKnjS94+Kg8YgNk9o6t3cdAH1vyAqM8z1DvtcFfRfWPz6qHH3KkH/izPVtbVYZdlVNzKEqND+JiRxs/2NCmJi48atuwCmyX+UDP7vuDveaKvaOPfYXtYmvvyG3vyllzxe5lsMjlbLB3dO0+L+JiW2voM6Hq2Dt+5nnVrvJo26YqqPxa2571y/7IafwCxoB6L5qSxfaXfXpAFg6TBuxePk9vm+6q5oMgoL03Abv3hQwdYHs20bZFqbHQqz7g2y668CuUYvd2tstAIgu70HbPow3wh39o9IDd60AjRwZsUxUgs13iMz5AKeizqKnxy8WJ7l7YvS/bs7xiXj72bh4vEPi0XR708Gv3OkqpseCjV9u2y8aFPfHt3gYaxLR8bJeDSi5sGPghb/rEJoAuQIZvYgB46LIxQKNLLNuoCl18ABjUtkt/ayzbRQ9dfOAPoE8bPrpsOOQEHx7xicVvecCzXW5e8Gljgx90iVt92X189JChg77tXXNpu+SFnu3iG32AL6VAI6cG8O3ef8QzG2IA8qCusD2LqRR8geonrOKj1vChK2wXktigyvNuIuWNvsZBaV5e+ejDt13mBD3bVCUucoAOdRHky3bRhwfCmulDA/gAuoL2vK/5PGyXsbB3xlop6DCXttPa+cCnhc/5cbV7e/iMJUAPwKMGlbZd+gKvAhmgTW33OnZfw5sHetcF2zMVbGeNj5Cwe792X8+7s0/nzcs/fHrHwvZs3OgPkCXbAbcUc5wQdDp1ak1f8zVfK16E3/Wud+u3X/xinVxd08HD5+SwIwdQunELBxxN25a907b4Yc4HL720/NuM5MP64rc0n/jEJ4kfqPDvNiqv70996lPFn7jyADjJaVfnRk0OMN0OtXpqXWsbm1o5eETTZqi7fMrd9PZ3vVePf+K367ue/P36wKWX6eTaWvTW9MAHPlC3v/3tcuY2Vk7clONLtTmAG2iiZnbAcuOOwX+I97LxeC5UF7qTM5Y9poXOxirnQdhZHfX3F9cyVhzKXXDBBeLa5t8O4qfzKhZWl3mbeQqNp6mbeJiPp31LWZvbErvXn+ch6vLVif9C5OMwek2VvS1fqjz4tpOZCpo8/Cvz2KMLbwfZhnMP3mI7zvprxJ9DK2XQtvqbV75Kb3r9GzTqrIsOn6sf/+Gn6kW/8QI99BsfqO/IgTb0tz/uCbrdLW6l8w8d0ViYapQAABAASURBVFvf9Gb98/97qyZZd4vDkY7k8Pvk8RMJOxVjRZ9Y2+yHtLk/LuYHl0p+tPkz7MMHc9jYSX/553+hP3/py3L4mMP1ZPywhz5Mt8wPCYbxyx5Nwhs5AD5w+JCmlqbJOWlmhBRtZd2mjh/GpDDVl7BU9CxBw601NMbIi8/oUBf+tnbHOIa/w8O6i1mPvfy+ff2+bcvejetneeNpOa4ZQw4VmwyMg6ZTGd8z1b2Oi46ja1G6sj6hQMfXNk6cOJkfohzWwayX1772dfqe7/1+fdODH6qH5QcmD3rww/Qtj39ifoDyJD1mnxre/b/pYXrCt32nnvQdT9ZDHvHN+qqv+0Y98CGP0M/+4nP09n99T/bMjfLDUdtlfLfDlqrL2ivETV83jcDHaARYgxXzKdinr9d5eaWxrbS92wbZXlRdattU5bqwexpGtdlL066wXezYj9Hfy7ddWHZfl8b2F/oV26zcBuZ3hZ5r596aa7Tq1li0e439v+2dmOjaLrnaLgbwgG1xP69+edbi/oQMHjKl2C72tJEDaNuRqviYb2MPbOe+2ha5vdMXfFfwXoputYdGphRo26Fyv8o4wAfwYdq9DBpeBW1g9/J5PnEAPGLbOzr4Bshsl7yrrlIYHxCyzBcy23lkmpY9Flt81vca2ujM62PP+MGbl9O2XfzwPEB7aWmptPFHTtiNcqgI7D4uurzjA54p0AXQ8ADPzdTE4z2dH37im+cR8sU3eeLfdukbusDeGR9yqrBd5hZbpdgua8TeXZPLvA509UvM2hf0ADzyQI++0Y77XTkhg2e7jH2lbUPOdGlgb7vkBl1h9zx0zgb0bZe1YPd15dl92+59Vf58TV+VYvc6IcsHHdaC7dLe74t+2r3cdukDevABvqnhAWgADaBtl9yJZ/c+oIFtXVdpUMARNbBdErH7GhmJMHnUtAF0XVy0sQV7aSYbPvZMOMCWBFkc+JjmBa9pWvEADNr8hB7eeDwpPNrI7UYOaA8Gw/ykf4hrNU1eDgPbs8VBHvNA0fZMt9ooZZoXIvJDH36bFwRq2hHLdgH0PK9pW1jKc2NB+fNW/rzOUjsYiP51RUMze9ui2C68wWiYn4BMdGrtlNY31kv+2A1ib7tcALygbW5uFn/IxvnJEBsAFzt528bl7P9uZfdtNgXk5Ex/7J6PMn2GD92mH8jxiz40MuLCg0aPGjm22JALObDRkC862PLST37UTZsxSlxvzw9yUMcF//jD1nYZE9tlHODX9YKc+MC2iG9bUnQlEYvcQmZdDIqcNhshORITIMdv9UPbeVNsB63oA6i54pN5pF30Eo+4AB59qL6qHD40/okPoOGB2T8onDVX/Gd8qLeY0wBaiQOwG7OecnMkd3KjL8THF7EZZ2LYLn1GZ16ODOALGXOFD2xZH+P8FBUZNsiplYIc3yFnH9szGgI7fKML4NlO6hb54ovatijoA2jb4kUcmj+1HOaap84VDksN8lwDNafqp2mb4tvufZIja4g88G27yOkjgA/25mf3ekqxe18hZx98zRpnIaoe9TwwoU29H+zTY+6ndyae3dvbLuNt71+fyf768u3e7376EYl/207iSuj25KHyUry8tKi7f+ZnaJR528hB0ytf8Yry24XTctjQxpLrt4e2i7PeCyKtvnfqbaXtqlMTLeBwXGI6Rybe5m5trGkheyy/Ucc1trh8QK9745v0a89/oS68+BY6deKEHvyA++uWl1yizRzuTHMvesFv/pbe9e73aDBcyFpKjrkGh9kfuslUq6urWj6wokNHztXVR49L7YIuvfwquR2V33pkz1wYZf9J/C/9ki/UIx7+EK2dOqm2SUbpcxs/rFnWZNs2yXn+Ex3th3mdSnchQNXfGSG4FVE6/VOFp9VhZOyz+cbZNp1+pBEfaYfuCnpOmIUgg0IUxu6vLv2Z5zRNKwd93ajNdd/k3sD8bK6va/XkCbFmVsrD8Vi2g4xTdMp9VomWHLuMZUcd5x3wfAaFAzfa6hE/2i5dOBXbrOtXdVELOPgJVdZaP1bTNLt4TTX36UKPJ2MtL6/kkHAr2NRwMJLd6PWve4POOXREeQPQA+/3DfqyL/4iLbbWQvpx6tprlcWor77Pl+u+X/ZlWj+1qlxoesVf/7XOP/c8baxvaDqeanG0qEEzUJP/hqmH8Xv0iqv0+r//B73sJX+kP/6d39eV7/uQmo2pLjxygQ4tH9QrXv5K/fVfv0KHzzkit40e8JAH6W6f8Wk6vnpSH7riMi2tLGstzyKjXDP86bYz30lJqfr+pk8SHBB2KvqpMxXkFdFBN81QmnlpMrGMqR1J4Mw1uTXUUonrqiOlHb2ZtWbFOE+LumCbTlU+tmVbygfVDkKUMAr94dbpf8y7syCis3y67aips5bJmXE+o0Gn9B10sQMqJUNT6n7PVGTbiGBzc1wOIP+/3/8DPf7bvl1/+Td/q2ObG7rsxHGNzjmkjYG1mXW31TbazB5VsTVIO7zRkcPaSH3N+po2Im9XVvT+yy/Xb774d/Q9P/gUnVjb0MbmROPsjWRkUbp8dbJZPSHzSSvf2tO9rvA+sq8+okQdpM8Cpa2byn/zEeAeUYeg0nbWSWVej3rezu5tK2+a53hogCvbsncD/n7AZprrfh7lioh9nAggq7yyL2ZPbNpW0E3oIs/tJ7fD3CK6grgst6VpnmUqHWeFRxsa4BcdfEzoh/rrEz6xqZFR7wVym+sbidLs+6wU+pWq8NrkOplMktdUg8FAw/wQFzk8ZJtbm+L5HZ5twato2iY5d8VPk74C9KbkSkeijy3/rM5mfmBGzTu4sk81ec4q79YZGO4l7TD3yfDYGiqahnEMct/E3SR7GBjn3KHCke2F4GHrvs/kA8itSZ62S395zmuiJzn9yNh2O4BXZcQE2E+TA3abed+n5n2tic9p+owO42a7jCXj2batbIuCHjxAe5xxR84cAuMnHd2Ib+Z7eXk5z6xLwo54p06dKs8o5IGP0WhU5os5mwcybIjBX26SI3HgUcPHHz9Itj3LD7+ME0DHZlxYs9MyXpWPH2IQf5x3YnzyF6DkQP/xjW6b9UQbv/gD8zR+4OGjvOvGFzzyxRfjoawVMFWncZ7zWT+ANQK/8mgDZDNexjKdy6fvo/3h1+RPXyrIv4Lc4dd2pedr6FzmkptdcNOqaQeF1ynjvB+Sv72Ts+ZKjUlNDOp5VF6tkUEDaABt9/4Zd7un7Z06/EZ2EkwyDAbAOIKyyJm8eUc1R9tls7AtdNu5CwF72kx0taXNoqK2d+INcpDYNG25QDc3t7Seh+uNvAgmnfhtszA7SS40ui2DmvaECzX6PIinBxrFzxBZZmOaDQTAV9rUgBfIcWwAD9fIaq5t8oem/7ZL31mktAH9UEqTixjYfR82t7byDjFJfo24YIAdWRa07VgoYbocMuYukXbTtnJ84G8zG8Hm1jgLP31sWrFgmkEWTeRGLxguLGiQjUDh0edp+mM32RhGibdQ8iTvOk/TbFRKaWNbL1rbgg/QpY5K+dC39bz4wQP0jXmjpv+D5AMfPdoHDx7UgQMHhH82SOUCXsvBKRflcGFU+MicfLnogW1R44c82ejQUfhgkJsSm8k4G2bxmcyInypHCRm73ES4+LEhn4qFhcWM3USTLBbGi99QyvBojTWUeW7aQR6Ot7TFeohgkjUT1eQ4UNO0/ZrLjWtM3GxO9IM8GaOmbaPXlkNd8iA/4jbpV9M2sMqYcqDYhIesy5xjzwafGdUoc0efUbadrjoaWQ/5pj/K2HHTpB6MhmUu0a02xNxKXmobjRYXCprcRKexxw4wJ22bNRX/2Cr9ZO3jAz48aodgvW2srZcbfpOc4S/mgIibMz4Zh6gJPkCHflHbyZ3BA4lBnG5uraGHLeuE8YMmB1DbNlko496Va4a5Huf6YU2ghw3otXo9dPCJHD+TxBznRjHNGDBujAc17UnWCbJaQ9vOXDdl7PEB6I9S8E0/i9+sAWS2S/+rDrHngQ76SrFrpmlsf2yXWLaLH3SBUuxeFlL4AcgAPGpg93q2Yc+ArAJbMBPOEeggA9AVcyq7SNuznO0dmjG4Ltsso9hmtccu32JdU/Myzf9wZLx+Sjc757Du9zVfpZXRQFde9iG94fWv1YFDh7WVMfdwpM3M6eLikjJ9cuguhzZtrnxPx7ImyRVk/xSe+xr/7hpNp2gONA0dReGk7aZqYttMt3RgcaSNtZMaDFuNstbf9d7365nP/gWdc/EtddlV1+gL7vk5+uJ7frZGcWhJb3/Hu/SCF744+0qjhcVlKWt9mGuuG2+G3sqhz6BcP6fy4j2IfHPaqB0tx/9IeWfXkZUFTdaO6+bnH9KP/tD3qts8pdbTuJmozT1qI31z9oVJ22qcMWsHg0SN68SZ0Peu0zQ0UHpvs3abkJYNlOXeicOGKCaX+I5+uFlvg4IoS7KaJmMTf3UO96tZ2/Cb7EX5iPFTN0mMqYY5nPDc+HfqpIB6Ns9pZ+gSLSJoqqBLrlM36rbrqZNLMFGTmW2yZ6fuWmVLjrbl6BJ/yNdkKylsCbLLXHalD1GT89UVfquujCusLl9dJKnyHYqEIifXafaKrbzkNOSR8W2HQ40J2jTqwlOM8OrU6NhWCZDatproGYS2LduiEAKK3Bayhql5FmjaVjES93X8T2UpPGIOhwsa5+Bw9cQpHVw5VO6JF114vr7wiz43fdnS8WuvUNttqpmsa/PUcTnr9+u+7iu1uDiUswRO5NDogx/8kEbxMxosaLLVaZzDxeXhkg4Er3zZX+p3f/35+sc//yu94x/eqLf//Rv0//3K8/X8n/lVvf6Vr9Ff/OGf66/+/OUZlqbM6oMe8RBdcofb6IPHrlS30Gjp0IrWNtcTb1FMDCuznUqDoGVY6XhndenT1Bbowgsr3wo3CKOOjVLSlKILbKuR1QbDGOG7zXXbhNukg05tWxGJgq3Da9zKYTq6zprJgKqLly4yxZdSvI0mRg6UNaNcFx1zHp1J7qPLHGqnjdgt849RMkrMULs+tmV7F29vo9PZ5ejz4sfa6Mo6niat3ZCmUQuyR6igS/sMoGNFJ/rFrtv+Th5NzDIqynoXewx9j5vD+UHJP77ujXrqM35SJyZhHDqk6eGDOnKHW2vhkgt17u1vqfNufytdcMdb66JPuK1ufufb65K73EGXfOIddckn3VEX3eX2OvcOt9LtPuNTdMfPupsWb3aObv1Jd9JmFscb//mf9KPx6+GiVg4cSd+SQ8a9CZxxniaPcKTM30YOQrvMl3MtTMJPFf2pRM75vmGf9LsYWm07UBv0+6bUJkCXPPJRhl7QyGg3TdZT1hs8XUexLds6kxqyKX0NmuwTg+zn8PBNjR31fkAf+U048wjMjxtajGsF4w7vbGCMr8sHfs6E6puYVQe68tussxoDHjJQY0LDB/Co4eGL+z22ABlAvhcz/TwvTQJsi45Zm42wR2ecd0neF3KVq2mNZsVZAAAQAElEQVTbAp7p2YMmWfhcbdTjrFXqTs42z37UleuFtQvoE/5qnErTrvHhdbl2nTVPLsgAfNuwhC7vQ/jjPQX5Zt550YFHvZBnoXaYzaRx9rIuz4TjPHvxTpe84oX8FZnb3LNyIY+zv0E3eSZL+qrvnLZlW03yAUohPv0JWa5/25AlL2I3bVtoyRoMhhqNFjIOySXtrbwzbuQdcitjOg6NTtO09Dj38ElBHb9BrvnFxcVy32zjUyn4t5vojTVoh1rgh4Wp22aQ56qRqCd5DhnneWDQjtRNrfHWVMPhSKPkge1wMMozwmZpw4/bQg8Sj77ZznnJuuyMXeZ3knld39jQag4Suyg3GQve7dElL+YAwB/nfogec0KuVQ69lXcyavrEfFUdfPEDeHhxL/yghxx/a2trOpEf6IOqY7voocNawDd2ABv6QmzbpR/wbZd5wZ9SJt10ti5YC3W9bOa57kB+ILYwGsnRm+baUMYBuokPG0qyXaAUxoK4ITUcDUVegH7YLrmST82D8aKNHDt0aZO3M770E592bwtNP6mxRR9b2tgrBb7dz12V2xZ+QY2NHXGoGTd8IBulv/ChB8NRcm7pdvqSKzITP829n3W7kXM0ib43RcdudunRZm/A/zRrhxoUv1ljw+FQ0Hth49OiIMMGQANoAI0OoL0fGoQVdu+UNsokZVu2k3h6hmAP0EEXILI9G0gGEz5Ar4K2UmznOx9cnwHTXKR70WWAsxMkr13p78rR7nO2t2MkzH4fcrR7HfIjt1qjbztxetBGxkKgRhdw4QMmExReLgYWDTQTwWRiz4IFtsv/+AC57TLRCVQuPOxYrMQgP+KxqPkpj93rwuMgD3ul2H2OxLIdzs4HP9UfchYvUnzQtnt9aPyhC6DBKAt+JRc6fSA3NiJ8skHhB6CHP4DMtrhAB1nE9ME2agVuQueTy0WVVtrER6HGxg7Y/VyOc/NBBkqcbDZdDCvsrIdsCk3TytCyvF1Ps2aiLqeNHNgmXFk35E+DnKa5GPE/zhwyn7QriM0YoDdaGImxbBITW+pBbqbA6SM+7d0xbMs26iVu8Z/EbIsbKxC2lth4aZPLWg6JmW82ZeLjoM3NjhjQtYaugIfOMJsJczjKTZYc4eMT0B9q+qfEnLed10NOu7/uLNvCF7CdzW9abrb4UortMja209r/Y/cyvkEGRIA4FbZLLNu7nNgu/BqPPABK5Eptu+RoWxT4+KWmbTvhsnpS2y7+4KNDbZvqjECPmLaLrd37gw+IY+/I7DPT80GwrZjn70fvp2d7P9Ubh3eGUBkJmXWdh4cDOfh7wP2+Qbe4+cU6fOiA7na3u+nY0WvzADDSyTwsHchhJP+XbPaYmGgpP1jIxOTBrRV+SuJ5+e6CQudrJyxUrvvwFG1aqJXYWaxra6dkOw92w4gbvfC3X6x/fc97tJGX8Zvf8pZ61CMepiMHD+jEseNaWlwSv/145VXJLfTxE6uS3PcjvpxH5CxQUXIeEk6jwXAh97scauWhLbf3+LlGnmzqJ57+o1peGKrJUU+TMSCf3saxUzxRW1zTrBOu07ZpZDs+h8FIblqxPzDH0+xf0+xLXUHWbLw0dg6jBqVvIcV9BWi7bOUBbRAf7V5k3xgELch+xR7TxV+HHYMHzV4be4UmU+oeUYoO+hmYNDoh75Hmns+8dJ6Wmmh6hh1qXgs6KtLsq9frYj0tcREwrtQFKBSifnWVKD2pja5Ybyt3lTtXRwQbzLjhxUwzqJZtQSbBbuSmFT9IbNqBFpeXxdpezHqaZg4nefA/99xzdc6RI1oOr82L1AUXnJ8Xi6EO5do4ceyomrib5sD72NFrdOL4MSFn7LeyxqaZ/wMrB9TF18rSig4Em6vr+q3nPV+v/Zu/0zUfvEyDjbEOD0dazsCMckh54oqr9bsv/G39/av+Vo2kpm31iEc+Ure94x00aTpNMp9gmnqatUosJU6airhMMzSIecaxaCjuC+BVOARIte8HGX7wWxAt2toeaKqKiPpPGE4woNQ90pMcSPYKu79rjFpXKdeRYG4z4nabgnlDgDl21B8b9H2oOXTpXredSKfG1sb6ll76sr/QyfzgcS0v0l/yFV+hxzzpifr6Bz9ID3vcN+vB3/xIPeSbH6EHP+rhevCjd/CgRz1M3/ToR+hh3/JoPfCRD9PXPuj++oYHP1CP/JbH6CGPfLju9lmfqSbPhf/89nfofe+/VCdXT4m9u83at62madQ6c0RGSa9Mm/pSM2RP7DkfyXecV/PqODEra7+6rIP9BB8Bz7bsHh+Bm5tM/4NHwO7nzN6//kjTmV9r87Tdx+M6cdvoTCjXjdVvedv1VF15N5jmHsDzO9fdIM/2C3luAtDwxrne29yDnGuyCZRrsrPz7KEC3i/UxGkw3fYJD7ryz1Y7/nj+BvQN2J5dB23uM4PBoAwhOsC24CtlmntMecdKnWb52C41vpA7uUED22oSExokUPacTtN0lksfQINJfM4DGcAGoIN/xoi8oJWCf/Ij72HeXRczpsOMrZVxS5yoqGlbtekXOtiNc0/nuYv7M77QadEJMEEHPnrU80BvEP9Nk2e9zOeE847U2EGDadp2o16v0TR9A7bLeQG0Uto8S/Du2bRNZrPT1nhLstRkzJSymecHxmQ4Gon8yXkth4a2yzPkYLtPbdsWvxwk2pbt4mMUOw6M0cMnsHu53ftYzEEsf3VY9egr/bYtePioPOyZR/KvoK0U6gKnkU+hGZTQfGjXutK2S662+3WR93d7N49c6HdFiRu/e9fGOLZbmVdq1kocizED0PDoh937r7lQ26YqOTBWtmOyA/Kl74xHUcwXvHmEVT7wIGxTFZ/kDJ+cZ3WkpZ06wVRRebXey9dcwRdN6hqDNoBXQRvYfU7QNxQNhraT1w7gEYwkGCjbsErn4YPC2P6iDbabMz3smYDr46PaUtt9POgK/M/DdrkolFL5IcvH3rG3vatvdt8mJ9DmYrNd7PgiZ4BP2sB28QEPGQuPGhk+qGkjt3d00YOHHNguOdsWpcrwUccJPqg8dCrgVxrfgDZ822Vjn+8PMvwohfxSlfjowEcODxm03efFRQoPPWJAU8Ofv3Dt/kLHFqAHoPGLPSCW7TKGdl8jB/isGzd22NMGtBkXfNhGvcD2rK/ooweUYvd6tJGFVT5sGFyENGzPcqFdYff8aov93thVRp/qBsLYAPRtF3fQ9M3ePUYI7V4HX7ZLLuhXoANsl37aLjcdYmBDbPICSoGXqnygQWnkaz0Hl8xZtQ2rfGyXtUCO8zLbouCjQtLsmt4rm9exXXzavQ/6Q65AKWfTjXjXZ153XmC7jFflEQOaGLYhZ6g8e4ePPr5Rsl36BV11kQF49o4dbWDv5tnelQ86AB8A+mywe3vbMzXsKmbMMxBn0rO9b15ncHOjsdum0dVXXaWLL75Yv/ALv6Bf+ZVf0W1ucxvxcMNvU19wwQXlN5aXDhzQah6GRnngO37ipJwH54389LmTxadTX2pNK7MX0TSYBL2kK1Rua00e6NRouLicn6hL/Dbj3/zN3+oFz3+eLrrwZjp2zVV64APurzvf5S667PIrNMqD05+99GX6m7/9u3JotJA8DuVgtPhzctDphfjjrQ1103GEU7V5WF7LgedjH/sY3eOz767F/IDCXUTl0+UgpysU3rAFwzw0LgyHGqUuYXIA1OXwbxqM8wBpoy3Z23X6ZDdq0r8mY4sPd+l/7By0URu2jUAbm+lkrB6T1DvgmgdbeUmp4Dcj5EZuWzn+gRSHBdpViKs8uO1i/idv2JbtWZY7lDRPa5/SRYHZOw1hdLEGeU/Ii2FXhoWhmYYx2ZrowPJKGXvmus3YTvNw+4mfeJdyYMxvAb/z3e/WRvSuPXpco6VldZnX8y64mc49/3xdc+3R4Nrywx3SevGLX6w/+eM/0r/80z/rnW9/m5S195Lf+//01je/Ufy28W0uuVjf+W1P1HN+8ef0Pd/1v/T59/ysrK1OBw8sSt2WLrroZnrggx6gm6Xusl7w2ZEsxH9B2Jm4uX7RVwDL3i2D9+Hg+ljv6ECdjk5NDgNuGLqSPz77rLuQXUg7RGo+/IDjDW94gxYWFspL5p3vfGedd9554s/veFHkhZR9YMJ+k3XJ88BmXlRLnf3nxMmT4iUMv9Q8jx0+fFj8sAi7K664Qtdccw2hhIz1zfhO85JMXQT/Sb7+s+Xzn2RYPi7SqHNn76xte4f+z9wJcgc1R9uye8A/G7Cxe127r+FhU68xaHj2bjl8u+fZRmUW13ahm9xrEKA7D3jIiDEP+NcX+GM/QJ+9Aj+2hV/bs3ca+OjafU5KoQ3f7vWg5+1o2xb7FDT6MSt9oq6osv3k8EDVLXV8xknJkXjw0Kl+aAPaxLad+31XDuxow0du933BR7VHBmiDSqMDaDNOdm9Lu8J2ycl2iQUfG8bXtmqBB2ynGz1oE4/80ONgFTvatotfpfCeyHt3yBkPmljU2HGAiD/a1MgA/m0XO3wrpfKJQ7/QR48YtNGDZzvamuVru9Do2tZ8sV1ktgsbP4BYMPAHoOFBc18C0PDnQYzatnuftY09vtHBdh7wkNEHe8fOdhkD22V9Y6MU9G3P1kpY+aHzaKZLGx0ADexeHxo/dt8mLrmhOw/0KmyXcUJeefO13cvnedDoV9/U8CSVvJHVtu2Suz7C0lR7u0/IdmERjAT+f/beA0C2rKz2X+ucqup008wwREFE/74HhqfiC2ZFJUlWkCBBJAkSBCTDEBRBBYEnQQEJ4lMxkUQElIxPQLKB8BQkzDDxxo4V/uu3T+3q6r597wwzg4ByplZ93/7y3meffc7Z3X2ndhwhMqjd2VTe7gYGPT4MEJMMMGk5+fVE2du++OMDBbbLoJ2OrzrqIibtedieb5ZBwtb2Dt52yUX+CruzUY4qoz9pzj600SGwXR7qqMM2ohKTds1puywYjIXt8iC4mJddYvBwaHdjx5gRmyD4EgNw8ULxYSzxQ4YdiwEU2C654QGxiGn7pH5r7qh2xLW3Y9hd36iFhYl/z4F6seN82i5/now/MkLahhTYHU+t6IkD7E5uu9SFDhtguzzEYocc0IfdOdADxkVzh+0yBs5GgO2ZxrawtbfHmti2i71y2BYxgW1x2C5+2FKDcqAPmV2QyAE2ducHD7CrqG3bs5zI6lgSgzGgv8htl3rszp76Of+c83kfXYZjPjbmxKIfdhfbNuICchdm+lVtqz36CuLWetFTH7XBo2Pe2NuxpyELsV3GwXZp15g0Kk8M2qeD3Z3Tamt7Nm7EqfUph+0dOSMq5xFqdzp4/AC83clt0zwJ2IHdCtslF7rTYbcfbbvzhb+sIMe8rf3Fx5j3v7J4zstVr3rV8pt+V8mLLxuRy0uLWlpcKP8jmLe+7e1qstnY6w/U9gZa39jUGVe7euiW5DY/yW2CnGN1CNH80bh7hUc7KRsq4dyUl/pJ01P2dcom5PkXc+ykzgAAEABJREFUXqxn/uazyovzcHNTN/qRH9LNbnpjXXjRRVpaWdFFF1+il//eK9Q0rfbt36/DR45qmJ9G81KvktTSSVTKUpONxZF6lo4cvli3uNnNdO97/ZwuOP8LmuSFXjlS0bbndLMn5vGbFGxtbmh9fU2jvPAzXiATU202q+IuuZFtuWmlvDCUHqewiaTRdIPRGaVBvyc2uZRxmGRDoU1xtjrfMHZpIJiiERu+/cUl9QaLajP+cqvsm2X8VKAc5AmZfrZbnkq+kskk4w1OVSN9AHvqUQQZ6qKm5ztgyzkfbjk/jZJKGfrYWsJpLG2ub+rA/gNiMDfXN7Ix3MZmrOtc+9payHVwfHVNL3n572krgZez4d1m47ufTcjzLrxIF1x0sV780pfKmQcHDh7SVn4i/8EPflBvectb9LKXvkQve8lL9KevfKU+9tGPat/Cgs7Yv08vfP5zdbMfv5G+6eu/Tre5xU31pMc/Ro942EPUeiQ2y9fXV3W9611XV7v61XTk2FHtNTZVVmk69FX9sXM+vkQ9IPLpcPq0uWpT2+TyQvGfJuAHrIWlmDC2ZVtHjx7ViRMnxH2ZH/iAz3/+8+JZ46JsHHKOM/XUYZJrP0iLjckxm4iW+oN+1oaspZl/q1mn2IhczNzlf9jVZm6Oss4RP2nLfCp+uRiIjezLCdtlHP49arG7XHZH/z1yfjnH9t8jN2MIvlS57O5c2XvTKzPv7n7YFtfK6VDz286tvylz2d6utV53XM+8YwJ45UDHtVnjR1Q+duff5N61u6ZiMP1CB2t39vbJlBjANqaz6393TpTEQw4FyOaBDCCzPetv9bE7GTZAOWr/ajuiMkbUBGzPasIGVBvbsxz2dv3YkBMQnx/OTLImEo8xhaLbzHMkbdZA2yWvbXGgZ51EB+xOjs4OH/DswLkiH/JKsScHMuJDqaPqacODhdz3sYEnJxTffn6oDeCRocMPwCNDZzvPkHk2yNqOzk5tYWyr+mNf8+MHD5CDmJdP1dEngI7a6A8GVUZe5MB2GTf0+EMBPLA7vX0yxY46ALmwR2a7nFfyIFcOeLuLAU/u2j+7k8es1IIe1LqJC9ADeABvd760ge2S2/bs2qa+qoMyDsjsbVvb4kAPtV1qoW27xKQm2hW2y9ymrbnDdmnZ23ps9oLtkqc4XIYvYmBmf3F++OyFpgrtLqDtIppPVATTL9snFVxtK7VdrDn5yOZRFPliMEHY2cd2iW17JoPBHwrgAbzd2dGuqHK709FGV2nlaYM6GZBTD5PO3ulb+4H9blR7/OftbJdJY3eTAB3ADsADckJZzAD10GaCwmt62J6NDT4VdiefmpUJiT8gBrnQYQ8lJkCPDNhdDLuj2NkdXy/S+ThcvPhhV+XwtsV4zOs2NjbKAme7jIemh+1iSyxND3zZaOUn8+RFXG+o1EsuAE8fGC98yAcyQCUHC3vTNml2Y9/kRoudncU2D9XcGIhBfEBMYHd9Rma7xMIOkI/xVA47cfLQvba2llb3qTmgtkvfBoOB6kH8eeyW07ZdctoWB3mrD227kyOjFmpCfjrwmwrcpGpdtksO5SA+448uzTJ3iA1sFzvbZRyVw+5422mpyPG1XXjlsJ1vzRbf0ph+EXfKnkTmdXYX4ySjCObt0izjDGU86A/11HNNmzGC2i79QW9vx98dz97WKYe93ba3+ajKB/952C5jYXe0GJ3mi9qqfzWzO19qrbKvJuppsdB0RednM055gBvkRXY8HOn4seN60xvfpHPOOUfPfs7/1mZkvcGC1vnNm+x+HT18JJuC+zRxozFQo0kg5XqeUSVkpNnxaQKDiOKucWzGbjVST6ubQy0s79fzf+eF+pd//VT5zZ/Fhb7uf7/7iN863Mjm39LKPv3+H/yBzv3CF8RvQubdWW5a8bI9KTnJOw+lniTL977lJY23NrR24piufc1r6GEPfYjY4Dx4YL82N9an3ioUrzImSWAQfzZj27Zbq1gvFrMZ6PQ5aknWKB3KR6MJ+ZtCh1FuZR3bzEMjvkrfQfYbc92NymYm6644EiudkZzMIGuh5rC6vqn1ja1yDjaz4bo5HGs4moi8EykVxi+UDxUUmvzQrwZwbc3XaTtD4XnRnnzXd2UuKWMQ4LILxSZjyVwxVJzHRvyPYUDbNOr3ejp+9Hihm7kXLuSe0KSGT3/6U2VjZ9Jr9b6PfESPf8pTdMmJVZ3IS82Fmf9fyObQE5/6VH38X/5Fq/Fb2reiG3zrt+ia17qm3FjjnHPm2Gf/9dPi32ccrq3r15/6Kzojm+kebuii8z6nwxecp/Xjh3XLm91YP/pDP6AzD+7XaubpW9/2lpzfUeI0+tpxBUagTADlhwiXD8rRhXDm2J64VHlC7PmxXeY5z0+g/vC4bdvyQ/BDhw6J5yxnjirzKcYqCG9bVdYfDLIejLS5tSnmXS8vtqNUtbq+rmMnjovri+egUZ6HyMP9TDmaxLUd7ivrQ721IvvKqc92hs417Nfol3gE7K++sa7zrtI6RLQvC6q9bXFtzUM5dseIqNjtltc2+spDbZc5bHcUGWC9mM+1mycOwBa6G6wLyGoc1ofdMjtrX54piAGwtz2rX7sObABiu6uXumwjKmtS1de8tMkNtV36Wn3s5I/neFoDdhXYgDjkY+Wr1GU7rFUP2zO5cozyfEY/bRc7e5tGoKZt1GSNJA81xSXizgYeGbp+1ttqV99laNuevVdjbxuyA7Z35OBdz7Z4b6Y2njfJQZt8/FY874u2yy8XYVNzYUe7gjZQDmyIDSUOcvhaO5TzgNx2ue+Qm1jcM+gXPL4gIctYEAMeGb5Q2gAeYAOqjDjztsSmPQ+7Gyv87Y6f1yMnJjXbLrWgJzaAtzs5eW1DyryDsbfb2BPPdjkXduZa5hkx0Nku8ZXDdr63P7aLjlqA3bW3LU7N2d5TSS3zsF1y2Dvpns5fAuHsCXS+qPk8VY7M3lnkvK7qOWnzYHLXScag42Nvx6GNb4Xd6Wqbk4RNBTEqkFW7ed52FZdJga76zNMqrzlsz04GAWxDdoCJABDWWMSZB/Laxo7x4AJFxp/E8sCGnI0h5OiJabvkx46aGDcuXuJt5CWENnbI7G6RsE2oAuzwBQjsbpGqPHIuSOLAEwtQg91dGMjtjseWNvrFxUWRlzb+5Kp1Ex851Ha50JQD2TwiKh9khckX+QEyYkakGpcxsF3iYYPc7mrDttYHjy1gc3FGx3lUzsVObOWwu7GijQ+IeDZHkM/D7nLZLjXZLrUwDnY3/poe837EpY2qUtvl3M7L4OkD9rZLDsaaviJjnOGBciCjbyDNYl/jQwFyAA/wmQcyYBuzUpPtQosgX3bXtq3qiw+wOx3nAlCv3dnRF4APNaNPuB0fYoAdwrmG3cW3XaTYVhRBvmobSg7b5RySN+odfcEG2C5y25gUVDkUFGG+7M6myuyuHdVJH2zAboXtWT771Dx++AP4ywvbO1yJB3YI/x0btZomdS1nkw7wEsxv5Bw8cEBff53r6FrXupY+lM2Xxz3hHPX6Aw0WltT2+uEX8nK7qib8RM7rbjMH2k5PHI2C8RQTcUzSytZKNh9bjdzqqle/ll7/V2/SH73yT7Rv/wGdd955us+9761vuM61tb62qrOvejX95V/9ld78N28Rm6CbW0NtZUN0Zf9+LS4tJyT5lPxhZx9PuYnG2exZz6bOQjaSHvlLD9PXXePqWl89rsW8uHfzcRJnoFSmHJPQDmno2PET5U/Qt7KZOMpOYz6Sm2x8WfTDbU8ZlIIJfMbEvfxgI3A7SF0WB7lY+yaRNNn06ucn42CYB2E2KztMtJXNxRmSbGFpWYw7vwHZ6y+ol7rbPPS6bRO267tSsabHTJJ1dSr6iiZcA2DPIid7SosQFaDr2fvNqGoHilG+hpy3bL5MMpb8afUkm7iOY6smG4ONepmDbYKMNrd05qEzIrXe856/07vf/S59/rxztZXT1y4v6x3veY9ue8c76qGPfnTwKN3q9j+l937ogzq8ekK9XD///Xv/l+5yt7vqTne5s25xq1vo9nf4Kd3oRjcq/0ZjO7a+69v+m775et+k4fqaJtksusqhA1rsNVoa9Mp8/O4bfpc+8YmPq20bHTl6NJvOGxrkXKdUcTBGFbUN/WqHnQGedmK+f4jsbR3ty4PLFgGrvUDGXFFRlTn2xdK42/EPnf/Ylt2B+bmWzUKe37DheZzzfsnhw+Ulc5hnJNaNQiuf+cwzBjKeO9fz7LmZHw4laNbkzOamkTOP2qwzrDs809omvBp0Ux5dEX6FfHH+ayl2V29tXxnUdoaow5UR72sxTj0C9pUzzsyJ0+HUFVw2je1iaHeUBvmgwPZsztgn89gAfAB8hZ1rf3of5rrr574N4LHBHh7YRlSek5FzfYMinH7ZLrVMm4VwDc8Dn71ATICT3cUhL+sPMnjbsOWdAgYZsF3y4l+BHpDb3qm3uza6XtYgUOPgj5waoVVOLHQAHtgutWA3L686N1ab5zrukcTbyA8HWT/hbYu8vKPR1tyBfWlaZZOwxI59Oik2Ocf54eGY8xZZm+csO4ZxsB0TFx9iFr+pHJ6xpFb6BOBrPTETMii2+GNPG9gu+qrDl9z8EAo/2hX4wSOvsC1kwO7qnI9lW/MHfowP9eFTdbZLH5Fx34Ciwx5QE5R5zP4IObCZBzKADHtALrurkfrpPzboiGebNCW37ULxR4gdwAdZBbp533m57TKeyPC1Pbu2lMN2vlVkxKAO28UHXjnIF1JqsTt7u6PIiTtPbc9sbaM6Jaqv7eKzl2G1QWcbsgP2qWX4gh0Ol6PRnMrHdimcJBW2ywDaVj3snbzt4oe++sHPo8qhVW67soXansVBYHdt2zTLiZ33r7zd6YvRab7szs7uKP67YfukGphMdjfZmEDzC5DtkpE4TEz0TLZ5n2KQL2wAdui54HgwxN7u4qO3d8bEnrhQYG/rsQe2y3niolQOZNhC0yx9Ig96ZHYXgwsXO3TURB6AD20Ajw+ArzLsAP7IATY8+BIPOXpkdtc/2rbzUtSWmlisWJRqHeO8PBO/wnbpF22745WDmMSaIX7wPFgrXZvPTS2AmwQv/fDES5jZh3i1gS/jxPnBzna58dQ2/tiTD8ADeABPLDuFhKFdYVu2I+0WKnIB9Ajtbpxsz+yQA2ohN3y1r/x8m81u5igyQE11fG2XmwpyfO0uj22aBVVXGvmqbeg85uumtopqE9fysbvYVW537aLMl+0d57jaKUfl56ntMjbki0npD7XA294RSznwRQ9Ns/hC59vzsWyjntmVxtyX7T11xANzpnuydudve6bHr2ImPAVj+wrlP0XYyy7mzVk+pT3XM305fuyo+LNrfmtrNNzSd33Xd+pRj3qk+B9y/M3f/I0e8chHZWPkmNz2y2/jnXX1a2ZzbjWbPo0mdkH2WcTBtVuQtFFFREvioQ7bsiXpVvwJ9qc++3k957nPE781eFBjOVEAABAASURBVOz4cd3kxjfRTW98Y62dOJFNwr7OPfdcvfJP/kxbw7EUn5EkNuuOZ2OQZ8QucoT5zPNpptcTra+d0EK/0W1vfQv95G1urYsuPF9nX+UsXXTRhVoY9GODpUIncgKm5PC0gdVmI3HfgUNa2X8ofeyl72O1gwUtruzXYHFF7cKy2sGSmv6i3FsoaNLuL+3XQmw2slmqtpWanoZsgmWLa2FxKe1WR4+vamF5ZYp9GoTvAB8sJf5gIePUxHesUfzdtGrabHpOrCGxS7XK4aD75Gx0jCYz7VTwFU3suT5MeU90Uh8iUjliPuOLoPuKWOl68Wsbq20a2ZaVI+c4u8dyxlLZ7M3AaiXng43Jccbzw9lU/Os3v0lHjhzW13/DdXXwKlfR0WzwNCvL2kisD3/yEwIrmUO0v/EGN9Cdf/Ye+tbv/C6de+EFutq1rqn/9X3fG3yPvuu7b5h5donWV9eTY1mjzaFWjx3XmQcPaf3EqjZWV7WV2P3Ut5wfIB46dKicW+Z2f7Co7JWm4HSFmgv3n+fLLmfrSukwkSpODojmZOkkokmZMfnO+Je14YulmYS5TFXCaPtABpQ+rm9uiPvdUuZXfzDQQn4w0Wa94FmLDUSebdp+T/CgF7436KsgGxrQpWyALy6xplhsRA5Hw5Ksycu5M7eIT5wmPArarPnwX8PXRuCKjADzCFyRGF9OX9u5DD0rYb4v8LaL3j41xRlbrqsK2vPAxu5iwFedbZo7ciCwfZKsxp7XV9mpKLanAjVUP3i7yzlvj7627W09ct5VoLbF2gIP4G2XdU05iB1S2ugBbYAOwAPbs70D4k86Id8z2HN1ZE3Gn2dL4lZgTB204W1DsiJ391PnXt5mnR3yA8q8jwp1MM7m4zA/4Kl+2MCXWmou7BONd0zWadvCjjoAeWkrB74hsw/6Ggshbextl41N7GnjD8+6XXneFQFyZOjgsQfEIiY6QBt9pehsy3Y5F/W9k3qwszs5P9SiX9gTl1jkgtZYUMXA7uKFLXHtrm0bUekTTI1je3Z+kdsufvDEtC1slWO+jQxEXD7US93IbBfZ/JftEgc7zR2727bLuSMO+QD9pE182vhA54EMzMvglcPu6qFtd3zEJ33Qk8d2qdX2bCw0PbCZx1R8ErF3+uJDfScZfpGCptoTsAKZ3SVERnsedqdDVjsIjy1FMbCAi69OrDrotjEtExQbGvhB7U4HX2G7DFrNY3dt29XkJGq7+KDAD9idzHY5Gcgq7O1JSy1AOWwXW3vb1+54bGpf4W3PJppyIAP0G8pY2C4PgGzKxUS8nHMxVh312Nu1YMMYEWMwGJT4XNT4IGdsbWM2u+jIZbvY4ldjanrQxq+COPQDwOOPDb642N5xrqiDh1j80Vc7/OkHlBjooPQVG+TER253NdNGR0ziYU//kNsuYw9fQQygHNQI8CMGoF3BgzF8JkJetEZ5mR6WfiDDx86CnJ/4w8/72o6Lk0GFUo9y4EduaqFO20XPWOAfk9LGjrbdjRu2VWd7dp6qjL7jQ1xyAfIQAx0LNeOKPXZQYmIDaJ8OtstvrlInNzRsiUcecsJDiWm7jLnd9Q0ZOW2rHsjIiw+o/uixZTyhtLEFlYdWIAfz7crbLmNpu4p2jNtMOGVsz+qutSkHdTCOIM0Sg5qxmc9ddchsz3LTRmcbUuSFmfsih+2is7fPL741D/ypYG/7zoUtteIzL9uLtzv/ed1l8Zu3v7L48jBXgm1z+/bt0zgPXG3TpE/jgqNHj2hjY103velNyyYk4/S6171O9773vfXRj/6D2l5fF37hfB3IhslE8SvI2E5pBjtZHNRPzYeNNHGjMYj983/7d3TueV/Q6tq6zspmz33ucx/xp7DjbIIuLizq//zBH+pfP/Xp8j/AafPCzeZdP5tyPCSWPEkzCQRqOpGvQ/YeddWrnKEH3O8+uvCCL+iMg/uz6bOuXtuIa0G7Dja8qvskQbeyC8S/U3nxJUf1gQ99RG/6m7fo9W94k177l2/QH//5q/Vnr36d/uTPX6M//rNX65V/+qrCI3vVa1+v17z+DRpOlPEaqDcYiD3UhNMo/T56Yk2f+uzn9LZ3vKvgre8Mfee79bYC+Cne/g69853v1Hve+159PJtfF110UdbKUWrvl9+QU2rsoB0HI+0dkq+ehr2r8sketcdkXpxmNxIIg9LOCwMbe2Ap47+QebvQ9tTP3GtzDvi/PPebVmvZzD6wb78++YlP6A1veIMuzEbi1a9+Nd0tG4v3e/ADde8H/YL6B/ap2besY8NN9fbv01Wvcx3d6OY31x3ufjedGdvVyIdJOm6tI8ePaX1rUxckzqGDh9S6r3/9109nXm9q//6D+kKuncVsevb7Ay1n03kjG5P/718/paXlfbrggot0xplXyUb3sEClV/racTlHIKckC06cMyfyveuD9mRMypgjVzhalw9d4ul3wu1e9ydSed7sDfrl34Jcz5rbHwzyw5ah2JDs9Xt5NhqX5yJejPEfZ06zHkNpc78c5YV4nBdn+Cbr+CCbmE3banNzM/6jrBfDZFIXJ7b4tdEPkqsovoxfdgbm3yG/bdkd/h3S/buk+M+QhLl6OlzRMbBPnhM132WJbXtmhl+5NnONVWo7z1STcu1xfQJ02NoucnhAINviGub6BPC2SwxsKuzOrjf9DUNsK/DZDburE3/yVygHsgrbJb9yIMMOmma5fqC0kdMXeNtFBw/s7XZ9/8AWn6qnPmqvMuTErkCOD33CFthdXFl5RMuYTtdCRU4s1rN+nhGrj6ebjNvtpoyj4m9bxBxl3aSttFmPgaaH7YhdNtHoBzVRJ8CXfKyxtMlhd+fJ7vwIgxxbePpDHOyRUSsx4QE62vQFP+xP5AfxyNDbLjWTlza5sSGeclSKr93VQixsbZc9h9omJu+YvHfaFgd2UOTQ5eVlSBkD22WukpN9ETZCofhU2C711TYUe2q0T9ZRJ30G5IRiSz8APDEAthXKgZ4+2C71YTMPu5Njg21cunMfprZtp6Xirxzkwz5s+cAD7AFCaAW6KoNHThvAA3i7ywMPqhy+1my71GF3FJ3tUjP2ABkUVB4K7M7PNs2Calcal/Orwa8Ggs4DHR23XSaXcnAS60mnc7Sx2e2HjgugyuNaBgA5sLc7go4YFfggs619eYHlgkBXc9meTUTbpTZiYqMc2AMmlO0ysasvF0jVxbTobJcYdleT3dHqQz3EhtqdLX0jDjKgHOSjjtomF5PO9iw+beIqBzGwITZ+8Oht58VhuWwcxawsUNjYLv3m16b3799fHi6JRT78gXJwfgA+aZYHRGxqPnQsPFzk6NFhu7i4mBfPXtkYpY09fzaJDTx0Y2Mjmwcb5c934G2X80rfGQ8WHCi1EJcc8MQmBjy2UHIA+kBsbPBnDFgwbJd60GFHPHv7fOJnp53bxTjAjtiA+Cms9N15aOZhGzkxiG97Nn7ERkZ/oNhxLpDTF8br+PHjJRY5sCE3saiTXPggqzHsblzs7gZDLGzoH7Ftl4sff3ScU+KgrzIoY4Yfeclnd3FrGx/iAbvT2V1s6sEfP3jy0GacoXY3vjV+7Re28NjjSy4wz+NDTuygxIPnfFM39nZXB352VxvyeZCDPuBvu8wrYjDm+KGruaC2i7vtci2QizHHXjmwwa/GhacugCwmmRZdDHS2SxzyKAd29B8dsSIq54k2/tAKdFUGBVUHRV9he5YXGfovxh6fvUAcMK+zu1y258Wn5PHfC9R3SqddCjbpJrkGt+OMpTx8cW4YRzDKT4MjzMZWP2QsfivyVre8hR7ykAeXDTv+Bxtra6vaf+CA+mUTcKzB4oLkJi/NYzVNK2eDpwF5MB6NkzEPiTyoYDcOv5EcTTaCwN/+3d/pD/7wj7L2ZlOoP9Ad73gnXf3q1ygvzgeS42/f/W79xV+8PvGtlWwQEW+YHbxx4g6yOTmm/rxkD/LQub62poVBP74bhbKpyv9kZn31uJ76lCeJTUiNt9Llsbbis7y0pAmxQF4YUpqAcsyflabta3F5n979nvfqrve4px77hCfq4Y98lB756MfpMY9/gh79uMcX2eOf+GSBxzz+HD3i0Y/VLz78EXrQQx6mZz3nueJ/YHLJsePiNye3ciLWs+H06Mc+Xne401107/vdv+A+93tA6AN035//Bd33AQ/U/X7hQbp/6EMf+lDd61730oMe9CDd9a531TOe8YxsYu1PPzfFtWU7FXef7XPbjXsnvWLftst1YW/T+Yi255s7eOpB0GR9h9ou98q2bcs9DDn8KBvgtjP+Xd22y1qOHj9QNobDTAomGudkER80sedPrLHpJXYTm/HWUIf2H9DH//Ef9ba/frPOWNmngRud/7lz9S8f+4T2Ly5rqT9Qdmh0lTPO1Dvf/nb90R/+oY4dO6qvu861da/73kcHzzpD65ORrnLta+q+D/4F3e8hD9SDH/UI3f9hD9Fd7vWz+p8//AMa91utaaxRz/JCX5uTodTLi06KOXTmGZnbA62s7Ndn/u3zevs73q2l5f3at/+Qjq9tatIOtJ4d6o3RRH+ejezDR45Fv0/fcL1vyvhsiWssXTlp/O3kCtDtht3p7L3pbvsvd3tcrr1JmRfcI5gLzAnOfdVRo72zP1UGvXxw3JwVUWraVhnkMqeytKSWcebfSK0bKWtMForQUYFzrufReCIwGQ+FvJ9z38YNn34vceM/Th+Zr851ADQ9bJdrmDlMn5fzwjdJRbQBY2FbdoepW2lXHj/4JrG5z+MHaFc57cpXSmxA207lqbGfdRSZ7YzBSDUGNlcU3LOpj7EgbqXko21ba1nDB4Nck0mGPmTPj92Nh+2T9LbL+NgdJTb9t7s+Li4ulr4hY+xsnxSjCrCp/FcqtV36e3nro48Ve8Ww945vd3LGF9jey/0Ky4i9G5y3iqqzXcbB9qXmpL/ML7CbJx6xoQSyXeLCA+x3A3uAHuALqh08QAfgAXrbiAQPSiNf1Ma1UWXYkwNqu9hjw3UF4Ktt3GcffOxte2xslz7ZLu+wxERegTPxeL5AZxtRyWk797S2+HGt4oMtwJY2ftROWzmgXPusL/DYYE/dyJHFrHzgqbmCNkCJD7HxYz3FhvXUNupSH+snm4rD8Uj8Nvgo6xo/rOav6fCbTNdXOz4B73U8UxCXIMSE8lzMOyU8dbM28+5nu7zzUhPPtehsl/HEl76xjqGDt02IsuZwf0NGn6HY4c9YkQ9D2sRGRr30Gdm+7LOQHz/ywGMPRW/vPMfo7C438WyLWMjJD+Cpyd7uE7bEg9b8jA12+COvoA7mAG3i0a62yNARCzm5qH0exEOHzLawJw5yZPDEow7AmAB0tss8rHXZXV+xQwbFjjo0Pchld/c29OQhJ2riQqu93Y2J7XIfxBfY3TgSm/qIoRy2yxwIWz7EATRslxi07c7O7mS1f+QHxLVd+kY+2sphb/vZLnOd3HYnx442gLddcmoujkZZAAAQAElEQVR6IAPoAbnAVH1K0uzW2N4hqp2aF9qdDYlsl4GxOzpvB48NhQHaFbQB8SvmdfjRAS40BnHe1t6ZC1uADZSLrU4S22WgOJl1wJkcxAR2p7et+YNYAD/qg6cefPCnjT0x7e6EoQfUgB7AA3jsbZd68APoADGJXf1pwwN8qaGCNrb0Ex4bYLtMrPmL0u76RQ5sycmiAsWHmHZng343WEAZA/ypCWp71gfqIAYXGpRxZ9OyyvFhIeQ84kt8dOQmLnrbZQ4hw4ZYQNODuNgCeGqnj9SW9+3iiyk8/vDYFfs8/MNzI0HPzWOUmwc1UCv1oMeWuPgSo8pp2y79tbvzjE458KN+2vDEgEZVaiJebRMTW1D7Wf1s41JywOBTQZ3z9vgQCxkgHoBHB4hhu8SrcZQDP+Jhb7vc5OEBfrZL3fjEvHzsTmZ3tAjzhT2gj3Y3LhGX+YeMGOihwO787W2Kvd35UhttbOs44k+/KrAByCuYB8xn5gt5bZd+Kwd+1S7N8rFd9OQByoFNyI6P3dVZ86HEHtimWRZp22XM7JMptsUwX+QAYWcf2zP+q5Xh4QrsXf9EObszKA9n8214/oct9733z+mhv/hgPf95v6Uf/dEf1QXnny9e5F70ohfrLW99u/itxDPOOkvHT6xlI3KkYTb11jc2tbi0rKbX00I2+9bzgxH+3PDgwUOx2cpGzzE98zd/M5sz+3T48BF913fdUDe5yU3F2sSfE/JbYi97+e/NVbTdg0lY584IXcgL6zgbWMtLixoOt9RrG41CnY2CzfVV3fc+99L1/+s3K+YFC9mkbLEZDcsPatqsPy0bpk2rJrAbom8j7aPHT4jNIfp1NBuJa+ubGubBttdfUPGJX5MYba+fa3YwRfjU9sEPf1hymw3UA3kgHoqN03/7zOf04Y/+Q2IejS753IFYaphzztzlbKiM0yBx6OOF51+gz3zmM7r44os0KP1ohZVxCWdb9hSpKY1Iv/yf3dcVbXB5K5vMOfZy/obZbFzKxsKEeXdiVYOmV/7M+Q9e8Qq98PnP06c/+QldcsH5Gq6u6mMf+aj+z8tept957nN1wefP0xnZpHzda16rN7z+LzPWR3XGWWfq3ve9t5RTMs7m0qiZaJxhnvQb9VeWtHRwvxb279Ok39N67lOjNvPN0qjJpmNrjcNP8NNYvCR967d/m8Y5J4srK3rBC1+sN7/1bTp09tW1/6yzE+egLjp6Qr+QjepPZ2N038EzdOisq+jrr3u9nH/LFKGvHVdkBCZZQTKQKlA9XBjmEf+Tq2HO4zh240h7/YGWs1ndHyyINYyNbeVar+CHGpWH8k9FOJvhSwsL6mUOjLa2hI0j21hfk+2ChJas2TE//+05RSycNcC2bKe182OfLNtpsbNV81S6U7vdmtfbX1yO7SiXjbNPjj+f/7JF+ZoVI8C4AfjdOJV8t91XW5t+nQ70p+rhge1yPdk7KXbzevgqg+f5EsAD25AC7NBVILStJusAaHNv0vSYt4WfincQ5BVVUdunorZn/cIHu0qpi3eHUZ6P4O3Odl4PPw/bs6a9zVch8YlHXEA/kREf0Aa2cw+blNrmfeFtF7nt8gMY4lU5dB68m7JGj7JGK+tikx/qOOOLzSjrcn1HLO8kbSM2G5FRC+MPHeeHQNwHAG3qxRc6zjptW9gC4vT7ffF8u5Tn1vo+Rl+ps/prejSphTjo0RFjIfcCQJypWYk/GAxEfOxqLJ538a/2xKF+/MiPD/bUgYx8+NKGIsOeGNRMzo08awNqQUZO9PhgC6WNnni2CVPOF7mIW4FvRbWF4ou8xsOemCVQvmoccmED6JvtMhb4E4cY9JG6beeWOi4gFnrbZa7M83YnqzbKAW97Fls5qMl2uJ0f2yWmbVETdtRrb8vtjkcOiEANwDbNMl61bXcyFNRyWYE9wL5SeHJC7e246Odh7xyved08T5z5NrztMgbwp0Mz72x7hy06TqTtMhgobZfA6IDdte2dFNsK7CoPre1KkZ2EqYCJxQm0t+PjVweQ+jC1XSaHcnDSgW1Vf3zsLkZMSh/qyaU9D2wr7M7H7sYAObmpCUoMYLtMbGR7xZqXwdtdXHhiUi+AB8SB2sZkBuTkrrA7PbaAWgAO2BLTdhkb9PgpBzZ255tmOb/oK/AFXMC2Z3rbZexs41Zgu9wUlQMfckCJxcJnd7acK9tCD+wurt3pqRW/WhttFhhsAW3OJ4vfvJw8SV1qLBuMuSHSJg7xuGngD4/tJMqmbUrNyJHZLv2Cxw7A2y52tXblmJdTU23bXQx7mza5gdgucwPbmi9hunpTK7nQQdGjg4cSG0p+QLx5oD8dahx8bJec8zJ8iW+79LPaKQe62ra7PkW842N3MWvdtkscfIEu5bA7/1oTfQTkxdXu8todRT4P5kP1hZITfwBPjHnYXRy7o6eywcd2OW/Vxu58bKM+LezOBl+w29h2mW+75V91badiELL3h6ut0+w2y+iK3yA8fuSw7nG3u+qHfuD7pRidccYhvfWtb9XvvuQletKTnqxfffqv6UMf/kg2T87KRtt+jfOThIWFxfJvRm5kc6iXl/mtXEf7stlz7Phxsea8+EUv0kc/8pE8kLU644wzdJe73EX81mPb9jI/e3r1a1+n9/39+5MvO0E5F2FkJ7m2jzyPxjbrVTYcmU9bmxvq9xpR9/GjR/QtN/ivuuPtf0pXP/tsbaydkPIg6mw0TEJLlATI86fAOMNQMUkEBdCFbGwuZ/Po+je4ge5+j7uL30K8293upjv99B3107e/veDvcfe7Cfxs9Pf82XvonlN6j7vfvfRLbsSfmBOfOq973evq7tHd+c53Ln/mfrOb3Uw3v9lNdbPg5je9WWQ3yWbsjXWTG99Yt73NrXX7291Od77jHbMJ/BDdIf1ZWV7KGPMbStY4D+bddTVOP/KInc6QB9k4zERfGcckdVGJ3Z3D2kZ2WZAp1ZnF3bbsAEk6yCbkKPOsjWwhm8ArmXuvfdWr9eH3f0Bn7d+vzePHtNw2+pZv/v+0mPU+Dx36zP/7F734+S/Q77/s5XrHW9+mSV5mrna1q+meP/dzavMC0vR7Wt1YF5uJm9ms3gomjdRm4xfdKPxG5t04cwhMoJZSjnImNMkcG4f70Rv/mPYdOqhVbBPzlx7/BN3+rnfTOb/6dP3cAx6o2935Z/SxT39Go9S9Gedb3Po2uu43fEP5bTD6RRe/his2ArkqynnJ8M4CFT7na2l5OZv5g6xD/dhYq+vr5Z97YDNysLigJvOmyZw5FVi77O45lmceQBKeywD8PCa5DkCV2e7m8i5a9V8MnY+Ln23IpaL6VVoddrer/Mqk9naN5ANXZnxi2S5jDA9sQ/7DgjEE/xE7SL/2Qu1r1dX2XtS26vWMvXLYLnOEdoXN/XWctTwrSK7bmJ30sV30KGxDSpsYNMhjd3LaFbZLDZoetkt+u6NT8SwW8cBuub3THj12AB7YVtu2O0BdQDnsLobttDSrQzl4bwDEs110+DXTNZE1jrbt0h/yVJly2M537osZP2KUxvTLdnnXRE4MgGqce3EFsUDTtiW+PY0Xw2oDZYOSzcSIix0xkbOxBYhBbYANTDvnLcas19hhDyqfjqpp80PFad3o9kKTcUDO+yHjZDv3kl4Za9tlg4sc6LC1ndCdzXLuPXbXtlNPcmEH7M6GevjlIECeUn90dqfnXbva1/jpVvlgb3dx4QHxALxt1bHZ7VsCzH3ZLi38qj8CciOzXfpMfcDu7IlPbGyA7dJ/YtRxgbc7OTbERAaUw+50xAF216eoSk57Z7vmx7/aY0tsKLC7mPW8IauwXdnZ9VcFtkv9tIlnb7errFL0pwK1AWx3o/qgn69/3s620FXbeaq5A/lcs9Ru76x5Xr+bb3YL9mqTpMLugtvbJ6X6VBtoldEJu7OlwwCd7dLBOhmqj93Fxw/YnR08wA4fwMm1LQ7bs8lCDuxslwWItnIgg4faLvY6xWF3cbHHxHaxtzs5MdDZ3jHo1MgEBbbFYbvYwOMDqB+KPYuX3Y0RfsiwhaKDYkt/AbztMn7ogG1xEBdgQ43YE5MLlfbm5mb5qRC2xJ63tV1i2l0sYlS97R0LH7GUg9jYcbFDiclPHKrc3vaLefmgqzVjjxDfGpOc1A3lJyzEww6/CvzxwwZfe7vmYV6aq7/tMvbcPEbceLII21bTtmVxxJcYAF7Tg1poQ22LfEA5kAHadnfesAXIY1I+lbdd2vWr+tHGBlAvlDrm5dgC26Uf6GyXehgLdMC26kEcagHEg9ou87eOIzacM9qAGJoe6KZsWSArD7Vd6rA7SmyADuBbc8LPA32F3fmjr7JKbRfW9o5c9sntOm7EoQ5gd3bISqBdX8gBYug8kAHbkB2odghtl9rIB6puL4p9hd351fZ/DsrreIdcLZoh1+KZB/drtLWuhX6rSTZhLrnwfG3kJZ2fTDdNq43NLb3wRS/Wz2RT5QnnPDGbhh/Q1nCklYNn6OAZZ2qCTdoTt8pFUTYf+b8M//7vv0LXusY1dPTwYd3lTnfKZuENxJ+8sPnzT//8Mb38936/+DdtK7uR7dmpoD5luwA4NZZzmjUle0Aqusj2rSzrHtkovNpVz9bmxlr2nDbUaxuN0wf+1Nx2Nh4WNGKTLl2PS+JbLrkaNam7bRodO3pUk/FQ3/ot19eDH/hAPfYxj9aTn3SOnvC4xxQ86pceporHPOLhhX/0Ix6mR//SQwW9w0/9lIZbmyX3/n0ruviiC7NON7rffe6tJ57zBP3Grz9dz5jhaXrmbzxdv5k2eOZv/Jp+69nP0jlPeJx+8cEP1KMf9Qjd7ja3ERttq9nInWSTSym80FTPZyJDNEn/CvMV8DVJjZRhT2tLGxlAfjrYlnNi7XJmd5jaFv9e6PLikvhN3TZ9P3P/Qf3zP/yj3vgXf6l2NNbGsWP6qVveQr/1zGfoqRnvP/q9l+l/fMd3lI3IJveb97z7/+pgNil72fi+YzZ5D2SzsM1G4ZFsWip5EzLTbKThkPtykI1Efog2Th+aXiv01Fdo6rFT76SIc2rGWt1c031/4X666tddQ8e5jg4d0Ic+/nG9+k1v0oc+8Um1bMpn83Qlm/B3zkb2f7nB9fWxj39MS8sLOnbsiL52XIERcHydkxEy/ymS6KD8Zja/1byZc7CwuKjBQtaEnFs2nbM0aJg5NAwDRnEA8BXrWf+Or65pK3YLS8sC2NAeTyzbs9TM94QQmAkrEzs7tiAy28XX4flY+Q8ZDUmeUkjh54LSbrANSEZe7IBt2YadURrYAPgrG3aXj7j2Nk8bkHecaxFKG9gn2yG/IrC9o89XJNZXqu/8GH6l1vjF1GV7Zl77Bq2YKaeM7XKO7Y5WO+jUZAdBbltN7vW2xYEMwO8lt11yoGvzfAK1Oxk+zOUK2rZLfOwqbIvDdok1z9udzDbiywXbJa7d0VMFsb1DZW+3bZe6ax93184YIqPMdgAAEABJREFUAc0dtCvs7Vh1PNDNmYvYgNjIsRvlh9UA28HCQE3b5l46yVqc+3B03HttF1/ejUZ59mMdx4f36IWs4cSr70/EB8gyKCXWKOsNucih6UGb95WCPCfyizHExxfYXX/wqZi6zgjyGof85ERGbfNAzm84AttiI5F3f+T0gYC0iQUP4IFtYWdbbExSI8CeHMTkvRwePXUoBzYAX2oiVsTlQ7vCdomPHWOBHTrbGT7rdIfd6W0XW/YGGDt87E5mu5wDYgPqJIftPBv3CmwLGX7A7nzhqQWK3jZsAfIKBLZLDfBVDqVdQR+B7SJCT1woAruT75bZnsXGDlQfeGAbUmBv80Uw/bI7ud3RqXhGbM/yEB+gtDu53VFk86h20Ip5PbxtyGnR7NbanhWErg4MSWgDu7OxTbOc7Hk9fAWTgxOAYZXB2y4XuOYOu4tndxT76m9vy3BBZ3u2wUidAHnVQ7nY5i8KJuP8pKw+1Q8f22UMqNs2otKet0FHXOIhBxjaLheX7dm4VJ1ywJMzbPnYLuNgd3lqf5WDHNiDNMvHdqnFdsmjHNjhZ7tcVMS3u4uNCxQ9MhDz4me71Ecb2C5y4gB8bJd45Lc7vXLQRk9s+k9cgDzqEgc94FfA63izgMEzbvhiSy5iAOS0iQVo210NtIlPTIAvMgCPDF/bpV/D3DRYGFkomQPosMN+lJsDsbjRzGTceCK3Xc4H8bABymF34x62xEcO6s2IuMB26b/d1YFMOci/G3YXE3lMSl67O2+07U5PHsaHsYPWmLYxm8Hu2rZPmiP4Ecd2qU85iGM7nMp5po0dFKHtmRxfZMB2icEYYYvO7mTwNUbVVxt02nVUnd3VgQ3+mNneMdbYogOMBWAecX6ZK+SzXWquNrbLWBAPEJ84ABtkpwMx0Vc/KG3bZQz0teP0I5AXV97R90Q8jx89rL6lC887V4M8CA56vazpw/Jbek972tP09de9rs4+++y8gI/0ylf+sX7u3vfWs57zHF188cW68KJLtLi8X6vrW2p6/TxAjjNfpGc/69nq9xqtnTim6/+Xb9ZNb3JjDXo9WY22Nod67vNfoMPHTqhsWuY82pZtcdgufCPH2pImGmTDyFO6vr4q/s/Xt/iJmyXuj2euDcvmIzb92DGv4pSPoxuXh52m7Qm4CZ3CbuVkWIjPaHNDTdar/cuLaid5CF5f1drxI1oPNk8cVcX6sUsE1ubp6rGUOEyNjdpmopVsLJ04dlgba8d15oEVba2fCI4XDOHXjgk62lgt9Ojhi7JpupVN4E1trJ7IRtu6hlsbibOUTc02MVNl06gJ3LQdzXmyLdv6Sjm4Lm2XmuDBF1ub7Z0uE5Vz2DaNeul7mw2fSTa7X//q1+qaZ19VTfjb3/qWevqTn6Rvvu51dGY2gK92xiE98+lP061/4uZazJy7xlWvqgu+cL5um43d62Yu89Jx9MRxLWYDe2u0Jf59v1ZjtUndNpIzzybZ+G2bJnO4n7bFtdOEK5hIOc1qxookjXaig1c9pPs/9Bd0w+//nzorG5HDxZ42Emw1/RkO+vqhm95EP3f/n9e3f/cNNUquQ2ceUErT8vJASr58fe1zRUbAGcU55MSUUc3Z0f5sAPfzwjrJ+Rxl4zFTSIPFhbIRuZlnDrcDuV1Q01ssFH4eo0mrhaX9BWP1sg5ayLBfWt4nObPCSa5THOhA1NQTsv2JwLYSgZILKHw236KDLzKpzEMWWMfSdvGjrT0O2zPphH4HCGzL7kD7yoLtHaFs78hDDazN0Gpou7JXCrWv3HhXSlFXYpD5sathkZ0O1e4/CrU9m1e2M/23f3uxjgN9nedp7wVsmiZXX+Kgpw0FyNvcZ+GRA3jbkJLXdrk/obMtfIDtome+Kwf6kCKDr0Bme9Yf2hV2J6+289TudLaLOTpy8TxewbM1KAan+erlRkQ/gd3VjV+NwzscsQkBRY4MG/IC5NAKbAFt4jImtY0M3nYZr43NzTy/BVt5Bsp6rBzYV4guxjbi8rEtexu801JPwXAo6uMeT32AONQACJAlV2675ynadhcLvsLuZHbW+mlN+ANsyEFs0O/3BRhH22U+UAt1AcYG0G/8qy1x0DeZf8vLy2JTERt8sQdsWvJ+hQ1t8mFDG8AjQ0c8ZAA5QEatADtQ5dhRD21gu5wPZPQFvXLYzrdKv/AnFoAn7zxPHIzxBcSq9VcdsjoG8Nijq6ANaEPJYbucc2Q1Lzr8kc0DeQVy8pOPepATD6CzXfpsu1ybNfa8Dr5CcwfxgN3VZnsWS7sOu7OZt99lcsomfcQP2F2cakxdlb+8tJkPYnsWBzmog1UVVUbb3ranjQ7s5u2dduhtl5NKx4DdtdGRs54M2sREBmyXga4Doxy2861yEm3n4bpXYG/L8SUOhrZLDPIqR5WHPekznwc74mCEnIlV60RegR7bqoMHyIHtWd/xoQ7bqIocW3wRcIHRtrf7RW50+IKqt136ZVvYcCHXhYXFBFsuCGC7LJa7c9PGF1Qeqhz4VyAjTo1b7ambhY2aGB/bpRb0yCqIQ9+UA1lIqZ24lSc+P2EhB8AeP/T4kMv2zA9f8tjdWI7z5IwNPkA5bBd7Z+HFtmnbMubKYbvwTdN0NmmTB19oTGYf2sRmjMlbFbZ3+GJju4zBbju7W3iUg3joobbLgkte4tsucxtdTEuNtmGLXZUjIAagb6CeA2IxftRT7dDTrnL4+Vj2dl7kAN8Ku6vBdukzeQF2difT3IEczIkKa3dx0FEnFIXtWV/tbX5ehy11A+S0K6gFWUWV1zbU3o5rG1EBtjC2Sw3wyCpoA7vT29uUvBW2MZtht/9M8R+U2dn7nZ3M7NLK0pKWFwY6kM2bXnZhxsMt8e+era+t6fu+73v1e7/3cv3yr/yKbvjd362D2dwZ5GX+Va9+jf7kT/9M1/i6r8vLuORs8Lntlz/PfuELX6h/+OhHdHDfvrwwj/WA+99PS4uDXD9jLcT3z/78Vfrb//seXeXsq2kjm5E2LwA69ZEXZ+psrGzUjbS1saGzr3Km7n73u2XTrydls4jferRjFVsC9fsDuWk1HGUFcuSKsxqhHo0nuWYn2WQdByP1ohpvZdNvc02jgnVpuJnNq0b7s0G0GIPFVlrIjtNCdp4WCh1rMRtPS9Hhk73WuKxr9fhR7Vte1MH9K9rMZuN5n/83LWZ3d6EnDeI78EgDjwNoEFmT+hd6rZYzRm0jAUXGb35u5BwwX51OQUNEH+DBKD+wQfblhO3UNNlRArVV7FBchoZNb1XOmHIsZ36ur67JOW+DPOxffMGF+sLnzy0bgNfN/HvQz/+8zvvMp7MZuaVeNo9XBtkIz7jd5ha30L74Hj96VMo8uM51riPm7om1VSmTaT2bzr3Em+SlxRnHXmRswPdzX6I9yYsHf7bt1FCQLuZ0qU1lBWlzjvpLPf3LZ/9FW81QP/YTN9E9738fPfpJ5+jeD36g7v+wX9TDH/dY3SSbpCu5di48fLEuPnKxnLmzykb0cEMqO0z62nE5RyCnIU8Z2861Dc2p0vFs6ssW53ojL7tHMh82N7fU5MV7EvnYrUbBUI3mgQxMsq71l1a0OZaOnFgrNu3CUmkfW11PbmaHkqKjdd7X/Iq4yEK1+5jKpiRrmdSkJtszS9uEmLWTsLR322FAHuhuIK+Y1yGbb18e3vbMze54u6MzRRhyVaQp+2Qb5JcXdhfP9pUe+/LWdGX41TGD7o63l2y3zVd6e74Ptku5tss5tF3a9cve2a7y3ZSYFXbnQxs72yU2PLKmaUrb3pajq+B5uAKZ3dnh17ZtniXGBcRCD+CrD7S252nlsa+wXdlLpbZPqtv2SX7kmRfOt+HZ8AL1HQSZbdG3XtZI26p9RWa75K0yTQ/8YO1OD4+M/o9yLwXwtks8YjdtW54dWCuJjQwQG1tq2sr9mTa/yIIO2WbWceXgeRIeIMeHnFGVGm138fPQNNNZJT8xbZdzhw7M+6IH1E086gO2Z7FpM3b4YUu7Ah/q4q9+qG0wGJTnX/TYA3ygdhcTn9pGR3tlZaX0gRj4IicuoM37JTL8APXSF3zRIwO2S7+RMY6VogPzfspBDGTVlhwRl1qgtks8fJWj6vGjVnzhOUfoaFMzOuRx2fPTxdNsjGkD7Trs7TFDNW9ju9RJHnID25jNzndp5Kvq8K+IePapskpR2F0se5vantVsG7MC/Aoz/bK9ww49QG13OnhkwO5kdkfndbv16OaB/tLQ4IARdC9Une2iZlAriiBftnd0KqLShlZbe9sGOXGZFJWHAruzg8cG1BjIbJeJpxzoQkqbE1nbTFpAmwlHHvhqiw57YHf5bKPeAXyqL7b4ceHYLhMJHXK786Vda8UX2J7VZ3s2LnbH46MctvPdffCr8k6y8xt9Rc0HxYp6AG0WJ+IwBuhq7ciAnQfj6SJf7asP8e2uJnTYIyMOQEZcYpIPWdXbLhcgPmyAskgxdiwGUOQ1DzFslzFCTls5iEkO2+VmxAIKiEVO4tC2u1zYzue3XcaaP+Vk4SG2chDXdrg8b+fGYLvEJ6ZyEAdbYtku5xm+wu58saNWgC6u5QOPDlQehe3ZmBC/6rEBtO3OxnbZnMDOdulHjUH9AB/0yOEBfIXd+dW4tosKO2Q0ahx42+UcILM7W+1x4F9BHOxpw0NtlzjwAD2wPeuHcqADnEe76zdt28XftjhsFz+7o8SaBz7MpXoebJdzhi9zBVphdzHsnbTqKyUmPBTA295RF/0FupTD7nLtNiMu2C3/D9POU93OvY0IeHvdhRPHjuSld6Ljx45qMh5pYdBX27hs7rVNo2PHjukmN7mJnvWsZ+uhD3u4/ut/vX75raKrXOUq2eAb6cTauhbyE1y50fve9/d66UtfojOz2UK829z6Vvqe//Hf1do6cvgS/fM//5Ne8Nsv0NlXvVr2hCZaWFjM3FLAOeqoqI/CAXwwTl2TbMrxP58549BB3elOd9J//S/fnNqOajwcaZJ1BHA9hpUbHmylZkrpefavJFm2Qyynb2362SZPv5EWWkmjLfWyyzTaWtNoc1Wbq8c0yeYkUOg4MkXnbBw12aT0aDMbjI1ajbU06GnQWseyyaTEucoZB3Xmgf3lNyqbcbY2IlN8iFWhxOklN/8zi82NdbHhOMoG8DAP2E6/+ZPuJjXaSl+aUrvtFCrRH/pVGl8hX7ZLjZwLcHnLaoijxEqAQa+vSTYIide6ERuKy5k35517rr71Bt+iXmzajNVSv1f4TTYr88Lz/13vevq2G9xA460tnXXmGbrowgv1+c9/XoO8CDRtq6bXU9Jk/28sx97J0WTyVHAt5CYgZ6AzJQRaOefaimdpW9JGzuHZ1zxbR9lQzOb0xdmE7q0s6eu+8bq66rWvpU2MstG5Md5SM2i1tG9JaxuransTLS71E+Er7SympK/STx3JQjPu0P0HDoiN+q3MA/703m2T8V8X/1bt8ROrOnzs+Glx7iSSeFsAABAASURBVPkX6KLDR4rNVubCYGlZo8wDcOiss6WmkZhIOvkgP/MWTaWFz1fRhdZPliG5Nk5DsSlIgGYu73z86m5j2bXm9fa2vNN+6b7trGS5rsgPyGR/afLb23HtbZ6c/5HAOIIvWZ++jIFty97GfD/hwXx5Ta4/YHtePOPtTl79bJf4GIyz5gN427mUmwLlQM7zhN3N34hmfsQCyCpo4wPgq9x2Ye2dFKHdxca+AnnlobZnedEB5AC+gjFoc1/r5b4GpQ3QY1sx34anjxXUjgw/4vD8DqWN3LZoA3LYRlxgu4wdcuztTkfMCuWwXeyoB/l8jnm/qlcO27MxwAegtzu57RITf1BrgFcObLkHDPMcmeaOWLRPBbuLj54YAB7YLjl579H0oC7b4hmDMZqKZ/nwZ6yrHTa2xb2Jd2T0tXZ80WMPb3dzBV+ArPYPHuBfqd2dK9p21w+7o8gA9uSAJw99gRIfHdTufMgFqA/AA+ygyGwLH+JAbZffbt0dkzbA1+7iwwNqsTsZcZERC0qbeoHtPJ6NMC+wt31sFxlf5MEfHtienQ/biApsF7nt0iYffuS0XXQokIPKQ08F7ABxoHvZnUqHPToAX7E7hu0domoH3aE4RaM5hXyH2HaZ7MpB4Dqo8LbL4NgdjUlpV4otdrQZTABPx9AV5OVunId4MHG0jcWDWtNrRbtCkQPa2A6n/44C8YnDxIMmgpDRZrIwOclbKTrsuOjs5ArwqUBPfVBs4PHlwgbEIja/nYecNr7YYwtvd3Fr/mpnu9SGHcDH7mztjiIDdncRE582OQF+tss5QU4bKIftfKssKmy+8RMQ+kod1A7Pn0Wz6LD4ltjxGOYlaDMPyfyUvuYgNva0obZFP2zP4i8vr5Q6sMGemGw02i4Xv3KQC33jRm3TapIH6fFoXPhRXuDb3LgANuQnDv1h7PGFn8nygsxvQ1Zdwgsd9QFskdkWD9XoYpBcTaZOZFGO09etvGRz/py2U1fTtHLoKHUNUxNU4lwpLxCTLGwTTWhPkS4UOfUO81My5bCdVJOyMFFLyT2VhyTGeKajTvRN06hte2qSv9f2U2NbYDXJ1Gg0HGs4rWdHTalzk9+kiF+TGDY9UclPXPKDMn55AOf897K50+SaGqcno1xzoM3YF10eHKBN28ruYuFve9Ymrrydg7YjmORBapgxoE+aHujwp7YKJRYYpx6ADfPFdhkb/G2LmmyXvhCjAj3Ar4INbuY1PqX+jAU67JRjkr7SDls+dioOtmtSSrJ2H/hUoLOdc9QU2NPa0m/yjEIr6Nc8Jsp4BbZPykP8qP5zfJxu7kZEvf5AW5nfK/v3lX+nhvnKJt/62olsiB3Xof0rOnzhBdlIG+v2t72NXpwNxN95/vPEn0AfOXJEk4xr0xtolDn1v5/3PC0sLmmUi3OQTaI73/kuOv+C+GbO0/6dF72o6E5kk2h5335tbG2mAilnM1AOzlbI9GM7D7xtWpNcjYrNWNe+1jV073vePZuDx7Np2KjJItPLnFvItcUcVEKwvnA9NG0vW4OJ7kYK7/5AHiyqXVxWb2mfessHNGoXpcGyeisH5IUlLe0/qMV9B7Ry4KCWVrKBmM2jNnCvlxBZH9JXxqyX/vUTp1lYif+KPFjRvjOuqoNXubr6ibs5JueCetH3F5bVDhbUZDONmpqmLddYk5jrGXsPFrVy6CwNkg/fpYNnSvFb5fkqtSn+Sm1OzoLegtreoGCSUZmom+PbNH0u8m2qtLXHwfXJ/w0a8D9k2Y4xH3M7ziRx5lFC5nzvvpa4Botu+jWBuosJW2FbtmtT2AFFZFv820+DhQUtBJxTdEeyWc4GODKp0UJ/UWtrG9raHEpNoybjurq2JuzaXpu1baRv+Ibr6tDBg+r3e2Wet21b7o+D/kJcWk1GGYn0g0JsqwnySRmTch/rNiZVeOWwGwmDkOOrJ7S4siz+ByfLXEeZ18OsSZccuST1TPT58z4rzIfZhBS/AbswyNoqbW5saa/jMssml9ny1IZXNMbE05MaeuosRVNTQTPaRXblfU00qyDMWE2u/Vaf/NRn9IIXvUR3+7n76KfvfDf9zN1+Vj91hzvqdj95e935LnfVnYI73uVuutNd76473vUeBXeC3iXtyO8RvzunfYc7/Uzxv/VP3lG3vv2ddc6v/Lre/b4PZL5mApROJGmpAIoACiZpAOWc586f+3648BmBrJlRzj429rWJD6ANBfC74dSAX8VufbJlXpO2XqNYxqkYFr5wV8JXgtnUk5zTcKXqyNPz0uep+EoluQXMRr5ct8zJmSTJS7aOFtsUVWlRXeYvYszjMjt+zfCLGAHbsjvgxrytOKkduxhrN3KKuykePfeiCuTYQok5zLsIVDmaponK4ZR7xlg89yIDdidHif046/s4F9UO3bZJiYMOtE3uSUGbm8AOREas3ag5kNsusWwjnl1D6KiBeyJ10i4Gc1/o55qFnbdj+eE3C7mP9vt9USt6/IjLsyBOxKcNRY+s2sDbLjXiD+yubXdUsjSFnXU5gz/k/Sn3yVHGn9ibeR/kvRKeHLxLDHKfpC7a1IIt8dHZznvZUE3T5lmqJ7uRA/JMyno3KecQ2zb3+iZjbVu2VfkMZnxb9aJvm5yj6JSDfIA+9ttesa9tZDGJaxefsRsMBiUOOmrEttrs379f1ED9vO9C0dsutTD+tOk3dVErMbBDduLECTVu8tzSFzLGiHjkxQ8ZdvDVnxiANrHmgS0+jDcgP2NsW/WwLXwBvvQLKAd5KpBRDzGjKv2xXcaCMVlcWhJ7Heiph5rJBW93+eydVDlsz/IrR81HPfgD2+X6jLp8bJf82Ngdj4K+kp8YtO1OZ5tmkMmYb9uznHbuYbk46J/tEldzB7EqEMNDK2obSgzobmBbZfB7oep3x6i2tgtrd7Q0pl/Vd9o8JWncNsoME/fMURY0wM0aWdXRRo6szQN0PxdmkwfriSblImOSAAqdz1SLgFb5PG8uul2wXQbc7mi1t11ycTLJ1cRvofyj3gOpsQA1QYf5SQP10gbIaCOnL7TpG0CGrmJejy8XG/1iInMxMuGpCXkFExowMaHo8bFdFikmIaBuxgGbCi5A+gTQc1HaLj/FoF3zEY82/SZvzYE/OuIjw4aFBn7fvn1Cjz02xELPxcnFmIHOx2WBoh5i04dBXraKT+ZDDNTmhQqM5y4K9GBzYzPnZZJ6F7JIDXJRjguapk1XrRP5Kf/6+oY21je1HjrMC2/b9oqtZNkui2mbRZhaqW1Ubq6JmTr6g4Goxznf3KzjIDP3GqsJbRT/3EwmAXyvadW6KaAv+zMGxFQO2/lW6h0XOshNL10q9Y7wj29/sJC4vbw8SLzENek71lvRD3NjyXtidI5NX/wfLp1cdtpNcqYPysHY2y7jyrjTjrh8bKuNHbAtx58a2qaXl9j1jIVKPf3+QJLzkrpVZG3bU6/XlyLD3m4yhv3Ydr+BZVsczF/mMtczIP8wm4NbAeeeWmwn5qSMA2ONrPhm3EfTawdfzjk6gB4wB9CRhzqa0u+e2qYnRcGUAfBgMy+5Gba4OvkmuR6oV7IbTeTMjxPiYD5yvshFnRW9jD85sNkLzHv6COgn/owtPujonxorpeW8TVTHBsr/eRY/gN9e8ZHZlp0Y6TB1YW9bTdvIAfEryEMsbKDUYltl3OLfZLwqbKsetjWVl1yaHsQANG0XnW2aBTVPtUEID9DRviIgzmXFjjwpsYxFpbI43zvRSM1CrrNWWyOLTTKlb/w7i4NeI/78eOv4EZ25PNBKNk7WLrpA2ljVd/y3b9GRi7OxGPeFbDiOJ41e8X/+UB/+6D9q7FarmXP3e8AvaF82fEay+Lce/+TP/1zv/8AHtbi0LLWt2lxfW1mLJpnvTSZspojKg2B0w61R2ZyxXa4/1qWtzQ31Y/RLv/ggLTYT8afQ7WRLjcaKWKP88GaSh1n4XFxJ0YhribXDyeVs8r36r96sx/3y0/TCV7xSr/iz1+kVr/pL/fEb36E/+Mu36fde/Sa98vVv0cv/9C/0x3/xJv3p69+s17zxb3Te4eNaTf+0uE/HMkZr7mstY/YPn/qcXv3md+oV8fs/r3uLfv+1f6MXv/Iv9LI/+yu9BPqnb9DL//wNeukrX6vXxu4zFx7TZLBPa+M2sJyNxY1Jq/Xeov7+4/+id37wH/Smd79f7/rgP+v1b3uP3vH+f9K7P/JJvf0D/6S/ed9H9IZ3vkdvBG9/tz75b59Tm03JzfxwZJIx0o7DmqQ9sVQQng8y5VyoHhFMNNE4Yzn2WB3SDl82IuOP6SR2Kn7EbeLRaKzAbcRBkpTzluuKB//xKCOempwTUa7xrHttnlnGOcfjBGvbVsNynqy2aXKqJgWaOybhwTg1cH2v59xv5AdfzaCnq3/dtXTwzDOUU6G/e9/fZ35MdGJ1qJUDV9Fg30FtxGmYHJ8+91x95J/+UaNUfN1sPi4tDjTJD0zXjh/X/uVlbW2sa9AfZP2epHc9uelrlL4MU+PYJE5/wzepJV1RE1mkaUWuzK20x0792Whu8N2aqBc6ztxlc2OUl6ulhZ4mw3XtX1nIychcnYxCJxqPJmo8kN1Pu4uawHt+bMduGycZjSeJsQ3H4FTIQO+wzaIY0eQKocuV70kgkALmPs30HDeNk26kXr8vrsumbZSuBSf7VHfWvcpDbRd7e0pl8dzRpt1r2rygbaqB5rpocl01Cyt67gtfpme94Hf10U/+m9774X/Sx/7l33TRkWP6zOc+p3O/8AV95vOf12fPPU+fOe98fe4LFwQX6rPngbSRRffpz3xWn/7s5/WZcy/Q+z70T/rEp7+gV77mzXrK05+ttY2hlrIGDrOWNW5l069G45yXQZ4XRltDOXNwnLmXMkuNvbbJeRgXOf0qQMTEiS2b1DGIeJzWKIitlZgjuWnED6oH+WHEZmL3MoePHT+hNrnAKNdfm2eV7ftko7ZpxT+p0WvbMl6Ma8JF3sh2QZJdro/t4kdMQMVMBeiQaz7Vj3Idce3zzx9Q/3g8Lj6VlsbcF3Eq5sQnsSVzrqVWGe+MP8M3zJgsDAaRNErq3Ec21Wdsml76PhE6zkk/YzLJWPVyvhpZ4/iDNm3iwONvWzZoZvlrbenWTHZZmG2/y37N7RXXpp4Oe+m/GFmtabdPlVeK3jakADnnD3pFMB+jBM4X8ZAD29Px72jU25/oqi3zHd7etsMfIMcJWttN06g/yD0hJxlfMMy9Cr1ttblW+lmratv2bJ3EF71ycH8CZc5nQpAj4lnN8AVTHXqAjPulw9R4xLSRSMh6vV7uT6OC6oPcdry6Tz/Xfy9ocs1P5Nxbx1lfJ5IbIYdWTKKvvJs2bKPNza2sSVslh3LYlt0hTY2yluYyFuC+Ncz9DZnS4SYxRlnXmsYZryZxNvMOtRa6lWeESYGiGyt8+s9Vv5Vrfyv3/0lyUJ/bRm2eD/rTPY1REm3mXg94d+j5WTVEAAAQAElEQVTnHNjWKD6ci3Z6Xpom13zWWPRt00uaVg3/NaGB3Shpix/v3Ur+5azTS1k3uf4B68Jm3ol5TwGMMetDmxzD6VzYzMaokodzUXJFZ1sc1IMPvtjRti27AzXaFnLqp82zLO9a+K2vr2ucfrHJSfxqhy3xsR2k/yNqyVq1srKiZZ5d8qxLn6hzkDm8lI0+asMPkAd69OhRERc7gC1AT37y8UtStlVyJZadejNwnLOJJfIQi3oKonfGfpIG52che0Bt5mk6LShtgA1j0ma8qA1KHGSMLfkBtYCEm32oC2CPL8AGP+ot45Z5hNx2UjundzIDtvQbPTHszqYmsLv2OO8ew4z/ODMVDMfDvAsNxfOvW0uZQsjge4Oe2n5bLJFh32AzDUpfgO1Sz1QsarFdmujngfBUenR21y/4edQYjNE41wvXDOdKuda4nqAVY01S86mRLs6H1o7ilaMWaHediKh8bMuZCKVxBb6YNE3bpkxl4RrPMM4FC8gBUphA5ZmADAQ2ymE7390HOZztshgxCaoMOTyDh5xJ0ia/3flPJpMykapdL5Mb/V7jgIwJDYhlW1xg+ODPhLW7uOQDyMmPffWDR2d7dsFiw8JS41EDIDbU9qxO+oCc2HZXA360ge0yEakXEJvaiL+WRYiLgHEFjGfRsejkIutlcXYmVkZllq/6r2fxzGmKXFnkJuLmsJUHsFEWK8lqc1NazKK7kEW33x+oTbtpWgF4aq59p//kiJvabCw6OYe5uYyZ4OVCHQoeedM2wm6Yi5dalaNtW9kWcYhZkD6gH+YmByapq3WjQa8vFt0mfFyLD3acDxY8YhCPhdp2iesmNJDjEVDrMPGaXAN2BBHjx9iElW2hIw7yUWqtbXhAW9MDP0CzUtvCf2ZXJr3k/EftTdP1Wac57FgHxQQ6Bee6Se3IyUc91AlfZWW8Y293MbAHdtcWVDkXZfVB1kTUpN9toXajJjUyR0a5ieYjp91kHkDJI7sQ8oLSmH7ZnW7a3JNQN4omfQE1hm0xv+y9Y9hO6p0gDrC35bSJCeBtQ2YY5RrhtCSYgB195glDwsIM8AWaHrZj6oxNk2uneBeKTYVywIf8h/1M5PTNWfszDuEnaYGQ0nKu/X4jrR8/piwu4rchFyK48NzP5aV7odiMcg3+88c/rj/+0z+VswZccviIfuiHf0Q/+EM/LLnRYjYcP/7JT+gP//CP1MsapMwTHqIuuuRi7T9wQD3WGlvDPHTycMH6tZQHKn54Yzvm0WUzZ2N9VXe8w0/pB77/e3TsyMXq5ba6GVmKz6frh+rBG2SVJgYPcMeOH9WLX/wi/e5LX6pffupTdc6TnqRHP+7xevQTnqjHnvNkPe6JTyl47BPO0aMe81g99OG/pAf/4kP11295q6h7jbU2Pe4NFvQvn/433fXuP6v7PuCBesSjH69HPfYJemQAffTjnqjHPOFJemziPu6cJ+mcJ/+y7n3f++ucJz45G7ObYuNgIWvykSNHtZB+/u/nPk8/d5/76V73/Xk9KPke9JCHJfejdL8HPCh4sH7+gQ/RQx/xaD38UY/RQ3/pEXrUYx6n+97v5/W5z50r1nann6K/DEHt/xyt4kpRdeaT9IaWxLXScdvf2GhmoRyea3nq5CLDtiBWp/pMpopKp82O7CGsonEWL+pbWFrUibU1uW30bd/x33Rh5s/GaKQXvOh3deCss3XRsWM6trGpQ1e7qi5ZPaFnPf+5aa9psLKoH/nxG2kr82truKmlxOHP3dOBLreY+4CRrNjWYlT6RkEgAsgkPa8oA0iRU3T20aZ2Z54626BQaVI+Kna5sNjYTpyEPOWHNeh0KI4Jq8uD4nxFv5wAIOQ0n1l5jImtfE5jfdlVTdaTCfeArFXwttXk/jaWdfHho3rv338wm4Qj7T90pn76znfVHe9yV93uJ39Kt7/9HfSTt7ud7nCH24f/qcLf5ja31S1veUvd/OY3101velPd+MY31o/96I/q+7/3e4Pv0w1veEN9z/d+n9T0tJ4X8YsPH9Pq6npecpMteW2Lw3ayK/IRzYJyDnOSCs0YKHxR7PiqoxQhk6jYdDL8IlW51tUdduaQnIbL/StMPrRD8nH0+FVEVD7bFqV5hb6IvVcAqkZeaBKWKY/gSkYjy7b6vZ76eVnnuWwj6wBphtlUXF5eyTvNpGy0cK/i/tLkGQi+l+fQE6urWRtGasODYe5nozwoedfYzffT7nLaJs3XcCWPwPxYny40dnbOQZ73FIxzvfC8B6Xd9FpBK8octLIiTzpkzWDOgDbPLk3TlHTE5Vl8lPuLbdmnBnYAR7uzq/7IAW30TfQVuWDzmSgeqAqwsyOZYnfbdrHjy7Zsq9wfJ0qsIo2MPri0x5nHzHMokCwFztwGTdOqSZ/bub4rB3nHWVMBetuyO0Sd2JMZ0FcZcYBtRAXokbW5Ppu2y+fkTMmldn6YwjiTE7teLxs9scMZOc+E1ME56iUGMt4RodjTP/jh9F2Td0yWTtYB7PElFnQrG3e8Y8KTj/sGNq0bUTFy4hAPH2pHD8UeeQVt21rP+zu2CwsLZf1BTh5i4Yfedp47looeHTLsFrN5Rz3EtF30xCEn/uiIjS2Aty2b8zsRNrbLHgtxbZf3VU0P4tjOs/WwbCQSj1zUxdgBeOLM+t1Y+NXxrjbYTcPOzn31wxdQAzk4P9Cai9qxhRKP+FDb5R6JnPh21y/a5MKGGPjSxgbAY1N18HY3LthSB/XAY293uuqHPTpodz9lNu6NSdaIcfY/oLvBtUcc6iAfgJ/k/m5b87ntrgZ7J9WlHMSqJnbnS9wKqq56bEFtXxbazDvY3uGDznaZcDsUadh7y6P6oj62iz25AAMKRWh7NojKYbvUYncThQHHPqoddvgD5OhBbSMDtW2b5ixuaUy/bBc5TduQMvkLky9iAOLXEx/xzAe53flVOSeOiW1vy9FhSyx4bCqQzevQk6sC3bwtei5ecqDjYuSCgLddFgh0AL8q56Ks7XkZdnZXK3rsALxyoAd2d07wpWb0g8GgjIXd+SNHD+DjXsbTdrGjjR/xiTlvU31sz841esYBH+yVAzuADorc7mpDVoEf88f2bEzsk+vA3t6W2xYHcuLDA3hkgLbt0ifyowPUabss3OS3OxvsgW1I8cMWX2gR5osYYD5HxOVTZaUx91XHssaZt7NdcmFe5XYns13ODbrTodaD/zyqD32ARwelDkAbX3jktOdhd3WgOx2IgZ44tmFL3bbLed0t1/SwXeaR5g7bs/GoYtuV3ZNSc1WQC9Q2uooqq9T2LBc2yKGg8tBLg+1Tmtin1p3S6cuimIhKK+ZLYP44DyXD3IQ3sxE4ykNtm5e1pmllN+UcvzSbep/73OfKeT/zzDPLv9G4nJ/U8hNYrrMXv/jFuuSSS9Tw4Dm9OW/lJdHOHJfzU8e8qIfvDwYzG276mxvrWhj0NcxPob/hul+ve97zHmpjh2x9bbX8NHjiRmAc+aRAsukJfcqrSDaeJlsb0ua6hmvHdWipr30DqRmuakFb0sZxTTZPyFtrakfr6o+31J+MNPBYg2asA0uD6CPPU+1ir9Ewm577FvpaykZsO97Ugoda0FCLHmmxHWu5F/QnWhm4YKGdaP9yXwf4LdKFVpurR9WbxKenkqOXn7quHr5Iw9XjyT9MXRs6mBqXWifmRL2MuzIOk2CYl+WNbAYfvzhjmZejUWTOeGbgpTwo5UvKq5VB2gbwFbRjX/SayGAiNWPnOawJrCabYs0kbSn8PCbRB/FpKhIrZnt+bMveRjXi+gK0oQ5TMJEKlWZUOexUmTwbmQM5m2r6PX3fD/6ArnaNq+uz535er/6r1+tBj3y4Pvbpf9U//esn9Seve7Xudf/76QP/+BENG+nbb/id+uYbXD9neqyt9H+c2ieZz0kXTrJ9Wuhrx2lHoI7jaY2qMucR1jZEnP/CXIEv1hReBAgBT8x2+gL7hfO+oPMyR6569ln69m/9Vj3+sY/WEx7/WD3+cY/Vr/7KL+vXnvZUPfkJjyt4yjmP11POeZx++YlP0K88+Rw9NXjaU56oZz79V/WcZ/6GXviC5+q3n/scPf+3nqXv+5/frbMO7dexwxfrRK7H+hxDbkAdtsvLlb3dV3QV1Ht5gP9uvyqrdF6PDHCfhqKzu5rgT8KVIKh5roRQlxqil02mcdbIrWxAZNlS2+9plM2TpZXl8kKvpikbjM6c6OeFfyKryUbGRjaQcyvTGWeepcHigvBlbQBsXPVy35lo/tjZ6jR7yTrNf7RvzimY75dt2afHvP1evO29xDOZ7VmOmTAMtYCwOz7Mc4CwXoe2aZY4hckXvsB2kduOtPsgr+gkp/4mF7ZY2J7FQoaO5x/ovB4eYFNptZuX4Wdvx7Q7Hh+A7W4gB8jxh69ABl8pvG3IKWG79Gl+LG3P7NtcV+QBTduI60bcX7PW2y7vWugAefcCOoDOdnmmbJrcvKWyhiIHaZYPPPaMmb1dS1HyFRm1NG1LK0tAF4t1GuCfTpV1wraaNvpQ5KwdxFYO2zFz6QO58AXwUc/qbFIrYCxsl/sadmzCEcu20CsHbWC7yHr5oQnjhT37BFDlIFYfXexYZSbKfxnTqEpNpdY8A9KmHoAP75vIAP6DwaDUiT15kVMLdsDu6sUfYGcbs9IPYmJfBPlCPw/bpR7b0aqMVc1ju2xmokCGH7zd5axt4gNy2S7xaFMfNeFb/ZDbnuUhhu3SR3TKgQyELWNsG7bEhUFXYbvI7b0p9mC3PTJAzeS1TbPAdsmLTlfCQe4axvasXvJW+eWlmfmXzZUiKi6bx7aV7dKo/tAiyBcTnpNcZbZnHbS3TzSTABu708Pjhzxhysd2mbToAEIGiRMBtY2owHY5SVx0xJi3xxbYVq1v3gZbcgMuMCaqbRGrbvgpBxcgNtinWfoFpW275J+vjRzYQ4m5tLSUn5xuzhZB5UBfa7K7/tY2cWNS7LEjDkAO0AHbpRb6SB4odvgAbJFRP4tYlVVfasYPvb0dyzYm5RzYLjnwJTYx51FltosPbfoBtTsZvrbLOFGP3fWXOMpBHW6bore3dc10QY5JqUUJh8zubIhLHuJAbZeHxfrTH/zquURP204QmMDuePwBNw0osDsdfoDF296W7baxO51t2R2SovD0D3tQYk1vALVNP7CtQA5q23ZZgIljd31HX2NB67jM+1SZve1T/fCBr6h+ULurH/8Ku5PZLucJP+omjnJgF9KdpzC2861ZuzRO8zXvT+x5U3LYLmNpu6iqje0iL8LpF7qKqWgHQYfANqSg5qeBHsCDqrM9y4W+Aht7W0e7wt5bXvV70fm4e+m/MmUTuRY2yXmvfKHRZBzavLAxlhubW+LP/lZW9mltbb38VPd1r3udXvOa1xSe9eMnf/IndYMb3EBHjhwpL3evfe3r9K53vVtXu/rV1eZlsW3b8lNj1lbsm6YVL4JtNjWRtW2juuYtLgzKVEa/ZwAAEABJREFU/0RkMtrSLz3soTrj0AEdO3pEw61h1oteN5/VZHutyeMZtTayQ1M737l6tDzoabHf6oz9K3r0wx+i3/jVp+gF//s39YynPUXP/c1f0/9+xtP1nF//VT3r156q3wye9etP02/95q/rt3/r2Xrh835LN/qB75OHm2LzcZxNTKeWr7/WNfSsZ/yanhM85XGP0lMe9wj98uMfGYR/wqP1y094jJ4S+pTQX3/qk/WCxHrULz20xHA2OIcbazq4b1mbayd0tzveQec86hF6wL3uqVve+Mf0g//zv+tG3/c9utVNfly3uumNdeub3ST0JrrLHW6ve97trrrX3e+ucx77GJ118ICcF2362EHq6ORkyroVVL3KMVEu8mwyOmiCbeq8jddNSHjHtCCj3BCnYDzLo7nDtmzPJLZ3tKuCa8U0iB0KD5JChU5lrCFt5h//BMtCNhD4jSXm0i1vc2uddfWrapRN4Q/88z/obve7lx6QMX78U5+iwxur2sisuOH3/i/9SMbx/Esu0jgvRc78O7G+pn42HEZJxL0r6ZPpS/exLfvU+NJl/sqK7JRTz3muUrXmO8Ir+HHiZDrKoW3bE/OFXKwjR44cFnRleUn7c72deWApea21E8d0/OhhHbnkQm2tn9BwIwidbK7Jo021+QFBLz9Q6Hsc/XGNI9/KDy+aXLtn7Oe6PaZR5tgw8s2NjVxGEzV55qEr5IfaudooLA36DdABeBDVFf7sjrO7TQJkFbQrkFX+yqBXdrzLVFNO9mg01DCwraZtc+XnZV0q/8bw1nCkcn/Jy3zb62sUeROaiaFJ0+r42pqOnTgR2y05bYD9KF+sDSHxnxRMsmZk0ZSTs0OYxPvP+LGv3L7bJ8djPtl7y+uYYwPP9Wd3tlWGfJ6nbXc28IBnEDDKZk69Nm2LeADZ6YANsJ15YXHYnvlrelAHcaBT0cweOUAH0EORwc8DOe15Cg+QV9AGvdw7qQ/YXX3IiV37DA+Q42+7qz/XknYd9jRGR5RO5NoYF9gufspR45FjHjUH9bSJT322yzsz73zYYmM7l2gr3gmVo54j/Op7L/ZRpQQXwPPDqNH0BxJVTx5gG5MS103W51zP2I54jorOWcPtzoYaAA6Vkps41Azq3gM1s+9AjcipGVvy08YfPW380dsuz7nosWW8iAPFnrwAXak195KqR26n/sjISRs7fMmBjBiA+IC8dueDXQW+wO76jZwYFegAsQC87TLetkXeGh9e0wOenNPmjBCf+ugL8QAy2lAMbUNU26Wx68vubPAH2EJtl5qUA1lIuT+jgweVt7sYyE4F+mF3drZLbPqFXDmg87A7W3IDcp0OCfFFfWosnOChAH4eyC4Lmt1GtsvJnZfPB57n521OxdveU2W75KmDhJHdyeDJw6SAAmS7YXcTGr3d+dqemSGvk9PubIlJToxsl0k237Y7f2TYciHAV3tOtr1tgxwZk8LuFjL8bOcltV/i2y6LjnIw+YmJTZpl4bOtWie5sKF2YmJXedrkwg+eX6GGxx6gs102Qjc3N1EJm7pQISAethXErjIoNrbLRYMNv65NvdQFsAH4UQM2yGnb3bjAI8ePeNSFLX2ER4YNfshpE7MCX3hs0OFT7dARFx0yYo6zkJd/syM38WpvWyzo1D+M3Fnw7a5f2ODLuBCv5iImoE0OFm1qRDYP26ImJyaxi41U5rNtcSAb5qEU2rStsK+5yA3Ig77Gto1rmTPIaVQdvO0Sx+76gb/d5dMpDuJUzMfC3D69LzaXBtulJvq3G/N91PSgBuqGore7vtCemnxRhJw41D7aLueBNuON7nQg7+lgu7hjU5h82dsy8ttdm5wgJqUGdJW3XWTEwabC7uTYzcPeWz5v8x+Od3oUZP+pY2TxAjbMSxwvb4tLy1kn++WFjd8m+dSn/03Pe/4LtG/fPh09elTf9m3fpltlY+jCiy8Stp/97Of0uy99ia5y9tk6fPiIuN7rOYE2TZuVw2p7g5Jnbb37N3EG/Z4WB31B+Q2jm/z4j+um2UjKYq1JrulBNpKchy/+/Z5JapQaya0UvmuHi74J0gMpmwqT0YZu+hM31a1ufhP9+I/8gG57i5vqJjf6wWzu/WjwY7rlTW6kW/z4jXSzH/th3fRHf1g/9sM/oBv90A/owPKi9i0tZMNhLZsRq2kvZUNiQzf8jv+mn0hNd/rJW+lOt7vlDHe83a10h9veUj8d+tO3vbVucZMf0498//foOte8ulaPHhZ/xp67VDZR17PZsaVrnn2mfvbOd9Qv3v9+evpTztFvPfM39KtPPEdPefxj9ZiHP1RPftxj9MvnPF6Pe+Qj9dAHPVD3u9fP6ad/+g5ayJq2vLAgZQTzlQ893wNlDDp5ZzsptvnKaDmiJjSYAIUPYuICd20pNJssyKSMdvjk5RyERHLyx7bsbVSLSeoBtZ0bnSZMssjLJAitbexGuXc0eTFo2swVS6vZQDxy/Jhu+N3frVvd7ra6xjd+vY6ON3XWta+pxTMP6IxrXk0bzUTf8yM5t7e/nc7OZvEXsgHpzJlx/NU2Gk3GcqHp0KyQrzFfyhHgXI5HeVLI+bVd5saVkY+4TdNd+4maJSIbTnmh7GczcpIX0c2N9fzQ4jCnXaurG9rMRmObLapBXBZ6Vp+NRg3VD5psMDrrhIbr0nCjYP9SX4f2L2qytZY1YFVsRDrryaCdaGkhPwSxZvdfaqmofaNd+ctDbc/c9oqFrGJmOMfYnT82VWx3stq+opTYgDi7KbIvJTa3NuU25zH3jCbPg+R302iYc99k05HrXpGPMu/Wt7ZU/i3xXPbtYEGr2Txuen31wrf9gSbFb6y1yDdzn1lYynnfVXzdhMzCGU0C5fs/68e+cuaRvR2H88d4Vgp/OoxzrVd9k/MHbAt/dBXVBmq7rD+2hR5bUHWV2oY9LchXDeZj2Z6tC8pBfFBtbBe97VktymFvt21H0n3w3QtokUMr7M6vym3vyLHbrrah1afMbOuk8cGG68mOMsAesPEH4OfB+2Gbe7dzbmyXxwXbQobO9o7a5n0ZK2ywreNc9XYXg+cD7IpcSvyJRpkTw+GwbPAhj7iMNTGoQ1kPkIHNrAnEoL/oaz78kGODPTo2PgfT3yikbVvkAbyvQvFDhy0bjfDEQE6d8Mhsl3sVfsjJiz3x0ROLd2fbpXbloB4QtowZdvjjix9x2HfABh4dbXjbuJWcyAA5sLVdzgfjrBzYg1ozNgBZ1CU3toA2dvN0nicHetuzfhDHdt4leuU6rXVCsVUObGjTR7urHR2IusSq+akNW6jtorO9Y+5WP9ulftulz9p5nNSyXWqkHmLYnX81pH9VV2XYUQs6+NOh+pyK2tv55uOQE5zK77LKG4JWY9uVLZ1GB2bCOQY5mBNdKruXve3ZCakBsGMAATLb5aTWyWBvt5UDexB2Fos2A2QbcQFtQFwoNsQEtosvMnQVtouv7R014AO4kLCF50JkUsLbLvFYCCrQKQc5Qkq86o8O2C4Tl8nDpMauwvbsvNgu/poe5MQfWvtnu9jY2341t93pqB2Z3V2QLELUqxzkJ16F3cWpPvhV2C656hgoB3Z2Nw7EsB2pSv+oEZDLdhmrWj9GtmcbuORABsWHsSE2beLOZFn+bZf46GwrgUtdTdvKWfiRY1/9bZcxRQbQ2y6LA32hrekBD6bNGeHmURrxIx9t7Eq8aU3IyAmoGWBDu9jlAZU2oE0fobYTsgM+FeTDFmobUvpRmLkvziGxyDNvTxzGe16OGzZVBm/7pPz2tgxb6jwVJTf6GoscwHa5AcDz4ACSSM6DQhkrxiNK+FMh6rgYsmffqYm8FRja2/ZVPk+xAVUGD2hD7c4fHtguNaCfh93JsZnHvM283PasaW/zM+EpGPvUtvapdacI9xUg5mwrV80UZR6kH27ysDVSm5c6hV9YXNKLXvy7+tSnPiX+cWw2Ie9617vq4MGDmQsS8+lZz3m2jp9YTaxc4wnBgyHr7fLycmwmiTfU2vqmev1BzmGTB8Yt9bJRtLgwEBsHl1x0kb7pG79Bv/jgB+rYkUvUNlI/60i/10rZRGojaJzAqUcK1fZhW/lko29TW3lJ3drc0CQbnMS94LzzxOYZvwl14uiR8m9cbq5lc2FjLXnXtHbihI5nQ/XY4cM6EZ45w79FtG9lpdR8/PiJ2KyVGtjQGGZTY2vtuDbXjmlzFRzX+olgNbLEHA23dNFFF6Z/m6KofsaQeIM8zI6HmxpkI+TY4Yu0ceKY+BPv1WNHNNpc1+Kgp9HWhsajLZ04frT05dDBAzp2ySXZTFnNw+RYUqMJHVXGeIaIp5/JlHZk3qbji382HxXfwhdqCTpzrgx0N1QOG5/Cyu5422qyniiHnXyZS2HLhzEtG41pFWvCTvlZO7I253szP8zr9XviZWFl/z7xw66LjxzWN3/L9XWLn7yt7vHz99V//8Hv17W/+Zv0vT/6I3rALz5EN7rZTXUifudecIFWDhzQOPnZhGBjfH1jU23bE+tTUn5Ff8o4ZdxORb+ii58WZ5czmuslJzQy2yrXraSpRpfvsNi7Zo4xPkpcO7K8gIao1zbat5IfmmQOHtq/Pzkn6jcu8GSkSdaFJuvINkZqsnHVRtZqokZjHT18sTZWTwgbrseFfqt9+aFELlkpm1RtcthWyb+rE03yzotsp0TPRHv5zJSnYOZ97C5WlVU672q75LRdxHZHaexlj/yLwelinE73xeQ4lS2ziWu41+tJ6RbPOsOslfyfZ7n/8G8Mc70Pcq8aLC5qIXR5/wENcz2tHDpDC8srWstakEVKw2yO89uSyyv7tG///sSz1tY35MwXTTFJDuUYZ35MCqgggv/gn0nGax61u/Z0QKrgclB7PsbJAci7W2rv9Jm3sS3bxQU5oFGp7aK3O8rcaXOPAVyvdifHB9hd296bEhcwD+eBDNidH7FoQ+dhW+QlP4C3Ox/a+MxDuw67s602VW27sLtrQmh7NgbkqDnREYfnNOY4vrQLnOV7imLHV4Cd7RIPe65B7KMqnxJ7ug6Op/MIu1F+sFiBPXXUc0EbHbG499su76LYVBnBF8oPYOEkJ0eb58I2a0GNg71ykA/YqTPXMvELouNDXejhS73YBci2ssaTEx4fKDWxOcgzHD7k41kO361saKLDh3al83r8iYMfNWJnW8joNyAucnLaqTtARptVh/7aFv48TxIf3raIC/AnP3HtzhYb5BXkIqbtMg+rHDviKgd6YkCB7Ui7j93xyJHYLnHsTk58oBzEJm6l1FjbUZdP1UER2C5zi/gVVY4NMaBVRjzqhlY5tQNsKmyXOnUpBznxraBdXaoMiszuaiXvfH50VyaooaLGre1Kq/zSaIMBTtC9UHW2y4DRObvraNXpizh2+9gu3sgBgwlFaLuc/JoTGXomFDZ2p6/yvWTY4oMOu93gRNku4nk726W/TLBqQwygHLaLXnOH7XJB2i4PhPU/HtYAABAASURBVFx8dscTG9idDTGB3eUmrt3xyoEt/kzmNAVPX7ADtFlssKNG7GyXRcR2qQ07fLDR9GAsyYsPFLHtUjcy9MB2GXt+g5LY8zLb4iA+FMDbnsUhtm3V/FBALfO2tstYKQd5QNjygccezPsQGwPkdleL7XKTKL9ZkpsL40PNxGjatvQlX3JuAPhSC+OHDW3iQ2kzDoA8tO0uB/lAtYVWO2LjD+zYB7YjzhjkpYJ8aYh4NQY8MfABtO1uPKqNbVRljJCB6mN3umIw/ao6mvZOve2UYFQF2AIadienXWF3MvSnQrWlrnnQX8D42F2fiFH7CM+DBrTGsF3qs4249Lkwp/jiRkhO1PNxadsucxE98ZXD7uKGLbHRwQPbJTf8ZUWNi73d+dsdRQawAfDzsPe2wxbM215WHj9wWe2/3HaeKyAzJC3OaAgflEDOA00/69pE69nQGY4mWlxa0Vvf+na95rWv00I2Cw8fvkS3vvVt9B3f8Z3ZGFvTcl7s3vzXf613vPNduvrVr6ELL7xIZ511layheenPQ2idK+PsHgzz4uemJ7sRc5X1Yn19TRvZEDy4f0X3uOvP6P/7putpnJ9oH82m0/59Kzp+7JjYpGzLWjLR7trtUni2ECQ3rRaWljVYXNaJ1fVsKTSauKdRNt2a3kLmoQJiWE1s22xMNXmI5Tdi0LexWd8YSk1fbZ//EcqGeguL4jdo3PTiY7W5i1NKYysfyfnABFvDcfwW1F9YKj7H1zY1Uis1A43dqE2uzWyO9rOxsbi4EMeJev1GG9m4PJENya1sXq5lPFgruV7ZSNvM+trPyzT+BYk3dlvisW2yA8kxnsOk8NhWOOMBGo1T+ERN1w6v1K+5Y2Ia/A5Qh+ziqkDdYTsuLg27ozTsbZ7rAyDfE5NOWj16bZt5MxTipm3kts3GwZL4Lcij2eTVoK/rfNM36n/+4A/odnf8ad3gO/6bxnkRWc1cdTYtj6+uajmbCptbQzVNK8npYVPQOvFs2aeG/jMdX+K+lvOea76ZjndpX8GcrCHOeR3mHk+8NvNjks0hBW1jDTMPhtlo5H9i1WuUdSQb+vx2Y14sx9msmhQ61Dh0khgqM22i1gqsg9mMytWhpVybxOFa3cgPMsZT27ZpNMmaNs6mJ12xY502MtqV2t4xz9BdXtSY+Fe+UmTzaFKf7ZnIdqljJvgSMKeq5UuQSrV/PG+Ocs5ZmcZZyd7xrnfqVa95dfkN/Je+/GV62e+9Qi97xSv08t//fb34pS/Vxz72ca1mg3GY87Yvm5KTjMvnzj1X537hvNznNqTMnf5gkNmQ8ynPSp/ABqxHM+F/QsbOIKTfnOvTISaX+7M77nwg27Jdzr9ycP2BsEVuG7bwMLZnfI1b7dFXVF2lVX4qih06u4tvdxQ5qDrmKbCNqKwZ6AEC26U+2qDKKl/bdmdXY0HRYQfgK+zM3elahG4vVNtKy7x2bXW0zPmOLd9s2BGL8Rvl+nHWGOoo7TybYEQbih45ce0uML6j2PFMgw4723v2HxuubXyqHRTYnU8c5VyvhdoiN/cBnieh5BgmX+0HbeVAz8Yd9rUeaFTdJzFpA2rAjziAH4Zu5ZmUGOQght2NN3b4UDs8Omxs5zl6XN7Ja3+Qo6dNDnzwbdpWg2ywjnKfQYcdYKxtqx5N25Z4bGraVr+f59TIbKvYh2p62Bb1YgMlr+0yF8lJrZjiB9ADu8uHnlqgFdgD5LZnY4+fctidb9XXuNXfdvGhHnR2Z293cvyATnHgU2F3fcHe9kn9Vw67swmb6dLx2J8KdlcPenyAvS0jN321O5ntEhcZOrtr23tT4l1W2C6mtksO26V9Rb7ySHR6d7tLYnuW1HZxsjtaGqf4sjub+QGspvb2CWBCMAmrHYPHpNhtW+3mbfEB2NoudcIjq3a2y0TjxNjW7oO4AB+7u1BYHKgDH+ToiQelTQxs5vVVjg22XNAbGxvipxVcpMjws7u+408O/NBBbZc+2M4L9kKpGzmwOx08CwY++HNR15zUA2ijA7ShdpcXP/xtU05ZmGhTLxQh9viRC3sAjw6KHTIogEeOvoIakEMBcuLS74UscOQD2NhdLcQCxJoHtdBPAE8822WsmCvEJPYwiya6akNsFmtkLKBtXgxB0zal3zWH3cWiRmypy3YZf9viqLaVkq/JDRAdN0Ywu9nFBz19YSGHb9q8eOemSU2lHV/bZbGab9tdPruj1IMPgNdlPIgJqNHuYlE7caiLMLZL/nkb26Xf2FaQF9Q2lNjzIMZ8u54TTQ/0tsu4k5+bcoVywwW0x3n0BvCnAiFHGUsocQE1Abu7huHR7wZyYLvMn6q3u7bd0SqHYg+1t3V1PGyX8aIG2+Wmig7gV6HpYbvYVzlU0wO+Yir6dyH//kkmcpJmtPI9CXZ/ojXX6ESjbBywkbM1HGUjb00vfNGLIxvngWega17zmrrrz9xVRw4fVdO0+vS//Zt++3deqEOHztDFlxzW/gMHxW8NoltYXBQ/IWb+L4ZfXlnJTJO6DaImBUzKb/stLQ703d/1nbr5TW+so5dcLH776IyDB3XBBefrzDMOJd7xco6dl80KNg+Ywgmibs5aG6l37FYb2TgFzibi0oEzddHRVQ0nrZp2ILlV9gm1sTXKy+codKytkTXMJuUk+nHTV39xRRcfPSH3FguOrW5qczjJGEjDXAOjPOgPM0bZT9UoQxmVhhOr6S/o2NqGJm1f48Qi3mZie5AN0fWhxm7yIrymwdJiNiYnOnr8mPjTv4Xlpfj2kqtNea32HzoUvqfzL75EbTZAt3Lm1pNspFaj1A8dhyde2WRUo8kujNMeYzMFfmM7NVijxKv8eMYrum1MJE0yJSaehAZCEuFpPnYcTqPfrcIaIIcyT7i3tG2rXr+viy6+SE3b6hrXuqY2s2m0ORnp4uNHdfGxIzqejVrGbdJYg2wYra6t6UDmDPd/7iW9tqe1E6tayvgp56p1k56S6Wv4Uo6ACZ7rAzKPTKP55hfPEzhw47yEjXNKJ2KeEKiu+/1sRi8M+trKJv9iKL/5zGZjP7uRi5lP/V5fzAv8mibzYTpf6/rPDF/LhmN95hlkU4p8tPt91o5cP7n+yWdbNQb+2nXYlu1d0tM37W37vWKe3lsln+0Z1dxxeeLNuX+FsFmHsvEoS4NBX5yXCy+8UC95yUv08Ic/XM969rP1m896lp7xjGfoaU9/esFvPfd5+sQn/58O5L60kHuQMj7ve9/79KQnPUl3vdvd9IhHPlKvetWr9elPf1robOZFo3pk6ci9R2W+Vdl/Rmpn0L8EHb+s89J2ud7t7Wuw+tqWvROaO7ADXLfzQDaPed1ePCHtLg9rCKhrALoK26XWeR3xuL/VfLQBMihy2+Kwt6nt0rcayzYmM9guenuboiQecYnPsz+gDYoua7SzltoWsemLpm3WQVDer2KHD8APWwCPTDlKO5Rc+NHmPs71CaXdtE3JYzvX0yRr+Kj8sJEYTdZibInJvZtnRuqlpoWFhdK/jfxwKSnyFDIRm4LosYWSF2BfbaB2l8t2WSsGWc/JRU78ADnpN3LbuHV1pibitbmn9Pq94o/tZuqo9RFveXl5pqOvBKAWctgu88B26S9+6MiFLyAHtsM831CPcqB38kMZzwp8+Sud48ePi77HVPjAE6PY53xhB6jXttBhRy5k6GjDEwNggz+wu3FAjxzgM0/h8cMG0Kb/tsv5RVb15KLvUOQVtKmd2MiIAQX4ViAH2EPRQ/Gtz3vEqPa7Kfa7ZXu1bZe5hs52mQeMB7C7tu0ynuSjHgAPsDsddCkHdYJqZntHDZo7sANzoktlG3u7gzgDvOxObncUWUW1oT3P066g05x82rZ3FG1bHPhy0uCxZzLaLgNe2wwmJxVga7tcQOg1PezOh3jYA2xRQytsF9+aB/v5uDUm9pw8aI3FRY69ciAnBm0mG0CPT9SzvtouEx9bLmzGAx9yAuJgj2w0GpVJhA0vxix+6AE2tiElNjbowf78hBxKbmxtC33tC7HpA/UB8mKLz4EDB8RihS0y/LGHByTEHoo9lBhQ+kO/8GVBpo2cXFzYjAntpaWlUjNxiYGd7bJYEYs8NQ4+wHZZQG3noW5Q/OmTbaEHtVbiEpMYbPKSG9v+wqDkqHbk2dzaKrH4k018uIFQE6Af9JWa8LFd5iF2tosfduSpdsoBD+g3tRDHzuKelwJko1BicE7duJxjbqIJLig+dicnDnUmbNQuc4c2OYlhdzJyAOyolZrhiQVFRyzyA2yQA2yA7XItwKMnDxQgA/DEsi0O25pvKwd2FdjDVwpPbVDbQk6euJXcxEJmu/SXmrGvNtghm7chFkAGJQZ2tAG87dnY2R1f5dBqx7jWGyk0ReRhQgXwoJwjnBKntof5aSbntehyc0UNqIfYgLbt0k/bqgc5AW36iQ+gDWwnjWELbM/a2FUUZb5oh5SPvW2LAJ3dyWwjOgnYVJyk/HcRMPLg5GRIOf/9wYLa3kCr2Ug7mE3F//MHf6j/+973aWl5pfxg5xcf/JC8zB2Qc31N5PKn2eeff0HarXr9geTMAVmcr2E2BG3npb/JA9hQS9l4uzibSkvLiznxYx0/dlT78gC3uNDXwx/6YPVby9lkYuNgtLVZdGtrq1mX+ooDUXcgScR4jrNTNpo0cm9Bq5t5sFVPK4fO1lYzULt8QM3SQfX3nSEPltQMFgt6iyvqL+1Xu7g/8mVN+ksFC/vP0Jb7Gqwc1Mqhs7SVuIeucjWtbY3ldkHjxB67p0lsmsTrL+6TIt938KzEWtEg+TxYkfpdTEc/yQZkb3m/ekvR8xt644xcr6el3E82srG4GbQLixosLau3uKRNSU1ellcOZiMy8sW8PA/2HSibmvuTZ2MkLazs17jpaeXAGRq71SSbnuoNBIZqssnYpH8r6i0sy/3EXlwJHejAGWfGpo1eWt5P7W02T8dT2STyOeR6G2sS2TiYhJO43lhflYP5wvjTtp1zPCp6u+NjoiYP0txDoLR3w7bsDujszJ2s49xb9ueeuTnc0rHVE2oHfblt5cRbzH1uEuO1bDraFusY96HRMD1Pe3Ew0CTrxmI/lN+GzHgrmID0iZrj/kV/7K5O23v6Evd02Mtp3n4v/bxs3vbS+Hm/K4vn3ANy7xWzbRq1TVs2fns5V+Ocg0Gvr8WsKay/e/mcSkaO3bC7edXv98tcG+Z8t8lD7EHOObUxSXttU17MbAs9dRBrlOssU4upUJCpICnzDcSWHyb0c72tZ86M1Wgr61cvtXN98qe8ymFbtsu6Q8yIStt2yYWMeqjRdqmDGpQDXcjMl3YFclD6EAYfePS2S3/tbTrfd9vCFhn2jAU12C7PZcRqmiZRT/+xPTMgzqwxZZDZLv3kmiZulSkHPHnIDWyXsaG2qK/gZ1LyDrMeJGzGcCz+KRDyfM/3fI++8Ru/UV/3dV+n61//+jN6xhln6Du/8zt11aulD5NkAAAQAElEQVSdnfOwpSaOk0yAj3zkI/q7v/s7XXTRRfrQhz6sX/3VX9X9fv7++qM/+iPty5p8YnWtnPvFrMdbmQv9hYX0oxH3NPoIamfsro+2q+irgtIHsLtY2+nrNtBjd1nOob3tZ5/ME6uCmPDMF8Bcor0b2JGb8wzQYwvgqx4Kqgx+N8gDbGM2g+1Zn2fCKWO7zDvy2RYHcWtNUICM+uC5DrknbeUdCLntEp8YrAvcq4hju7x70cYPGfbwxCJOBW101I89FHtskdsu90Ha6MhlG5NSP2uCswa4zTzOIjnORj4xscd/nMUQnmdt2sB2qbuJX41HPfjRJiY6fPBtem2xxxc7/qJjlDxqEicxyDFJRcPcF/Bpe/mha+RbWcfR9QcD9QcDIceOd8j1jY1ci8NUnOeQxELHGCZM+TAWyIbjkbayiUcuaqIGYGfNzDXPekUsau/3+3mmHIia8SMGMcEC13pqon709BGQbCnPHW3uN9gjQ4+dbSEjL23k6HkuQmZbxCU3oP+APjdtq142OO0uRpkzSUbt/cGgnNM0y3MUcamR2MhoUw8y2viSj1rQ0Wdk2JAfOXEBPsjR86xFXfgSBzm1k8fO+OV84WO7zCXiKAe+zHNyIcPfdrHBnvzoiKccdnefClv6g33lqY98yGwXvd3lpjbtOog/j6q2XeYgeYHt3Csm5T5IDmqxXeKTSzmgjAegH9gQm7wAHhviVSCzPYuDHlvOP+MCxVY57K6msKf90H/y25297WJPLlAa+bJd8tqdnjxAexy2y3jYVqNLOUhSQUBQ21A6abtEoQ1oQLGFPx3sztd26QDxlANfBo+BB8jt7sQRuyKmOz62Sxx8GDho9VUO4lZfeE5w1dsuvrSx4YRBaRMLW+IpB761PuT1REVVFhEofsB2iYvvvC064iiH7XJSyEdccgMmDm3ktmO588NPH+rFioaYdmdH7OqLnD5AicWFyE8tuFixsV1qRG+71GI7D0nDGfCzt+3oD7C786Ic5ADEwZ76oVGVOLSpizbAroJYlUeHHbXVcaCNnvi2yzhzQyAmNuQhBnrsJlbpEzLa+LPg8xsFLLbIWXBtz+zsLi7xALEBPPGVg1ggrNrpDQ4ePYBH37Rt6TO5yG1bLjc+S/lga1v2NrTrIA52+MO3iWm7WNG2LSiwvSOW3bWVo8aAAuIxtsSrqDFiXhZI7OCBbcgOOTGK8DRftktN1YSYewG93dna3tEnzR22S8vuaGmc5sv2jvyYzuenzxW2URdUm9LY9WV3drZn44F9NYOvqLLLS2ucU9FLi3sqvyq/NP8vt37f/gM6dvyEuIYOZPPro//4j3r5K35fV7v6NfS5z5+rm9/85rre9a5XfquRF7U3vvGNes973it+W9JNq5z8PCjmPImjO29wHSY6duyY9ucFjz+VPHhgv0b8NHn1uO59z5/Vta91DTUaZwMyCFWJhCfxuljOQ7LzEOpC0QUsPOps3Pa0uLxfg+V9+uA//LPe9Z73623vfo8+8s+f0Dv+9j16/4c/qg98qMPff+Ajeu8HPhx8SH/3/uDvP6i3v/vv9KrX/aXe8o53641/81b96atfG7+/0z987BNiM3CUPM6GytithuGPr27oTX/zNr3l7e/Sn7zqtXr9X/118Ga9/o2hwV/81Zv1mr98o177+jfqVX/xBv3Rn/5Z2cwdu1HZeByOtZlNjn4ebD933nl62zvfqbe+4x3667e+NXHfkjhv0mv/8g3689e+Tn/2mtcmzzv1x3/2Kr33/R/QXyX+X6fGf/rYx+Wmp3xl03hd6xtbarMRuZQx+MAHP6L3vf+Det8HPqS/zXl6x7vfrVf/ReK87W2p4716+7veVTYWhxlTNvomGWYe/AuFB8qZCE131eTBnHWI9Zl7WX1IhUfethmXvExs5KVhkIdn/m/W6LAbJ0dC5axO46VBriIIf2mfYosRtUD3Qow8Bx64Zu3Yn8416q99LsMI2JbtkyyRcK75k2X+bdijh49oJRs4g2wWLmQusPFzktPlEFyRtXQiZ7pRaYdJ+gE0lVc9NJNdkyZrWjDJvJcbdbY65WFbXCO2ZXfQ9KDuKXtKspeN7VPan05hXz6/08XcrbP3zmHvLd/2v7zcpIwvz5xE4FnxrLPO1J3vfCe96EUv1Aue/zz95jOfqec859l64e/8tl7xey/XU578JH3Ht3+7+JN67juTbEL/9O3voOc869m6733uo1v8xE/ov3/3/8gPw47p/VlXzz//fB04eLDc0y648CKdedZV9IX8gI1zb3t2XjlXgHWvgpr+M4PxOB0ubWzmfaut7XLObeuyHMTYbWe7nDd0AL3dyeysCXmeQG77pFzI6/mFB5oedheDax7YLv6Vty0OfABxuHcyb+EBbQCPH7Bd4tguddsWBzaAWLQrtV3s8EUO0NmdvLbLhmA2k7Dj3RjA87xHTc46R9ve9rM73nmXIg4g9jhjNsrGHpT2xGgk7Gyr0MSzwweaHp08ssSrfNM2AuM8I0yU1Tc62m3e96BOOx2cRlBYq23bQst4xIc1odSRuqDIeeeib1A2OfFpUtMMxE9b/z97/wEua3bWd6Lv76vae5/Q3cqZYDD22MbjGT+DccJESQYEIoMIIimBJEQWQiJIBJHkC9gESSSJcK+Ba67tcbwztq89z3NnbOzraw+GgREICZBAaqnDSTtV1fx/69ur6tv77L379Gk1wWh1/Wu9680rfKu+b1Wd3UfF+xZ/KNPm4ygXbW372ebzv239ACW/jVtoD7dsKzd2h2356jne3da+Cvurbs85nWo//Om1+tor197cTde26LbqGUseUOoBZZFv/srkC/nCcfNeTd/6Mk/POPxyV1pdf0Tklzn6Uaf7MaYA2vmA+uooF9JCGmiH7cbpNvKVa2d+0t2/uQFtns1RqF8pQIbnOMJ+wFe374q2jWdcx9jatnyhnnWHOZi7cFyUiy6X1wEoWj+z6rcxznnrfqzVtz4PugLaXBu3HqB4P3yuynlBlRkEWHdKZz1B5bbPA7BOFmiTWCkOvBPQBxgI9+YXsLbpUqD5dFKA6sW8pHsNY97maTz5QPMnbXz1geYPqF6AthC1rRQYZfoR2js2ym0L6ai2l/LOk1ZXSBtXqC80UAZjDHliqtt9db4yGPs3tdePbfWMIdSV73hZK5cnvDjlAW1cYPRpPG27rm31gTYulWIM+do7j8q1kRfx+qWeMhnqWqvjJiCtTB0YNww3J/11mRu6WGaj115oow+/XVPXfljLNwf9qefG5kbT230MrNWXr00HcGwt+AFpDKAs6lkDbRxaXpMPRaCNY6V03ZBnvszRHFpfYmteXRno5E010OJor3AaC8Y51K8yoVxIC8BqfV0rEzJhlHXf8s5Dt1On09ZC3hTAenxhjANjXUcFjreP2KdWQBsH4Jjc2KIzpYVt65OQPwXQ/HbeVF9eb59Gy7tVTP3AJuaUf6u+/lDqrSoHfCNyz1abQkhqd3evdi5crNl8K2LqB3/4dXX3u+8p/37WU97nfeuzPutZ9djHPrZ9K/u7OTD7hV/4hXazNI+++8GqstbjqVLXKSVDmjW+rFluKP31o9r/w1/8i/Wsz/z02sm3wP7PH8jhIy165V3Y8qPTHCueV4F1nSjU/sGiiqE8mPvC5zy3vualL6svffGX1Rd88XPrS1/0ZfXFz31+ffHzxAvqi5//gnrO88SX1HNCP/cFX1Jf/tVfU1/79S+vr/m6l9XXvuzr6xu++ZXN/sUveUn99u+8vebbFyrPr8lryBht1//5679RX/t1X18v+rIvry//qq9udl+Ttryv+/pX1Mte/o319cHLXvGNob+h+TSGB4jD1nZdvOOOuutRj6qr16/VK77xG+q5z39ePf8FL6gXJecv/8qvqpe+7GX18ld8Q/L4pvqmb/7mxn9Z8nvJS768vuKrvrK+Kvl+67d+a/t21332kr8mvXChgPrNt7y1XpmH7+fmIfu56fPz0r+vfelLS3zzq17Z/unht37bt2V+31X+onCYzdKvKh8kVpW6wbF33EV42fOB9musvkdGrd1YzmLvHge0m1HbOzs7NZ/Py+vHvbn5Hl2VMbQVpCEbaLnDzfUQ3lR3SIMpjnyE1V7KDGLdEHkTvPfttkcAHMnj5s6t3NVy1daBn/2HBwcldm/cqMuXLrf1Iv+45XuuBWZw5C/kqvJ21LRa5W3VeNQquqsa6iSq8SJXLw+lq+wjFfS6woubc19DdICoDgWsUbdZgGYJNF+tcQtvwFoLNvSaeZsEbHzBhj7LHWx0YEOf1L/VtnuOcK1dyN4yG4Y6yJdYF7Z36slPfGI9+UlPrCc8/nH15Cc+oR7zqEfU+7/PU+p9n/ykWi0Oahn4pdd9995Td915R33s33x6Pf+5z6tXZD992dd9Xfu7xh/wAR9Qj8gXb9euXc+aXdbOzsW6eu1GPfZxT6hh5j5WbS9zzddRke44Yr23eoARcLy6ykm6t3utHlBeW/UApdv0WnUY1x3k2s7nlzwBI19aaGMMoF1rgOwGP9fEWXKVzrOfyvXTdfUnLfy8tN0BtDy07dBWqC86H0ZdfcCmn0AbNxh53QY2/AQpi/dv1uoY4xiyW64UHmGZ9tIDuoyn+isqbsg1s2jXR6WtvrJKsV7k4NM6zfaSFkDBmF8T5E2+8a2Bsl8CaPcWyoCKYR0uFy0u0Prax6/VuSfRbpjNxvsQ8w7MtyH568vcvH+ab201PT+rhPcu2gvb5lMnCpA0WHOB1jY+jLR2xtH/MPM+K8eOiS2/Q7ljBuQ+9qD58FnZHJos+tZC395bbeeLPRjH3T7oy0SANmbaqquN/RN1VNQXQBs3bQWMbfsM43ibhweS+hFdTx1RKfKB5kteh/HNw1yNb0x19VEpyoFQNa6dRm1ooPmEUadSgDUPNvxKgbENtDEMa10bv8fu8YEW13bPTR3tOpR1Hox+gWM5wPF2HZVu2+2P2KdW6ghtTmLK78ZAJ9d9XDNOIYZTeA+KBWPAaXIw8nQ05Z9Gw6g7lWkHIx9oHQFkrwG0wXZRnVww+nJwTkK+gI2tE9x5wDqWPvUNlEVfLhahvgu4/YrCw6UJ1AVabvpQV1vjWNsWtvsBW02KMvWAtvGYg9CXasq0tVbXi8hcgLbpmZ9yoOUwtVW/UuRp4wYGND39w7jwtRfGULfLeq2fDnWE7UqxPgljmae+orJ+aSe6vgKg5VMp8ntMGOch7HZxWjNQs3xjNM9BgTVkDCZzob398Cf3+pllo7WW7ziJJs8HkXnUiaKuY2T+0tqJriYtbJuLteg8aciYhpC3zIZtnWZ7SRtXSHc04dEb0D7gzFMWjOOgLmxofXQok7Y2bxj1gLLdARmv9L2PgzaVAqyvA3kd+oNRpg8g2ue/tJliqg2n20/1YdSRpy2MbelbgXbipC6MfuybY2t9Grptr0/66W0Y/U3bcJzXZfrq6LyzamA9Z0Cbtyo3zwAAEABJREFUF8deAPVApcc5q34g+4dbPu3Bhia3ZEamdv2/hEbgP339J//kn9b//C/+ZT328U+o+69eq8999rPrT37QB7VfMfpPUX7+53++3vTrv16PfNSjy2st5w/xE+MS+jsOuVs5jNqe50EuN42716/ncOJCfcVLXlzbs6EO93djuVqj4q0c82DVMISjF3Hcty25W9mf3EOuXbta73zH79WNHOwd7O3lIXUv80oODxflulvl5rnZ5AHW/Uwba2XunQmXw5R5bWevG3I6tpeDlEsXd/IQe9jsh+yF3gCKSxcvRHerHBP3PPevNbIHygPSFfKN+Rh/mM3aDeK1q1fLQ5rZMOQAdqsuX7yYMRlx8cJO483TpxlDs7986WJdCvxniAf7B3U9/Xz3u95di8ODWmVMrQVkTtNHoIaBZnPXI+5sPsxtlb1xd+9GOzy+fv168jpsdBVH/22oxlkNVSuityjtl9n3rf1M9cb0CU/IA/owlNf2Xsbb8bx27Vr7Z0723xtYeasq3TQkUDXUUVF4RJ5V0QTkEJ2No+R13GFkcbwKKrAWdQsFKDgbt+Div2oVGMemd9J11OkhMg+GnOe2JvNZp+yRj3hEzYdZQ63kvCewKk64gaz5cJWsEV51XuhVnSgyxJqtV/0cMRhqSO4VW1B2xD+jGnINCCAmnKH1+8MGHpYcgFM7ADxgPBh14PT6VMdHTFJv56AxVe1nj3EPGgZqcbhIe7f8n5Zdue++Oti9kbVGue/7ZzzIvriXz4GL21t1z91316UcXN6RfXaRQ/Lr7r/5HPpv/tSfrq/6iq+s5+VA8saN3ezn23UjX8b568crV6+H3q+97Ld+zrnmhXkI57vD9h9nOC7nwbFRbj1F5wHH1lDn93pqcxbddXutHox+5Ql5ArAqeR2NccYbsM6v67sOOzrvDPNm23VOrhnbXWbdfcAYE+isdb6dob6Y5b4Csn/l8922cv1am6N7szrK/Kw+zB4tPcxmWfNbLT+g1dp0AI3UV98uvRaW2dD9+AWajT6N02S5R9C3kKdMegr5HcrNDSh5tn1Wkja4sa3lican2lhId+hfPQb37qFm83nr21au/8UkJ/WmUAbYozpcHJb3Nt63+K/4/Jd/+t/OgZ++jS+Adh9nrt7vmCMkqRrzStVeQD5HhlrmnkwYt1Jg1A0Z2ar5ykA2XX3OMi/Kei2trei0eUmrA8R8hLlMAZS6wBinxqIv+fa363tv1/3ZT+/x/BecyrXSRkh32NZGAK0P0kI7yJ6cPVd/9s2YlQI0Xe3V66gUeUJ97cJqL9j0EUa6CY7egCOq2njUUbGP+tLnEavFNkcYx6fnpRw4Zq9MdHug2U9zrqMCHFHjWug2a+YpRNfp9UkV4Fg+U/lZNlOd3MVPmzfTQGMCLRCMtUwYB8hAMPIBRWvd1jjnDUZ9B1HoS3WgDaTtjkoB1r6BdrF3+bSO6i2/nKy+wDXST+dJC/kdtoX59oWirNvoS1qetLA9BYy5y1NvCqBdkG4u+u86PaY10ManUpR3pLkeE6Bd4FNet5Xnwgckm439ETKANs5ueCcvEhhl5tb1ja+d/uUBrQ/GkFcp6nQA4Rx/Aa1PXcdaX5UCY192d3dLmJN+1RHmErUynj9tl5anjhvF3sF+k8mXJ/TtIXKfny7ThzYCaDlVivrKtE2zvWzLbx+CufmUqVye8APW/JTL90PFWqirjrAt5HUAbV7kn4Wue7KGcXxP2gFtXmGsu516nQY62WrYtNWboimc86buaWIYfQItn67jWEwhv/voNSC7jU0jznnTpqOrAS2m82KsLrdWB0Y5YPNcAM0XHK+7UffZ27dbT/1M6dv194fGLodp+Tg8lo7Xigzry3fe0R603vKWt9YPvfa1OVS7VL/9O2+rD/mQv1TP+IRPzCHVbtbBst785jfXP/pH/6h2di7U/fdfqSE3ecWQm7dcQ7WBfo8hN4DL3Nx5uObh2ed81mfVB/+5P1OrPCQuDw/Xlj1Hc1o17lDLGspfI63Qf+jw9W1LVDQO9/fq6v331If+D3+xvuWbXlFf+LnPqud8/ufWl33Jc+uzP/NT60ue+0X1gud9cb3g+c+pL33Bc4/wvHrhlz6/XhR8xUteGN5z6sUvfH59+Yu+pL4g9t/88q+rr3/pV9awzLfSy8O6uJ0bWqr2d6/VB77/+9YP/O3vrR/6ge+r73r1t9W3fPM31qu+6RvqVd/4ivrmV3x9fePLX1aveNlL6+Vf97X18tTf813fVX/7e7+v/ts/98G1d/1GZZOsZW7K5unI137lV9TLvuarG1761V9ZL/UXjl/+kvrKL3txcnlhfdmXfkl9xZd/WX32sz6zvv7rvq5e8fVfV9/+La+qVybeha1Z3XXpQu3MqGG1qO3sjU954hPqy1/8ovqmV7yiXvo1X1UvfMEL6qv1mThf89VfVa/57u+p73j1q+t9nvyU8p/IPvKuR+ZgrwKOIC16e2gjDpR7tXv5MvPpZ9b7vd/7lcVr5U1velN5rdu+nod7b17nWR/yVlStIjiG8MJqL5enzZNowrwRB2gc+rTXSVHUawPqpPw0H+/lnT8CznHHSU1/9TjPQ5O/jvaBzHuq933f96277rwze8deWz8nbR5Me5UHuLaCjk2k8zqi1hHSzjpdpb1032ggrWjk4TzSkc6K6HSljPQq2tEljMiNJ99azgMBKKCpwVjbgA1t+yyskt9UBjR/wJR9yzSMdif93rKDB1CE0f9JNRj5QMv/pPzBtykPHrfmW+1Awf+ZkHvKfDaMX9rki6DLF3eyl80rrFoe7tcs87eVPfEwX7Yc5GDyzjsu1dZ8qKtX7qtrwSz75DKHMH4WWSfT8j72on86IIedP/mTP11f+7UvrX/zb/6XfIlzR/a1WTA0QLQD++HYCun34uwROG+MlA3D0NYKsHYiX/hZs2aeQQDNvou16/RZ9VRHukN9GP3BWPfnD3NRT50OIB/n4xeMp8nV0+Y8dP9dRxsBY3w4Xne9XqsrbFufBNBYyg+z7s3TZySZQFvXzkFH5fpgNs7JkLnJ4BbhrapC0lApMNL6Wx7tX8YQEbeXMqD0I5SJSrFWLqSBY3reb/gMCpTFnJe5toF1DtoKx9C+9VrbDhj1gbV/cxlms3bda6MPoLWVAdVK+m1caXNUd4ppfvpQZlxpbYT3SvK0tw2M+R/Vjqv6Psfqz0PTw9wbD/kSepX+9vsofftcLqTds/ys1ae+9SFfWp79UMc20PpmDHnK6qhAPukyf+ZofH0A7Yvk/gW7Nqr3GNa2YeyLNtrqw3jK5PnFtPmL7kMZjDHV6W1rbfUtpJVbKzsNwDE2MI7thNvtgcYFmg7Q2l1uA0YejLU85R0n2/J7rsoEsPYPyDoFN7OAY3ZAUwKO8Y05RVM65204R9ZEcDwAHG8bTEUXjZMI2GyQ14hz3mCcbP0IVYF1p5zkk4OoToeLSnQd2NgCxy5qGGXGUV/f0pViLU9fLlYxldsXF6oASrkPMkCsNy/9iO5HO6D1Ry1lHTDybRvbWh0BtItSnjJzsa4Ux1mYixuIsrCbvnxjnmYnTz1r8/MC1Kf2tqWVa68fYVt9GHNVx753fRj56nUAbdy119YctdFW36JS4PgHpHmop2/totJe6usLKH2op1y+bemGbIhuihoBbTz8RZC2yv0lZKXYdrNTpo+w2ge1OjD2B2h9MB/jVYqxpLuetvJsi6iMGWTDtC3UAUr6NGhzHvQPtFykhX4qRbr7h03eMNLKzFe9qLccpEX34RpyPNSF0U5doY4yoMWHsR/a61fUgyzAmRbGmwqnbWPaFl3HD/xOn1VP9U/TAdq1Caz76Fh0AGWBsZa+FQDN71T3gXKZ6k5p7YRjIKTFVOcsGsY84PT6LLvff763OjdHdf1dunSpfuzHf6Le8tbfqt29/brrrkfU5z378+vy5TvafuC1/PrXv74dKKjvFxAwtPV+s8fOMd4q9ota5Ybq3nffU3/uz/6Z+sIveHYd7O3WHZcv1uLwoLLiu0FqbSrXuNwNlpVYGd9VtKMU+fg+5ABya1Y1T/2B7/fkdvD4VV/2pfXyr/2KeulXvri+8WVfnYO8L6mX5GDxy170ghw4Pi94fr3wS55XL3z+c+tLgy/6/M9rh5TP/cJn1/O++PPD/+L6omd/dn3aMz++nvz4x9ScRc1qkQO6w1ru79aFOfVhf/2v1of9lQ+tp3/MR9Snf8ozGz7jUz+pPvPTPrme9RmfWp/zWZ9en/fZn1mf96zPqk/75E+uD/+wv1E7eYhOqjnM3K5L+WZ+lS9sPuhPvH997meNel/wOZ9dX/h5n1PP+8IvqOd/0RfVlz7vufWiFzy/nv+cL66X5FDxCz//c+u5X/SF9ezP/ez663/1L7d/Yri/e709dK8WB6n3aieD8bFPe2p9evL47Bz0fv6zP7ee9ZmfWZ//7M+rT/mkT6q/+fSn1d/463+9/CXQtStX6757783hZdbtqlo95OSug9BkvJ1vrwU/M7xm3c+s/QXk+7zP+7TP6V/8xV+st7/97eU/1Qcy58u64447ysPIcaaqzVnC2BzBWLV3BSfRBF3J+myskqdYpj4OnWhn/ccTzt15eKBR0TbDWlkOx1SBAnJIc6k8GPrP/+k/tUNq/+brh3zIh7Q1UPmcPmb0oBurZmEOSKUJjWqx02x5rYpaRb5q9RA67exPlbYrL61cv0pdHdarquwZNEhXNFcNeeZsdXnwKerWC2xyg5G+detREzZ2sKFH6dnvQMGIs7VuXwI0YzheywRabOn3NBaLZQ2ZS6Ddb85S+3lyuH9Q/s1RssbIjK/yJdcie+riIIfe+by5nMPJO/MZswxvLweRF3a269GPemT7hfssk+xn2irz698nvvvud7W1+3u/9476e3/vF+rXfu1N9YM/9Nr6z//7L7WYQw5iBFCWZb6EWSWute0/zgDa3MPp9XRsHDMx5cFo13nKRW/fTn2WvXxRE6fO4ZQHNCnQ+uXnnpjquRZE/2yc2jfjE2/qis7WTkBWbtaR9lN0PWsY85AWcLytnXzR6V4DbV37HCEPNrby7Je1fZtCnvA+r6hcXVUQosYCGzqCsm9ASJrCyTawlqkArG18/jO2Nl6T3l8ALW8P21ZVTXeWAzkYx0tdATQZuT6B8iBUX+Zu3/RtvzuUid4uqhbZK2w7HzsX8oVu4MHebJ4vNXJIqR9lfvkqv1L0Ic8Dup4HxFlkQAEtL3W0Vx9GXqXYJ6CG2azMVbl+pJVpUymHOTDe29sLVdXHxvHRrzaejyiU1qbD/ghl+pRvbVsoE8Z0jLSXNoZ97DGAkg+URRt1rW13mW35Qj6M+raVyevQRv/GsjavrtdroI0hjLW2+umwDRuZbQE38xwrYVx19NFr48FoA8hucSWARsOmlq+9dubtuNrufGsBWN0Sur3KQIspLeB4W16HdqK3z6qHswQn+VNnJ2kHz8lyIH9P4KYAABAASURBVLVT3mH7PKjX5TB2CCj5DmSH7Q71pZVZ2xawsbctTsrlAVYthoR+nCwhrY21kwicOujqKO8XCKCr0k4/yqR7LS1sC+01sJYvbMPGj3rye60usM5HmTadLw1YNR1gXasjFE7nC8ax7jIYbdSTN9WVlt/71+XWPUfg2KbghqHcQ8ier7W8SgHyPr7k60f/0kAbT3WB5td11uF6U6+jUsxRhGy2QBsDeaJyc6dMWj/6Np5x5etTvlDH+VVHWhmg2hpA8y/DPBa5+esHY9rI0165AKza2jOmPoW6wNqXStppr9x85GljDTQf0g8EoI0djDb61HcdFWlx1DyWQ9dVLtSBMU/A5rkwd9H715X1tcqtw1hXqEj0NwH54PYDr31w50bIetrWNlbnvuD0HLUVQOsvsPYjvzeAJu/tXqsjpu1OWysTp9HybhVAU9XXFDJhlEn/0Yazmh5wVIfsr70cOP7iv/8P9Q/+4T/IgePldsj4rGc9q/2fRNsBUtbFv/nX/7r+1b/6V+1/JuP16kOb14lrt/s5Xvc4WYF5yJvn5nHIvvCSl3xZDqYu1V133lFX77+/5rN8PMa/D5Haa9UxtskRwZC1e4TMxyqoNi2rVKu6fHG75jkgvPLuu+vqPe+snWFRq72rdeXut9fyxpVa7F2rxf71Osxh3cHutTq4cbX2r99fu8FecLB7pZYHN2p1sNtkF2aruvLud9Q73/5btXf9vlru36jDves1Wx3m4HBWq8VeXb/3XXXjyr11cUbtXb2v9q7dV7tX721+D45iruIzhlU5HLyevq5y2Hoh43Djyv2Jc6Mu5gbXXy0u9/dqkQfkw+vXa//q1fi9r27cf2/duO/euhZcufee2s44WR8kj2UeqO9PX/0FpL/MnGdOtzKMi/hR5+qVe+u+d78r43tvHezupr4/9V4dHhzUfffcW1fuvbfmw1CPedSj664cMMe8HT722gNIVqx5Fdp59ssk575SgHrEIx7R/gdF3pi/9a1vrb//9/9+3XfffW2NyPNaWmZuY66LhpjWyrcJgIKbMRQl6oyin6nvJdnjJpi2z3DxXvYtjICftW0eM5fWmgAFtM88Pzd/6Zd+qX71V3+1Zgz1Jz/gA+u/+wt/oR0+K6tTyi2z2iRXDg/rWAFam8SrImtqhLRYRa5ppag5SnP4mD4g1hZqreIhsiNerRZZSGJZyxx+aRs3575c6x3nKt6iECjgFrUfXjXY5AEb+qyosNGBDX2W/gPxfcgn83zj2o3a290r/8n/EL/+gvtiDhn9kxarPKhv5WH+zss5DM/edpC9cHV4WNevXKnZQOE9Y/a/gzzMH4rsocscWDpn92dvfuITnpg0qPd//z9RH/mRH9VWgoeR//Af/sN2j+v+J9QXEJ9HqPeWWxoBx60rnqRtd6gD4/gOmUvb5wFG3a6jH+leAzbL9hQyYZRJCzjeVh8oGKHOFCflcLOeOt6fi24rLXr7tFq7KboOjDEcG9F1uryvU9uQ3Sv7XafVF4CsNibqL3L9+OMRob81L3zbKvdaWtgW0kAbI9ui86z1JU/YFjDqw+n1VOcw17G/BvTASr656gso+zLMZuVYkrViGyiLOgLGtnl06KPT1sbY39+vvewN4kbum2yrB7Q4xtC/8HOttysFaP2XJ9SZovOA8jPUvGLQ8jY2hJ89Sr/eY2lr7LhuX/Da9jlfubT+9OEBLaBam0t5wj71Wn3b+uu1fetxNQZaLt1/pZiHY6GNvoCkTCT5eDxaU/ruMmkBND1p/SkX+hHSyuyDsN2cTt6UC2DNVa9jzZwQsNGF4zSM7W5vrak1bGSdJ1/YPgkY9U/jwyg7y/akTW+f1IfRj/KpbEoDbZzVOQ/DeUJlU6fSQr5oNNUuACdEwLhYmyxK1uchKu0FrP1UijYuypA3vZS5WJQbcwqVp3J11JWnTF2gDY60i0x+l7sovZiEtDrK9COkgfUF4YVSKfoR6sd5k2/lW80VuSBOIvptQ8rmZG4dYefmIvq5gIylb4ixggBCi9DKvVDNs29++pFvjuZhPsqkY1LKldkvH8L8FQiQdDfouvrx70z4LYeHalGqYTZUz3uWB9St7e0asrF603V4cNi+LdE/YLgW7+LFizXM8mCcPrXNLRL96df2fHurtrbzkL611fSM02OYpxuN4yBiWsYbGDJIVct2A07b3OzbWp6cjOH4uElNbdU5zLdK+t3Lpj6bzct4xhXSqyiZn/1fZOMFylyE8SNex7SN+ZR5JKflKrIq/QzDLGOSB4UjXphFdFdFhRWsapjNaki+zIYagohiXK04lkJfs1nGMMO6zArBm9ZAJeWOozBX4VjIF0N8ayuktVkD2jd59lU7sYpQAAWU3zK6FoT+gNKP/hyPouom1KaoK4ACmkA/ouUZjnSq9gKanjZCmWjCE2+db75nwbGLwxJdx7ESWZI1FlKNkCcWWVuiauRPa+W2jd9RKZ2e1mFnxnyvVvccrFsOEUmfBfMXlXHpOtLyRMzPfQFRPxvnGj/swvQog0ni4OikWVVHraFWyX3I9fmDP/iDdS0HYFdyOPan/9QH1VM/+qOKHP3N50Pdd//Vev2P/kQ98tGPqXvvywPdfKv2c1Po2PbxWSWAiONaxbLD9nZ83Hv3O+qZn/Bx9VEf/mG1NRtq98b1dl24d0a9um3ZqMr7qizUKrTUOLdSK9/WWNXB/kFduT8HX5cv1iNysOlB3H4OGu+8tJOzv90a0o9sZHkIXeRQbZn2osghwywYgovZH6/df29tz8l54Y26euW+9k/6HvPoR+YsYlFehxd2LhTkWs1DbLXxXNXFfPYsPFTcmtdO+uRh4pB9Lyd9ObTcq8Xebvzt1jI22+4tGTMPdP216U5s3TMX7umRr7zRj5zUs/ifpX8Zttoaqi7tbOVBeuzf3o0b6cpBXcqe77ff7r1D9p+oJ7+qy5culL/0sZ6l34fJ4ULyO8yN9Vb07rp8uciYVg6Fb1y72satbDfo5WYscvCaQSv/r4gH2c/tsw/vF3bm9YyPe3o97jGPqsoe/nd/9ufr3////3PVfKdm2xdq9/pePfLOu2p0TcacOCfxaXW1ST+iw61TUUdllfoEONGuE+0mj1njW98uHijHB5aTvt0OKnZ/kFi1+HVU0oPMGash19FQ89Ws4eq7761/+g/+x1rmcIgc6nzap3xSPfpRj8hnGLXMOotJrWpcBg+2jtk6Az+X9dV4cUQIEbIaP9dnRdtpH2SGXgXVipqiNY7eVqlHNNOSrmYxfr4k51yLR+w6q6h7lqzzR8+9dVSHeTIj2HBan6Iatbwnl/a+qW2elAEFrFNW/lBgDAFY3QSgxbtJMGHAqAOn1xPVU0k/l/yV0jz7tHvQPPfF+/nSzPtLx/7SpUs1G4ZyP/R+1Hse9+ydHE4uM3+L7KvqqLufz4qLly63XxNpf+HCTgZ0lT11Uf69M/+EwDM/6ZPrwsVLdfGOu+o//Mf/XPsHi9yjLerQ+xVvKous7VwDiWkudUbp436G+L8aNpw+rzDyH6ijzktH14XRFuisM2u4WUd/GlhD5F5MQbYjP/oy5yOPfLCJiqzX0qLpZv3Mc7/jsxiZb+G8eh/fIa+jjBWo49ozvmvXWrTP/HzGSwvbfn4DMaV6UTalextGHWC9Bl3vXX6yjtP2XDXMZmWOlWJuQHmNzHMtGV9a2LYW8sVysaoMQ1UZe4TtDvnGNQ8hvUZVns8WDcqEsrAL9JXbhaMclDkeQh1z2Mozq8+IQOuHdsqFtH3RzrnQRsgX5PkNaP3Ul7A/wDp2qLojX8L6rK5skbnR9zL1bBjaPqHdYdoe9u3n/qdShtmsjHk992MH2V+0s238Dnn60r6Pa0zLfAVpzIahVrl3msefMT1r8IvirYyJ7SG5uueZn37d49yj9KtP+ebdAbS+AaW+2NnZaWMAoyxhWw7KtDOmtfuh/oX9BFr/7Ye6sLHXB4ztk3J1W/8in/YdxpzUN5YxvH8FyvgCqGnRl+1pLS3kw3F9eSexzJ7d12qnYahhmDVIV+nH/LI1ZFGpL884y8yPkK4UIHbaDzeNa02K+mLCOpWc6kh3qCxtbCEtDyjYQN55GDQUXQnoZKuVGUBIiybI2+ACTb2fB53dfKtnnb2yhvnMPbL936BqiL9Afoc8deZ5+Jj6dfKFPH27+IxnO2HagM5yMUgLdWxDYoTR9UK2l7bq2JDu6G1jVRbAjKHmw6ysV/kgXx4uSkhro99Z4ko3m6q2aenbQ7w027cTyr3wgLYBeCEC64tNuTazo/HxptUNAmh9U65/Pxwyi5W1lpuLw9q5cKFBXce5ZkMRH3v5ptTFKKocgxGkP8Mwq3k+nOT7K6L93NzMZvOaBf5R66tXryXn/daPeTYUN1P7ube3l5uZPAQnJ6D9rYW+kbjROYfO32EeZv3w8mIdouc3vm2jygUhT1/DMN54tXZ6k4+KjEs2/NhKD7PxIqkUdRwv83BTm81m5WZ2MQ+zjssQX0DJV8dxAsoi3eNBxj4bsjaz9Gsq01Z9a28Yl2m0b9UqfjJmy6wFx+kgD96O6SxjtbW1nTlYtLGiku8wr8XhMs/xjlHa0ZlnnEXXl46rupGHHmn51qISZ+Eai4L5Xc+3Wdd2b7QDlht5ED8w96pynDuWuds4lJ+kzF07x2OZsfYDUBqonWzmokLP0/e4adegfpa1arQ8x084RlvbO5njnZqnDxzldpj1f2iO+XDfjnwW2ZB+ilInuS8iV2+RnFZQZL5mxoQcLaxqkZyXiXmQh74bOWhwrRZVwPp6mKtf1XgQYVUt0k9h34CaDUNt54PeDz3XWYyLqsa336vEsB9hrV/aCv04XgqkrYX6ouK/iuq68vSpjXWlKOtQHlYpU8e10XNaJm8i7DIY/YZVs1yrjo0yfR3mpsAaKCBdWrUc9C+0EdLqWQMtrj5gYxMHeVFnFW1PQ9fXXwcc96Nd1zurVuc8nGUn34dx/0bixZ2t2s3NknPEMK/tnYt1I/vVXY98TP3sz/18/cf/9J9yqHWhFof79fznfEE96fGPKg5vFMvDeu2P/Fjdc3Wv7gsuP+LRtZ+Leje2s3y2uAbn2/PazfVljtvZRxdZrzXMap517ZcmB9eu1J/+E0+p53z+5+SgjqrsTVuxZTbUYXSXuebFKnUV+c93W4twlmlvUFmLmZkai1R85Bq9fNddrT97OcyrrOfZfKvtKTBEVZ+kzivxKvr5UM4hyqo87FvF5lKu64M81HotzmO7SuTdvcOq2VautXlJHiyoGraKjN8i1+1sNq9VrlPXmuPqOkqEAmoYhobZMNSsKl0+rHmuxVlgn28k5jKyJUMxzGOTWhqivaoMfK1yfecENAeY+7WT9b3Ize9W6mGYlf3czkPyKrYHy6oKb6W/kAe5T1hljP0f6WwlOJnDWXqxytwuDnaL0PP5UMscLF64uBPbVa2GxAysRQan8Ro9r8onSt1y1pGDAAAQAElEQVTIAfWcWW0llv4O96/V+zzxMfW8L3h2XZjP6/reQb38la+u//f/8m/r4l2PrcrwLa/v11ZGIK7TlWW6tcrI0lApq8zHMvMhHMOTkL9yHFhWjI+B9KMjzoscJlt3kDFYpe/uH0ABNS1A4w0ZNwGsxavkNaIqZMAto9K7DYiDvOJk9JexfhB0lvtR3CH17eLm3DPk1VHH8jXGVL8yRuaf8V9RtRxquV+1tdyqndV2cf2w/t4b/+9172+/vS4z1J9+//erT/6Ej68s03xJkfucjH96XLddEjKvZr4cqOWMWiRxD5WGXINbmTvCW2agDvM5WLke5y7lyCrrZpk1ssy8Liu2qVcNFe0NdA4UUG2OllVkzZJxyVSFVwWjvI4KjG31gZrlsxlGe9dSpbiWYdQrwsgLKKCGI1CVdVtpD0VVaavPZfq4vb3d+irPdsQ1ZGAdz6WJxcdoRFmvUpW8YcxDHZBZ5xYgZht0ZRh5EdZhPk/NZ57r3FzMST040knDvFNFndYPoB5qyVTW1s52HeZanqXvzvEq82oui4zRMGQnSn2Ye6V59u1iyL41ZL+qfB7s1yxjOMxmtZ+9k+jO097N3rvIYG1tb5f3xFvzofbyhdWF7exUs6Ee8/jH11/9Gx9RV/cW9TvvuKd+6Vd+rS5eujNzUbn/u+ASSx+H7Ic3qs1a8imRtdcWVjpt3lX2n86qP6gCFNDCA41eZf1M0YRHb/KdY2sBo82R+KZKnQeCRkANw9AAlEU7oOUEY9355iBsC3XFlLYt5AFWa1/yxXiAdjQj0QFaDuYCrPXrRAGiN8t8r8o8mq+sNetKgdE2ZMlb5P5USOtbrDL7w2zW5PJnoYFST0DWx9Fc2PY6s1YXaPuK9DJ+TuIw14RgljVPVZZ0zbbm1faItBeuydSrMkbkqyB0BcMwi+95ec1op27vI5B+D2VZ5Lra2tqugfQh++I4lqMfl/sib/qYzfQ1gmHItbIs958h9F2PuEtXBdRWnjOMYz9l2ldpr0+vRfsKNF2gZhkvn43V8WBMW33od3E0Fz6zy+8Acn+73WLFURt748zn87aPaWus2TCURTvlxrBW7jOetXlZC3VhzE17dX12th5ms4zl6N8zGudkyH61rFWZvzHMv/mDpguUfGPpr/nP2505EK2M607G/XLu8Q7zrHz9+o3cY++lO0P7G+0XLlxs9GGeI7e3d9LX7YzVvPFgaLTzJowRt+1lrkD0t1r7eu7plDvO29kP7adt50EF2xdyT299mM8A81QGKK6uq60+lAt17avx1Bf6cA6stRPa6Eh9dZU5v8D6GnF9Vj7ThONq7bgeZv377NvH2TWsrjLnQDmZF326joVjMwyzhNT/MvmvsiYWrS0/l2LWS7Xxm8+3Wh1hAQ3S5m1/pEE/2leTKxNAbGc1ZI0BZek20rDhqd95MK6JzptnzSrrgNGut2+lTg5DS05l2DgA1nxlp6EnDdwkhpGnjgCavwRstbxFLtKbDE8wpvp2XKgCtAF0YcjTX6VYi5DrOLbPgv6VdR+2Z0cLQx8uPmVAi6ccxolQZlvAhmdOwk1ulkmaZ2MbZrMiEy5PJLnmb3vHizMyRv9OqoDRnxeP8fXn4hfS8ra2t8vS85cnzMvTey9gfWljn4AxZuzkmXe3tbZtPGXmd5gPLb9FuZFDsr3cJNk293xWlPKG2hTtBZALZdUuUv2ZA2T+038PUy9dvlyOiZuz0K9jM8xmeTA/rCtXrmRD220XibmYu1HslxuHm0gCFDIDc7ff1safZXMdZkMklZuynerxHTd9WHf9w3yIrZJbxdsiG2teNczmNd/arq1snqvwZ2kzJLdstofZVIfQMNRBDjp6PofZABcZL6HvSjEH2zfJEo+MBfHjOMxms2I2FG5k6dQqtv01RG+R68S+uZYK2g2rY6YtkMeYVbsJdmPby6G08ZSbh76nvoA2L+ro07F0DloMFSM3pnZCPaEvMapQ6gh9LHMz0ZAPtEqRDyRVMk2rte4yO6j6cLMsZu0FtFo94059KZAvzEU4VquYLBPb+iTc+KeycoyPAJTjVEVynFWlXmYBLLImpIdhVvOjjV466WfslnWYNbCfufcag8xb/AyZpzoqy8xXB4xj4GG9uRjfubY2L9FzPklP211nWhvOsRDStwNtp5j6AKbNh4W+kP3Pf7q2vb2dazUPUBn/e++7vx7z2MfXr/zar9VP/czPlOv8nnvvrb/0IR9Sf/7Pf3BdvnQh5zj79Yv/7t/W//q//bu6/9r1upAbo6y0inlte1OSa9Y9y1+oXMiXGLNcY95kWV/IDdLVK9fqrrvurP3d6/XiL31B/ck/8X61ONirq1fur/18EXA5e1S7JtoYZA7LsWB8z0JAZM2NklX4I24eJMISqc55qbHB6Gvju+J/xPjeNYdaZf11VOiqoeoMbarWkpN0F4zrK5EZUam1ull/FfaqopWIY61OtSKlZIOKZh2VDdcZ22DKr1pVO/1grFepp1DW29Jr9apEis8cYA45ZXzWp39q+zuX92e+lxmfb3jlt9TP/fzfqw/+b/5MPfExj607dy7WI/MA/+g7H1GPuHxn3XHhUl3c2lnD9uXoWE9x58XL0b1Yl3cu1KXoT3F5+0J13BHbO+Oz1dIT3BX+xfn2OpZxL8VWSIsLkQtp+eJyfIy4UHfmIeBWcMeFiy3fS/lM67g43ynzumPnUurTceeFy/VQ8IiMrbjr4h0l9LWJdzG8y8dwZ8bkroxtx4XZVnVczFg4zn1sL+dgfjv77lbWqPSj7ryrnvSYx9dj7nxU/cYv/1q99vt+oH7nTW+uyheBl3If9re+4zsyBjt17f77aisHO1vb87Jkhbl8HjS0bUYhllQ+h0PklaXqGXlblmlGxQiVdVmNP5MaWZFRq+SvdBV+A1Uhy7LKm0iV1ygg67hqpOshFn2L89wY6Zi85XuMU6bTPkdqU7rfdZ09U2lrx+nqPQD93QogwW5F8XZ04nrdF+3TthphQ1StMkgdywibjbVIfk3WdMLIKyujdrJG/Yz0y7f9fJHrfcb7vN/71f1Xr9Uq6+DNv/mWHGhcqGGY1UHuT2OWL8cP86XttqRBR6Q1ZhEiMXwfseGO7d//d9fNwxUV3rP9g+P+zF1M8wcKRijrOKnjwZk8GFLxgPDyEVVdt8aS+1nXUh3V0staZT9ateeCZWh54vDoYKTdiybH0cH570AN2Wfn83nNch8FlPe3PtsMs1njKa+jokwoB3MdBX0crOWs8naY56bDPDf5DNJo20F7LslhvLpAAe1ZYurXfA5zL76Y3K+TPGHUB3Kvfph79kWDvhKyirwyVgT+ctBY+gWq98P2YfLYyrO7MBbEsKr1XZl2+rSf0vK0q+jpx1ysO2DSh8kzgj6Eeo6vSJhKh/NaxR0tr9kw1BAfZmE9G4YqG0cAmh7IqPJ5i+jA2IZRbhxRKft5rjd/2/axxc4i8wcVfpG2nf6vkqs/EDiIrp7mmXPl/kDIvAXQYleK49B99nGx7dgIaXWE8YTxO8xjuz0P7LRnXW2UdZ5yY+pbWUK22PK7LzDTjEFyV0d9oOnpq0N+h3rCNlBA9bY88zameQNlPPlT1FEBGqVNI/LW9UK2l76HYVazYGAo8t8qDzCLrGnrXLYlX0grt1a2zJrXvjnKW/d9sgYiPfulD6GdWnBcH4631enQZpa1MAxDY+lHyG+MW3jLOqZgxEl94CTrpjacrQObCdQQaLGkTdJkpaeQ39vScNxGnlAHRv/SJwGUgyMcoF5LC9uiUvQnQlaXWQNtA1DWoY60tZj2QdoFZ60MWG+A2ojOd/Hu5AbaHHosoOVsu1L0Je0mIYCWnxeB0IdyGPnS3Z+xvFB6LpWiP3nK0my5aWNbmTXQYsgX2iuzrhR5AsZ50UaZdcTN1hxgHDs3Kfm9r+YttJEPtA8HYwCyWl7mCbQNQCaMMu1Ej+cY9HhdD0a7Hkd9oY21MJ7Q3tz8kFFuXGshbV/VsdYOKDdCAbRc5Ru7Q11t1DGG8l7rVz11zFuoaxtYXx/qCPlTG2nz0p92Qh/Aeq12u843vtCX0Idt9aStgfXcaaeetXKgerHd6V7LM5/uE2j9kK+OfoRtoW/R9a3lqytfSMtTJqSF/FsF0NbP1A7G3IA2XvrWnzFh5Kkv5CkXttWD0V6ZkCe6vNdAG08YfXYf2jgWQFmANlYw1vIEHG/LOw3G65jK4dbszUuc5WPq8zQaxjhwen2azZTHMCv/yfRWDkby2VuH+WBdxZf0L/zC/6v+yy//SvbEeV26dLm++DnPrTtyyLCfB63rN3brx3/8x+vd99zTrkevYa/3RW5mgRZidvThaMtx94N9noPJK/4twDsu193veGc94xnPqKc97WltLXgtec023cSYMTQ/7337wzkCzqs3ZJT/VQHVi+u58sXIxQs79aIXfml9zEd9VO36jXq+oHnDj/1ofd/fek39y3/2z+otv/am+u0cUv3eW3673vlbb6t3vPV3Wv2u3/nduuft76jeVnYa7nvH3XXfO951DPf+3ob3jt96W4l3/vbbq8N2w1vfVu9+2zvqnrf9Xt2bWEL6gaCeGPP77XrHW3/rTLzztzby33vLW0v8bg4tGt7ylnrbmx8KfrPe9htvDn5jjbe/+c01xVvzJcJbfvVXy/o3/4//ozre/Cu/UuI3fvmXc1g44tf/y39Z053/2296U/3Or//6Gm/7jd9otPXbfv3N9Xu/+da6kjn4zV/51fqP/9//tf7nf/yP629/9/fUG1//+rrv7ndWTmPqSY9/XH3fa76nPuB936eWeai94+LFfNlwUPlw6MvlYa9dj+J2AmkntIXNGrf9QOh2J/Xgwfk5zR5GH2fF0KbLei3v9xsw5gljfbvx4aHZnxpXl8EqQpGqvcIq4Y8I3MeGNHa2tusRd9xR/+0Hf3DNZ0MegIf6jVwP+x4MHOXmfWyl+Nnn52HIP9Sv3491ARRwbByMK+A4f6oEGxls6KmOPjo6H2jxgDopUwdGeaetz0K3t+460h2dBzQSxrrLgRpyQOC9jWtCulJgPEAJ+YAvIPdgs4Zur3+fQ+pEkd+hCGjxK0W+95oh28s2sB4rGOkmPHpTRxKwas+K3Yf98X6vt4FjvjRQ1qEvId+6863lwWhvH4Vj1vWsu44yYwtpQNExAMdyUU+oZDz92e75y7MNtHFW3mWV0mXyRVjNv3a93XmA5Hrt6ce5slZXaCfcO6z1b39gXLPyhHuIsu3t7TaPtj201Zd8GGMBLW+gjKWt/owlgGYPo34dFWVC/W6nSN9CvnKg+denfBj9nLTpcm20rRTpVC3+1FYe0MZxSsPIU3fK148+rYFyr5VWZwqgNYHcYixbXPOSqb60vvUFtPi2u1wdaXkCRh1AdvOpbddrzMmb/A4YbXpbNWlroK0R6dOgHtDyOylXJsxPdLm8js47rx4UAlYtGY1b4+gNaAkYeFSTOQAAEABJREFUBEZaEWxo22cBaCL9djRG3oDmO+SZr6kNjPpA01cGNB8w1gpgpIE2+dPc4bhs6qNSnFgvLvlp5kN+3vx3vgtemT5dgF7A6qvbAawvFmXa1lGRnkK5/o7EbQ66XP5p6LrW6nYdF7abpnlJm6P5KQfa5u0GYh+Mq6063Y98oUy+m073A6zHUn/qqFspva2/NNt4aS/UUS5f2vjaylNf/10m3/z96bix1fFXZurpS13l1too77W0ANrYq29be/0CbS71qw/ldVSk9QnjBamdMF8Yx01a9a6rvuMsT8C4rrQTU542Qr6AUVcd2wJGHiB7vQ5saGttP6a6toE23sB6ftQXQNus1HMMYdStFKCNE1DTon91tbHP9tPxEkDLa6pjHO07z9q26LQ6sLEFWs7KjSOMWVWNb0yhnbIO9fUrX7noPPkdQCdbvkDzCzQ+jLW2+oCxDRzTMyd1mlHeYJT3+I6JuXW9rgu0udB3l9VRUUfA6Es2jDSMdecZR/o86Euo02vpBwNgra4PIaPX0g8LEvYwB44wlAeR/tJa+tGPeWz9b//239XP/z//Xj3q0Y+pK9du1Ed+9FPrL//Vv1b3X7vWDiz/2T//n+o//Mf/WI9+9KPbPyPp+4rXt3l73Xt9bucbXNdxVl97aLPe2d4q/8bg4x7z6Hrxi15Yq3xLen8OJdXfyY2W+483WZAEVw9Lz9/r9D00ApmhIv9VQ7VCTiVFNr862Nutnfm8fvR1r62PffpTcwC1V7tX76//85d/qf7Nv/if6g2ve339+A+9tn7sB3+41W983Y/UT/3Ij9VP/+iPN0j/5Ot/tISyN7z29SV+4odfl/pH6nXf9wP1uu8/G2983Y/WSfzk63+s8X4ysp/4wdfWjwc/9gM/XB22OzpvWv/o3/mhEj/2d34web2+Hba9MQdup+ENr3vdTfKf/JEfabyfSv0G+3EOfiJjcx5+KnHFT8fXFD/zoz9a4mff8Ibq+Lk3vvEE/cb6uz/xhjV+9g1vjPyN67ayn3r9j9RPZo7EG1/7unrDD7+24Sd+6IfrDcFPR/5Dr3lN/Uzi/8Of/bn653//H9Rv//qb6tJ8Vuzv1Yf+9/99/cwbfqL+zAf9ybqaa3wn/P2sie3Uy8VhVs3De4EDbU2efIPT+Sf1TmvDaOs+d5p8ypvqAAUjpjq3QutHdF0Y/XRer7t8Wp+UAVPxHwgNt54D0MbtZKLASdZNbaDZwul1lTsVNS3T1s7WVm3P5zWL/f7ejbrn3XdnT7tRF3a2Uu/Vk570xPIe33sFGO9VgYL4XT28a3ua83uShjF/4D3p9gF9uU7FVPFk+1Zk2gh1gTYX0rcKbTumNqfx+v2lMqCpAy0m0O7xK6XLXScCRp2Ibuml/VSxt43foRxGv8YQU542HfKlvUdWz1pIdwCqlXrCBtD6Jt15nbbdIQ8ofdVRUXZErn0qF8q8TxTS8ua57qQ7ui2MOagDtOfKrVyn6sN43Tkm2vVauttLA21uuty4lWJbv+oI+fIiai95i3zJLq/Tvd0U8gbkvVofJdRVR30Y85PuUAc2NurL63k4L/bPtjKhXL59ltaXcgGjL2A9V+p0qCutfc9Ln8K2sN/e03f/8mzL1944yrQR8notLWyrJ4C2FqSV6U9UCrCWKQfKop4xzFO+kO6AjZ76UwDrvk/1gTbv8irFHIwj0mxzBjQdY1eKMhHypheMcWCsTyoAaxaMtL6EAvsEx/nKhHIYZdLy4Hhbvuh+4HS5OqdhkKljUWVrXLi2T04g0AYVGBXzDqx52gjY8GCk5etPSMPIj4tmbz2FOran+nZSwHgRKQNUa+g21kL5rQBoEw7kmWXZTvBdGEDLDca6UmCkYaz1H3ZbwC6qDqAtJheRkG/u6noh+YDrrwP7BQUoavG7T23shxe/aAp5285DsgjZctWHNkJ9ocy696PnIF89oPVZWj2g9dW2NtbmKypFnVQtP+PZB2Fe6gBN1m27/p133tnGxv5qZ97+80bt1JWnvX01plCmnnz9wJib8QXQfFaKOehHO6G+dvZXP9Iw2kuLLlPuQUX3EXdtTMwFsNngDZ56+gZKfdGER2/KjC/sk3KhL+NZGxs2fruu+Wt/5KpVyoR87WTqV55560//5iZfH8rUt7YttBPyxUlaXfnW6gv9Cf0rA9rakFZPdNrchH5F51vbfqg4zw/Q3HedXsuEUQa03M1R+RT2w7mZyqQFjOvZce5t/Qp9aOtYScsDrBqmPPVkdj/K5FnLsxbqCOkp5D2cONm3HssczLO3H456VeMYD7N53FOHOYyc5abv8HBRP5vDhLf+1u+Et6pHPOpR9cmf+qk5iLxel++4q978lt+qH89hxuOf8KRci4d1eDjC8fSXkDBeox4suoa3t+a1iM4sn3bLw/32T7ivX71SL3jec+uDPvADY39Qly9fKg8m9nI4sVot201lkkqGvte6rveWP2Qj4HVHwVDjf6FXSTGHykMOIg9zCHXH5Yt1I4eO3/Gtr6pvf9U31Z/9oA8oDvbqd9/ymzXbP6jVtd3au+f+un73PWtc8VeMb3/Hun3tne+ujqvveFeJ+3/3HbV/75Xav+dsXHtH7I5w9ffeVR2NH5833vXuunH3cVx/57tu4qkjX1x7x93V8M5ev7OuvfN0XL/77vRhxI13vat23/3uhr177qndd91TB/fdXwf3Xj0T5/VtP2N2zRzOiN1zMgdp6x7f2hyMv3/vfRnHDeR1rK5dr+XVaw2H918p+erv3XNv5uzeWoY3u7FX97/9d9sYXPQfHt64Xh/0Pk+pb3rZ19X3vPrb6lG5tndy8T/+0Y+q++95d911x+Uc3uyWvyLLSnlYX0Dzv8phkLABI0/6wQIooJl1f61xztut6p3j4lQR0O5xu39rcaryCSbQ+gHn1yfMHnQTeNA2UwO42R5ouU/1bo+mskWNOHIQzhHlJrZqn01+LmWka3trVu5lf+HPf3B957d/W31H8PSnPa3pD0N2u6wx77OdA7GVQ5EmfO/bTSMAm5G+SXgGA7hp3h13OM537MUyn0EwyoC1V2Uda+ZtEt1Pr3UDtDwBm7XIgZX3QdaNkTdz874p5OR1Oqlv9bUXtoGy79KiUqxFyPVr2pYWQMtPJf3KEydp2+p0mbT3eEKefTIHAdz0/Alo0qC+sAG03LWTN4X9c1yshc8Hwpgw+jMvdYxvrX3XqRTlQj5wbI+MeN0GWh5Ay71SjAm08TGmPsJubUCyQb4wzhRNOHkzL/upL2lr20B71pVnW1/Gtj/6A9o9sHuIMp8z7a/2fkGvnbpA64+23Q42PG2Fso6uWynG1qf+pIHWV23Ug40v48lTFtOmB0i2HOQbw1pm92dbAMds1JEvpAGrBuMYr/uQKW2uQhvl8h9OGKfDOLDJ0XyAdZ/gdFr7bgvjeHZeH3fl8qbjB6M/ZafhpL7jIsyry06zm/IGFWUAVmvIF2vGbRKw8au/Dt3BRgYbWpmY6toG2mBLC+W9PjlwylxEyjvkCdsw+uptBw1oG8HUlz7UgfGCPDnAwHoTgdGnvrRxgVqLSgGarj6AskxlQLuQ5ANtg/DCrxSgfZCYm/6FuQFtTGC0VS70CxteXDR/xpZWro+eo7SbjQtSmXw3HPnqC6DlD2NMZepr1/0aW1tzk4bRRj119K0MKA8L9vb2mk9poH2ba5/VU9+DSGvb+hXSMOagzPj6l2/O2qtnfPnmKS1fqGMbxtykRaXAOGbmKLSHTayotHlQZjzj638K2PgAWv+UV4o2qdo8dx/yhPwOoJE9Lxud1hewXqudD6zXgvr6VLfnqF6Pqdy2ctjY2VZf2HfHURt1hT5ho68foPWxUpSLkC0X65N2ygWwXpPGrRT5xhPamYdQDkSj2tgpE41xxhvQcgCahr6FDaD5gY2s82HDm/ZfW6GeAI7lDxybE/Pr+rDxOeWpI+RZTyGvHmTpNtbigcxhzAtoY9X1b8W26z6UmmFWxVD+k+vtnQsh5/WL//4/1L/8//zretSjH1v+fcdnfMIz68/+uT9fB4fLhp/+mf9HvTOHNlvbO7U72T9cM/0BzD2hWlmVa2e5OKyt+VBDnvh+89ffVJ/6yc+sZ37iM6r9H6pzILE1n9Xu7o3sSdupd5tNFkg8rIq8v/f1h3kEKFYcS7C18gB4+eKF2s+B1OHejRqWi3rqh/+NesOPvr5e852vru941Svrkz/2Y+uTnv70+sSnPrU+4WM+pp7x0R+9xsd/1EfVx33kR67xsR/xETXFx33kR9VH/uW/cgwf9Vf+aonO/9iP+MjYjFC/o/Of+fS/Wc/8m2fjk8wvOE3nE5/29Pr4j/6oMs+z8HFH+St/xqRv9vUTc3jxCU99Wn3C09L3M/CJT39anYVnRvbZn/zJ9dmf8kn1rFxPvZbu+LRnfFyJT/+Ejy/xGbnmPvOZn1ANn/iJ9RmfEHziM+szjvDpaU/xiemjaHmaa/CMj3lqCfvwYR/yIfU3P+LD6/nPfna9+LnPqa9+0Yvq537qjfV3f/IN9ZnJ68mPf2zNsxhmue7f8Xtvr6d8wPvXu+5+R/sfL23li4kK/9jCeQ83IMHj0/1UhDz7dY6k28LoT9XOkz4LJ3VgY3+WzZQPN+sDBSPUNYaQ7gAaeZLfmH8AbzDmA7TcTQGwelCAB29zXoCV/sREyQgjVjl09Mu5Vc2GKrJW3cu2ZtRHf+SH11//a3+lnvKUJ5f/TNvPPu/XxGw2K+8jvHepP+TF9dHxcKTafVuf9A8UcJK9bkNGPIe6a8YJovsEzvVzwqw1tRUw2gKNf94bcFMcYG2ivw6g6Q45mFZBPow8QNYtQ1vhmrLWEGj3SECLU5Oijuj60hPxWl/+WTpdH2ikuhKwaWsLrP0pV0++tW0hPeU5Jl4jQr460ls5sPf6AdbXj/IO/agr9CF8lvQ68/rrcusO/apv21pId59AdR39yQfKYi7ygNZHaQEoboCR1mdjHL3Z7jhitUqeMYS0sfUpLU9IN+W82b9U67m2n/ZXHe26vrV8a6Dlq662Amj91AZGubR+6oyiL31Ydz2gacszXs8fRn4T5g1oOWinDyENRFpNZnz9CGUd07Z0h/JKsdZfHxsYfUa0fqkjZKgrbAtpocz8gZaPbSCPHat2xmD/5BlfOziuZ/7KBWDV/ADrujGP3mDk29SfkIYN37aA47yu22XWoucmDaMNbGr55+HYAaQdEkCzmQaVYfskYNRVfhJAu5C1UQa0gZGWZ/KAzWNQ1hmwkcsXU5n52u58206qAFo8QJUG2NAyYGybi23tO2zr9zQoEzDaq9MXFdAu2EpxEQkXqzH07UbnwZowz6i1cVIuDbS89amt0LdtId2hP31YA5o32DYOkG9RD8v4QPtWQ5mxhLYw2skXQLsIlMMoM66OgdY3oG0o6lQK0PiVom6HBwLquJkK8/B/MuNBoIeO8mLS+g9jLGVCO/1Yd6hrjpT0YjkAABAASURBVNbKrO1D96N/4fgoE+ppL6/DtnznAGjx1YWRVk8doW/HUrkwvtAeaHPV+eoK5fL63OlHaCPf2ra65g+0MZevHGjja9tcrNXVr21ttZMnpIVyGHOS1s4aaJuatkCbK2XaCHUEjDJ5+jVOpcDoM2SzVS5sC9jIe7vLjSlg1NGnMJ661oBkmwdlNoA2trCp5U9hH6btk/RULi1g9Gfc6VpRZmyhH+XSQpmQD7QxUA6jr5oU9YSsrtN9wEZfnjow8gCbDUDre2uc8wY36xm74xzTJlKvEUdvMPozb3HEPrPS/jycaXgkAB+WKo9WQzHM6zAnkf/jP/mndc9999fOpUv1yEc9uj4+B5DDfLsq8n/8z/55/at//W/qsY9/Ut13/9UcGF4o12lBHeab/n1/0baqxgurvG49fMzVVbPEXC0O6n2f8sR64QueV5cv7oSzzJpb1MHeXg1pXcihJrFf5MCyklVY7339oR4BJtNEkVxHZBJXy/IXkLNM6AUPmK/eX5e2t2o7Ch/2lz+0nv2sz6zv/JZX1mu+/dvqe7/zO+r7vus71/jb3/Pd9QN/6zXr9vd/93eVPPF3XvM9jbZ+7fd/X03xw9/3vSU6T/0OfXTI+/7XfFd997e96hi+59u/pcRp/Ne8+ltrir/1Hcm75fxdyfPW8f3f/d1N/3tj+73f9R2t7/b/weL/ljF71SteXt/yilfchFe9/OUlXv3N31zf8cpXrmG749tf+U0lXv3Kby7x7d/8Ta2W7njNq7+9/tZ3vLqMZb7fl3n4/szN384cfH/wxh95fRvvb/r6l9ZXf9mL6/lf9AX1If/dXyhy/e5dv1q/97bfziHOULNhVRcvbNW1e+6uIQc4dz3yrhzcXMtqeXhfkMX2EEOsThyCwK371FZMU4Bbt5/aTWmgILvqidymOp0+Gb/zf79qoIWCsW6N23iDh2b/oEJm+2ofP9nD/PuPs2HIQTq1ODxoqHy5cri/X1evXCmL95mO84ULF2zWEH15rfFH9A0e+ng7Jh19GIC2doHOavVJvcY85Q02dt3GuqsCx/wrE11uDaOO9FnQBkY9YK0GrP3PctjsXCtUfwp5Amjroev1+05t6xYKbOLBhta0x5PuABoJWa+5J2uNyRuMcm0n7HWfgDWt3LyF9CL+hLZALoNldRpQpUGe8N6w29q271MocxyENLCObdvnA68jbbTXuXz19W0tTx2hjnJ52ljLM+felifkywNstjmy3fnWQMunKUzelOmz59BjdhXlHd2nbW3sk7Xtjm4HNFIb+6Mu0P7OujHk7Wff0c7YtuVLa6gd0PoCtLlRt+uoB2OMSjEPbaz1ZQ2U4yrqqOjjiFz71E4ebPzZFuqLKW1byDsJfQnlQIvvs4P5dL4y20IaOHNuKkUd+629NmE1fWl5ytQRtrsckGxrG0a6MY7e1Bc2rTtsd8BoN5UZD47zey7aOd7OjzUc1+t+gNYHGOvOt572wVj60e95GLoQWC8aoHrR8XlQDzb6tgWMPJPSHjjmX56oByhA67C6U8DIt6NA8wK0B08XTh9IB7jDXKSnNYwXiTz9609ba6AtRKAtBi9GLxJ1YZRpY1t+962tg98BtIumy7WpFGt1rZWJsNf9td3l8rs/aW2UGVu6o7eVqW9flMmX18dGWj8eAkortw/qAi0HGPNWJsyno7cdE3n60o+A0d74QOnXTUubLtdG28uXL7ex3d/f10WbP6AdmGrjLyTV0xZo89H96sMDTuXS6vT8PVj0ZkxepRjXvnd0HxGt89NWPaFcH8ZXB8Z+2Jcu17dxO7RXt0O5uWmjjm11RNcxH2PBONbKgHatyK8UbVO1sTF299dt5cHGXt0ObfVp2/hCfX1by1culKk/hXrCdaT+SWijj5NQTzugza96MK4LYwnYyLq9fGkYr2Xb2lp3vr475Ikulz4NyjuANr76cCz1X0dFWtg0f68P14H9tw1jzo5Rt+36+tcOWPs3hnx1rGGUVYo+lJ8GoPmo2yzGEg9kflIHxjmCsX4g+4cmpxZ5kFpVYuWByf+L5/7BQf37//D/q0t33FFXrl6rxz/hiTlsfHwtE+h33/GO+rs/+3Ptn2Hf2Nuvi5fuKPJ05i9AvE6dJ69558p+ee35wJbNt+azofZ2r9eNq1fqy1/8wnq/93lSVQ4j/Z+U3LhxvS5c2Mn1Nav77rs3BxU7yShZQaJOX6v2TBhhNdR7y3tmBBzn9wTMRj+VKV+lsapZ1scqh1H9EPL6lfvb4dQ8K2r/+rW6dt89tXf9/jrYvVqHe9dq/8aV2r12X4P8xf716lge3KjV4W5DLfayfvaajXZdp9fyhDYd3da68fZvxP56XN0altEXq4PdEsuDvTrMmr5VHNy4VmI/B3Nr3Lha++n7WdjLeJwFx2p1uJdc9hsWe7vpy3Ec7t5IzOsN+xnvk1B+eNSHxd6N2G8gf/8oV/O2rc5yfzfx9hqu3XtPXQ3muTKH5WHd/btvb//Mens+lHP+iLvuqMOM03J1WEN4i+Ui+8bFar+czsN7Fsnv+wvGNfpQA69u4fBvGgNuLy7cnt009mm5wkP3O43xcNLw8OXqTnVa7kZ03LKFVW6isqcta0geF3d26mB/Lx9B+TzKGnjsYx9bwzDUjRu5dnJA42eh94biNL9/FHhg7x96po7faV6AAk4TncmDm/X13zE1BJr/ft93mgyYso/R+jzGSANoPkOuX96TOvdA42nXY0r3e1SFtr3nlGct74EAo1+grTFjVYq+hH6MJ2xH1HI0LyFPyBew8WdbO6FOr6U7gObPuPKMJ7TVf7exrY4AbOZ6WbWDM+8H5WuvvvaOgZCvsjzvF4W0PGXGELDxqQ9thfebyuUJoI1TpehHnnqdBppc36Lzza1S1BdTvjJ5QlpIq2PfhL5gk2Nctf4Dx+LBqFMpQLaVZUOaaz2g9O1Y2D8Yn8flGctnIuPtHx1E2n/3Gnn6AUqe0Id25gxjbGl5jkul2F6tVi3fNFse+vN+3njdrzb2Wx2gxbAtalJsC/2bQ7fvcZR1X8phk5du1O/x1dMORh1tBZDnhXlbm8C61l5oY61/awGjnrQwjr6MYa0N0PoF1HlF3bNwlh3Q8lSurXWPDbRxN1/zAqoXdUVvA2s/nae8Q54+9CV9HvJ5RpNrbDLCwZCpE+sOoAWGTa2u0L7rScsT+hBAE8sTQBto6S7XTpi4vEpRnqotThf8dFEpM18YF4M2LngPpdRVri/hgvLCsQbW/ei+jStsC2mhDy8C/+6B0Ffnq+dFIs/YQpk5mJdtQLU2ufpRbm7qwCZv+UJloOl3ew/p+t9StP9db0rLM6Y1jBuLNyLyzBGoq1evln930nwdB3PQR6XAaKN+mm187Lu5mrf6tvXvpuRYqmsM/cjv+UqrK4xlfPWlgTbv6hrbfCpF/zBufED74DCOY24dlWYHtH+mbQyhnTKg1HWc1Dd2XwfGB9pBozlM40qbi/nZT33aL+312/nqiC63tg3j/AJtzipFW+X6M7Z6Ybf8zVe+eVh702gOyoG2zo0P49rQjzJ1nAtl2mkvr8vkG9e56Hzbxu4+jG0+2iiz7vra6APGuNqpYxz5xtYPjOOovvZCvrU2Qlq/9k1b4zqO8oVt+6CPrq+efmwrs7bd46sLtDGUL4A25kBbr5UiX4Rsr+7HvsCoJ62Osp4L0HwZT36lmJP9Nra0dkLbiFvMqe5Uplw97axhjC2tnlBnCn0ZXwDtxkD98wCj36kfaX0J6fMAHBOfjDUVdtmU91Bp+zrMZ7WXm5nZfF7vfve7661vfWv75eL29k697Xd/t37qp3+m/sW//Ff1w699Xf3277w9hwf7OYS8s/YPD2qZBzDn0L46T4c5YHDMFznY1Pcy7Wq/Ilm1h7anP/Wj6+Of/rTaHqoOc5Dh4cRW4u75QJex2N7aqoOD/bYW7O9mdFZHXc1D3xH1R6UC2lqF47VjBhverfYHNjZwM32rfkY9xuq23mO7CkocdwAUkBvpw9rK+lrlwXx5eFg783n7JdEqB92zHELOZ6uiDqpW+w0DhzUbFnnQP1zzlZ8GbdQXp8nlqXMalFGJxSKxNpB3FmplnhuQNrVInmdjYBn/Z4PkMOZyED8PDrmCqlaLWh2hMp7nAVY1hX8Oobw+c63WKSDXdi7TEtKi6zmfYj5Q25nfRa7ZxeF+Xbq4kweDIddwDmgSb5XxqWFVy+wBq7SZRZYDaetc5Dm2PL5uHmwLeEATIP2m6bmnuD+1Rt5g5IdsOsC6lufnxJDDJe06Ld+2+5s1kDlYNXRdY8DId1/Upusrs91tYYwp7ySmOtrpw7p/nm9vb7f7MSDDmRnNnFWKOqnWOXkvYG72AVCUa9O1M+ZtnNPQFM9502cXAy2HStEX0GKY80Gud8cBRl5UHtRLf6cZTONLC3UFjP08zW7KA9ZzDhtaX7C5H3NMHT/vuYGyX97v3n///VnvB+Vzgv2Ub1+1r1sufzCKsOnvNAP7KYDGdjyFDRh50vJOgzIBoy6MtTzRbYzRafmit6eyzutya+EYw+hbfaFur52LrgPH9dTpc6qN6Lzu21oo65i2nW99KAPa+jdepchL1Xgw7gVAWzfquEaMByMPRp3uT50OGHPvPoG2Zn3W8n4dKIty7YW0/Zcvui9poUx779+A5q/rWKujD/MUXd89RzmgSoN6wgbQfAHtmdfrpfdTubS6MOrZ1j/QniHtj20hbTxrbYW0uSjXVl/y1APac6b5eT3ekS/SlakDaN72JG3lef3K1I97pGNhu9v0tuMp33YfM2PYN6Ev5frVV6fNSRsY5xaO7yfa2Rd9aaOuOZm7fNeXz9HG776MYUz1hT6E+toLaX1K2xftfdb3eUqevrTxc8RaP9LaOA7GvXTp0noe1RH6VU+f5mFbG2UdQFvzytSzrhTl0o6fPrRzrOQLoNlVivHNwzz1AeP4qSeAta5t/VSK/tW3BtpnozLhGESl7L/y3jYPGNfGVE+++tZC2lhAGxd1bQtlMPJtK9O/NKC4rUt5QNsDgNYHGPumzPmx79LaVgrQ4sGoJ19E1PjWQp5xnRd96Ev+SajXMXShDGlgnVTdYtH2POgGxk44kICsMtkO7WXCppPKnCihnYCNXJuT0Ifo/CktzzbQBk5/HYCiYzk5CebggArb3Yd1l1lrDDS/0vK00b/5CxjlMNbqeXGrB7RF0fW0N16lWKsTcu1fWt/qmYttwKpBmb4E0OZUulL0JbQT+jBGh235UW0HgV5Q+pOvnXr68sBPeJEql6+N+gJoN0baaKtMPQG0vngxqqs/0Wl11NentsKcBND6o678OirGcdPov4hS1v3AGA9otqfxgeoFaPNhfKGvHhtouQNlkS/UsQ0bPnBMV3nXVd8+C/MBFLc1aF+8iIGb7FXSh7V6+pHWxxRw87WirrZTaNPnAWjxlevzJKZ8acdG6FfIE1M728qmkDfVAdqlddjvAAAQAElEQVTDinz9id43oM0Z0HJTJtStoyItjNFr6e7DPjrOQlpZ96H+FLq0ba3uScBmTqZ6+hbqa6sMWOcO1LQon8KcbPdaGljPP9xMT/39UaT9RVKfh/nWeADpDRDDrLa2t7Mmqv0Pab7zu767/W3IO++8qy5euqP2Dw5zeOD+ctjWhGPuAeZsNivywN7aoS/s7FTl8GH3+vV6wuMeW1/4+c+uxz320bV77Upd3M43mHlg9mCjIR6jXGQgO0LmtQp89VqtEXLfi9sdAUdZW+vbwGY62szp6TysI/Q5jxUeUOUQsP4AgDETHw8BbwOlbQ4YKwdrt4dlPbR+x/4BDh3rPHnyps3BMtfc7aGa/Sr2I2yXMTMuHjjmeKssnlOvQowYo0oXrooIfh9f8J6L6WdET11a9Lb1tA3vubj6Ft1/r+VNAWfHBDL852Pq63ZooJmdzA9GfhO+h9/gwfk+S9v16X3Z3v5B3X/1ah4gF3XnXXfV457whLrn3vvqbW//3Xrb297WDh69B/deB2j3rUBNDwnqj2kB2hqbdt+10DHln0YDjQ1jbQNGGsa684BTYykXxrQGrBq8T4FNWyaMbe8DO6Z8/cj3vgloMbsf2LTlqduhDwEbHWX66rCtjvWUZ/s0+IxiHtp472VMaW1dj9LdTp5Qv2Nqr27na6OvqU952gtp9dUBJNt9oDFF9zP3C8cJ9CfPWmgIG3t9y9Ov156HKOYo35gdva2e0KbLpM3B51Cf7+X3WNopB9q8KZdnTl7D1pDPp9yjaKcMyJdq86Zvv3o++hEw6k9l5n4pB3j6dx9Qpq65ApLNn/57bh4Q+ufR1O089c3JuucjrX91tO+wz46X8azNEzax1AfaAawx9KeNyegTaM9KlaK9P5hSL83GV8dY2mhrW7k8dTqUyRP6sW2+6mtrfsrsl3zH3QNJaRjHUl/qw5i/bWCdR6XoV4RsY2mtX9H5xrDf3Zd85eYttJFn3QGbmOfJTtPvvJN2nX+yvlW9k3a9DbS+w1jLh5EGbJ6LAUalnogD1XGu5ZEQaJMCrBOpSdGvkAUbHXlCfq9hlJ/GA9ZxKgVobSez29eJIl/Itu660kCzl56iUqZtIJyqznNsXFACaJueMqD563x5xgPauNSkAK2ljovQGmh60p2nEviQfVBeSLb1b63eNBf5Qh6gSrsRsW0DWLf1L07KvFi8CLufqRxY52e/KkV9L2h9udkIZdoJaSCa1cZJPXnmDrTxqhTbyoS0UM+2tW0R1ZYDjBtyj6+OMqGeUOY3Hfal862FuQlpdcWUtg20/PRtW8DYl0rpfP13X7CRR6WtGbiZpy/lHb0NG13923+g9dkYAmh+tdVOPWllArC5BoxtdadQAWjzIt1t1TGukAZafHWmUCaANk4w6unHMRHOAVAWdUWnrYHWl84HWixAcYN5SOgPRn37LLST32NaC2DtR50O/XQAjeyyk3UTTt5g1JcFHPMvT8DIlxb6nOYjD7BqgJFWz/4I+2tbNKX/yt/ss+vEGsb5dU+RZ+0XHMp2d/dy47Ksw8Wy/QLSeufCxWNrz6FS131I28ViUYtDf12WcV4t6vM/73Pqr/2Vv1QHu9ezIR3UPF+/JaJma0RzTY+Ej4FSvZZ+L/4wjoAzdDOcYVE5qjqZdbRzCFYeWP1BIQdlt3d42HM/2acH046PNirLGN0ePOSL8W2+VjXa9zwebJ2wuWDb4eK6jg/piKpCp1Ze5Ro4gvuMCK8e5vKe2seBAtbZ6le438mEjQxY66oj1BGA1VreGg/zm/GFYeChx4fRh/5uBT12r2/FZqoD/L6OV4tN3oMb+dwrhrp8xx1116MeVcss6f/yy79SX/U1X1Of9CmfUj/xhjfU3XffXa4DP/N6DeM9cry893XOCABtbuH8Whcw6pxGT3mw0XPNdajTAaMO0FjqSHi/KICWl/cwzqkyASMfxlreFDDyYaz1K7oOjHwYa2MpM4Z6QMmD7JWTQzBlolKsO9TtAJrt9J68UmATC2g63aav2UrRp3nYZ+mw2gtotTJhA2jjox/jCWkBtBjeQ079dFof0tbGqpRuF7K9YPRvfuqo3wR50y5Vi+G9pm3l6gHrH+3I87BLXXOBcUxtA+2a1da28YW0dkB7Xjd+b1eK+sYJ2Q4l9S/P53YP0TxM04826inrkCe0BZp/x61S5MOY0+7ubjtvkBdR66c+9SeAZitPAGVRX7lj0vPWvzrW5ug4qGdO8qWtBdDmVB3b+lBP39rLU98Y8uUpA1o+tjvUhbE/2qhvfRLTGMrU6/5t16QAbSyMARvflQLkPXccuWb0oS3Q9M1lCtjw1aszChyPoRrQxkhaAFZr3tTflG5Kt/AGo79bUG0qwDq2DBjbMNbyzkM7gDTRDhgNgfPs1jKgJeAAw0jDWKvU+d2/tfyOI3lrAq32DWiT52S6ILod0OIBbdHVpMAo6yw43pbf/fRa/6K3gRbXvFxoAmgHJZUCG5/awNgGmh1s2kDbZNQT0ziVIs+LTQAthheE/Y24bTDGty1ffRj1Oq0cWMeWr67QbhpTXfuljrUbgjTQxtK2OJmPvtTTXlmlyHPzc7MxBhBulTGFcuGGqJ32ttVXro08a9sdtqd88+yAMUYLlDdgvRZgpNU1R2NKA+s5ANoYx7SNV4/Ta2N3yFMPsDoWRx3zte5xjKUi0HSlp9Bfx5TvmHRf8vXTAaMv2NTqCH1Zn+yrfGFu1nDcFjZtGGn1eg7a6VfIBySP9Ul+Y+bNXIE2nrDRBZoNUBagrbGuXynAem7SbD4czyl6LGsBND04bltHBVjHNZa+YNR1rIV9BFo+QJ0swNqHMTu6Xm/rR3paT2llp0E/MMaQFl2v09ai88+q1fmjixxA5AN7a2uefeOwljkwfPKTn9zG3nnrffafg9yRBzCgXb/tRmtnu/26emtrq+m7foXj38fD+Y9BXbt2tT7moz+qPvMzPq38O5C716/WhcQ83NuteAxqjTpW8rTX2r22Qd46Qr739YdnBDItHjadhsraqcjHZCWOkKk9opr495Mec3mI7+Z/m3iIkdfmp433LfGah9tM3oNjcXTI2FwdvWVXCRW/eZ++yAxTQ857Q61Sp32Keb2ni/uYPiFxA2kBWD0k9P0ORl89VneqXB5QQGPD8boxb/NN30LzXktPId885AE35SH/VgAb21vRn+qYQ2/D6Adure52vYab7bqs10Anz6395b2fUVMlV+4IanvnQm1tbdcyF9T1G7t1fW+/Zls7dc99V+rCxcv1pjf9evlLJ79s397ebs8MjrX3OdM+T/3/caLh+Dw4JlMAbT3C6fV0rLrdlNdpoJO3VAMtbvfpnGkItPtS712A6kU9aaDd/3rfL+QL7a1PAmhxgDqtGEe+dkDzPZvNWl0p8lMde8HGlzkAZXzvv4Q2+vDeTL6QJ4DmW7mA5iuXQHbt3AvWUVFX6E972OgBrU+qKlMPaH7tj347lHWdKS1P3/066XZAWZQrA1osGGt9CPXtu3owyrSbypQbQ11g3Ufb6vks7BjZ1o9toQ3Q1oH8Dm0qRX37py2MsYF1/4HcTy/K/N0T1IUxvr70Xyn6SdX+dqy63mN7r20OPttrqz6MMaS1NQ9pbeyj/vXVa6DlYrvrVoptoK0V7YE2JhE1nnHl69O+WQOKG4wBYxto86J/hUCLCdS06EOf/oDLfM3BfsH4wy5jdvS+Ac030FwZQ9joOdjWrzyg6UvLF9IwzoN+hfrKgJarudQZBWgS9YUNGHnAOh5s6K7Xa21uB8AtmxlLTA1sd0z5p9HDacwHy+vBTtb6cZBhXGhOQtcB2iA6oep1fq/lKetta3miT6Q0YHUMQJtgoMUAqhf9dOgHWOsATQ1Y82Sor675i067oM0Rxv7JF+oDLQfbU1SKNiLkOo5toNlIO25ePNKVos9UTV96Cv2bS8/NtrTQRuhHwNg3ebDJW/t+IUrrwxjqSQugbYr6sa2+hwHCDcOcten26tmuFGDdN6BtOOrBmA9s5Prp0AeMskrRn/3SVhhXHfkRr8fHDefatfH/cqm+ctFpoG1+MNbKtBeAVZNLKBPSYkqbgz4dD/kdQOtvb1vXUQFanj3vqS3Q7GDU0Q5Guo6KvCOy6UrL04+QBppMuo4KcERtKtcYbDZKoM2x429+dYvFuB2Oh+MijC/fWn9Cl50nPYV60zaM86O+gPGbffNT1xgdxlVHKBNTX1O6y4A2F0ATw1jbgA1t+zTYHzieo76BNv7m0iFf1FEBWmybcJzuPOvzoD8Boz2MtTxxnu0fBhlJYj/fuA4hhuT+uMc9rj74gz+4/KcgPli5x/hPMfznLPZnOu+2RZ9358L9QLiuh4HchB3U+73f+9YLv/RLyv/hzN7ujbrj8sWasazV8rCG3PRm9uo0VCs+CjYib0ky7xXtDeq95Q90BJwfUe0sSWqNTFee28N3dpWnzhrr8mrzmFugHEbVbaMHub2a1SyJ3R4w59aHuq1CBifLv1atzticUlcO7M7DKvFXiX47iGksz38BBWfhdFtOsElypG8bDDmEHFF1Urveo8X96T3q8MiZfsXSv515xLOSZ90xlQMFdNGkfmikMcVZXsyhy2ETHzb0WbadD7eu222sYbQzvpjypB8sYPR30g64aWyBk2on2i7MsCZq4YThSyY5HNitg8NFMcyCeQ2zrRrmW3Xl+o06XK7qsfm8vOuuu8rPR//8EJADy62bctHjH0f0OT+t7+fJur4656HrWQMPety9Z4HjdtN4s8lhoNeR6HLAsMegTIa1mPqHUV9+h7od8mDU6bxpDbT+wVgr6/de1t6HW3eYq/S0lhadP96nDfkMGle++drnqW+g5MMY1zyFPrw/7HH12/nylMFoq73QtzUc51eK/rTTT5rtNc1P31PoR3/qCA2099nTuuvqrwNoz1fayvNeFVgfGMrTztp89A+052X5sLG37T2yvjwwdA+w1tZ89F1HBViPoXbqVIpjZK4hW17a6Q9o+urCOO5AWeRpL4A2d/KUAc1OH+aub/sh1FdvCvkdyju6jj4qRX6qlmPnqdNtT6uVa9MBY/62YaTN0/bUv+PWx0EfQh0hPQVw7JqA4237L6b5GatDn6fBGPIBq2NjfFLWFI7euswmjLbSZ0F9cVIOtH6d5J9sa3sSXUd+p8+q8/y1aoFgDKhRx1lGU74D2wdTO2nrDicYNotU/tTedrfpfNtCWbeHTX7GFOrAyNdWfWsBtAuhjgrQKNjkor3+BdDGQSX5+rJW1gEbHdjQ6gpzEtrZ1pcArBqAlpc+gTwgH7bNp1K8sFz4QnlY7SUNow99N2bejAGb/qin7RTAOp62olK09cJQF2g5uHG6gdkHoH2b6sWoX+1ETNsLaJtB96Mv6Toq2vltiv7c5GTL87ByGlMboRzGPtoGWt7GtF1Hxbb5GU+/MPZfvnrm6jha2xbqaw5jP9WF0U49GOOqY1tImDxYxAAAEABJREFUayu0F/IE0HKzH+agTJ9CWhtgPT62OypFOlV79Vxhk4MCdfRnLYD1+uxy+UI9x8PYQIurX6B9cClXbwp56qvX+1spQOubPKFNpfQ65LE8YMwLUNSgLtD0pIXxTkL+NH6Xm5f9EXDcjwHMC5A8tjE3Rt6AFhvG+TaONsYSUWnj4tzJh42+uspFp2Ejh5FWDiMN2DwGoOWgjym6Emzk8mBsAzYbtAOaHzi9bop/hN92trdrLweQ7g2r1bLcL5761KfW1StXapWHa/kXL15c/50r14j71Gq1ag9a1nbfeXRugban6sd/SrJYLuolL3lJ/dk/82fLvwM5RHnl/4Qi9v7PK6pWeZ0OlEX/+IvjzfdE64+1j4xnhr8N9YOt+7jpIrDZXITOedORy8yi7UrdkTWyEmmTQzxyCHh7GOLhoaFqyPq7fZAMHhJuu++zMe/Er9tGHZU2a6EfbB2T9iLvItXRy1ZDXG4OHlkfPA5t3oeW+ZHJw1K5P4nuHJJD0Nu3UsNoA2PdbfQrbANWa0DWe/Y490t1gALWcgk43pb3YKHvs2xg9K+OeagHrPOAkYYHrrWdAkabKe882hxE1wE6ecs1PLANsO7frTleVWbqmOpq0tra2Sn3qoPFovb2D2uV/QIPIYPtCxcqU1x+zvl5p5n3ThCPEXh/Ku+PM5zzKaZjAUybD0h3P1PF03jKz+IrE10OrO+3gXZf6hx2eE/jvU2laCPf++JeAwXHEdX1C0bZmjEh9Od12dHb1mKielMMGP1qq645ut7MF8i6XLVnys7rfH2qr519mPKVAW08gOpF3wJGv9pr6zhor57+hDIh7f29sg7Y+ISR9tdw+uj6+lRfngDanCjXr5CeQhvzUSakuw84bi8faH3Uv7raADc9t5l/z69S1EvVXsbvcac+HCf9wtg/fainrXzlOrCtD+fHv7nuL6jdRzzEhNHWH/Booz6wzq9SgHY+oA/9G8c8ImpzL18Ara8w+oTRzriwkdm2r9bmpk/tzde2dKXYhtGXPKCtzYhaXHWFekI/1vq2L+Zorup3Hmx8yBf6VldftoV0h22g9a1STvLDavn4/CKMDcfjaAPHed2u17CRq29eyk5C2Uneg2k/VPtpLH2JKe8suh1AKgSs1hfbWR1tSue8AW1BwFibiNAERh7QJke+cayVO0kCRrky+SehvgCaSLpDG2kFQOuPbQGjPoy1OlOo09vSwjbQFpoLGWj9k/ZiqUmBUTZhHSP1Z34yO32yv8qVCWkBtPjyBIxtGC9moI0njG3z6n69ALXRjxeUNYx5KlPPvkwBo7xSYKSVwxhHHxG1DUkfblz7+/stx35RKweOjb95yNdXR/cFtD6YY4cy6W4HYy766FCmnpAGWl5e9B52yhMw2qonYGwDVSnqpGp96Dz71mllXUdavn1w/BxvYVsdczaGtHpCGyGv19LaCHmnoftRV7m1kO5QR9g2llDHPKzFVCYtT3Q7+zG1ky/UEdpMoa44ybNtf5RZC3n60F+HcmMqlxZdT11pIa1MPWn7JKTl60MoPwnlHfqaQnshTx1r22dB+UlMdfUxRZeZU+eftLetnrU4qTeVKf+vFX3+vN729nbrQz/0L9UHfsAHtF91OH6uGfcYf+Fh238q4rXtnuOYydOH46MP+dp4TT7jGc+oTwiuX7tW7k3ZZerG9Ws1UAGanIsH1jjX/L3CBxqB9rTtKN8ucg52FKO5mtCrcraVU0vIw/uICr8hh1BVsxxK3S7mR7Y5yIovHjSO4prDbcG4JIf0ZvXgUStthwzQ7LZADi8rPuohFGLLbeSuTcWu2lzWUYm38JStEfmQHEcM1WuWhK6U2OT9j+rLfc7cYezHyc8M26LrwKhn+z0F/U8x9Qu55nIYpnzKfyg0PLg+GFv0mPDg7IECuvl7ts56dR3rXXTnR+x2T7wqajbfqvl2kANJDyOXq8rB43755dxsNqtHPvKRDZViX/0c9D4pzfe+zhkBx+o8AAU0D8BNtLYKrTtsC9sw2gCy1lAmvH6tYZRLCxW9r+k0jHIY65N89eUJfXbYFso7gNYPGK9N+TDypLs+YPNcuPY6zLcDaDGmbWmg+QOa3DxlKBPSxgfac5x0pVirK9Jsz2nG9T7Q+zx56gDNTpl8r4EObdURna4UIO/jq9v1XNTT3loN5UB7rvUak++BlgDaoVzX0Ye0kBbGVlef8qXlSZsvMF7z2TOBNkYw1uoJYwpp73XNqz/vtnvc6Otf38aE0ac2Qjv52hhXAK1PymGMJ61M/91GO9vWjr18YzkW0jDaSmsPtPlQ37Z8fQrb+pBWbg20g+tKcTzUEdqF1V62hQ1thPa21QNaTPtnW9QZRZkioI1774t1j6FvAaNOt+k87dXtfNtCnjmYX8fUBsaxgrHWpkNfYqpvu6PrWcub1tJAu0bqQZTu50GYHFuf3Q7G/gCddWadu89RBqOySThw1qPk/HcH6Dx0P0BLVl2gOZ3Gke8kueikVdBWHSENNB9AG1z1K2VVlB/Ii7zl1Whr+Y1nIzoVwFBM4EITPcY0jnl0WZf3ulKAvFcBpe4UMMr016HtFAeHh9UuwK15LVbL2j88qL2D/VYf5hvPrguj/+4HxjYkRiC/61qbsxuCG5CwLV+edc+zUpR3nmO/NZ+3B3P/HtvhwUEtkmOuzJoNQ81zo5OI5S+TRGWTdA5g3Hi9GRJAbo52y3866YZoPGMYX0jDaAM037NhaHGb//i1T5XSa2A9xi2m+slnmMVuNqtMQi2Wy3JMheOn7arGAkSFpDz+rRE43janpp/YWth23ByTFi/6SbDyLFPOlVjWqra2t2s7N4Vb29s1y9gZT7uOIXnCGEu/osexbu28SWsryOkIsdNWfsRl3GReRZU6lQIUBJU1fYQZGYuilouMxcGhWgVDDcOshshaHVpeFXV4uGhjAkRnKPvdxi/zfriMjCpj11GBMEK3HEL7C7Pe11ZnDvRh3sLxG9KXmLQ4rQ9pyJtl3kgOaa5fQMtDmetNHzDyKsUYh8nNGGkee6krlHX0+PKntkAZAyiLciGtrXSHbXGyvcy+ok9rlw0MRSAtb5E5GIZZdSirMl5HxjbK+q0TRd6t4ITZH0DTlXArOD21/Rw4Xriwk3W3aLh0cafe9ylPqo/88A+rrMYcEuQqWx7W1nyoO++4XE7XfffdW347696pVxjKEc0Cq1X2ze3oPvLOS/Wkxz2mXvGyl9b997yr2R/u79WFne3suRdqFYu9vf2819lYRdZRNeplvtaHG5HVQy46eSgwgYdi/wdt+9DzJ7OZK2mcn9C2XQ8nMeqc1l9zuB3o63bsJjZZT0nZ1G4PE1cPlnR8tLG+HZjwONarjP1tYGX09ibxoGHObey6ZVw1Xm+nHtsRNMVNjRdxeOS+63b7sOl/ZZ8KEs/3VUZj6UaVuvIZMazCzTwb08+/9nmKyr6RA2R0Fe1V9rxA3diEG14FZjhEZ+T47l5HPmtbHd10RbIq2vFQS+vkkN2z/B/9GDcOqhci77S1Oa3CM+9lGNKC0P1lFo0Oc5nx02/5f2KvVWP7voqPVfbjBukm8U1JFVDU7ReYWq8qg1f2y/6l1TKxDrO9hqjTxnMV1eUYe9VE0SXQ+mxU4ql+EvKB+FwFFUhT5Qzmi4gqqoIMU9bGqDMkDyGPDHiDOlWxj06yaZ95bfbMNb1yfcbVkHuoRebbA4fr16/n82yWz7Kt6n9W5Hq+VLtx43r5J0a8597KM8Uy92+1LqtQq0TbIIz2upnT2Ke+rcKdIs2H+npY7af3UNNAQMGtz3+UMzvjOuk0HNkv4znzWUfIlJWwTdaDteh0l1XKQe7Rx3vIXKlZH2G11yz3xt67KhMy5Qn5gqyJaf+kl1kjU8jr0AeM/QbKNVUp1gI2MqDJta2UXodsr7FN7qHnFas8Jy7qYP+gYZFnisoi0af36sI+CHOrSZGnL3Uh45kxUAeI71kpF/JE193a2irXeUVPnrJlBlbaMVIubNdRSUqNgmQc2HD8l+7Rwyz+dtq94dbWdhVDniUXtYhMpAprVsNs3rAqsrWvYrNdPfdZ5syYQJ6rDstna9vOlVBuX/b29posQcr8gOajUpZH86dPbdWXp17EJS0gfcj8b21v1zxjMcxmtczY7e3vN9+rKBvTf6K9HZ00W07Ohfb6397eKXO5/8qVun7jRvNz8dKlVm9tb9cdd95ZlTiL5HSY+2r9C9vyzU8/dVSA1o/OM2djCeO6dzkmtu2XbcdEvSbPeYM8deRtJwd1pSvFPtnusO0lt8xi83l8CnmVzX+WfVD+bu79DxaHNcxntZVnAO2MY7+AY3nrHyjHr1KAdHdEmsfmDGhtc9TOuutI20/51lPIExB7qsynw9w77IM4KbMNsc2c93jWAmj5Sj8UAA/KHGhxYaxvxXiAjTKwnggXRl9IdU4B1lIH/CyopMxJcOBtG8NayHPxCfVg9Ausc5JfKd1uLxfbIhPg/l8MNQyzDMAQDWqZHeMwG+H29k7Nt7YbX14Va71lLqw0ykU6395qi9OJPcwHtwvAiVfWeYtscMyGEtK7WdSHOQyplFk2gGEY4i5yaIvSvsJIR6XJ1DGukN6zD7m4lcsTkL7npb18fQtpx0A7oDwk3DOH5OuFdTJXeeZq/souXs7mkn560Gkf/dk1sM4ri6F6MYYxjTcb0qdc7Yt8WFbG9ULGVNDGMn1O372Q3cjuuffe2s0GS2y2trer4l/a2s1LvQ77moFqm7gXe9sQMp5b2VCFm2OlmIvj7K+g0ix1zW2WzWSROXSczFOZPrxBk7ed+E13Pm85uclubW/XhYsX2web/rRTZ55xcU4PM5aO2VY2KXPQ39b2dtKn/Z/BjKtfoH1AmuONbN5CWn8eRKrj+OrPteRcyNceKIu6whge+knLX9in5OF4yXe8pBdZ64fKsg5XA6W/ReZjnm/Hh2FWq9CLHHp5A7AMvbNzIXkPbXdbLVZref/QnWXeMq11mFjCdTLPWIlhNqtWZx4rxT6kij8aHF/7C2NbX0AlSm6f806V827f1B3iR3/y9LVIH6LR5uEw68qcZ8OshP1Yph+QtcWs5V9JbjbMS1BDeZg6n23VMuMBCVZRy/gYK2Q5lq4Z6ymAAmqW/om+35hfpXR/toU61hE1n9a2OxhmxTA0xHFN4dg6b9byp3ryMkUtD31VSs8zZHsBpQwoy1QONFkdlS6zlgU0uWNZBjoCCSzkKVO/o45Kb1s7HtaKgHQDyTYWy6wbH+6GzOVpQH6CLfLFypB6Pss41aoOsmdVZKscLA45LDw43KtZntLvuLRTh3s3Km/1nC/4vHrfJz2uDnev1lYecmerRW1vzTLJi5rHzyMf+Yjy+gV9Uoe5+V0lzsWtWW1nBV6/9131mle/qi7Pqy5vD82nB5P72W+rSPeHmm3tVGVdJbUawrMW0h1RLDJ2Sa89SA5VNaMacgmOvKy74XWW48wAABAASURBVAzMot9luFanyBhQq0RenolKv6cgfXtPwfEnY9sxYB6L5HI+anVYIxY1ZMDE7eZUdRhfizPBg+7vqsY5S18y1rP0ZtbmYFlDfNWx8TysgUUxjCiSyxGySjMzBzXldb1pXRm/BCxBxuIsKL8ZiWv8xOQIVYl5yzhM7+Ij/eIM9P4612K5OKgO2wOLNgaOwxRkXqaoVfI6BWQ8cR84gSFr+4Ew5rzK2K0KqmHIRTXFKn7Og2tP6KvVR366v8qc1HjxVg3LBmbWi0ZX+llH65nM5UkMuSY6TspIbpVVsrO1VVlCtc1W7hEOa9jK/UJ4e9mP8gFXF3OfssyeN2SODhNjP2M1m29XnocqrKIqaa6S3rLI/Q+5b23IZ3bUs9dsZc/Mp+ZqKD/fZ9nz5ungInvZbg6etn3Iik22oCKfkfnobDkchHGQ+dnPnJOLgIFaJfZO9r159GpJMRtqFf5yGGoZ2no1zMIbCkTo5LE9m5dlmT57+Hhjf7f2Dnfj7yD7ceVATDl5YCdfoq9qxVatalYz7ZLHYXLd2Z5nra3yIHxQW8n50L6SHAJ9d6yi3wGjHMZaHRhpoJb5DJlvDTX4OZIBXURhlvu1/dxTVEUvvg6T65a6+XJ/VpV8fafm862i9TF6kcNYD8NQYpZ7BPOIyU0v+auMxaxik8+H/Rv7tbN1MXqzzFHls+piPpMWNWdWWwzlaDhCorXDnwWr5OeYVuaJ9GWWtSjmmfh4qq2ByiDXKrG25rM2fkN051nTQ3RXy4O64/KF6BzW4cFe3XXXHa0+SF+ByquG+Jg1VA2ZlSG+CCp+htm8tnOfeJhFs7W1nUOXw7LfcVjHMbbCPHqROjBAqFX6MUVYiU2DtLJl9mMhLQ+wOhVAs1VXnKoUpjIBoz6Q/g7NFkZ6GIZjPKAsq7ydzAeOZOnPSVn3E7P2WqQ/MLTxcsyUN0HepOfzeZ3mQ776s4w9s8xIQi4zLyK3IyUOc53uu39k3iqQp1x47yz0nVDrF5A1nfnM+vfLWZ8/jDOk/yqpv8izptddxzDMqtKHVVEiS7lEp0+TLaJwmPVykD3HQ8dV2rP4mac/HbaX2Tdmwzzpz+J9aLVtashn0Crr9LCGYTi6HivXzaLMEWi1zxdb8elzp/xZrkf1nW/z9znvWvY/x8LntfnWVrPzvtD7PG08UBtms1pmPrVLIrmWVmWBoXzuWBwuWz4H+4d17er1uve+++vGjd0icrG9vZP9ajt726p286X1fvpN8ppv5U4zfSf9GZiVl9ThwaLcoxOulpHpx+etvdjJ24rNfLZVO7nmKmUYYhfBIvNiflvpg/MWUXK4kc+T/eyXh7WdOfVf/ihz/ahrPw+TS8xbLGv9OS/Gq6KuXLkaH/nsDm3bfX8n+/8yfb7n3ffUtj+eSczZbFaiUg5yELiXZ3hr84Is0PA7D4jP/br77ruzZqpca/7wSHv1hfktc33ErPk1b/WGzHfn29fruzf8GKrZ9lbN8pmwtb3dns/nyWk/eQyzWe1cuFBb29ttHJxXfesnnzLNdx2VWXSFcnN3fIylrrGEtDyxSH6Oq+aH+SySp9zxlddj2R9lQIunjjHka2ddKdopU1cAZR7S5iWAAko924eZd+X6A5p/8xT607dyYG2jrfry4yyvUQaj7y5Tru4UQFm6jjkAZVt+h7Y995MydYCWTx0VdbTpsK0INvHkdXTZIHEapoqnyTvPgOr2WrrLYAze26fVDg6crQe0AdbvFPrSdhVCpGoXQ5RLyBMuYhdJm+hsmm44y9RumlFsE14p+k7VBnU6KfKBcjEYT50pr7ddKMJYfSyUucBdTEA2iWU2p4Xskn8p3zZoY57DbNYusnax5eLrsZpy3npMIK3Khrloi1vfAmi+9Qdkw9xq8MK3P+akbOrHDzXzlS+U6XyIfcdsGIr2X+W9qvOzYmuVC7iNyyw6A0UwzyYihvBWzghVy+zM0ifly+yYxt3NAd5BblC38oG9k41Gv2InmyPEQVWZW+/DIh/Oy/h0A3FTXMbPPGPm2Hm4aJ9jUnu56T/MTamJzyd5KQPanOq3Q36nW53Q5tfGKH3FsQgqtofZOG7s7uZDadngHM6S/zx5DNE5yIbmB6Q+gZb/KuOhX3lTOD+Oo/713WSxcQy3cxA6y41nJRfhGKqnn/aNTmIZr0NfA0Ot8uHnWidG6jafeQOq68I4b3VGsU/2U7E2QDkHAsbxky+Adi3Zjw7zN3aXSwtIVoHzRw01MGvIlCbvymTTsMwNzDDMKtObuBm9JGTO8qrGXPQn6qhAbCe0czfNdzZLrIyZPGVDaNVt68e2OjD6V/bAoOVYyclcrQUZX2uxzHx0bHSqVumTcUVNinmIZdadmMql5YmJyankZjRuFp+U6VdMNWHUmvI7DaNso59xqA0q8hu7e7mhuFTX/KP52Xd3cyM2m2/VxUuXa5kNSHpZlA+MXjPzXKf6f8pTnlxf+ZVfUZcuXqgh+4per9x/X60yHrNcZ/fffyX723auvVX2vWV0hnLvUO++e++pb//WV9Wf+qA/Gc+rqtiYo+O+qqGWNcsD9jzIDWvW3vIc1GyrxIroN8xir48hV/OIZfM5rPm30l4lpngg3RrmNYU2U0ztp/xOK1+suCm34zzlI1YMNcUyI3geFquqxQn/tjtWR/08q259yzVZZ2CZNXQ+hta3VebgOGa1cp5v4lOVPjYMsYVahiVWWWcdNRtKLOKl4zAb1HFk7VXlqGDEYRbYSSwil2d9JtoYxscp9Sq5nodl+nceKutnxaymtTRtXc+Ocl+tx2BJ8kifrcXJ8aiMy5o3ZIySXxH/AYnV0XnWq+R4GpTlOagOV3UTDparEsv4Pw/NdlltDS6yVk+iyZv/VWKMOMh+4OGc87JK3pUYDPah92dTJ40Sq/hW7xjS/4PcB+zlsMuHzKWKGYNVHk7HuKvKkqgsm/JhZpZ9a5VYNZvV9d39jPmQPSjrlDF2k8VnZR3S6llt7+QgK/2b5SHYcRgyb3s+mEXuvUFBy2++tVOz+Xa5T+VIOfNKfA+tXlTlXmg/qtQwzGo2DLVMgos8LPvFZMV/w4pq/zHUULOG5f6iUUNkS/XTRw8FfOD0b4f5WW/frl67VqtYbF24WLPkvAi9m3G5fmOvSMwhMf2S1s/cSjnMg/NOHsLli9lsVmJK245q+XlwGsqIGatr166GqtrOZ4VzepActy9eTv9ndbhYtc8J7wkv5TNH/8vM/yKfRTfy2TTMZjVkXjpm3r+d057qzfM5dpD7yzvuuLMuXb6jhq2j8V8N5bq+8xGPSl6Zh4xqBqFwXIfZEW+oFaEzn9WQfT651DAUsyD9kl5mAMia2st4LYp8ll7OIeGi/esiP0uHrDVit5Mv1Vex3c8cqUdyE87DCGpJYg6zIv3TZpjNazf33c6TcQ4S4+LFS/F/WI5XQue1Co6/VsljtWaxpv4gCKCAY6Gna+WY4JQGkHnISoqLZa1KrEKLGjYy26LLrasoiE4Go13nqUfeUFUj31ooX2ZdCte+6+8wzwhD5uw8wBijUnq/Qo6vyKY8OK67yN60zFoXXc96NB7ffXYyt0q+Z0H5MrlbqzNkDQmghqP8gbLoX7TYiS99EuoBGd6hlkf5WXe9mhSggAlnJIF1bO2MZ20+s1wPlaLPPQ/ScpC7dBOOG6D5U6bNMOR6OOIN6csstrNh1nxHsZbp9DitNB6zoXBdZK2sgoPsxTDUEJuoVhW1nb1ayJtiluutQz4MNUs8cK2sch+7KPMCsmdttWtw7rWatrnaF/da+ynfa3TL/Sp+K74YZjXf2q6d7KtbqWfhW8/dC5QH5rg8mkvjS/scdpC1uJux2k9/en8731oew1B+hg2zWcINDeZibq5lx0Ja3hDdeXIX8sx9mbmuFNvqbCX3w6wR7ZRbd5m1PoV2QOmrY5YchPKeX0Xn/2LvT4NtS8/7Puz5rX3uuXOPQDfQmBqNGaAG20n5a8p2VVJOVcpVTlJxkk+pSlWUuCyJIjGDgyhBFAeAJIZGd6MnjARBAiQAYiQlkbJkDqEGW5nsSjS7YkUWSRCN7nvvOXvn+T3vefZeZ999zr19GyBF+b44//3Mw/uutd691jrnNuxxWiyi6bQYvMfRWs5Pf+3Wz3aO/QBh7+YWkcNedyFN1303qRNAtjOOq3LHz3l7gvRJpbywN2GvUtddaJOKOd95pZmmfmDUhsydB3xuK4ejD6A4oHot4egDhg429Mh0bM7qduVvXVNA1wIMXttUmvxQ2IU0nfrjySE6dttZ/bauZW0ebAGbptoOG52+1hHycx+gFhBo9VpuX2Cts54nlzBAH094cysDktoM1GtvKIv2NReMA62uYQKgbjzVebK7YfhSreuq169hLgGsLwLrdj35tssLL0Cp8AIWcTSMU28d/aRA5QZqfupEzEbHqBe+8OsLwpzmahgG1Nram3MT6vUFZKuWeWHIKs1tjLnke330E8raYRNjnDYhr13Idx7ru1HBWH/70A5jzvqpM4ewtrR9pHNZX30a2oR5rA3U/IFaW3XajYsc8kmuu3CBYzr9jOk6UucCw88c5hbAek31MxZY14dhj6PRm5axnVMTjN7lhXm2ob6hzXpAfSHIN7TByCfvXIyzJox+9IXhI6+f/egjrw6G3XjAFOu5AjVHoNYOhj1yAOvjAJSfOUXMhnIDRh7r6gIjR9tvRI1pdA5l5yPm8dqVm8o3jGkAxcLorYT8AGp+ydaPscW8gA/Y5DSfMB0MPaBY0CZKyA/Ir4+80VhNi3rYk0bx+bJuSrAX5y/emS8Hptg/dzFY7MeZfDC8lg9o33ruWhyyiCv5gLhMukr/w1jEtHc2rubTkA9R/5N//z+I/+g//l9G3i/FHzzz7XrIO3vuQly6dEfxPgzu580eeZOxl7+4uHL1Wvz+N78V/6v/9f8m/hf/0X8cPrwfZq3DmKoH6x3GouoWz14cTvtxkLjGmRBzXnmOq7EX29DfHCfhIPNq20XVXcuc8xrbvPm3sfYx9gjrXCnLN6wtWm6qTpSc89+u0fLh4mychva7JZprc3W1iNNQ65NzOolW/5lnTtfzSn3HaZdvm1RYW31DvznYvxAiT9zYhV221d65mKPj5rqT+G3f7ktqr+LKcoqG+l3Qbxvt5/yab6pv83Oqfhtz+5zf9lOe23fx8/nKb6/Lrpi5bttf2TwN5Tm29ZUrzxOv6/V1lfI2v8vuOu7lfjblHrTYz1+UJPbzBY4vC6+tiJjORORD4GpaxJV8I3X1YBX5E+zt58vVNJ05F9dyP7qa+9+1aS+upZ84kKrLfesP8hc2f5APhpzZj0W+3Iv9M7HUHsSz+cLIOs/mS6eD9F1OZzI/kaUKueHmy6TcTNN2mPvsfvY3kXvhtWX44vHyhctxJq+tNfJa3BOHU+wtp1gklM9N+3Eu94HzeV5fSHAQ8e3ffyZ+91/+XuZfxf65S7F3Nq8rfzgsAAAQAElEQVSTfAn6XBa/lrWm5M+evxRncr92Hz7ruuzt1568f/Zcvhhcht+Dh/ki0Puoht/5omUg/B4FAq6HL0IP8wtikQ+zLPbj2SuH+XL3IA5zLa4siWwg1yv1Vw8ico2v5gOv90L7Z8/W/7GZ9Q+z513wr5ka23b113L9l0H4MvuZ/GX3lcx9mD3uXbgQ386Xr7//7HNxlalwkLUPFx7jvTjMF44eZ20HubYH09k4BvbjWuJApM3z9+pykXX2Ypn5DzmT58LFOHfpzljmcfmDK8tYnblQvOfpYeYk9604cz48v6+uMjaP89XVXspncr8d9Frqz1+8HIu9M3E2z61l5Mh+n8nvWr9Lx3c9qRw/zTVVO3wioLThgMG3TZ0Ajvmp+07Ceg3PLXGj/DB66rimMPQd3/qWmwLFes5aT79S5Ic8UHOGDe3zWZpup/4AZTdXMbMPoO6BVQFVR15fe7EneXUChg8Q1hbatxE51CWJRd5bAbIFY9Q1Srn10bFNNcMmh7J5pr1F9X+YL6baFzZ++sSUsjAoMffTLlJde4k2oOYWOVwDoGT9gFojGDrnMNfL+9wo5COHOUWyFaseUKyaB/niroT8cL1FsuUr37HSXWhfoGKUBQzZHmEcZ+djTilQ87K+LyV9gSeUteunvvsFYj7U9zytoWycPar3fYV6dcZpV5YKGD3pr10ANQdAsY4tEPYkjDO3RuNals51ykCtr/OwB6DORXuIowFUDXOJI3URGD2UkB8wZP3Ml6paP+U51Aug6kWOtidbP9syjD7Mqw2o3D2PyKE+Sf3A6KWE2Yc+wjzCuSsL3aRizuunrqFNAHUsWj/3a7u0AcMfNtT+234SNX/bYBOrTpuQFzDs8kLb5IdQMYc6Mdft4m0SRmKgXDquaSnzA6hFSXb9Axvd3B8oHw/C9uLpJ9SX0+wDuK7GzHzMBqx/69D5zDmvaaw2IS8ASZ38QOWEQTUAkoKbgDkVeq3M5QXpy0IvKGVrKgt5dfpLlfWXB+rkNs6L2U2n88dsqLO2v3WWGms+46TK+sgLoOZhirZZVyiTXwIwLrTWGSdvDCCpTcO8DSD0E+ZxHsZojxzqgWO1tQv906V+gNoQ7B+IHkDF6u88XT9t5m1qHutJ1UmFvH6AbOWR0dZwjYGyqbOGtexDuFG3jzW06adtP1+KmE+oayjDyNn1tRk/t5lLndAu5nZj9XFNnbdUH/JYTYsppmmqvo1RL20oG9sy0GxR7QI2emWNMHQtS+1RyAtzdz/dh3qhbB79hTxQ507b9ZEXbZcKdUIeRi9Azdc42PAtW8d+7MtYoM6nyNEyUOulnOripTeDjmlqDFB7ROu6F9joYdTUfxsdB6znZg4BmSPG8Ldig7v+8zSb3oCk+iwmP+Z1U1yvg3rROnOvYsrfAzeIZcprsIhvPvNsfOvZK3H57nvzxd8U5/Kh92xiOnMuLt91b5y/fFfh0p33hi8nz+RD64V8sLq2jCAf1P7M/+U/jf/gf/o/ixe9+L68kTmMbz3zTOJb9dffXosCCK/Bs+fOxRvf/Ob4P/2Z/3NMi73Efuzly4G9/fOxdzaRD2U+KO/ly9CFfNK985djjkU+TM9x5sIda/ucr5icxyL7vRGmrKPPNrXOdPZiTPnwfiOQc2i0rw+ZU8Wb42Totwub2AvrHhb2OsOZnONp2Mv5Nzq2Zel06twurtd2b+s4tOwaPV9MuSYdI99QJy9t9DGVNvbzpXnDh3+RJ2dId0HbHPO19gVBo2NblpbuTL6wnGG5dzZWR/J+XgvizMU7Ypuq28vjs8Hl8DwTrcP1z+PpuSe0NV3kuX4mz+9t9Nxb3/LzpfP45puaS97599rJb+PspbviNGz7P195nGeX8jy8FJ6/e7PzWX5+7ivPof+0fy5ibz+m/bMRuV9xZj/lM8kv4uIdd+Ze9Wzk+7E4d+FivoQ8jEt33R2XUn/HXffEfuqmfPETZzNHgrrGk98/F6Q85X52Mf3PXb4jz4cz+QJqFf/yd38vFmfPBmcW4V/7Xb77npTPx17ub/sXLsXZxIX0P5/04oXzEbkf7+WLOV+YnT1zNi5kvXsz5+V8cXrhzLm4I8+Py1lXXEz5Yr7QurB3Ns5nzIV8kXVXnl/y+7GIy+l7d54vyvq8yD39kNjPl4vWP3PufC7BuZQvJj0b1/Llor8w+pf//e+GfwnpOvjP4rKp2q+nvD9ZLKbwX77sLRYxhzqRX0whiIhdePbbz8Slixfics458nvgQr5QO5vIBYnDOBPLnIO/7PoX//3vh8dgP9d1FRH+983Fds25fCN+sZcvULKpKwf5mu/c2bjjnnvicMr1OLcfl5I/k+tC1ptyXcjjU5A/wpTXJbmmcfZiHu9LMZ0V8ol9cSFWeTzI76qL9V15Rzx3GPGv8pdsU74I/v1nnotXvPq1WXM/9Dlz4c44k8dnce5S9HWwf7SXqT9z4XIssuaUNT3XFkmv5jG6cu1anNk/m9+Xe7E4cyZefN/9MU2LmBZ7sT1yuqlaxaDJ5re/nwIIQHaNvl9YK2bMabaZ2w1Z84h2nPOtO4nCpl/jRPvCxta6bQrk6bkqeI85t5tLnZDXBsRU5/0iFnnOa7sRIgdQawukNH6MgyGbfw5tytawngDWOeA4PzKOT+OEOYBSKs+hUlkfIa8O2NTIeVpXwNDrU8jrpPTpA8OmLGAjw+Bhs87zWpXrlI/9/f3Y29srD/vsZwCg1j9ymE8kW73bg3zrmjd+rlNvfjjem88Ywjywsek/h/mEOfX1WAGhzuc5/yJRG3DsnFlFxLV88em977RY1PycozmAta+yfYh5HqDmaT31xvocq3/kACoHUGuknzYgHMaI5qXmcC2E/ta0P9db347X1rX0UTZWyMOoAVQPkcN4kWytjXHmlXbetrl2DWP0k5pb6D/31dYwzpxSdfoJGD2pE3MdUGsJXLcH6AvovvYBjvFlvIkPc7XbnAdafYzqswtzJxg9z3Ud0zpg3W/r2qdp62H4tqxdvils7K2bdNgF2DjvsrfOA9oHFjYxFhDtd6u0cwDHLobI0bZkT/zRR+gg9QTzpJQKTzZtzgOoE3yu64tFHyCUhRcMUCededveeZSFF6Q6a/my0BswNxdjXDcYOaypTqqvUJ77KDeAWg9zC/2aNq+sf+SAcWw6v3oYOhg0z7T8IfIjHJB8MuZxzvtn92Na5E1X6qxx9uzZehGQYm2CQK2fvasT1pPCyKWs3ZzGy2uXujZCH/tzA5PXpmyMAGrdjXMttQPVQx8X4zzO/hVl64Aw3t4bykBOediUI4f1ktQPsD7u6s1tvHmVyyk/5O1Fu3lcs1TXj7Zitj70MRdQFnN6zkiBekGuAagezW0N88HQaVf2N4na/Q2/OnuAjY86bWu//M2jOmG8VMz57sO86oFaQ3nX196t0wBiPmBzrIyBYYehV9foOKDmak7rAlWzZecfOaydpM4F/cwzl+UByRr6iFYYJ29uoc386pW13TR2OJpPtbkaMHrSBtRcAd0K6hulOOkjQ7wZ0dxU/hj0SRzTfceEPIYhpnwMmWLJwKroIpb58HvpjrvCB+O/9Ru/Fd/4a38jPvmZz8ZnP/f5+MwvfC4efeKp+OiTH4uf+sCH46c++OH46aQ/9hPvi4cffSw+9PAj8TMf+FB87vO/FPfd95K4+557658R3nnnnXH+/Ll6WL188VJel3txPvch94pvfvObdb38xE/8RHzv935fvOOd7068J97xrvfE29+ZeNe7422Jt6f8NpG6d7znh+Id7/nhNd7+7h+KOd75A38xTsI70vbWd/1g3Ahvy5z6bNO3vusH4u1Z/+3v/uE4CW99Z+ZPvO1dP5S9/1C0LH3bu38wKj77N/fbkwr5xve/8wei8X3veE+Ilr8/5//2rP+O9/zFnP+AfWzL6m4Gxm37dd87afb/jh/44XAdbxU9z6ZvzePRvFT5NLzzB38khPWlc7zrh/5S/KW/+pNr/OUfe19s4zT7e3/8/df5Gz/Xz3ltQp2Qf/cP/+U4DfbdeHse/zm/S1Y3R8/XucpLRfPv+Yvvva6+ul3Y7lMf84jOuc07R9dQOofzF9s5t2Vjt/EjP/oT0Whb52550J+I9/74++K9P/b+Nf7yX31fNOb65tsmfe+P/WT81Z98f/x44qc+8MF4/898IPeyD8bPfPBD8eFHHolPfeZn4977Xhx5oxb/73/0j+LHfvIn44d/5C/H97/jXfGuH/jB+PPf/9Z4a+5Hb3v3e4q+9d3vjre+5wfircoi96g/lz5vS/2f/Qt/IX7gL/5w/Pj73xf/n3/8D2OVD/B33H1XfOSjj2fvPxk/8lf+avyl9/5ovPdHfyz+as7pryR974/+ZHz9a9+Ia1evxbn9c/HP/8k/jS/8wi/G53IP/uVf/EJ89Qtfil/6zM/HF37uF4p+MekXP/u5+JL4+c/HF3/h8/GlxC988mfjM09/Ij73qc/E53/250r3f/s7fy+4dhgXcw/+e//lP8g5fzje91MfiA995JH4yKMfjQ986OF4/09/IHU/nfSn47/6r/5BLsOi7g8jx96e/GH9ty/zCzy/ReJU6LMNVqtYHl6LXIr4zd/8jfiRXNu353r+2e/9/vg//B//TPyZ/+zPF/7c970t1/798X//f/7XceXK1ZgyYC9xZi8ff/ynmfntFTuwOsXW/nv7e+H/Gc+ZvDf+J//sn8Zf+fEfj7e+5wfjre98V3zfO98ZHt9CHsPvz2PaeKvHWb93/1C4TzXeeiR7jb4tvxfek9ff9771HfG93/+O+M/+/FvjP/2z3x+f/NnP5PFfxJ35nfhzn/uleHfuYW/Nfd6Yt+d++hfe8e74c+n/59/6zhh4R1Lxzvjet70rvu/t7x542zvjHfkd8La3vzPE933/2+Ijjzwav/8Hf5Dftdci8oisEtK4bqxSI5LcxA+w9oINv1beIuN92irPA9EpgADyOOfxjRc25nk7U+ukQn1TeaEs7G8bh4eHdR2o1/c06GMeoObjPSTkPVfOWdu2bO72h7EOsKFxNPQRcNymbg5rtCxvfu/7+7mrbUdpi0D2V9z4gFFDSf9l5HWbzx4+hwCqj8E6+oljhhTUiWTrGOsrv70OrbNffYyR7kLbpNswrzrj5rnML86f95c8Ucdzb2+vnkH1BfI+NX8hk8/LPqeYB1gfQ2Vh7jga8mukDqi85kux5gtjvfRz/bQBlTdybPc4l60H5DY61t8c3jebo236q/P4epxbn6mPxQG1n8fRMJcsjP5gUHM7fyDMaW6g+rWWNfSJo6FOmK/j5NUJfYXuQPVgj5FDP5Fs5W+98kkAal31BcrNHA2g7HAyNVZUcH50bPeZqlo79fKNbRk2Ncwn2vckCpsYfczZmNdvm1TAiNNHf3XSOdR9t7Fzh4bRHHDD+sCxA7Qd4IS2dS1ra6gDJAX1xeQHUCeUJ6TwwAjY+EdECOOEvNDvRL2biAAAEABJREFUpBgY8UDl1xc2OuMih/kaKa7nK+8BFG1vqk3MZaDqwNgEvKC0Rw5r9wYGowdt9qBNpFttSMZZU9kY/dRJhTagNkM3SF/0Ga+PF7zUWHPrfwxp0HdaLOriNpdI9fjJ1tofxjyAmpdxkQOoNTK/9fSHoUtz+Wrz5Zu5vY3xxZi/1XFTnRaLmBaLUKfcUBYtm/fM/n71aV5l5yaA2E8boCmqTn5p6zPnYdh1AqpveQHUCw39XWfzOUcYfup9qewc9W9b19AulLXP0Trt6pVFy62DUQtQVRuZPg3X0d6kQLg+Zcu5Roas8svewO5NvutIG61Xlm9AJkmh9TDkVK170Saqbt5YSJX1AdZ+QACqSwcbXn8g7FNewLBHDtjw2lJVP/LWE817/IU6od68rpGQV9e2SpQf6pNUb1LY1FQ+DTB8YVB9rQHUnOFkqu8cxjXUy9vrHOq0BXF0hAf1WhJlm33s0mnuPJCJVCRg8G1rCgSQHlnL86u45FO1SkT4kcc7xlil7H9j6rd+67fjf/u/+9/Hu3/gB+MHfvCH4kf+0nvjJ973/vjRH/vxfHD9UPzUz3ww8YF47PEn4kMPfyQ+kA/wj+SD0OMpv/td74rPf+5z8U//yT+OyAdC8rXm1eeei+XBtbjy7DOxSrrKh9BzZ/ZikeX/f//d/zd+5Rtfj1/91V+Nv/bX/lp89WtfS3w9vva1ryf9RuHLX03d178RX07dV5L/SvqIL3/1qyGd44u//MvxpS9/eY1f/spXQpTul78cxn85c5yGX/7KV0P7nA7+6/G1b/zKqfiKPSa+mv2K9v/6r/xqFL6RNHN8PfG19NnGN9JPaJeKDf/XqvZ23q4h1fZ88HxjvvLVr9cauo678GXX7hR81bVJdGzLTVu/neeXv/yVUPelPIZCWciL5j/7878Qc/x8vjg/CfrNbdvy3Nb8Z82XL+R/PiE/h7pf/MIXQ/zSF78Uc3zhS79c8pdyHuKLziN56Rza5tCm3NS5NnrOyvLiC1m38cWsKZSlc8x18g1zCX2lYs73GjX9hVyHOTrPSbTXcU7NtY2f++zPHzuOw/65+PRnfq7wsz/32dhG25p+Kl/8NF80X8Y98eTT8fhTT8WTTz0djz/xRDz20Y/Go489Fo8lPvOZz9Q9iA9e//Af/sP49Kc/HZ/69Kfi53/+5+Pr3/hG/Opf/+vx1a/n+Z/X7Vfz+v2KNPGVfGn4Fc/pr38t7V+Lb/zKr8Qvf/lL8aUvfTHxhfhv/9t/Hs89+624evVKuJ6f+NSn4+mPfyKeEk9/LD72sY/HE088GY/ny8kvffGLcXj1aly+cCH+2T/6R/HFz38uvvJLX4hfzX3sq7/0S/Fbf/M/j9/+9b8Zv/Of/634nb/1t+Pv/hf/Rfzd3/iNwt//jd+M30678j/4nd+J//K3fzt+89d/PX7jb/xa/JP/+r+JfRbhveXf+Xt/r+b8aP7i6KNZ80Mf+nA8ki9gne9Hcz0++9mfi3/xL/67uOPypfzF0RS5eY99++BaslcTV45hdXg1GqwO8iXlQUxxuIY6Zel+vki8cPZM/JNc31/MuX0t9/K/mXP5rf/r78T/4//138Rv/vbvxG/85m/H3/17fz/X62qcyZeOLPMF0MGVOHju27E6uFq1u17TZdqblyoL+TUy9uqVb8ez3/5WXLv6XPzzf/7P4hd/8fN5nn02vvilL4V7sd8lv5zfK1/KPexLuebu+8pfzuNbcP/72q/EV77+K+E58PVfyT058dWUv5bnxC/l9e8x/rVf+/X423/7b8ev/dqvxd/PuTz37LfjD775B/EP/9E/Dv2+/JWv1X721Tx3/F7w3PobGfON3P9/5Vf/evzKX/8b8ddTVvc38nj/eh7XX891+o3f/K34jTzO38jvyy9nj7/zd/5uHC5XsX/ubHgvGfkdHqeMvjfY5bJtAwLY5fqCdbDJC9x0nXmPcDyubU1tsvmm3pPJe+8oAN3W8N5ceN8Jw6a/96fCmNOwTnQTjHnnbkCoE/Y5h7UFjJ46DlivHVBq+7N/AUMHlB8MWo5HH5431jK/1PreH4r5y0dthmif8y1LhT6wqbNKhUiy/gGihY5R7ucz5+Dzm/B4tL++Ql+pfQhlfRraGtqENnUHBwch1Anj1fd6yatzPYSy0Ne+zHPMngZ7PJvXoM9vh/lMdZAvrYW8/ou9vfV3izmFPQh58wl9M936WMlrbyjrZz/2IuS1t15ZtGyMcztz5oxsqPc77mp+z1hfZdutb0517WNu9UJ/480v9BPGmEOq3hj9jFGnzTXSV7S+bW3XR5vxwhz66ye0SRvK2hvbcuulbZMKdfbatGupkxfyc3vL6oR57KWpOqEsFXNeeRvmFOqfj6/+xgl5Y+Ub6oT6OdSJXX7q9ZXO7a2b5kqdNMyh7jR0/Jye5N9553YPijBevT5SoW5bVqdNeKCU51AvWme80FfM+ZbbX6rdk1dqDi8QqTZhr/MTWT+hjzapsrnNM/f1YugN0Fzm1k9/49TJC/X6d05t6qTqhLz5zSNVFvJe7OZ0kzBOXmg3v9QczStrF36BlJ6x6ZvPzUWq3U3Rl4VXcsMhbwABw+vLDgjrOffIob91BFC2yKFsj9NikdL4McZ+nbc5gHqJCuOL1BjRfeSuWjfA+nYdba6HGf3rR2uoU4aRR1mokwrzKs8BY17aRduALE1tvOqs3bAXoNbCPlqvnwAkBW29rirswX6FPHBsvfQ3v+sEo4Z+kUO9SDY8fvo2VQdUz/LaUgimqfpUFtoEDF+gvli1mRvQvAawfkGrj3CduqfuU50Aaj76CXPqIy+UgTBeANkm1aOyPjByRA5lY5KtH9j4a1MJQyffOnkYeuPVd35lGDXVw/CD3dRcDWObN59QByOfsui82uQ7pikcr9V6fUXLwGCTbN+QbcuhT2IEbD7NJ9QAAcjWmqsXpcgPYG1PMX3ydjJfCsbqMPKgDZScO0TRZVy+eDFjIi4lvZgPwffcc09cTN7r3L9mPHfufLzsZS+L+158Xzzw0gfila94edKXxP33vSheev+L43ve/MZ8sbiMe++6HA+kPC0P4my+abx8/mxcOLsXl87vJV0k3Y970md57bl4+QMvifNnz8S5xIvuvSdelDWte6/07rtDevfdd8U9iTvvuBx3Xr5UuGvGt+7yxQs5h+txx6WLcWfi7rvuiHtOwd13Xi77nM75uy5fjtNw9x2Z/847o+k9yd97V/Z+RO+9+87K3z2YW9x1x6UQ2hvt07L07swv7GFO5YX1ni+6P+PkT8NdR33eKp3PqfnTqGvTsOYdly6EuHzxfB7n88d4dfq0v3nlpcL1kza06X/n5Tw3EuZtfk5P0s99mr+Y5/kcly6ci4b9tZ+080pPg3FinmfOa2tYu21NtTXfdJduV2z7N3W9hGs3R6/pafPQ5jEQ7T/PIW/u0/Di3BPEi3Jf2IZ6z93WK993771x/4teVLjvxS+KV+R+5f71spc9EC956f3xkvvvq/3m7rvuTP7FcXDtSlzKc+vee/KazWtV+qIX3VN7017uY3fdeVfcndfzXXk935180Yy9+wh33XlH3J146X0vjrvynLqc58Ndl8/HPXndnM/974EHXhp3Z+/i3nvuLr73NePO7i1ybzwXe/kQeykfGO+/4854/ateGa803/lzcefZ/cTZuCN/WSsuJ9Xv8t6ZkIp7cr8Wd57Lcy/15/J74HzeO1zK/dWXm4u8B7xw/ny85CX3x0vvvz/cc+866v++nOu9d99V19UqXyxeeeYP4lr+4uggX6CeW0Ts5YvFxhmWIZSlIvJFoFjlvt5oWfrM7/+rIH8B5XfCmezjUu7XFy6cjzNn9vPe5TAu5HfOuex7ld9R57LfWOZLz6vPRhw8l3FX4sx0GPvTaiesf5Kt9ItV3JHH486L5+LC/l6c35/iXK73nZcuxdn9M3Ex+7h88WLuK5fiYvZ1MXsRly5eKt0dly7H3Xns+1jf43G86+64J3X35Jrdk+fLK1/xsvD77O47L8UdF8/HvUXPxktffE88+IoH4hUve2mu7cV48dH3nN91D+QxePkDD8QDL7kvHnrwlYXXPPhgvDqP+0OvfjAeevWr4jUPPRivfeihePGLXxwPvvqh+FN/6k/Hf/gf/s/j3/v3/v3wpfJisRfX8gVx7BjMdPJ9jwDkdz1lbV3TUm59nGbbcj1RnPI8FEDVBk703WWwBwGs44G8t/EeZrUO0UesFUeM93NA3dfaR+TQTyS71gPFw6ZO3MTw/hhGP9YS5gYqn3zkAEq2ByB6tL9+ovVAzVedUA9DB6xzaQPqOcxeOr90L1+Cdf44Gr1iMHIZ74tHGLJxWTh/hqx9ngOoTBWz2DyflDI/zG+MyLvP8Bkm1Xn7mVL+UhwI+4wc5k1Staaj80QKlA7QXHzrzSuAdZ7IAZRs7rmvz2r6Rw6fcbqm1Ge7VNe5pM3nQam2hrGi/ZY5B2XRuqbqCqkAqu8zuad7HOxLeO1eyH3m/Pnz9YISSO+oHmQqPmvIOw/j1dmb8n7u/+aTN582oT+MXPICqB7k9WkoN4BizWdv1nPu1oNxXsHw0RGocw/GOW9c54VhUxc5zCOSrT7UC2X1rrW8MIcUqPyRQ59tPVC50nzdj75ibtjOAVR+GP3DyAdDb3+w0QGxPbqGFFj3A9fz+jQ6D9BsxQJrujYkA+Tn+AGO+cCQh/XkT2Bt7D6kKoHKKS/UC3kBxBSzASMABnWxZuadrAegMU++03mH0tgbxWn3ZGqcFqOv6FL6CnVN5RtAbV5eEOaHMXfjlfUDavPp9ZjrvEjVA9EDKH8vZC9oIG+GDsJ/XuymZHzbpJHD3uxBaDevF6wbnH2kSx1MYL2ZqNNmjLy1hHzr51S9eYU1zD0tprpgtAn19uJvWqT+pkW9vLbpaCNfxSoODg+qJ/XW0UdffaTqm8qLll2Hb+dvcfW1lsDci0X+BnYZ/r9VHeRvffZyg50Wi8hCWTGiNujIketgbP+Gyzm56bpmaQ3nZg3XxrraXWtjtAN1jOy5oV8cDSBLUl+86s3T+XQxD1CbvHznmNvkjRXyMHICinUcjTO+e9NXHYzaOrq2QpvzcBNv/6vXroa9aQOqZ2NcpzUlgrw5B8oOhDWnxVQ9xCmjc08em4R17M8QewEql3z7SO3PPmGcr8bB8JUX+hkXOZRh9Gd+55vqyi1V1z7GAaFOfg4YOWBQe7CGvs5FmMcYbVJl7VJlASO/tW8GQLnBoAqdT978zkmoV2cd9cpCnQCOH6dcd0BTAah1MT56pNmbtsKRzpu1I3ZN5ro5rwNQdeUb3RfQqo1P3sjkKgVNY5n8MqZ8+ZhnVpBX7B988/fi3/0f/TvxhV/8fPzoX3lv/MxPvT8efeTh+MiHPhgfffTR+On3vy8+8bGPxcMf/lC8/30/kbpH4hNPPxVPPf7ReOwjH46HP/gz8bEnPhqf+fTH40DMf7kAABAASURBVJEP/0x88ukn4guf+2w89dFH4uc++bF4+vFHU/d4PPyB98enP/ZEfOkXPxcf/ciH4rOf/mT83Kc+mbGPx1MZ//STj8eTSZ86ovJPPvFYPPHRj8STmeuJxz4SYs4rP5X5G0+n/xwfe/Kj8eRjj2Tc88OTH310HeMcT8Pjj34kPprrJRVPbNVr3eOPbvzaX/rIhz+Y63YyrK3fSdiuty3P5zK3td7+TsNTjz8Wp+FjebxOw3ZN64q5fpvvftTrO0frpEJbU/mTetUmOrfrKS8VrnNDudE6aeukyuLpPGfFSWtwUj+tt6fuX7oL9rlLr25e97Q+2m/bx9zCXFKxzSvPYc+NTzz9ZO4HJ8N56ttUXszzNW9t0bJ0+/p49OEPRUNb8x4Lj4swh3jisUdrv3r0kY/EY48+Eo8nnvB8zn3i8bxun07+43n+fupjT9U+4dqY7+M5pydyD/j0Jz6e+8BH4gnjMtfj0oRUPJH741MffSztH4mf/YR73WPxyaeeiKcy96dyH/xY7pHuk0+kz1NPpv6Jx+Pp3JMKed54TKxtzCdS/5mPPx2PP/zBeP9f+cvxyE+/P37pZz8dn0y/TyQ+nr0+nXvLk7nXPJn77hOPfLh8P5773+O5nz6c/g//1PtCvbmeyv3ykdybn0j66eztqZzzhz7wU7m/p0/O7ens5SMf+kA8kvW0Pf6oe/4Hch5P5d788XCPfvTDH8h1eTj334EnHvvwMV75Y08+GifiiUfj8z/36dz3n4xPPPV47iOP5nfGw3Ucns71cF0ezu8Z93q/Az6ea/ZE9vHU4x+JTz39eOKj8VTu/88HTz728Drm6Yx99IM/HZ/KY/x0rsPTeQw/mcf2k3mMHsm5P5nyY7mej+Z6Pvbww/HIhz9ceDTpow9/ePSa9sdd6+zLNXoi8z/h91HiyTwej+X5+LTHIH0+kXP8/Gc/FdZ9+GfeF4988Kfy3PhwrtlH4jOf+lh86uNP5lo9Fp5zT2W85+wjucau8yMf+pl4JHv6SPb7kTxuD3/gp8Pj9ck8Bz/0oQ/Fj/7oj8Z73/ve+E/+k/8kvKf2/rmfJdZf/P8aMkDAwLw971vEXLeLn/vA8Txz265Yde3jvZgAVBeAujf3ntP7PrF9v6d8GjqndfQzhzywfn5Rjhz6Chg9tD5N9QOs10o/YU79RDnlB7C+v+xnnvaT2oPUGHlRckTlN6/wvtv70cjRz3ZS9Y00rX+Add22W0NEjlXCn2XeVwp562i3BylQOYB6PjAPDN7j4Hkt3fY3DxA9gFrfyAFUTn3MJ42jYU2fI7xWgHqearvXUfsDtTYwqD5i3odrA8Qy7599+f/clSvJj1lrmxaLkFraOOfhujunPk72A+gS2pQbLQM1N/u2P3OZQ7s9CRg5gPXcYejMp69xMOz9vCeFnEP+wsv+Ioe+6i/lL2Z8OQrjumi99eSFuYWxrp82GHUzVa1h2+1ZXgBl08c82oy3R2VgPWdzqtOn7ea4FZjHuDgaMPoASuP6Wm8OdUJdOc0+OpdUtAlGPmXY8PrMoV0AddyAWhcgesBxHoYM19OTcgOV15yA5Bhg6GBQ87RD84A9Tn6sk2l0UYUHR3mOOBpAxcUNBowGdDOPFKh6HoAGUBevPgI4lh+I7aHftg6o3NqcQ8MTWl5/QFL1rD8/GZyzMF49DF9jhXohrx9QF7q8evMJeWu6MehrLi9CId92LwKgXnS5IQh9jP3mN7+Zv8k9UzZ1xpm7oU6oB2q9lIU+MHqTt54wf+Qwv5vm1WvX8rXBKhb+E8b87a0+9psu4ctHZf/aUX+g+jFOzF/2abcOEM7ZeSnbizkWuXnKq3et7EOddXxxeDF/U6xsHusbC4T/Jzry+gM1R6D+8k5f+9BmDV/wmh+Gn3bhb8DNbV3t+honBWpjsjfr6Ce0uYHp3zYYvubUZl3ziFW+hFFvnIgcrg9QPevbsrHmtQ6MY+Scla0VObS7jvas3nhg/WJVvXX2z56t43ctXwb7xaVOm8gLoWpLzW9O9UCqyCoRro39W0OF8fpKhTbXRZ2xUvVCGahcgOF1TekjtEudk1C2B/NZz/Xy+OqjzpzyQJ3z6vQ3sf5A5dfPXMbL6yeMbV/95bfXUL0xxnocpPoZ33opjPloM69+1tSmrqE8R+uBWnttkQM4tk6pqrlIBSApnXWsqWLOA5VDvXn1kSoLOLITeYuWyHNymdAmIA35402hiOTVN8wlWpYqN5QbQORP+KKxXjjmTdO0Okz5CPKJs4spYnkQ97/43vh3/51/K/6tP/mW+J43vj7+5FveFG954+viT6f80vvvjTe//jXxhtc8GA+98mX11x2vetlL4hUvvS9e/pIXx8vuf1Hcc/lCvOIlLyq8+M4L8eADL44HXnxXPPiy+9L/rnjtgy9Lv3vj/nvvjFe/4oGKe8mL7k7di4o3z8vNd4SXZV51r375S+PVL7s/Hnr5S9Z4zSteGo3Xvepl0XjtKx+IOV7zypeGeG3Sk/C6Vz2Q8Q/E67M/8YZXv3zNK7/xoVfEadBHmMcar3nFS7K3gYdefn/2fl9Bvm36CWOMtaY13vSaV4aQV6dNv44zh3h1rmnDdT4Nr3zJvfGql75oJ4zrPCdR670QdO/b1HnN4VoI59xQnvt0jl392L/zca7OWbzi/ntCKtRrN9Y8ndd1Fq75LnQv29SYObbtLTsHodz+1vE4ize/9lXxltc9WPie1786tqFd6Gtc52hqXvM3nJfz2wVt7Sc11tyN7qNlqX7Gmc+1m6+za+rangbX3BhhvHnMZ95dsKe5vufZVPsc6pWNMa/5rSVe9cB94Z7yqpfnfvPS++uv0V71spfGKx+4v/Yx6YO5v7wq9xfhvvSG17w6XpV722sffEX5vO5Vr4jXvyr3BOmrXxmvf/Wrcj94MN7wUOLVD+be8crcc14Rr7z/vvR7RTyU+R984CXxqpfcF6/Kveyh3OvM9YbcO1+b8W963UPx6txD3/yG12SuV8YbU/+GzPmGBzN31vzTb3pDiD/5utfGqzP+Ncbn/vW63Kec5xtyf3pD7kmF3C9eoz7lN70+z6E3PhRvzPNJ3UPGvPoVKT9Y++2bXvvqeMvrX5N7+2vj9VnzdQ+9Mt7yptfHG1/3mnhDzvkNqfu3/8Sb4nuyrze95lXxP/5Tb4k/9abXxfe8/qH4nvRpvOW1D8UutF3admu+6bUPxhseelX8ifwueUvm/lNveWO85Q2viz/55jdmL6+PP5Hz9btFvD79/vT3vDH+ZNZ9Y/bwhuxR+sacn/N2/g1l9bugTbw+1/PNmdN1fEMevzcl/7pc+9e+4mXxb7/lzfGGXPM3v/Y18ZZc6+95/eviT7wh+0n65pyvx/f1D7689nLPW8+nV+Y++orcT91Xiub33UtfdFe87L57Qt1L7rkU91zcj5fec7lw/10X83vxXPgd+KL8Trz/7kvxsvR/cepfkj4PvOjOUKes/UV3nI97L5+Pey6di7suno07L56LvQXhP42/fPlS3q8Qzzzzrfql+qH3k4fL2DXGK5Fhad57BO9HhPywRt1bT0e/QAXynmED9fqeBqBT1b2Rvq2Azf2gOhi++gh7UX8a7AGOx+kP5HpM1W/k6HzmFMrC+8k0H3vRqF7op31eQ1+gcrdN+zaAqm0eEVtDnbCGJuMB2WNoe9cyRsC4xz48PKx1NUi+/aXeH0uBOo7mgFEDqDmc2d+PabGIbLZ8gHoeNs57TCB8xvz2t79dL7a9j27oI29enz8P8x6ynmPy7tUetUkjh3+gkiT0k/pcoM15+2wh1d+etZlbP+cEVG9xNBbZr89TUqGvsZqVpcrmMd7c1gDquVOdPjDmqmwOdcK+pMaoN495hXrt6s+fP19/bFP36JnLOkI/+/N50X8ldGZ/v9bOZyXjhTn0A+pZyec0od611tc5mM882qxpr+rM4VoJeX3s1+cl49Xdcccd9bxvTvXms6a9AfUsqp/za7s+ysZY05zW89n8X/2rf5X7yzN1LLTZi/766mde86mzV3X6nDt3rp5T5c2tnzp95e1Jmz1ob33btNtD+0j1aVi/MdfZAxDGCiBPc6p/ZWOAspM0chjT+e3fnpT1ldpf68yRIZVTHlDcXD/57AbU9WmsuXWAjR9Q8TCo9oY1jZGqAySV33yuszZ9lIWyUNd2oOYYObTppz3FdS5loV09UDGtA6pP59mA9IkXMLqYKWAUgA21kLbTABt/YO1qbgFU4xoASR0QbU6uFPmhnGT9A1ScJ4EnoADKbpyLKDoOqAWzZ6G/FKg8MGhsDXOo6jry5jev6Dzy2gSMXK2TGuMBbyirtwdjrNM2eXUwNh+gToS2d6zx6lr2xHdzUW+/2gBTVbybvH/ZqN0Y7dNiUeviJulvZJ7JLxI3Ny8k+3Dj8kI3ibJx9izMI+S1y+vr5uO6yOvfcfJCXwFjw7dv9Z1Hav/mcz5uovaqj3HahDWspf1b3/pWnTduXOqMdQ76GGO8dYR5rKGfNgHUOqgHKpd9uxbGqrcmUGupzvwwZH1F5NBXJFvnlrQBlA4oFQyqYF8Ncwll67qWGRhM45xwXtYvHQTeBC6mQKSPfkB9selnLtfEOqJ59dZoGYgpczXUa9dPPnJIlV0DyNqJVB/70UeFvZtLXp25pI3Wt9xUvbCOME7IC3l99TkNsOlv2x+GDag5A9FDX9Fy023dtgzHc3TcrVLY5DuWI9Ves0Dezh2zrIXt3taGGQOZaCZvs8f++jErTX5p5o3klK/FRfjf8MoXkHF4LdmrEQdXY3Utf7N77bk4vPpc8SUfXIlDdYll8mKVNA4z5vBKxUXKJKQN0n49rgVZb45QXl6LSP9Vwn+KJx/1T/GeS//dWF37dva4G8urqU9Ibw3PxvLqs7E6Bc63MWXfomWp8pTrcxJwfifiSoz4qydScr1Pw43ib2Qfcx/ruMq1/E7jpHX5w9Jz4to/F+Pcu5Ln3slY5pq8EKyu5fl1Csz9nV7zeb7T5q/thR4Hc5yG7fztO/S5F51y7a3Sxinnf6QtDnJfy71lJXJvi8QqMWxX6vpeZh7/0xDLPA6HCXn3vqX7X9qsM/BcrK48F8srV5Im0u4eNmXuORaZv2GOyp95pCP/s1V3zmtbXRn6UevZ3HeeSzwb9nUSVnn+Nux7OZM9tw6vfDv7fSak4iDPV+lh1jrUlnOwtlBuLNNPrHK/fyE4rDrP5nI/mz2Ib+e2vsG696P1cZ6HyV+nT93yecJ1JNdjyvNgg6tByuQxijw3SEgFpUv7tdxvU6+M8YfPZcwGkToqR+p27O2L9Beew4uZnWN81lFeXo3FFioudVN+H7Lc/OdTyO/vyO9uKflmcXzzJzP70m+p6cy0k/UeQ7RRfo7Wv1DaOed5YMxgrnu+PFD3ft6j7kIcDSBvtTfQF3Il837oyGVN7FVBOr9PhRE/t8nPAcMHKLX3+TDqeN/bMLcO0jnUHQ0AAAAQAElEQVRaZ119lUX7bPP1XJFKfUWytR5AmKPjpHPZv1BU53OHayGAWiNzNIDQT7SuqTqfwRZ7e6XyBaU6c/ncYG/dk7LPov18p9xrY/C8N3MoGysv9JkDKFGbfgcHByE1ToN6eXvoOkC9nLK2PepjDAw9jJzAeh308Zl7mdddwz/4uXL1av2LyefyuyByOK8LFy7UC0EYa2Z9IK2bH6COT+Qwt3039Fcn0lw/9i7U2asUxnO3z9YtOx9hDmGwssfH3qTK6oVx1lVnftdEqtxQhtG//sYB1T9Qa2Qtn9+v5noYZ4x9XruW37t5bVlDn8gBVKx+kcOc2hrKqV7/6AejDmxoO8BY55abms9cQKmURes6bxlP+dD/JDNQ89cHBg+UuzoZGLL8SWhfqdAPqNxzHoYOjlN9ToL54Lg/bOSOA5pdU2PFtNacwADVLAzabgbLw9DDoC5+A9DlpgFUrQ6wBgwdUGp1MlIh31BuAHUyxmzAyAGs67S/bkDFAOHQBpQvHKfahSceUHHOO3IYpz7Z2pAA2dpoZWDIQOVWZ4wwTqoOqE2+da3Xpk64AXpxw8ZXu70A9d9z0cdNQqrNjfry5cu1mSmbx4tamg3FtJiSoKl+u+I/g/bCn/LFE6Q+AYRyxcQY8kDl1WZOqXW1uVnA6NPfiLiJqBf6CucoRsaoPtrPXPpGDvuRl7r5WUM7UDHpsv7C0E+b66S+axtrnJAH6hjpbw8CMKQA1PFsX/3sOXK0zphGqqsXZecu5Oe+9qWfegHUusKoq10AlQuG3RzOx/ralSOHN4Yev2TrN1TafbFsr+aXLnPjlmpTJ4Cqax5hzsihn9AnxXUP8kI/2PRmrICxloBuBaDizSVUOgdzKM/rtKyPaHnuA6OGdqD6h1EDhhynDNj4tpt1Gupg4wOoqnNERj8pDL38NvQR6oGaP4y+W69tDhh+J9nnvh7vTJo/rNXGiUiVdkhGHHloE0fiLZF1vE8qxzKssmwib6hI+BIyb2cCX0SufNg5iFW+SIt6GLsSi9RNR5DfyxeX0kX6TwnyIWnKF5gDh5lnjoMg7WS+QvL5NB1r5IM7GTtwLaLkazGlX2F1bcSnXHl2UHs4CdVjHMTilnEt9nKO5jkJ1Wf2Ja05Hs1VWZAPmXP98+OvxPPzv/od91/kMThp7t8J/R/1/E6rP3ks80UAp+DWz61xXkaeH6fhRuffTR6DvI6z3o5zGef4XYTXwGno+ts+Q+/+s7vvnvfwO+m8vzb2msOD3Fsa1/Ia2WAcv8Ncnw1qP4kh7+Xet5cvgdbIPVPdIvVT8sxyyx/HtaP9Y+SajmKKZn5puP/lcRn770HufRugLf2wzs0g92YSOenc8Ze5zx9mvmszmDt1VS/XoOhBkH2NPg6LZ60/yFTXEldPxJR768k4zLgBsga5jlPOaZH7/KL2zKvZ29WQ38uai4RrQtJIPzHl/Kec0y0hay4yz1S1rmWtgyMc5i90BiKP3zhm1/K8SHv2Nnk95PffVLgS5AvHKa9T9QP6Xs25Sa9FZIwg6QZXs0bGZq4Ro3w1WO8laUt+9Jd1s0+yz0h/Ul/Ivdd5k/Mn5xIJ8iUkeX8oDfmENA94cRua9xR5BgABJ8P7hDmMF62Dk2MBXdcAqtZakUznSXb9A8MPWOu+EwxQ9WFQ71u388KwAXU/2v1JYzaUhao5lRfqG7DJCbR6TfX3Xr6hDJxYX7v30fr3s49z6ft2GLHK2oHw2UUYq2/kMEeS9Y9y4ehMWaUFqD6MAdbr519H+pIypjzTiDDO3DD8I4eyOaS+fGyfNNWP/Qv12zBGnXV1llcHWSwVykJdisd+gOqzlfo1Wic1dp5fnbLrJlU2Tl7I2696Y32unfsCtVbqgPA5zWdV49SZI3Iou3YsppTG2qkzJ1A5Ikfrkj3xZ+pn+vTQH8bze4r1xynq5PWTKjsHa6nznFAvLxU+03ne2LO+6mCsqXHqzKO+49QLGH5AKJtLX2P0Nad6Y33u1yaUYROrLNomD8Nunkbrm8LwAVRVD0CtKYyeuj5sfKwz18OwwaBxNID1udX+R6adpH3sF0Z9a+kMSG6IzjF3BKoPuDE1bp4DULUGDBlY59QIQ5ZvmKehbpzBcicArk/Srp1I2rqmcHJc+0hdTOOFcqPlpq2fUxg1YFBtc38Pmidu19CuTngi98nddmPlhXF9cRnX0Ee0bC4YJ8Zcr11ZAHUCRw7zimRLp715oHTmFPbnJtX+ykKbcfYnFfbciKOhXtYc2owzl7LUeECXutBk9JkWi1jsLaoX/dT7Wyj/ue+58+fDPx33paT5/S1J5wEqxhxAGKsPENZvP3X2oA6okzZyqG+kWD9uZOpKyA9zmDfZyqldLLJn/bSZV+hrL9qFMer00Vf42xV1QL1c1D9y6GOPQEpRtfRXAKpnoOYL1FzNY5x+QDjsC8b8takDKt4erQes139ul9enYV51QPXquaDOvCJylLz062m1rlHxeVPpF9oqfZT7paT9dQ9AWqN6MY8CUHlgUHXaKsfhoWJBHVDrMc+pXl9pzAaMfOobmmHo5dUDsgXlYvIDqFpzXcwGcKxv/Rozt8oBlKrt0lLkR/MwfFK1/gGqxloxY2DY5vEwdO3WNmV5If98AETE7gjz4Q3ekdljf8QW0V7MKR/Aeo76NzpkFYQ/Rx8xH3lWp6jHyvvMdFsG+aA75Q1q0eQXU8Re9igWSfMnfVchv5giFvmCU//diCg9ERWXeTMk1sjep0Las5NFYjLfdxLWvNV81U/2RsRE7IRrKLbt6sTQrzL2VrC75sg5bNY4DXPfW+dvpfc/HjH4cH8Kxvl763OpayRP+JPoqef7Czl3b/Kcv+H8bzLPSfO42fz6XZ8jjvYZTqTkGp2GyNH2Opbpv6HL2Mv9Z49IKpjR5KeIRfovWMYi10Fseoy8phO5a07HkOdKxlQNIrbjR46IKfvq6zFbiOYHJWWRfkTymTPrb2rfrByxqN5H/8bbT/UWEYNmrux3QaRvHNPpP5B6IkZvz58C69hFzqOQLxb9ZdaZlPfWPS7Lb5GFpnzwXkxT1DpF1rwFOCe8tvN7jLy/OoacM4nKT+QRXCWW9f1H+rtO1ae9ZQ5fjE6pp/IsN31lbLYbG6ySb0RU/jiZkrlF5MvFMH/Jq+wlcyTvS1jyhay1G/qTvYu8G8zsq8T8hxS0DprCTf30vYP0pgLS6TTfuW3OZ1gABfkXAu9dt2GtXTipjr4n2WD0qU/Xkdcfco3zfFAW6hrKYleM53aj/ZvC8Xr6AW0+RmHUP6ZMwbqNFNfrrM4nD3WpLGJ/MjBq6AOkGdUFdY1SHH34vFLPVHneqrJXny2Eefuv4rQp+7zm85x648xpjHZ5aUO5sa0D1v0ZD7RL6a2vXljHZ6/O1dQA7VJhf/pKlY3xX8+ZS1l4lZF7kjqfr32+M0b03JzfYf6iBYjOb03zSYHqUd5aPveax5z6w7BHDn2MS3b9o4/+QqW1zSPf/sbI62tf2pXVy6u3HrD+IxjjhX5CHpCEsnFCBVBzaN5cQrv1rANE9wjouob5Gq20J+BYXqDM+spIhXxDWZwkwyaHfkDVkLffjttF9Wm9fEMdbPK0LG0fKaDqpqD/tiOM61vbSTBGm/RmoX8DqPUArgvXx++v6wxzBYxAGHTbZhJ10sZclj8Nxnig5lR/oBqf6+Vh6PuEmvsCinVCF5MfxsyRqsoLrC9goHRxNPT3JBfy3Z/8kUvVUK6LIJX6imQrLyBbL65kYCN7URsL1Iur5r3InFcDRozx+kiByq8PEG621tU+71O54UWrzV6tYUz/ZsU8cTTaX+rmv8yN39z2K+SBcJM0n38mLjXcPEJZP3MoGyfU62d9N0V/e+FfYsbmzirk/c2Y8ItMOuWLUKm/ARMHufkKddqcm/MR1rH2vJY1nLd+bvj24H9v0vpu5r5AlRrbcfrM4VyEdqHNuTkXeXXWFcrapOYE6ngB4dBX2vnkG+qab2rOk2B+e9Du/IyBcU4t88bl7LmzVdt+GkCQX3LKUvsR5jCfULaXhnnnmOv1N9aYRtu3qTkAScEeOlZfoPqF4dM6GDJsKFDXrPGiazdVZ2/xAod57EPMU8Go3zrtjdZtU2BbVXOYK4HrdHP7Sbw3L2KnncjHiWE50WeYn+dnfoHFlI8xi1iS9AirpKvQloWlq6yfe0l+Rl/ui2TEKl9ir/KaboR+ee4OeXl6P6bPPJU0a0aCY9DBFASICCISq0I4Kj6/BvOaiB04zF5uiOUqDm8F5s5fFpwWG2RvidHxWFP5oc/ZpC129N26FRlzEnIVIm3BqLGLWus07Iq5eR1j3VyH7xLilLX5w7Cduv7k8bM/Tl7/086Nm7HFKbkja9/w3H6Bx+Wm5p992Mt3G93Lug5Tnn/LxMnX72nnvraIPIZildwcueNq6X1s0MPc3pZrLPPaXy4P8h7xMNFUfpny6CuOrU1mLFlKQGSuw3y3lMg8q9k+ukx+oHOZT6xyvtJl1lhFf2fdGs39Ofdrch5kPekq5VWeM6s1Pb0GTMEpyFTZY84z13YXfxhEdhHLFek3akXWpvo5iDi8FpFrk4sU9uSa1HWTyQ4Sq4qLtD1/eI8V9p7HBPJgJB/JD6Sc3y2ZPs+EiEg7pC5/wpEvHqM6z4kpHwFI1yklMo4Ikp9jnT/18uzwKf9F5VlF2hOkTkRkXCOby2/tqJef+cI2r4ag6HL9otQuosaqPiM9xKpo3HCsVuOYSLed1d0I2zGnyZ3rNJ9tW8e8ENo5T8rR9jlt3ymPIeQq5zot8zoS2oDQJn8aIgdQvvqLyGEe712VgdREANdBH++ThbzwWULIC+v7nCEih7nVASnFOmeeTuHgaE7yxuu/Rp7V+sGYsz67sEqlNSKvIecggFEr80+LPL+TptvQpe2YT8ow/CtPOgK1TpEDNjbY8Gm67gdY62DwMKjzInlr6+R8e+2sC4Q+rq9UP9cRyD1nc20Yp484PDoPzNe+xupzmHtbTlhT5YXRRymOPoCaJ5Cup8N63Sdseooc1tbWSFXldQ5z6KcMI776zPt6qbHGATtjtZ8Gn82B+leV+tmveV0P19naQDjUNfRVJ4BaB3n17SNVbn1TdQ1125jbYOSGQfVtuxSGfs7DWKfWGbMNbdu6Fypv5wRumBKGj7ECOLaW6kQnkm+4vq0/ifptdJKt9CYrZvYBowmgtHMf+TnK4ZQP4IYTOikcWJuAdR6V3UNfGDDs6l0Y4YnsCbztYzxs/I2ZY26Hzcmkz9wmr07I74J9aJ+jdfr7oswetXvxCXkgWm//vmRTlpcqi8ihDJS/+YD6k3oYczQmcpjXNRHW8b9FYax2e/IlnxuCF/7B0QZz9ty52hxgrEPHmsv6MPTmEObVB6gNNMvWD4xegJL7w7pAbdZzXrsvF4HKo838wtpC3l6B9W9LrK/N3oz3rzldE+dpTvNoB2q9IgeMntQ3Ur0+TQ+91AAAEABJREFU36xjvn6xaj515hJA5QLW84gcMORk1z+dXwoc27Rh04d5XUfrRo72h+FjfX+Lpj7NVVe+4c2zfFN5/YCal/GuiXprNZSBdV8w/IHoMfeBMcfWwcYPOPYCHjY2c8GIlW/AcR97hOEHHOvLmjEbyg2g5um81OkGQwcoFub2Uhx9zGOOVNcR2OTR2DHy29hl26W7mbj2gbEuJR9vZajSXswpH0CtU7vMe6qbxJjylvI4lupIXcYul5ubrM4hhaO8KO2CBiLD6zFtmS7XYRXD7s17dqE92TzX40RkmrRtelrm3fDhKVjmXE7DKu0vBEsWscy1OgkHq8hHQq7D0E9Dv0r7CVhmfyci6x6m3Yf4PxpMY+7Zw4k9vkDbacf2D8N2w3nlcfMcPAk3OrdOirtp/Qtc3xvN7w9jjZ9PDftd+0deNzn/Wz33lxm/XEX4THh838n9JQ2rgvaU08G98zq4zeXe5b6UnsVlyrwuiFXukYdp2IC83mONZdr8ITIif0KqIrHKvKuMj0Le5ue1HmssInLfCeVIx1OwSttJyCS5evmZKYDIn4Q0kS8HSNjDHJG6gs5h5y8EzmsRwV42IT8FZO2ImIjwLwxzh6mXaeu1YYpIrGLK1UrwwurnIY7DVdQxWUbSI76PmbrGoedA+iyz8uY8sDPPjzQER99nkfmIZfY49mf3eUHWSrqSDuizNG4HDlMXk38HOlUufVd53BsxTemxqiqsslKeyHoiJfVE2cl+o0YqiuZHsfWRwsk/QAA7HSAzuyanYB4IXJcLrte5tvO4F8LDyO/9MAweBjUvIDkG6zc0ANU3DNq6OZXfBmzWZ27r3FL7Et4HS/VT77OBzzqAqoJ6GSAPfR77pOoasNHH0TCPrLlh9LPMF2TGwJC1w6ZOy/q0rzplMedbVieU+5kk8iIGau3U+yznH73Me/J5tOfps5DPYK4FYLqY14ehM5dG/aRA1ZBvW/PKQllY25xC2XUxj5DXV5uQB6oH44DQT9irz4kwahsLhDH6dnz76r93Zq+etdXp53oYJ2DkgUHV6Wcu0fniaADXnQORQz/zuqbWAFI7fjqnvchr12KMvDqhDgj9tAntDe3Nt611ykIZWL+nMJfrJXVextujfnOon8vmUifUK4teE3Vtm9PmtQtlIQ9jTZSBOnecN6B5DTgurw1HzDwehq86oYsUNnp1QNWDca6oOw0w/NvHnM1LlU+DPrsA7FKvdbtyro1HDBBT3OQwoa4wCsOGwuC1C30byqehTyigFta4uT8MvTpAUhepfkIFUBdTnwTqG0DljRyt8wQUnoQw7DBouq1z9YmuTsDwgUGt1xcBUHGRwzpJqi6ME8Va6s3pJgnUxmQOQPeal30JfYXr0z7KQnsDWG9q+sXRkDfWv/BTZX3/AtB+je1NRt6c+jRaNgewzq++4yJHz0W9+VNVa6AsYGxC6u1FWN8c2qVdXxlYrxlgWK2RcfaijzWlxsq7ltrkfaHoJqXdOuaWKuun3aT+9af9+t/F1F9Ywxzm0geoeRsbOdQLZWOF+YHyM157HA15dfrBWAd1R+aap/XMpw428zVv64wR+jaUtQt9Wy8vtAP1ck8fa6hvKKtvAHXcOk/H6wdUr3E01IkjseZunHM1TpvQrixg5ABUr8/z9lMJrPX2qc5YfYTyLlhbP6D6VLYXoNxh0BJ2fJhbtAmoPECrjlF97a/pMeMOAUYe/TU3lQeqlrxoG6B40zBOGLDyI+Nhk0Ob0CSAY3XVnQTgOtMmF/Vgc8gixDLpMr9SVkE+soj8emGD0psvdatMKyL5BtMimm9aMZVvypzbyBocoXy2+NbN6SpyZPH8XJV+kXPwIW03VpyJEzGdieULwl7mFmeS7sYy9vKhc7GGcuNwNWXvp/ffvrupsWIv8+zGiXM/Wpdl7J0Yu7vmvE4e71y/mPbju4Ub9zDv5w+ZzxcnhzfAarEfp+FG59+N8kfm/26tvXm/u+fP8WvjcLVYXyfNbx//4/pFXnd7iTO3CF985Tmc+x6JmO9lyTNHTIFyLIJElH/y7nmLRcRiSixSPWiUfsp9NRL5Xc4cUyxJZCbSbypMIcWXSikz7QVJUxkbLCI4Dv2m9N0FbaT/ychemQI4QvNT1mkcrxeZb458zRWnYe67zY8XaR4/MeoAMRUie4qYJmIxTbFgiinXg8Qq5ag130uHvWBxq1hcd2yWEMvwuA3IL0NdQhsRMTUvndJ/Eavsy2O6ImUWpTP2MOUNFllP7MUy941lyM8xxTLmWMRBfkcc6mvOGQ71W2UvufrkC8BJmsijFtledrxKpH11hCS7frwXOA0dAwTQ4poCpYfd1Nxr5y1GG2zi5mZtYq67FX7KcwU2NYBjaYB1/20Ami2bAlA8DNo67yWbXywWIayprm3ycwBr0TkKfaVrQzJwvV+qj/VhLSCk3jcLe2jAyGF+0TX0F+piNtoubRtkjjypVklmrvVsp586c0FeD3kuGqcvUC+g9BHqfZ4S8uoa5pjzykJfoU1ZKuSdoxQ2jbVNvbwAas3kxTwfZM/5QtZ+BFBrCdTzDBAO5+fawmZOPneaC6jjrt2e9AWqpjkjB4spUhEOGDZ5+5EKfRvKU5672oVyU/mGPh0DVO/6CW0icujTOqCOnc/gaarnTO3AsXjnA4TDWKmQ199nc2UgpzagrF1qbZ/ZlfUFwud49ULePNr1B6o+EI7WywPHagCqC8DaBhteI1DHsevAsGtTJ4Cqa09xNOQ9lsCRZhCgainZH2xkdQ1t8oCk1lsdULUih3KSU39gxMOgOnecFKh+YDfVX+grFYCk1gXYGV8O+TGPS/GYr3Ke1ZKTYQIx94DdRYG5203xvtX3QHnAYMRbT5ig9bCxqdeevzeUvW5SpcyP8skNTZridT8wTi7tjXYCKu9cloehh0G9MIx1DkIfZQHUxhI53GiSlOyF6bw8eeX38otnSt88orHKzcxYfWH0J6+/+aXK/nWif5FoDmGMvbgpSNUJIPx/z/JCNs56/tVfv3yzL/20wZiTNfQ7u79f/w0Hc1tbyLe/fsb7Wyn7yQWLxd5eTItF+Gfk/pWkOnlyM9w7cyaU9fG/J+kGcni4XF9c5o4cQH5ufvRbZE4grGl95yl1rs1r08/foNmX1L/QPDg8DP/fxID6P+XRz35dv2eeeSb6xaz1gXDuwlytkzcOxjExv7CHyHal5vPlptS4abEI68jD6D1yzGX5PEUDprQQ8of5a3XpKqh4+ze/vulUP6v6jDg4OAj7EvYjIBtK+7WrV+t80yaAWEzTBtmfOStX2iLHMm9CzeGaOg/XYVosqoY2cZi/IT9YHoY0Q+rHPPZorMdEusxj23Vh9KSzfo1pMYXIqWblVfjfNxHKTJTO3MLYhvIy+4h0LD6vG3PKC3n7ICd3EiJH+eZip1tE9ihtLI/0ym1TJw6znrHxPMbz9b+Z1KflhFy/nEPnqXmkIBXOKcWb/jmt1naSVYzj7XU/TYuAKUhEQe/sLRLZn3l3wXUGAk6CObVJBZHOQZ43FEuKItWpCyIiDUAS/ac8vyIHt4Qxx5xD3BriKC5OGUDABrpCy2MO8EJp5zuJnpT/JP+b1ef6r6L2vDwNviv0ha/NSXN/4fo4Om7Sk5BfBfFCsIqTz81Im7m/W2tvXo7m+EdFneOu2q23x9OwK/Z6HZmuzweCnLPHU7rJncdhmVhFHk+piGPnvPudx0Pqva0UyNxzWGfII/8q8408+ltv0FXm3oHc8Vb5mmqNDNi1996MzjrL/A5eZtPL/D70O3GZ/KDL/C5fHuthmT5rZN1lIm4wbtTHOt8696rqHmYfy4Qlkhyt0Sr7sWCuX5Ib5b6R3f79bvP+ZY28v/JlwZRURH7vAIE0ERCCtIPHcorp6PsxyjalfUo2/Y58gql0TZnJG55A/VGMvMjAcKzC8835D7ROKlb5AfgZZB4RR3KE+sihV5L88aVlnnXJPb8f6FwjDgg4GcPrlM+MtauGx0S0fBo1q3bpjeC5oI90Dri+d/0AyQ3RuaY8bg0YsdqAU9fHe1zh/bZY5nVg0cViUc8x8uaZQ50AYpkXx/IoRl1Df3l7kppbqAeqp/zI62l2PnmxpTOJNOTPKl1YQ3XDPLqLCCKOoCxyiwryLeThwTJPM2JvcSb298/Gmb0zMU2LiPS3b59r9/M5dcr1M6c6EdnjtFjkXpDPKTm/PiekhymvIkf6RF6TzUtFZDtS8wEBG6xyvdRndOl9Vrl2eBBXrl2Ng3wmMp/PTIusDWSvU0HZHl1Dn6t8vooc8gcHB9etFYya+hmjj7xQBsLnYuc6hzahzj6tK6wtsmTV0i60SY3RpqyfkFfXdqk5hf3Yu2vvfPUX2tT7l6n2qk2Yq6EfkN9EeWjzYAO1RkD0AErnewpr+ZxuXnuwV+s4f3l1kQOoGBh59IGhs+Y27Aeo4xg5gPyMkoE1jRzmEsmWXirUCfk5gDB/nDKMS7fKB6w91StIIdcp10heqIfhO2Q1pwOG/9yrY4F1fdjNz+OO8QwJOJZDLQydfNeSb8CwTxqFB3EXYDjCoCaY+8NxvfY5YNhh0LlN/uq1a+EFvMzTMfeb8Mu74cWsvqFdnfZpbxHkpmMOT0JPdk9U5T7RAMU6KdUBdVL0ReN8nQsMP/OoA2pBm9dHvunczw3QC0xdX3T6WS9yqBfJVh/yvvCyXy8g0qB/kurNfOpzOerln37mAuo3Dfr6AvHSpUtxZn8/fKnnC6rD3FR92aZNH+Okvnx0XezfPnFnzU10b8r1S36KKVaHqwK5wMpu/uoOc/PPc7++pCKIvdz8z549l33uBUwxLfaqx8hhj0lqc5Pu5YtI4Xy1SQ9yo52vfeSc9jKHdQ+uHoTIrLG/t59dTSVru/LslTVvX3vTXtm/9c1vhS/Bzpzdj8gvEs8ja9b6ZW5rWdeNy56s77rI13rkC9FpsXCpwy8m+1HfxxEIFlPB3MYCOf9FTHnujTpR/x3OZd6IW1u9eSKH/ovM7/GRN7f5cpmr74P8wppynVaZ8yCP32EeF5gy/15EUo+fcvWda2du8+XRCnMFFO2XntrswTkf6p85IgfkPETyZcsXsiM3WSvnnwdZ/TKpWOVaLs7sxdnz5+pL9erBtbiS0EbO2zowai/ynCCmOLh2GId5vsSKWOTxETDFM898O6ZpUTcPyof5UnKRx3wv47Jc9PzzNiNDiUUek708rzMorJen6Hp/WGRPwmN+kGtnPueRSx/C+tfyPLp65Vos85yesq8IIo4AqZkWQVJrL3O9p2kKIMyzzGMg5AVQNnWuT+TYy+N19uzZnM9+LJJv/SKPszBfuq1/zNPx+h7kcZGq0yZ0hlFLuW3qlcVcB8NX+ySfDImcRKxyDkJ/69gPUPMIIlxPXRu1xrkY1hCtb2oO9UA4P2HOyLHKRfefuS3851v+d7bW/72tPJppq2pHuck1bwSL7CObCYLSS8mMx6k8VUwAABAASURBVH/UrI7iV5lvdcRvvPJKOCqlzTmv8rxYiuxpuTrIOoeJ/AbJ+Oon8ljnebFKGglrkBverWDKnGKR9FZg7BSH2cXJmFjGNpjF5MYdLwwHGX8SDtN2Mzgp/sb6W1n35xPzwtbmZuZ+us9pvXr8yXN1OgU3Oq/OQOxF7MQir5ddaP9FxlUPt3j+nza3tn2317/rnEQnVnl9LXfC3rSfBn1uhFWunz6r3AdWueYDEe6tkccnco+bA0i1mPIIsAZB8lGfZJ5plbzfUbmnTzOQOrGyXuZaHSG9wzGyZHAKQORPcsrLpHm+un/kvkKtjfpU7/hhh26uKrt7eX6H+hd8kTQ3q2Aia5IsEbn75kf9AKUHyjYljRcwyNz1/ZNzkU5E5Y/sw35WeR+yzP6WTLGqWoQxU63tKhaxSnkZ4fG7BZgrv3AzfHWEzJXHhLye5xg+actjGFl7lZBm4QAkhcGtwrxiOsq1vT+sc+d3HPm9OxUOg6O6kfoGOS9qnpk3awEBA1PSyPVxnSLX6jCmPDOmOFhROEy6PLZ2tpl5Op8UdbsBu43Auod5pOvSWOZaCWDt0ra1Im3qWgbWedULc5yEw6wRjGh9T4Ie2zZ14jDvpef5+/5Of++TpPoJee+nhLw6fYAwh/qOV9YO5Kmykg3vvYSxAgjvR9XB0UTKM9b59NNuHfP3s416PLZ5Lk55P860iNxW4jA/8scjGwd5rx7p01S/tq2CfPY7qPqWNN+UOvnDXBNhR9ZVZ3LtueVkc6vw+fN8PUsuYsrakbEHB4extGby2VYo+8JxmUXll4dWnYJVZl5GTEyZdhX+kcdB1gwo2eeVg7wWfFa4cPFi3avbn36GLvbPRP4uKL797LPx7HPPJZ6Nq/kCMYhYHL1XANbr7Vx8fjPHmbznP+N6rSKfdw6rduTwWVAAdbzc+4Hw2Swbjb2s6XOLz5H2kCHhc6nP5x5Da3hsxEG+E1l6bqaTz/OQOXNd/EOlrqG/Pj77ZisR6bOXz06L7K9l/8jHdXGO9qNPwz8aWuVRdl1df3It5Q+zTstXr17LtTsbi8wb0xS55IVV1pqyjnpfvObddayIcG7y+/5/D+Q6PnvluYzNu42JYDGteWM8RpO6xSKP80HB9Y0cznGRetfCf8E5ZW2fudIUzhsI5+57FH21GyvUC31dV20H+cx19erVYzW0C2OEMR5jKZDTneo4aoPsPxE5zGdN+7OXVFUvxskL9dYUysboL9828y4WU15D17Kva5njMOu5wqusbb2IUdKjOXT6T7mWq/xeENqB9J+OAYwnHKu8kIQ8kDmRLZQ+RY/dSfB4ev56/KTKnsdSOzOReYRrINQ1gOtrplF/MSX/gn9MdKtJPCA2LcwjzNVUu/I0TTUR9er0V38j6D9HxxoP1Aktr4+5YCwYcN1BjRz6mcOTy5Pak1bZ/hZ50XjSw7hA9FFWrz3D68cc1vQlkXzkBrvKC3+ZG/DhtYNQXkxT/YbDHEI/IBzW9eJsvbnsQ71+XiDW0+4GqM0ehbyQN5e/YfBFnf7GNrQbr9y8srCescINb1osIg9Otr3KL7Bl4SC/EIQb32Fupg11a+R88/qICAK84CMvyIOCenV7+aJKTFPWiOEnr855Rg7nY0/26hrYL+QXZG489ucm3huYftNiilX+77ncIMkLWllqvNDHnG5+e7nRwtHxzC+1LBdgH+SGsQryOIlJytDrs/Ij5Wlh3xHO2b7MD2iteOv0mvrlZ59ikXGroNbUGFFB+WGtvXwZZ2/yQDSNHEBGJpJa0/mkOmDosnB+0R/mOl8rXeQauAEtc02EMd2vceYW+il7TIU9df/qgepDXyAckMchv1A9X807t2mv+PwN4kHiMNf3GHKjdR2EvtYT8kDgmseUNReFxSJfTE+LWBzRKXnPo5xWpPca3rgod67I+c/hWihLG266B9mf8ItWeNwCbKdgvm1omLLPRR5P4TGTwojb9t+WjQWyDKZao/2AssH11Nh1QDNE9JxUAcfit3XKja7ZMskQnqX5BZlCL2PrPM865nqafawywQ1+Mm1ssEp+jkj5OKLGKj93IdXrH7NGxq9u4+gY9nG7Tf+4nBN9/kpvBc7TOOkfT7ywc/U7N/fcREy2hdxjcn+NXYi0haOpfJRWzcCNjkmcOG4ufpXxp+O09c3gox+rHbFbRMuuHLn7p+cq5/tCscwcYuTJpPlzvGqkx8D43NXPH46u68eJ43jnY07frd5GE6dXjNnaRY7rvSOAQhwNOC4fqU8kfW8wd4Cby+E9pfdk3rcK79vElC9AhPxJwBuWo6Iw6sFxam99/ywPx+2Gq5cK77kEoHhD2L/5zSGAWktzCKByaNNPf3mVQPnKC9jIgKrwHlV/7zl9zhPy6rz3rjMsb5KVzS/kKzg/gKoBg3ZPMOT2bcoq8gVh4shuv0I7EMaLOBp5ix+rfP7NW5Dwj1HO5PPegrynD8I+42jYlzCPKnNoB6+OVT4nLSNDwmeoRT6zRY6r+dxxmM+ekT7TYhHTwue+3HlyvkAs8hnKZ0Nf1E2LRT23+mLOZ0hrTXnfLgVCfpE+kPUyXr29+Axa9VLvM5H1fNHpnIXnnn7FR4T3/yLZ9bGRN/eZ7FvIT5nPOOuI4n1HkPNRNkb4fH9m/0zsn92PawfX4mq+SJ0WuX6Jfr5d5LUggoxItN1+q1bOc0qktd6H2Kuwpi8Kpfo5V3uXh0yUAZ5f+nZPQAB17PR3LX32k+prLmuZQ6oM1PpGDmXzNczbvLZ0KV9zC+3qzKdsf53XOG2A5Bg61zFlCq1vai4Y8eoaQPURNxjtrxtQayO/QV8wp9M8w2NcWMNPuXO7BichbjA8BzrPLjoP1z6Xgbl4S/x0S1HfwSAn1ZinBepgubDaYcjy6sTc/2Z4Y0WfmJ5cxqmTApJouYTZB1A9qdLHHoS8OkBSUKfNGgKGDVifuO0jjaMhb5xUFRDK8l5gXmj2L9R5UZtfvTHKUm0dB9SGANTc2g5Ubv3M13rzeSFbT53Qp6EsgGNzUdc+TeNoaGtos55UnfWsJZzHUUittTahTl+h3P0BtWmq18cvVfPqY43+02151wYIX7r6myfrtb/xxgH14tc+jDGPebXpIw/jWMrPAUM/9zOPPsYLeXPC8O3/R25j3KTdrO1JPxi92Kcx+pjDvkTPRxuMfMB63YD6ktPX2DSM8yC/bIA6F6xzIwAVZ53IYS6R7LG11w6oXp9X9m7PzkkKZBub2jBkYwVsZBh8JcwP49dzSdkeYPh0bFMYen3StX5g6Eo4+oDdOs1AeJ55DDuv+YT2OVo3p/bbPkBdK3B9vThlwPX+1mjAsAOVBaj1hUFLeRMfMPyBm/Beuxw7h4B17Y3H4Ox3cHEspnW36e0VuL0Ct1fg9grcXoF/k1YANt+JcD3/x32uMObkPGA3r+0kzO8Ltn2AbdXzloH1PQlcz5+WEMZ9qj2K9gWKhUEVtAN1j7d9r6itARzrJ2YDKAkGLeHow3jvfb2nlD9SFwHWOVUAktLJtD9Q/cHxeWnfRuSA4ZfsqT/G6tDUl26QPSTm/ULq0lE/f6HvL/FX+ebR5xj9vM8W6VI/rmMx+QEjNtmal37emysb22tjjDb1PnOol1cPYz76t05f82hXZ2/apQ312mH0MNcbD9frjQHquUn/7sNaAlg/I0UOoHw7nzHdR+SATQ31qapj2XNsnXpjG8rd+1yn3hht9mNdeX3US/Wxb3kY9bUJbfob11BWr10Ypyw1j5CHkUsZqHl0Du3GapP3+dH+zK2sraEcOaSNFOv5omUYtWDQtjcF6nxSBiTreAXrwtArd155e5aehvaX6gfUfOMmh3Fi7t6ydA59lOdU/jTof7PoPECtGdCqW6ZTFwfWSWHD3yiz8fo0lRcwcsifBg9wA6iDA8djze1JJ9XXAy+NmxgwcsGghpgHqAvePEDVlY8c1vICkDbmMV4Qje0Y4+a+yiflcB5ZrmrLCxgbk3ECqAui/YDauKyxt7dXL4C8SP1Njr24mRvX/v7GS7s280uBymkOX3oZoz9s1kg/5whUf8oNGH7GOzdp5ADWvkA4gNIBdX5FDtjwHWtv9mlN66h3Hp1fuZEp6kfZOAVjhP7K5pGaU708jHm7afubI1/2Aev+zAfUC0jjgXqB13rzADEf1tvuU13HNDXWXmETD9SawKDG2Zswp3Vg2IA67urNqa907qMs1AWxPsbqxNAzzvvFol6uqReRAwig7PYq5jbnEEcDiHTOn6QTg8aoaY+NM/v7lQ9Yr7O9i8hhTusIeQGkJdY557rIAcNub8v8Faq5hPJJyLATf4w5yQhUH8Dapf1hHBNrN9ZOR4y+bZtT9QJY54freX0appSXNpQbrbsVeqMc2jvvLh42ve/yA1pd810Lt5nbK3B7BW6vwO0V+K6uANzef7+rC/w/4OTz+4Fehl26ts2pfmKuA276HsH7RgEjxlyi7z9h6GE3ndeVh42fsoDrdeqtI50DqPvcyDG3z3kgrePHe1sBrOfc94nOoeOAEZCfQPm2LVX1sy2r9DlGai6f84T5gbr/h5FLn3k8DL2+29CvYdwc/usaILLBWgePjfOLHOaZ92EvMO6h1Zsz3aLu6fO+HqhnGHVA5YPMHeM5Y7laJRdZaqPrHHE0uuY8vyb9hD0IeXvt52Vln8OkwhghL5yTMNYa6oDqUb25pCJyaE+y/gGq747Vvg1twDpn54IRu1gs6tnKf4rs86zH2v6Nsy97kO+8roGIHEB+jnWU0bdhnYY2YR7Xw2dm3xko6wMjjz4weOspa7effgZXL7QZbz5l/ezd+jByADXvbb3+c8A4R5yv+YS5gVqbmA0YuVV1Dhg6oI4HEMZrbz9leUBS52TbS3HKh36iXYB1nbm+7dt026flpkCtk2sIg4cNjRsM2PQD1/Ndp9MAzX5H6HRSFqAW6iT7d0oPow5QKZ3wHJ6Uyl44Uhfak1JaATf4gE3edjWPgGFTP5flhTWknoBSAdQBB2p91MVsADMp6gWhPsD6xAXWOawBI8Y6InIAdQEZq84LzDWQF5HDtUlSP20DKs68+gF1QXV85ACqF3X6uZ5uFFJj3GDc0ES61zytpV2qTj9rygug5qTdnDBqxNGAMUcYVDVQuZ2jG4d1zancULYWYEgBBq9NBVB55AUgqTnai/PUt3uzltDmX0M6d3mDuq41jXHDlTdW6KOsH4w5ygttDaCOg3X0N7+IHMqN3/3d3w1ruLa+RPafX+tnPmG8fQhjYNw42LMbuz6Zsn7k9VHwq9nfLpq382kr5Be3vgWdT0H5zPx1BWq9zZtM/uQ6EHWemd8Y/bTL24s8UD7ORb269lcW2vp4Sc0D1Fq6/g1jI4c3If7TG+F8zZHq+rGujFR9Q12jdSdRe7DHbehvDqnQLgVqPWBD28+56SfUAZJToa8wt3TuDNQ5ru0kzP138fM47XNZHjY9Kgv9BFBzld/sy02HAAAQAElEQVQFGHagzMDaHzZ8Gf81/YDRJ+ymL7Rt2J0Xhv6F5r8df3sFbq/A/3BXAFhPHljvvyoByW3c6grcjqv7D5fB+4I5Wif9o8S8p138jXoD6pqBQfXvPN6PAapOBAy7Me0E1+vaNqfGdA2gnq+87xWRQ5s+jVTV8WhZqq/Ue09hjFAHHJsbYIrSycCQ5ecwttH6ko/cvd8GKo/1hX761H06cczWdvta95jPHJHj4ND/Nt6q/MHAiIPlYfjXkz4bmdN4Ie/9ujlgPCdliloTc2sHah0jR+v0F9rN4zNGmuuPT6RCmz7GKOvns5XPrNZsvTahrD9kzyoSnUN9ivWHLuaR12aMkFcHm1jlRtul3as5jQVqftqU5zRywMgJlJ9raKx+MHT2BNSax2zoI/QX5nfu5hDajLUnn019RoWRR5v+Uhg6U6sT6pUbwLo/a+gTOcwvrOH6q+/YpjDyA3XsM2z9A6z5ZuZx6pQFUO9vuoZ1gfUzrHr9bwbmuxm/bR8Y/RovtEuBOj5wOtX/X2fsfAEJ3HTPLoaYB8CIh0Hntl288dvw4Io+6NqVjQdq8dUp3wheLKL9peYSzUtF57KuJziMWvpuw5zCOBgbnheGseq0mU9ZwDh5O48++ku9yLyIjYGRy4tYO2CaOvH1VSfMaY/G+VsQcxjTL7GUzdewLlAXdsdHDqDWEwZNVdXS33rK29Am5nnmPsYJfRrKQj9AEm5SzsMenYc96+O8tBkLHOsPqFhtxhmvQhmGTb15zCffNn2B2vx94adeH6k5RPP2sB3bdn3M3/mAWlcY9SOHa7Od25jOaQ7j9RPy2tVn+Dqfeu2wya1d31UyMPTGidLnF7gv5xZ7i8qTbnVMrS3875QIoNZWe8dpb6gX5hXyAkacMYfLvK2wXqwiufC3oPbr+vlyVR/7NN68yjDi1SmbU8g3lHv99DNWyAt5GHn0tUYgFwHUvNWZz7WQNiIHcN0XVKrXP/q24DEQQOWFDY2tAUdNpB4o/8gBQw9UfzDqW+c0ZOh1fQKq65juii3j8/wwz/MMWc9jOw4oW+uBZo/p18rbzO0VeJ4rcNv99grcXoEbrwBs9t72hut1bbtNb6/A81mBXfcNu3S7cgLX3Q8YK3b5b+u8BxT6Cxj5vP8U6k4DDH+gUs99vccs5ewDNn6tBtZzMN44qXZAshP62Pu2v/eZovs3GDZ5YPDGaxPyQr6hbG4hbz6hXZ21YeQCag6A5rrf1Mc+GsDaB47z/rNrA73fls5h7ZaBuh/22cBnVXPbk3QV439ZpHy8Z7cH4wtp91nDvn0uEOph5Iwc7Q9UDjjeJ2zkyGEfVTufX8wnzJ+m+qMHbfKdt+upa6iTlwrjzSOUtTWUO5fzhtFP26UwdNbWv6GtYQ7zK/sc6zO/z8++EHVOrq3yPIf1hDFCv+5VX3lraRPyQt44cwrj1OkvD5vnGPVCm7Af+5S3Z/PZk3l8vlcvtn3M0QDqWBoXOcxhLmPkU1XHynzmtVd1+rRduQE0W+e5PqKVzVtPXmgD8tTczLX12k6CObTpK+Qb23Lr59R4oFT6ixLyA473om0b6XbqD1BzgpPpPIH55/IL5aftBECpgGqshO/ihxNqzMvAqA8bqp8nlSes/Nz/NF5foQ+MfMrmAlQfOxG1qfTgC3mhXsg3YMS3LAVq7Yy1hjp5qbLoPM0rA3WhwTixvMCM84KStk/LroN6GHHqI4dxbTMmVZVXX3l1QF20kUPf3oD08SIW8kB6jB/jhBJQc5RXZ46uq85Y+3F+Qh/1AkasPtrU6assL4B1f3E0zLEN6xqrS/MwfnOhzr9w9P8x3P/mI4z/QxT7dL7+hafUTbJj3VCNA0LenmAcD3ud1zem7YBhdR7N/ewNqBdF6nXqGHm/OKxjXnsR5tUG1HEzhzGRwxza9bty9UpqIr+WNyhFfsBRP8nX13p+wSa7Pmby1pSeBmtrt67omNVqVXNShqyVgKQ6J3wJCWPeQM3DGwr9nQtQv11SjhxA9aatYW1rip6zx07ZOAFk9PhRb41IFRAw4E2Rvt68SPWGYYMNbX1TGDb7sZcGDL1+2mDIgKqCdeynhPwAqp/2T9VN/eg/B4w882Bribnu+fAwcgLHwuC4fMx4JMDGxx7Ekanm27J0Dn2UpbdxewVur8DtFbi9ArdX4N+0FQDqexB2038T5gtcNw24XnedUyrgZL8/ivsDawrv3aSNbPXYD2z6hsHr632qMN4AoI6/vHZAtp4TlBWays8x18ubU8jP/eSBqgMornl9hUqgnqlg+KgXcTTguN5aMHRHLuu+jVvbp+HjfXb7NdVHX58HfEnpvSywzuP9vL4wdN6/Q/KpdB3bH2ukPtX1A4S2OBryQOnkI0fXBkoPmTefg+b6yKG/SLb+6rHr+kJLPYz5aW/ZOdl7PxO0Xh9gvf7K1hPygKSgzjyiFEcfyg3Y+GvuOtrts3U+QwL1TGZe+/LZUqqvOqD6khfmEuYwl/ORajNGwIjRB6h1NEYA0TWAcBhjjno+vTKeT4GKg+EDQzZH5DDGmsbJA9VnmooCFa8/UOeO+X1uVydgE2OOyCFtpHjsB1jL+ijARtcybHT6NbS7ttLT0L3pM49VvhmcFK9emKPzNm2d9EbomJMosD4GnevIt45D626VTrcaeKM44EYuazuwnqSL2vAAA+uTL3J4kvaFkuINf8wFlB9QuTpv5JBvHxgntzW8IFxooHpL16LAOoexXvjG69t9Gds2c2mLoyEvgMqjXX9z+NJPwHhR5l81aosc0obxxnkBpqn+itD/MxNftqn/9re/XRupuYwBqlbk0G6fQpubLIyXQcrA+kvKOkA45IU8UD7OXd12zsjh/K2f7LEf5zlH96rOfDB6cYOxxw7uOtayT2VtUmvBOHby5tIHCF8yNm8+463jxiltf6lyx1pfX+cA1MaubK6uKw+b9Wm9fg3jzWmfQt461pP3GNujvSl7PARs1sFetJvTHNZpkF/MDXXeBMDoSdkYX7xFqoD1cesezCciBxBA+dhfA6jNxvnq21C25wZTbifp602EtoPlYeWylj7hSHvz/gXmcrWsF5H6m1cXAcd7MQaGTt6crq2+ouOly7zJWNVrWS1Rc3JdzK9NKMPIF0cDKA421HzGCY1SdQ17ETBi2qf9XH99gZj7tR2o/mA39RgYJ2D4xI4BrLWw4dfKExjY+ALHejEEkOwEDBsMOneCjc65irbLi5Zv09srcHsFbq/A7RW4vQK3V+CP1woAx+4Z4Lh8M7OBETP39f5AzHW7eO+PBIwcxgjvu8SumLkOmIvFG9/w3q35MuYHcGzOqSpZqq8x8jD85HdBX+/rGkC5qTeHKEV+qHM+YuhTmT9A1YZBU1VyU9fG/MrmEPJA3Y/GjqGPNYS8LtKG+ka9WEwH76eTXPdjTCth8xzh88yVq1dD+H9IY566L89795xAPW/oY/+LvUX4bAFjjs6n7/87vxSoOWmPHPZoDm3bOm3pEj5baa86i6yTOZSBsAaMmkDlBsJhvLmNMzeQbVM+6nw28TnOXPpKYdj1V/ZYirara6jTpi9sciuLyKEvEL4HsBfr2XPP6Y477qiezCWAjIp63tLfeGM6nz6inI4+nIusvRgjVVbvHM1hjHopUGsAVG3z+6wt7Todo786IHoAFQeDOhfr6quP/sL6UucrNae+wl6UAUPqXFJWACp/861XFoCkfIB6fjV/HI32B2qecYMBVK526/imrT+Jwu54/bsvGD4wqDZAckPYx2mYJ4DjOY2b22+Fn4DrFsjEHnDRB7OTt07aum1qvHGibermaH3ngdGHsnFzGKe/Cy765APqxVDbYeQA6qQzlydoXwDm8AT1hAbq5OpYqTUjhzHW0U+d9cwhbT9zy6f7ugcY9bW5KQhfCuonr68Xonn0Mb91rKdOP3XW1Feb0O7Frk4fGHXk9fWfuX7rW98KYV5r2q/+xjeUtQtjlZ955pnawPSf13CdjPPPu6XWMUbeXo1V9gWa1Fht+hkrtY7zVa+PcH72q4/2jjOf0FcAta6dB8YXgrWBuvhdF2Vzmdtc5hTmUGc95+iLTn1dG6k+Qj+gXtjal8fJuNbrqwzUi17XyRzC+trM030apz5y2Jc2ZdchVesvPHs1h/mM0c8c+igDdQ5bv+M9FsYBNX9zGhc5KmYaMYfLZWqirmug/rn5tFjEMl/2Ob95neYjh7mcT7L1o+wc1NmHAMoG1Be0tjnKmB/24NpH9iQVqa6elnmTQb6stH9hXm0NOJrH4WHNUz1Q83AtlO3Nuvbv3F3HXht11pgWU9UD6lqfFot1PmPNEdkfjDmpE+qlInJIG0DlVK46udbOTT5d65g1bz9TztP5SY0RcH2O7ZrmgnFealOWWkuYx5wwcgE1N3WRQ/uNYD4Y8RlSvRsjD0OvT+vUN9Rpayi3TaosYOSBcUxP0qk37mag7y7MY9s+190sD5uebxQDp/t2H9Ib5bptv70Ct1fgj8kK/DFp031HbLerTmzr/02TneONcNKcgZNMN62/1do3WwBO7tHaN5tHP6DubWBD1W8DNnZriG0fdaL1sIlp3dzevHSO9p1TYH2vo2/fg0iVI4f3XN4rwqYuXM/rL7xnk3r/ZKxoHsa9S+eX6i+yVCiL9pcCdX/s/XP7waa+PtYwrmF98zWAmqd6YQyMXlqWGm8NaRwNeWtLgcoTOfS3rkhx3bt+Qrt1tHv/6vOCfnOd66q8f+5s/YGH/51GZaGvvRwsD8MXi0Le3NqEvPfn8j7TGGdd8y729tY9qQ+i/pTAnPZibD8z9PyMhXTMhPq1Hqh5a1cvNadzA6qOOm3mbZu8OYTPhMrGiMhhjL72od37cX06j3Z5+wXCf313+fLl+mvBtmWaeiYxB1D33ua0BhBA2c1hLvWRwz9WgZEzxXqZCMPfPuxZf/v6vd/7vXq2d127rtQ61tXXY2we4TOUz6TalaXWs4eOA6qmsdazlrk8jsboKzWPfxSlj+h4bcrGmV/ZucGYg70qt9489mi8ua2rzVhhrrmszngh73FpO4x1trb51OtnTX1b17y1WqevPIzrWh9rw8jZdcxnv9rV6SOFMT/AVHV89TGnUAnU+QqDajc+cpg3SZ0n5hPOA0Y+czT0EzBs8m2TKgPrHmDwcJzqp39DGZAUYMOrACqn/GnofNIJRhCcTDuZAfIwfOc8oLgGUM0YI9aGHYz2Boy4dvMgNN+0faWtO4l6AD1Y+gLrA6zsAZRGDut4kIV8qupg69MwzxzG6tsxgGEF9Z7YbgTG6APUiy4vJGO9cOcXuD7GALV28sbqK2DoYVBraNfPC9V8yua3Z/PZjLIvCtXp5z9JdsPQLoDajLULczR6/cwj7KN95N20vOCA9Xp1rNSLWArUhtr1zGFuGHHy6vSNHOZW1t95iua1CXXpWmslDyOXcdqBcJ6uC4y1tx/RPtY1b/sZpw5GrHmt0XrXifwivgAAEABJREFUsuPtVV67x8B1MBdsjo/+DfMaI4zz3PC4mNtYc9hXnxP6aZvDWtvQrq/6aTHVOZ6Lkj/Ul4U5taUimCi2Y/xLQWMb+gp7FeV8wkfnMFZeNyCmo5du3kyYy/8u5Fq3WGQbrM+3jpOKyAFUDmM6t7ZtaHO9I0fVyZeByVZ+ff0LS+cnL4Age5sW+SIyse4v49Z20idhHnXSBgybfYmu3fZd1B4b5hPAen5A9NAmLxXGKTdg46tOH6mQn0PdjQDUNWucvnMqL4BaT+2wm9f2h43terDpbdt2W769ArdX4PYK3F6B2ytwewX+9VgB7y3mnQAlAnW/ARtahqMP44T3Rg1NwLF7qm2f9t2m+kUOGPVaTlX9wNCXkB/aYei8B0zVdT/6qLSWPoBiQdscKoHqHTZ+QK1D5ADK7v2mzwhSIBzmks7rWLd12rehXaiHkUf/hnp5qbXkvb8W6pSN9/mg7crahPaG/dqbcvvkxMZ88mWjLy8Pvf9OB/+K0vg18tXjtFjUM4yx5hE+T/nsZJyyAEbO9LemfQltkcN48wLlFznUaW+0f9N0qZfIUufufDsHkNOg7PrDuJfWT+hnnLSf9ezZmur0UZbXT8g3gHWf6vS3fsers2/nKo0cwPoZO3IYI+zP53R9zeHzZev9wxzj9XFdhc+iPjNbyxht+sCYo/oGbHT2lGXr2c65+Yc/1hH6AzUnc4nIAWMdYeQxh/72KVw7dfbhuwthfxla71K0NawhjG907/oDkjpuxugrFWWYfQBrv5n6GAvUXFX2fMxp31IYOYD1c5a1BAybcQKGrE0YL8wt1MHwaX/1+miTB2p9nbNwzeJowIiFQY/UNySw8beOMAg2euVbxXSjQDi5EHAsHKiDNlfa8Bxzm7yLKdVHKgBJHdy5vpRHH8B1tY5MdbCb7xPRA6XOeh4ceW3z/DBywuaEgY0OBm8OAUOGDTWfAGoz8IKJHF6QnpjWdjMw3ovdkwRGPRhUv+7Nvs2XKWq+sKmlzlxAXYz6ms/Nwxg3Gi9WawK6r6GvdfS3Fw3WVC8v5PWRAlXfvMvlcn1sgPVJby7R+fSFjR1GDu321DRy6GudZKuOVJ1UvTygWHO1L3X2LNUgVdZfGYa/+jmAqtH1jXGt3OxgfKkY7zEzDsZx0U8faeutJa+/VFnAyOM8Ac1VU9m6+ppLHiibTkCtp+vosdPPfNJGbA31+qg237SYKp+/ZVQv9IGsky/g6p875Je7L+fspzGlTUD6HcGcDaDZNTWXUAEbO1A9+MIPcv2Iui67F/uZxyjPbcrapafBOfZvWb0hAWr9Iof51C1XyzpflefwOAp16V4/QPWtYN2mzSvD8AEUyx9yjqtc0UQp82MeI28dqUhz/bjeAqg8pcwPfRop1g9Qc4PdtcwvjIujId84UhWBUa/99QHK5oeykAeO9QbHZX3+qADHe4Ehw6B/VH3N68K/Pr3M+7rN316B2ytwewVur8DtFfhurUDfQ0jnsJ6ytAHjexKo+xzviyIHkJ/j/lHGuG0AdY8C6LK+1yzhlA/zaO5a8t4TSWHkkm8AVUd/oR6GzlxCndQ8QM0FiB7a5tilVwesX77pr07Im7vvXYGqYT/aRORQFjBqq2+kef0D1JyAta79fA6Bcb9pTfU6Sa3f+ZULppj9kYPPFvp0zPLo/pjFVM/H5ui8FZ/2ovl8kk0Ztr53t5dpkS8k84Wl9/VTPq/kHXetkXmEsQZJla3fsjp5sMmoc6RlGDogy6K67D6DmcMezSc1j5AHau2BilMvgJpf5DDOZz397dl5mBPGuqbLOlafloHKrW/kMG+SWg9zygOS6lVGX/NbR7nfBfgs6zOzNt8ZaLcncwJVJ3JYXz/zy+sn0rSuAVS/6s0hjNHH/OqB6tP8c7RNnTVg9G+sUC+aNx9Qx7jraHeezk0/oa6pfEM/GDXUAdU7sJ5Px0kFICkYU8yODxg5gHVO18x5SXeEXKfq9QDWNmsKc8BGrwNQx8q4yAHH7alaz8scDfVA9Sk/1yvfDG4l5kZ5pxs5AOUyLw6sJwIbvhzzA4YOSOn4j3mOa4akXgCVGyiDB0FoUwHUAYANjaPRPkdi5ZE3XmgHSg9oqoOlbRv6inKafQDr+kC9DDM2joYxc3ixexF5wgDX1dYOI48XmCev8aYzRl4oz6FuXrdtQLN10SpY34vVfL709LcevnCzFlA96QfU3Lxo9Y0c+lgLhp+8daVprn9SrKy/NZyPVFmfziVvLjcqefX2Zax5hHpl/eQB1XWMZGDI8m2X6m9eqTZrAzUvdfoA9YVgTe2RQ32SWqdee6DWQFvr5I2BkVPePM6h52rf9iAiR/u4Hv0lps4YKYzNy7+8BMIvCI8NUH+qb159M1XN3/xC+RjS3y91bfapTbrMl27SXARVx6C+kFqg5mtP2wCiB2z41kk7BsZ8Km/eRLjuwnXyJaT9XTs8WF8vQB0P2OQ1Vr85YNiBnMoGkQMI56l/ioE3PgyfeV8ZmLczq9CvYW8eK8DQNexBtKJ5acdKlYV+QJZA9hi0H+sjreqMt740VfUDVA4YtOM0GiPkYdjl1QGyOwHUubNthOtjgHX99je/fFP5xi5d2/4oKIz+/yhqn1YTuM4MXLfW1zndVtxegdsrcHsFbq/A7RW4bgX+eCm8V5hj3v1cLz+33YiH49+jxouOA6Lvo06iMRsw7pc6B7C+Z9QNRj15fRrKDXXyUgEorqFuLSSjLLwXbCovlNOlfuTVCflSHn0oz/UwaqqfzxtY33fAcf4o1ZoYa86OB47ZgOvu3yMHUDWSrecq6Rppk+8/WJBvWE9Yc5V36z4zWNt7dH3k/QtJIBZ7iwJ5vw/UPa7308L4hrI5YdNT2yIHUMdXHzG3KRu/yBeeDXvIsIrRV5+mMGq0r9RnH/0FDLs5tAnt5tAu5IU8DP/2Mw6oNY8c9paknr/lO04dUH4+dwJ1HPpZ1jw+W1o7cvj8aaxQbz3/VZ7QV30j3esHqPz6tg2GzpiGNQRQx0jfXi9pQ72IHEB0vPkjhzbn6LkgjEt1+UkFjPUCSt85IofxxkhTXJ+f8uqE/BywyacekBT0b1gHhk2dDrCRYfDqtQt5ARub8i7oPwccjwHW89HPec7XSt2uvOpOs2kXgGQn4GTbzoAdymmH7pgKNkWAmixQPjc7ARj+BsGGV74RgOtqWle42Nvx6ue67ROk7er74oBxgZhP6AOjrrw6D6q05aattyaMGHl9tXkheyH5z559GeVG4AtA7V78+ggvLClQ/607Nw97NJewXsNYoWwu7f6lpTG+xFKn3f/2hPU6t/76AuuLVJu+QDiAtS1y/P/Zuxf+OG4zTfu4SFnJJLP72/f7f8vZ2SS2dXjxB4juIkVJjmNvMrOE++7nfACquhpVJOUTM9lnx6G2P7u+5cBXN7/q9sCJjd8VYqBaFzTzJcOYw7pN8iwfHzg2a4qXny8eqvVFYU3AsRbHR359mDuwWSu55KGr/SfY/MSIvYJOnnPRJsPxqV1fvgP+8pGPL0o+NrXBcQN24HNAhk/zQZ96h0f5yAW+yM3NlzkbHDterFqgLxB3Re3jyf8Kea74NDcNQCf+0BNj84C3+WDDA/6ADNXtHGQbXxnHZh6OOWrOfjqqB2H01Zgn0Xh4fBgP86emdGh1O+/GHGIO5K6WfzXDG2ewAV+62jY6qLvMTofW1uMP5AA+B8eG1pcx9MC/Wr3V65Tft1D3OH51l6u1caBX64qjQ9/wy1eg+uXOb57/mivw1tXbCrytwNsKvK3Ad1egWvuT1xxr7y/OvoLP4V9Sttq57N0O7OXqeR6xtX3F/SM4ezM56p5TDftltO76qx/bS1zt9TyOL/sV9u/mWtu3NqVjqz13vei1uu1ZyeMyqpv0slZtW+18xy6vIPWqdU918lp7/PL1MPBx76+rtW+kF798ZpKaNabfZFcetjOHo7N/nyfMmoP87k0e5p794fFxxXz4+GHt2dlO/Lm/o1u+079aOdSuzVcrh7gxh9qT3Hrlq2c6wLsHQ+XmL381W2z1IQb41NZXK6c6V/2Yw3zkPDb2qV7+eCADnj8K1dBDteZRrYeLxyZGL3Lj9ep5QDU8HxArn192EUOH8q1779VaO/HjaVRP3HPi/hccA2uk/plftfJUa35soGZtG/6K8WL4RSk960UNtWrP+8xD/AmrVk3+cOrxORhzVOsYTvabr+qWr+7zOLmsabWOB52a1qFac6YbT6Oe12S79vfktvqqVt1jH09DzBVP6hthI6CA/0fwrRzfsv3Smg+1F6Vep9dEdfeh18AB+eDo0NoxDkx1XL6g1Vp4MQecHEyobadzUOB80OjEoK+hWmo+4lAKPUG1atMdVOsEUPvqU1tfjZejWhel4z/m8OHxgYTT77Hrg47sw6XWgT59+Op5HTEz7e1VrZNfHbmqWw985ZPr1PeB8aDt6MWx8z0YXxnsTLV7qvsFUR4XBMDzrdZPaPDmqLa6IM+1XxcWOOvAlyyX/vieOVTrw03mw1f+ah1HvPziDhUvF0onRqxe9EePkvUgh/jaOcVAhawLv4v7ySm2WufMmENvHj6zyzNVqzeUrzrq88N7GO24sDnuZx31Ubum2Jdgn4nna67JNKoF8mzbWGtFnuZnr5ox8yEmGzCiV9C9BPvRqQVXXe1+ax9/a1v7XLHu+hJz1kZstdbOWlzBxhcdTwN/dHId1K776fOn9ZlQF/iCB5NjulSjWvXEVuMMuQ+PskO1Yuhq8/THv2JaqG6+p/7xE3NQrT71dsDvimrlPDpCdctPf3QoVMg67rX5pXh6OzHEem5/zXbViYHXdPT/LOgH/ln1f0nder7WvyTmzedtBd5W4G0F3lbgbQX+K65A7e+82vTlHKq1l6nWfsV3+BWv+dPVPa6iusUvYb5VX+yvzj7r0Ol2e6lbrX4oyegVR4cesFfIQnXLsRSvvNX2sdetbh72hnToTTkZtU7P+Klar2rNm0BfrdoV1bpPEccGSznf8Ec/xfWqHVOb8rnu0cliAC/o07x/QA/ogWwOfI+PXz6oe242PrXncH34WHc/PvDR/9jm48c1J/tqvVW3+VbKLlRrf6+GfmrbyFCt++RqxY85+E2y4s4xOPd4bLV99cLuXqYSso4BH5Bfb+7hqlXn+B6b/vnWjh9zHFn+Ka55uj+Ui79YttoxeiBDbR2/A/nUZcdDteaL5+eXldTioxade1G/kEN3RcV1zZWfvvT0Gjjqj00tMgrVWhP32dXqZzwNdjEHctQ+P46Oa7VyHB0q9ooxx5Enu/q+yrVrV8zPcPzQZ4aLUN16P361ddXypIdq+damdK+htr025SOR41D3dTh6FPgAP7BuUFG/ivq67QTIDeRqzQFPB/h/BN/9DUhFQJHKh/NZE+My+MFFtfwtSO3mq6t5fUFQ1F1/cojDA59Da/tWt16udjxUK7+4imqdhOdkpbjy1cpXLUcwxaAAABAASURBVD9xDuKBfvBobV+8PHwBTweH90H1MMoHXLwPHpsLlBgPovw0QowPtp5AXO06/PnWluUBcXxPfrldPNjUE1et41D3eY051Jvkme3Ur9YHvBqGGupDtdaJ/uSgP7H42j7Vyq+f2joxZJQvyD/mqJZ/3XvlN+awHvyO7MuBLH6a1zEjA5mfNbYOYvlVKz8b6EPfHvrxo3PR5it2PA0yECtknVtiCeJq96w+VOs3QKv1W63y8mWTq1rrKFYfB2Soba+ELdSdPzmeDIv4TUN68c4F89ajmtWae91znJqomINq9TZeDLmvqtp+1VLbZHwauljiWqOvxWyPL9/56xlYa+fGH9RdZ258UXZzQOUBelj83DDZ6Cz+06fVH1+o1jkvvnZ+fjBejGqtz9V2+No2IVedvFAxLVS3Y1J3/Xga1a3OmcOT6aa/1qiWmQ6q5Vct/Xljg5cyHRx9teKPfGi9rj/2/1tUr3Dq4a84+n8mrX+NtfpnrsFb7bcVeFuBtxV4W4H/91ag+mLS1dpX1Jf0C+eL4vrdfvZDdHXPw52OHf8tVMt89bVHo5Tj7IvJfOigWvs2/LiM6tm85KpuHvyvOHa5OVUrb+2Ys68VM54Gnj8blRygVzJUay/Lj/+Yo1q9TfbZ69ivytq+8rID+8PDw8pBVr8a4yGmtZemU1Pcut9hn1b3BZM8e9WOk8uefCZePYulc+9iTvIBfbUezJHZ3LOpyZ8OD+RqpmzVZIPq2fqOOWrft4kBdQ7I4uSE6f4spx7o2ABf3XzIcgBeXjHWBujqXr9a/fE3/7rL+hhzsMHJNVVr7Y+9dn0+aqBysYuhq72OlfB178yPUF/qjr6e28zZMQDx8kO11oCuWnM6ejoYc9T2YzuwPgeejeD5m4M613nMFLcXnyv4MZ68KPn4VMSFuvPsSznf5LjKU7Ve1ZrTsdeOJ8OYo/Zxnex6VWtNljDfXss71V+89H3AKA4q4jPQXxXVrSYbsNddT/4arv6nh2q5H9sSfuXbL3oAKXftorUpnQauoDs4+motQG3KXvvA8DlybTsd0IOTzkl+PagWwknpg8Qnb0+4xlKJo6vpNS+ULoSf5gMS/+MKvxH1wU9U5oOI9ciEzwR/cWrjgfyS0unl1NEnHzLU/pDzOR8kPh6cyV37N8T48mHzAZODv59EsB1Uay35nvmfHjxsojcfucVYn/N/osKLYVefr/woPSpGbajWl8GYgwxqTfH2otMzWi1/dUC+an1Iq3WBNDcQM+ZQ96effxp//dvfxl/++tdFf/r55/XQTo8eCpqXtUD5y0tWQ92//e3HwVdOMHd0pl/96NmxFfv47t14eHwcfiKnjro//vTTWlO/fSjnzx8+rH+PUW515MGvPPPhFVkuvugPP7y/PVzUG3s13r9/P6yvuGqw1T4frIGegZ/z0Pw98NSrXsy3dtzn0RgTKIwe5hm8dWOOh5rWMapxxu7th/Hh5/3vLppDNU4fZKjG1N4w5gfEND99+jygHsYYjfEVvHv3w1rnk3fMIe+n+ZlyHI6e7Nyj+zQ+D5uWh3ePgx2q9SXIbn3gx3lsq1Hd/PhCbf3HDx/X+cJfLNu7x3erpzGHdYR389hbE/aZcIzGADF6q57VKA5jrsGnZzC3ccZ0ITufYM7KzBaG+In8OcgFx8cx//jx0/qTiseH2e/EQ3M9JhoP44oxj8nB509jHH5ya830AGTAH5C/Bj7HhrcO6MGxVaO+xLH/K9CXPf8r9KSHCvkC1VrTLwz/Ugpnq4bQ13Bs6Bv+76+AY6Iq+mtwYtF/BM3gX4MZ9k99WTMNoP8MnNroL8W/ot+vOfZifqu5yPVr8FvVf8vztRUox2Vba/N1p9X6HqxNedbr/PmOR+1VDk6MvR3U3kuyk7+Fau2n7Kugufe67a/mvuvd4w/DvoyO/dPHzwPlJ+8YM36MUZuOOaqbXJuvpmW/Tv8z01LYO6794NwzX69CdOSZbDw8Po5z/9LcT9IJ/jQ+T7Zhf7v7mdOZG/hqPM6Y8TSqwX5F7XUal1H3PqnlEKNnMl6tau2L6+5vva/76eNX20eOg2r00FjynMPnmVxu9Wrr3ctV44N79Ak2mK5rzu6TrBFYQzlg2ecayVcz18z/aR40tapx0891GnPQg/7RqVr5UfcO1ZrrmdunGaem/lYujlM3J7PizBvE/vzjT+v+9NyfcDWHg4rqhmrloFDP/aE86tDpD/RKBrxeUH5qy4/3i0l85KHn5z6zWvenf/7zn5nXQ111+PzN/fhf/rLm/GneX+lDbo61+5O7np93x46qIw+er7x6quYyfV655WWHah0XPnz1omf3yPzkIAOezjzwjw8P40H8E8ZlsIO81bJYv8XMt+q23lO8vfiAeQP+GKvV6wxc6+aca/aArvNinqvOkaOjfw1jjnoYjTvmaTquGPMaxP748G5cr0NLP/uoe/96BGtj/WE8DforntTfJWK+5vQt29diXuofLO4Vkl5RzydocvwlOge1tk9FvVCNmheP+UDHQlzjONS2OznIcqpbW08WpwafitvgwwYr5zzYYx5dfk5a4M9PPH42smLx1Tr5q/WQiE4symnlnV8EeHo55GJHP84HOvDu4XH86Y//Nuir1Rc7iK3dr4ukD03ttdDz+YBV699moPNBe5xfGGxkF6xrbjnZq/VnzT7cfPSrZrW+cMTM5RgPj4/jD3/844IvLh8I8H8faz74+TDP8r/99ON4mLyHsXi2eZaPv/74t/Hh08cxz/3x+MO74UuOD993738YfMj6VH/MoQeynkB/Hn4+zj7YrON0Ww/rznrw+9O8AL7/4x+GOvKqpTf8ux9+GOby43xI6IGh46je//7f/3s9JPzDH/4wfv7p53k8P8+5v5tr+W/j/Zzzw3zYNB4exmhemB4eZ8334+Hx3fgwL6Z/mw+10GkcY3T7H77I69fR13GY8dbMw8hqGNbVsbEmP86Hpv6HKo+zPzb5fv7pwzwHxng3H8jBmLk/zgdM79//YfX30+zzw88f57Qex+PDu2l9GGO+m1c13s2aY9LpMJrHpMeHte5/mV8GH5yPcx6PM/fDnIfvOrk/zM/Wj/MLzvo+znV+mHPWbbUujB7g+Ty8mzbzs97o8ps+4vUt16enB456UuPdrNXD4+pdPeDzcfrBJNO14Qvqw5ybL1r8Yw/j/Yx99+7dUAf0B9Vo9oh3rnya8/ppfp7mqThcXB8f3o1hgSfwf5yfr5rrMIv9PP30CR/mcfw0dY9zLczth0nhYTR8Nj/Mh9ifZu7HOe8xRzX0MeZQ98Nctw/zuqGPqVov/nCz85molt1btfLccs0aP7z/YahTLcp28uLlVM/ay01Gl8+Msa5k+mrUXNOZl/3EjznwUHe7taKb5nmcPq1jLq5afY45yDDZL17VPGc/38Dh6osHvb0GNvUroc9QrR6qNacxR21e3MFUL3uFfYbXfKrlz/Fb9orLr8LJ+yqdB+yl/hSpVm+1qbU5tpf05Hip/9eTXYG/1tW3bF+LedP/livw2cXzKwmrr1iO+h8/fjWvut+o8/mVz8tdd/r4Z9J/fA1+fff/zNq/vutr5D96/J0L13xXvr53/vK++8j1Ejy+jnvs133+uZZqVKuJ69yWYr7RTfLqq1r7Aj5wdSLDVfdLeXEH34s5fofyx6Ovoe5zPXb+r4G97v587FPQavj+tbc6ODZ2GHN8/PBprVHtPMdnmta6/83+e+4DyfZ59rWo3PUwHuZe/dP4PNwPoHPrOtwbfZj3Tyg9Sn/F3PCOMWu6x9CLnDX3r3Nfqt8xh707G0xxujfUPejxYe7dxphb4fFxvsGHec8BP889MoweBkzzze/w6EPNVhqNMT7PfeenWf+mmzYPeayJ/h4eHka1cPhF52Xs86z7OGu9f/9+WKMPc83+8z//c3yclI/75Y8zN5Cr9WDup3kv1cwrxjzFVSsH3d9+/HHQj8awh2YXr5+fZ25Uzp/mPaI+2caMJ7ufGw/zMzC/g+hAruUz5+vhnBrVNPXsXtD9gfV17H74w/t5X/mH4fi5N3XM2X6cvasvh3m7H32YudTWE71j+DCa1fZLfTEk98dk/uZ1/KtR3Z5PmDc/cdW8n/1h2ehBjf/5P//n+B//438svXVQH/VLMHpTTw1UHnb1rdHR8z+8nKCnP77/w2ge45/mvbOTyL3W4zzWD6N5T+2+9/OwptU6VqfXP857cby86qFXsPFRg95cDqyJzx69noA/4OWbqzRqvj9BD+bmnhBfrXNGTjHm7rid4+d4OoY+oz679I/zece7eU8HeDp+zgM+zic58B/nZ3wuy9AjyK+uHvB0oGdUz4Bnf3h4HDv+8/g4Pz/gVB2jMZ7Ah/6vf/3bfObx01zfMdf6cYxp/zA/4w/zs3NFNe0PN4ynUY2640k98+lgPLPV9pP38eke2hygWrlr+4xXBr+DV8zPVA+1E9Xr9Jn3/wWhWhM0cQswvjf2+q2FdGDB5E9YtVhuB3O114H/OC+4dJ+mBE40J5i6zQNbTdf9oTp5q9WfGh/mBRCFcRnk4++DxI/ZnHyo0dp5+cLx5wd052Q9NvTo2Pn58F7zqeVLw4XFFwA/4HtABg8k9We+LlJy8WGrPXeynvnIC+q52HpwWK0HL+KBrbZOPj3DeBpywxKnny8Rx2Eu9Hg3H+i9nw8V5bH+89HI/GL9uIAXow951Xl8fDe/NP443s0HXvUwz4HxBXx4fagfHh7Hux/ml+OEB3lj+X8eLnLyms8f5oPQHhofPn6YZ8Tn8W4+RKuYF259T+lhnh/sf5sX5Q/zQjBGo3YPZA/MfpoP5ugOHmYPen43+12Y83U8zd95aM74dcGcX9aP88P/w/Sp1hp8mBc8a8lvYdarhkmfzQP7h3leyuFYuRi/m/OQRz5zUJMf/qVeLLt+HuYcP87PyFyM0dN/49loXjg/zvK8t0FOIFXIqJ5hCmNhjHXxVu/0o6Z+Qb/kahxaO9eRT60xR23bZG+vM5+Tn6EaK/dc32q8HNVsr1VT/ivGHFfZZ+h8ObmGHBzdmOfTAZtrzEE1s3mhG87VMTaPkq+gq/nVvzD9ZrJq1HOMOar5/u1XtWKt50FtXX2ffjv7WOeG9br6VVfxm3x93bdavX8tQfU105v+71oBn+/X8HcleXP+3VbgtWPzS3T/aENnDyOPz9pzuG6N8Vz3XB5zsE/yT339krX6PXz+qZP+DYr/s4//OXfQXwNLIA59wz9jBc6+7OwRDj29kOHIaDXsVeqcf/PuYF5srn544HdQjbpjzL3Ttj1O/cMYozEmZqq5L/288DjvMR4etv2q/zgfGOh9zKHOJLe9DhnoHuYeuhr1CqaNz2xDK8M+EW/v6KGIhyN0QG//eEBesd5G832j7vO48mNs+3N635/Zg4M56b2aZRuPT3tkuivGHDXX3/3B4ecCnf32VK37J/Fygj09yHPkdVWdcUenhys8QHN0kcRYAAAQAElEQVRfJo+c4vji6azv47y/ce+IPjw+rp7V+eH9D7djwr+sAW6jGvoFNVHAe7iEqudeCn0378XcL32Y92ag/vL/+cP4NHX8ySAG9MEPaq7XnCu/M4f379/Pe9g/rAeHtftx3yZWzd3pWPPAi6OXQx08XzGAp+PH/2/zAfpP8+Esf7oDtmqtlTUcc6D6gWrd28kph5z0MF2XrRpiaq/ryc0X9EI35qiWr3U4MWzmcCBmzME+yZqz9QNx1eAjjs8f5tqN+RTdw9EDMp8ZLMVaV8eMPwWbtdAbyM0mt7zHzgcvBtgPyMt3Hkv8/KCsz6/P5MHRPcwfUHhgeXD0y28G18M49a/5p2lOwacDNwYbvwMy6PNAv/oCNhi/YLzmJwdcw8kHV/23+OP/NfrFb0CaxBXfSv5b2izCwVlkJ933aojhY4KnbzwdG+DpAE+Hd+DIeLEom/oo26HsR6YjO4HF0AM9SscOeLqvgf3qd82hP7J+AH9gbXx4+Fzj+cHxu9roTh/0QMcf2OT0UwkfWnZgUw/vYsGPDiWbgzxXsMvBBnwBr2eUv5xklI4P4OnRI6MgDtjUUAvPXx7A643fiUH5XsEX+JkjsMtHj2c7Mh3+gI0PyA90KJ8rTxYP7IDXK54vH+cVvWNhfvR8zIedrN4VR6d/IPOV5+RGycDG5wr2A3Y4vvTHFw/kQ/VC5q9XlA0FuciAB3pzPP2yAb25+uLkR3eFOmS2A7orXtqPHz2Q0ZcxR9YT8LlC3AH94b9G5bA2fIEfeuqQ8XSvgR2uNv5fw/E79iN/jcoN7CcGpQP6b+H4iDl+h2c7OLZD+cCR3+jbCrytwH+PFfjaZ/6/x+zeZvG9FXg7/t9bob/Pbj3/vojve//K797vJ37hcXq/1js8G9jvofAi/IubcLEH9lViXsPxeZnvH5GvdU4eusMfetUd/tDjgx6dXs0F7BeBjg/d4flfwc52xVV3eBTEogfiTn78AZ0e7M3xwCYervFHZqcngxj3LvKQAQ94wPO7xtE7HwDPdkAGNnCfAXh6fuiR9UQ+YKdD4fDowXzSMzwkOrL+1AA6ce5NyPonj+Z7jZqYD5Vr0ompXa/acu0HkPqp1gNa93pkdTjLS5bbL8XQkQ/IYI58rbHYI6PstWuKI/NxPOXFo+RqiJELZQNx7r/44Nnl4XN69jCyol6fU34Euaul4w/01V6jScn82YBcrYdx42kcO1FOfeH5AzvQVciay7FR6BvogK722lu7avVEzw5yHtBXyBfgU9tWrTy1KedqzafuuvGVUX3T19yvqJ1TDzAuo7aN/0X9Klt9oZfvoFrzOrL1AfIXgb9C8fAyRmJ4qf+95OofSn0WWc9XSMpW3RbQwlXrQI85nJh1/6CIn+r1wvNfwnyTC2r7s0/1elUrZzWug48PqQ8PvXrn4sVWd38yHzUAr361+q9N6YGPvPIB36N30TiQF9jqeQ56H0LUr6P7SYe8fuqEkuVlJ5uLvObh4uSnI3gXJDJK5l/Pa536KDvIKR+qjljAw/FhBzKw8VMPD2SU/YBsjWr/NMc68dMDvbmjdGcu+qGv1q9vn1xigMxfLvWtiRxq0aN6pbui7ucNH75QW3/42rI6lZK340+gB7w6eCBX6ydaejIHUOtgzCFGX+aJfvg4f3o3f4pZ+6JMz0dOPaGfx+fRQ6uPmWK9qkX5HtTWrZjz06HpVa3YutOpnlnHEOunQafHQ8/6rt/AnM5yHhseyOg0317VjceYI6hTe23FgfkdfbV6FFOtvthO/mq8HLXzvdQfWawc1S03Gz1aIQt1z1Ut/9f8OB/94V+Trzp+X4N14HvA7/BstXup1yn/g9o+R75SOa9yfd336nf4a/yV/6X24/dG31bgv+4K/Ot3/tpn81+/67cOf6sVeDv+v9VK7jxfW0962F5ff69uxpf+dbfdnH5Hplr7ml9SorZvfUlP/Mv50Nf2x1/BF+xpXgPb8a+e7f+OPx8Yc9jXwWTXq76sW3tPJwZOHpQMglHAV6u2PStUw2CHE0v3Gmr7s9WdJx/Ic3i0WjWrZ8fnNb9xGceOApM10TdK1i9aey3IteuIOb61deJq82zuQd1nHV/3NPS189nDy8kOeDo8qH1o7bxXWa6DmvZ5n6MHEKseXk59uC+hB3nEdh46Tko+91DV7Tcs9XVixMnpPs19s5zy0/NhkwelA/orqiXKwbe2XK1jKEZONnkOrb1ugukq7HpYKEafKDBU60++rUPtWDaQH+V3oJb5g/z0fPjCy/zs/OQXQz4+V75aD2zNl5+cjgfKr57P4+jlOji606OadMeOkqFanwm91T338Rlz1NbXplN1e9XWyXXFiafjTAY8VOv44eH44aFCbj7V4mtTc4Pa8nL+O96u9a78SUF3UB31V+nx/RqdvT7cFtpiH0zD0n81829suDbogBz5e2Wq1WfdF6PuOnnGi1Gtg6ZObZ4LX6CH84GxFk56lB8bemR87TwVceVnl28p5lu19LXpVN1e1W0e4mrLal0hH9Dpr+656IHeRc3FbcxRd5+689O0Ljz8fZgPxNKpUfsiiveBBTa+4q1LtX4lm1792hcqcsXtGfhQVGvO5nvg/MMfioe65zmyPPrQr/5q5xNbrbXmw3ZAHpdRu9erHc+vWl8gZCHqHpD5ALse9II/NjL/6jbPuvNs1m/MIQ6ODpVbXtScYLqun/LQHd46g3h6lA3kQelR9c5FnM0DPn/y4U87PGjkAzXXb36h4j/PN/Ew2Wevq65mzIS8V1S3+V/1eH+Cb456OLnozVWvYw71ax+n41NNy37RwZb2e227XNU6F2rT7bHfrZVYFPBw+Nox1WhiR41n+eq5T30pj8uou12t6mYl34TJvOx/qtZLf3D1x1+xHP+Lv9XztTG/M6VqHYcjs8GRq8O+0bcVeFuB33kFrp+937nUW/p/wRV4O/6/70GpL7/PrPm38LIjvi91/0y5Wt/h9SXVV9315APzsP8h13Ofei7z+UdQfRGuPmW19rbVq/MYcxzfyd5eR1d7X2v/vvbBHz8+29/fAiZzYib7q18vc1xrnqTW1b2L+0e8mNrzsx/lR3dsKNDbt/NhlxvIte+ljkyHF8MXategq9YvU9TW8T+50QN6IKMvIe+Yo1rHacxBB9Va66ka559SchzMBdUfPzk9ZKRH/Wai++AP81ix07uPQskgJ8jj3oaNXCEL1Zqj3mvrq3UeWX//jNrJVVs/noae3B+xHzyZFqE7NVH5zOdQOo7V6kEuOcUB3n2iGP3h6cDcq/XPl/EdT+PKU5HFVus5g5rAJg/o5/iR8XxQslro0cmnV1Se78Ffc+pdTN37UBfEV8iCuot5elO7dpxjefqobufT+MaQ74pqHV95Qb6D4yddhax1O/pDGQ5frXwV9Rf+S/l3vp3c17B6nv9q+0f4229Avlb0H0n8a2JPD1d6zfNreAdXPrEo4A+O7GSofaIdXe1F51utA80GR3el+KutGn6z7pzoPjQ+COjxvfrTVcg6ufnpi+Lqd3Tmhq8dU60ej64S+iqq5XtyuKj6oPqQ+amTen4TUr8S0NPh5acXc/2A00PFbchtDrXXlbK2TS5Q67o+4oHvQe0YcrV+EuLCBGocvTio7aNHF1A+arEBfzp12av1Ux690jlm5is/yldMtS7W/OQG/ux1t6mhntzs6DXPuAy+QHXyyEsnBuSq1jlRey35Ar+DMQd/YDtxU72OBR2w68sGw1xq5/SF6t8+ESenPnzhVsMXtAeUzZ8Q1j4ecvFFAS9OTrEoPaj5EvT8Hx4f17r6dzLGzO83IvUM1eDTfBharXOWDNV4OfRwdDX7/vRpqHP01cqnN2B7idOn4yauWnWrcR11l6ubT3VzEw83xVeY6vblUa1cr8XRwUmDhyOjL2W6r+GsY+2a/GrzbHJ9D2Jeg7ijrw67KBss4Ttv9TyWe911defZoL7U0b/hbQXeVuC3WwGf4YOXWelf6t7k/14r4BgfvJwZ/Uvdm/z3rYA1PLhGvqa72r/Fi/2W/be0favWsdWX39XHdqieavvRHdTWsUM9l+mgWnsqe5rXUHFbkPvsCe0Rj3+1chy7feIKmG+1bZNdr9pyfZuefXJtvxX89KbOwZPqu4T/ccJXR1z7y5swmdq2au2JqzW/8TTEWwcUntSLkIGAXv2ObP98XSM8PzF13+/SiaEH/IH1sf583LPANQ9b3XOJr5A139o2imrN7+Smu6Gx/Nluusmo595HHf/GpHtCcF7UzD192PUnFqpVpxpj3s9Ua31PDF95f/r55+U35hAH6sBUrV/qoatWfM16n+dd2ES17oOtBZ8xhzg1DqwdGx/HQt3ptl7VyknHB/DHl1ytf0NRPvEeiLpfH3O49//Tn/601qxa8xDD7wo9iK9m1Fh++jywDvzVVV+OMUe1+hNP517VX2mee/Mxx8lRO/dUrfy1ZXHVylMt25iDHtS75qimdZ8HbHpaivnGf5Jnr7r7PzNM4fhXq27d6amJTtdlR8VcUVEvHL2+gLwMT2/kA3a49v/k9gU5MYceh9q16asv1nD8wlGt+dXr9J/+b0Ca4BXmVbvZc4DovoYT+9J+9A4EW4WsDwymWgvDr3q2wLVt54PDx8E8ufRV94sB+0uMOfhN8uxVPZPFUVS3fo6svhwV1bIfHcXpB39QrYc5Prgw5lDjQMzh0WrNna+LCkoP+DGHHia5/TYgGawJ1L4Y8qcXC2KOfOrSATsd4AEvH+Bf+tHzq1bPcldrXfBs4tAxh7WaZB1zuoOrriLecshDcXzJQAdHjwf12M+XEh2oTffyAsv/wHz4ige52arVD5796FFyhawvKHWsO1pbf/xOTnLt89XFXk9qy1+tWivhfPNlOtoXYXFy+w1Evn7KN11GTYfJsNedJ0/1euHVQFfs/Gkh+YAO9Kj3h8fHdUz5L5/Pn27HbSWcb/qY5Fl9Mog7IFfLTy51gP1qq4gL+oBqxVEe/0Pp4KVM9zWcul+Loa++Fn5bA36cqtVfbfpSR4a628lfQ9391Diou/5rsUcvBl/3mNd0fA7Y4chv9G0F3lbgv8cK+FzDf4/ZvM3iaQV+MXHs4RcHvDn+qhX4JWtc3XK/9K+77eb0OzCnbrX2LkpcdeQr2K743h7qW7FX26/h9SGuWvvTej6HYx9Pg3xAhb9S/AFb7Xz2nmAvDNVye23utW0c5LjiqsN/DbVzqFmt41Kb0unB3l/8ya8XINdzX/582YGPPHD24HhgB7yYg9o5xYoBPF/0gP5ALDsZvfq412Gvnbci3vbUhPXLDvMhoV6qdYzNxdxRDx3HHO6LqnXP5SGc3O7vqrV2p+50XbJY/wOSk7da9+Ur3+TdS7kPEzeeBh7EyA3V6oluzGGeah+/qVqv2vd3Zw2qFWceYg/IehtzyCEXnDi6aVq/tKGWX0pi8wDw+JGr9T/PwfOvkBV3clDU1lerH33U7pUfWLoHdAAAEABJREFUGVVLrtp+dfdhZwM98B1zmIf4ya5jilZr/Svi0Ld1FiNPtezigBM9WttWERfEqVs963/MIQ4mu+rjD46uWvUqqoXjg5451HM7R3Y91raRge2K13TstePwX4NYuNprx9WmbNWaf7XmM+Z4GTdVf/froXbCep3+3Rn/zgCTODih1ZqsxR/fGScWPa74AycPfe354a/gR65Wzdp+ajs5an8QnIgw5qjm+/jipFMLTk5OLiI+9Hjx1w9Q9ewDK+6gWv2Q5RSLkoEslz7HHHTs9D5wB9O0XseOHjCIl8cHVbxe6eQ5P22wDsAO7HL4iYSLsVonF8oG+NprJY7ugAweerrIyc+mLr0a1o4O6NgAf1DdPhB05gJi1D/zudrw1fpCODXMQQxZP9W6eJH1VvtYqQ9qoGMOvYK81lGu6vbTI/HAp5oR93NHDD2oLyfKCb3q2ap1Xow5xPKZ7HrhrzqxDGpbB6CrVg5z4z/moGcHD/o+zQeA5kFfc+7zp24r/6R+queLe/4sbv0U7vjMNLfPhPURr/YBPziyWs4xfubmS/mT/LPe8vnh3S3fqv3p0+CDP6hux59ODwfVYRdlf4lrP6vm04PQaq0R/zEH+jVM86uvq/9xqOc9fU9/cvDDo9Wac32dHj/0W5ATnAcH5F+Kb+Vmq90j/kDuw/89VBx8LYYNvmb/r61/6/5tBd5W4G0Ffo8VaCb9NZhhQxz6ht9jBf67f59d54d/CXuSozvrW/ucq02P/vgdKvaKoz9U3LHTkaFaez97Q/av2djZYFzGVcZfcfIdnfsFe2X7XynqPqfjQ39Qd/vRXamYI1/5o3tJ+YD6cPrjV/da9AdsYP72zPbxQJaLX+1fSmEny40HMuDFVKNaa14NQx6wNig/9yugVrXuDaoVKwbqLourqL8AG+hLL3jgWK1eZuL1kA3lw/evf/vr+I///R/jx59+XPc+9AfscixcypKr0cPDuud8eHwYo3kPOD6Px3ePS/f4+DiMkwv/MP3RavczxnpecPWRm6y2tXIvdT2n5JWnWjlqrxt/vuMy+FlbMbX93J8Bt3//938f/+N//I+Vx32/34iURw/sUI1qzUkuvR17bduYg06se231yFO9cpPx7PTk85xATjLgK643VCvHmEPswRTX+XJkfYEaKD2fasXLD+zHZn2gds2jP3RcxtHV3ZdOrSvUuOY8Kfjiq7WeFXHh2JYw36qbT7X6fy3neGWcXIe+4vIsd/Way1d11Rfxddd98QDyZabTWPXFxNgOxhzVOvEsau0T2GJffQ5PD9XKKwaq9SFz4MFCjjn4iiXzQ8n007wmidJBNZygLlh8q1VnzOGDCpNdPtXt5Ky9OHLwQfkBXk+gLpke9KRWtf7nJS4CfHxw1OeDQrXmyO4DSKeWDzoqL+oBn1q1e3LBkJddPfMD8dWagzig/5//83+uh2Ds8ojToz+tRtWX7/TGh0x/8rvoiKPnB3g6Nn7V+smQ/sRWa62r4SKlF3+qLT/7n//85/G//tf/GqcPerFjDr7V5MY6l/hf+5fnyHzx5oIXpK9qra/1ZAd9Aj+ymuy1excHdObHx7HD0z/MLwO6avUlF718fMSxO56165OBn3lU6zwlV+vPvvGO15jDPKr1b2vIqcZUr7XEQ+0c8qotli+cGmLMz5rWnt/VJoasnjx86fQils1DyB/e/7AewpL5+QKt1nm2fCd/4mr3RQ/85Ze7knb9Bu2RzeX4MeJrr4m4h8fHtVbjoUUrbgseUh6or79qrdOYQw16azLFpVdPT2T+px7+CrFwdM4BcUcWT0bp5DmU7oAez7d273RXX7JjyI8erda5q399VLf51+b5XSGWL1otE9k5qUZ1y0Hmx0lvgIfqdm5X6zjXjuVnDQFfWz+exskrN/5JfatbLdWxoVBbv4wv3mr3wO+FafVGf8BerXr4o79S+oO6+x7da7Re96utr14LWzq1F/P29rYC/6QVqG6fidPC731e1q5ZnZJfpd/qpb4f/9XEb4a1Atb32xhfXEu/7f/54r9KfPFWrXOu+sL2muJlveNDf/ivUT4HX/P5nv7Ev6S+y74X+z37y5wv5e/F130NxR7/au1rxnfGy5jjTm9+6Ldw/L9Gq3WsX9pr62tTNdQDvvYQUBEXqpWL3j4D7I9QuuX0ypvcV3Cp1l5mXAYf9cH+yB5Lbqhdu+57Dv7qq40XA+KrlZ+e/FI/5qATC2ocij8QP13XvOWxZ9cXnj/UvTe+UFsn/oD+5D2UrbavXFBxXZ9j8+MDx6a23qtbX+yCaq8Pnr89tn0memLkVJ+PXPbzgAc84M1VHpBDLrXEV8O9onxy80WPXQ41gD9ZHnY6shp0qFg695CoGDoQow5f8o8//bTuV/76t7+t/bh8nz5/Ws8L/jwfxP3w/v346eeflk2c+wSUn1/OWDl+/HHdF8vp37p3L2wO6gL/2mvMh4yK1S9eX3Li2U/fZHqQq1rXA/fU5jfmEGtN5ap93Ohq18TLc83L95yD7NWaI57t5FNzlhhqVdh1P6s/gjmIOf50ZHpQ172y2nJVa634Owf4iNELyh+lt4YegP7Hf/zHetaiL+ALeL7qoVCt9ZEH1NWr2uTa8xSrBgqOqz5/+OGHNT/+1fpc4I9NjjGHGHXJauiVbppWfTpxteupxb9a9vE0atcQy04tZ4VdqDt/fBjwB1f5mqu61Tu+h4451AI6PZoHSq7W/KvpuV/0QBJX20b3LTwI+CV4meTE1OuFjv00U9vv6KvbAoyncWo8ib+IVOtCeo2tXYvOooHFB7pr4motJj074PlUq8faPubipL2eRE6mMceJ48OOyuMDcQ7e8Znuq2Z1+3BX6wtNXDXOEItXB+Q888HLL2+1Lo6nNh8f5qudv3x0eLUO5BYLeDXl/T//5/+sNXBhq92XD1012PjKwb+2HS+/eB9gVF2+1fBg9T//8z/Xv4/pYlOtuYvR95gDz3bW+/RFf/KZH1mM/DNs9Vr3PtSkB31W63w58slbWy9ftfp5aVNH7YMxh/7UqB0/VeslD1S3Y12b1wcnedAr2ORD4cxLL7Ufbrv40ldrvvyuMXig54eC/uFq0+OYo3b/egJ+ftvwcf6ETmzt3j2YnBMazQey8ix5xl9fch7wEQ/VcmNb+T9+XOt8bPT6BefoTz//vI7Vp/mTQrYV/PRWzTb2OX9q1NbJR+fY1J7XNb5aWeheYhnmW7XW1jmm1zFHtXS1qRpjjvoy31SvV7X6rJbsTU05rTMe6K+oVpwa5sOH/zXu6s9+5Gr1KQ7YxKLVWvMxx1VXu95UrzVHK+QG8XBT/AJGDThxtXNWa36/IMXv4nL6+SXJX/N9TfdLcr35vK3A2wq8rcC/xgr01Ab6a/AU/kbeVuDvXIHz/Yl+Cyft12i19jq1qf1Oddtb1OZr0/E0asuv1ebyUk9XIQvHXnfdMlzeau/X7dmo7eUAT2ePS4Zr3ye3fRPf13B8ThwfOjGAB3Xsp9HXwEdstdasIi4cmxp6tJ8+9yFq6J+t9h5bULXyiOUj7upDpx+xQOZbrX3p8T8x13sdNvXHHGLdH052veSAJcw38cAfZTsxqLr0cqIzZHz6/Hn9hZX7Hv5kfmzug1au84sRU+neh98zNA1Pr2qtxXybr8aYr/njm9v+esxhLcCxUesKOjb9miuqln7rvuYzzcrJBtVaS8erZtExxjXvFEd1A/lAbjjrggdy7ZpqgJz60qP448cXD9aMXHG59SnGfMA8+erXswUQRycWFaxm7Xs+zyPOw2m+/FDAH1RrnideDlAT6A/UeQn3f6BP0PeBePOnx8tbreuRPkC+apzB54qj/7W0WvOr1+nLvKe2Y6dn/UF1c+XDDjfl78R89wFkPW9Mc6eX+tLGfsCvWguEv6K2vrqqv+DloqznfvTVLTf5+FXY9aHDVMvPQp8T08kB9fxDJQ+IAwfhgB7oUaiItw+WGvKi7A6y+OX09EYPxGOr1okrrlr9jjmq28VEXv1XN98TP14M+X1Q1Gc6ecn07CdX7XrVylt7Tfj68J0aJ8e4jGqts3zUfKAirl9hFw8uMObgA+uLhc4HmKMYOdQk4/mdHlGgF4fyPXFkdjjxbGQ2MdWaH56OTY4xR7VsYmr3fmx8xxzVOi5kOdjPnKb5dg7ggU+FvUF+oDj2asXSQe0Y+fV4/KtnPeqjtq5avdWmJ0aO2j78gQ2cBx4kPjw+jofHjWoY1crnS3Y0Vn9iD2oqp2NtOtlnr+OHHkM992W7/Y9n5pe/9ThgW5jB6Kf5EHKyo+45qiXXXr8Tyw8qZIFNnmrFUB4dPfmgtk+1fgrKrxrWbLwY1QvNFqtbna0ZS66tl6t23+rDeBq1fWrTJ/U6BnoB/nBshx5dta4b1TBOTHXrgy+wV8iqQQe1dcvwK9/kuUKa6tYD+Z8FfX2v9rd8vmX7Xt43+9sK/BdagbdW31bgbQXeVuDVFXjte/A13Qk+tkOP/jXK5+A1e7XUtekS5tuJqdZeY6rWq7Zcmy7lK2/V0sqzmPlWPcvFVltXr1M+YP91BR1UM/NYeevOj6dRLduTuIi4g7rb6dS4UvtMqO1XrX1sbcp3PI3aPk/is73g13TVMT2j8urF/Yf7DJRDteajJ/eCfIA/HdTeF/M/oD/3QvhqmU4sqgbItYxPb7V96dndV6JQu5aHjWR5+M0m1zrReWhYjXWv9PCwsvLh677kwG8+0tf0PZj+134F8zkgH1Sr5vGvhqGHl2tIr35tH/nIKLBD7fnJAVcb+5HRA/WhmsvQuo9wrK46/MvjIV6N0yuez3ga7NWS8OzoUjy9VWsNalNzuuKlP/mKl761642n8Zov3ZN5zbfuMWwvwbe6+dadZ+NvDcA6VdTPPk98lvIffJMHThr8SxxbtXpmP+t0+quWG9sVS/k7vu1P0y8ocG0K/1oI/QF7/faTuuZ/WePIda9bm2d7DQ7E0dfd99RB2Wvb+AOdD9exk/GAr+3vAF/BxueAfHB0KF21Pvy1LyLjachXrZPp8GJ8oAFfdzsfqJ2H/SnV+lCYzxXsBx6weQjpQWHtnGR2f4ItTk2QUx3rgoKLPR+2Clk1qzU3edjRas2JPOaQx4f4muP4uSCyq1GtXHRkvcjBzh8P42nQAV/58XzFA56/uieXUHoQJ4ZPxbTmdPWlZAc8iAE8sNU9nswOcqnvp0H01lyv+vNr73og8z3gh5cbJV/5aq3vsaHso/kOk6wHjpNWo1q/Fu//jv3p8/yanQ8JxYD+YLouP/SAHY/y0Qeernbe2pT+4NjNzToD26enuuMhLgv0GPnh1KAnH9T9nGcTUzvPS5ntgA30AHpiU+fkxtMd8Icjo3z50Vfry1U+cCzpYbwY1VrXHTu3QHMNuFTIgrhq+VVLd32rPXe6utvF0cHha9vJarLV1uHpr6D7NZDj18T92pjqq+vz9+Sse57q7wl9831bgbcVeFuBt/cz5cIAABAASURBVBV4W4H/divwre/z79nYv4fvLZh4PuiB/csBG1Tf3AfU3V4JWf4n51LMt+oLfTUtz1+1dfZ41folDft10Fvt3+Q6+0M6GaqV334T6K7QDxmFirjuP8hLmG/VszxyvYbp+sWreqbTm3uRcw+ijlzmhq/WvrZ2HP+jR2HMUS0/sfa/MOZgF3Nw1oTe/Sc/NmvHRi+H+jP89mIDvoDXM14OucTU033Nhw/ruLi/4IO6/2k+NDz+c+e91nbZ5h5cTr56UBi9gg5qrsVENZr3LQt1y7XyTUf1Jlmvmr4T5lYt3elZP/SU6ukBavvRA50erZVjVt3OAzkO5Kr2/D99WlSceHkO5KBT84BNPFhPlI+19pzgxNCfGPYTd3pAr/Gn5xMv9vRUrXv82j2r5ZeYxhxyH1xj8NO8XoevvR5LOd/oYbLrhYeTzxygdlx9m0oiVt/mQ75CbnLtPOQrautrU77fglpXnFxHRz7xtXPWpkf/z6S/+AHkb9GkxTg4+civ8bUXiR34VOsDfGS6b4HfORCHOjHAyQH0/KrhRIPaddjI7969Gz4otfX8fXg8HJJjzMFvkvVBZsfTyYGvPZ+KeJsHn9o6vnpDOVXr4kHnA+fDrR67Gofi+aPVmseYg13+yd7q1c7JJq+YAzogVyuP+NrzZgP2MUc138ctN6G27/Hx59Z1/7LVf7UuJmMOF1g59aIWnFh/vk1/LkjT/ba+1p+vfOJr94KHatUQD3Qn75ijWms72UUr7EK15j7mUEOcHOhUrRe9HuhPbnZYDk9vx0ZkeymLpz92tLrVNz8+IPZAzEuw0dWeC9l5K1YePZPp6fRvbYH9w8cP64GjP0HgcyDn+qLcadfxPrYxB/skS3/l6eDo8NVtvavb8fw0Pg/gc1DbV7wvbPrzU0Z83eNr+9am7HpEvwVrUjumWq7qHVgjPgzyHZBr++OhWnPDH5w85MMfKhc90KFQIQuOi2NF0McBWUy1atJX6xjIywb4an0WqrXedGxiUBgvBh28UP8morwHv0nCtyRvK/C2Ar/LCpzP6dfo71L0LenbCvw/sgJf+1wd/b/6Mujzaz1+z/Yt+8nJ5zXU3vfwY0crZO2HFjPfausme3tVy6da+yXxL3Gc6Q//krJVNzUZjqK61amO+pnu7MUYTyx6QP9LUD3La28H8n8LvyT3t3zkrtb+8tSzX9V/9cW/m0fPfu453I9Uw2CTD/C1jw8ZxJ39MPn4qAu188gF7K/5PfM9MYcKnKhG88Eh31Fr36z+NV81Pe8v9YBm3S9N5sh19z26aV4vsrzy46+o1tq6D6l7H3xqy2OOaugVxhzsck526a3zAZ/a/VTrvOHHX1zdddabHvR3ZPxLiJVbr+7rgQ7kh2r1w4fveDH4gnrA74A/1O6vWmtTW+bHfkAeT0NObPWsfu3YcRl8D6rbNUI/cJ239SBf/U99lP+xocrUrslO/i1QO2f1RbpTl6Fax1ttYAM2qG2vTel+T3z3AaTm4GUTdHDV1266Wmr2g6W4vB39lTKTq9sikemvoAM6tFonVTUMOsBbZKhtozs2/EF1q1ktNb+XcEJdwb6cX7zVznFOUDFcrv7Vqll3+ppdnPhjO/Op/W+MsFXrw+hDB2OO6weDj/jatfB6m25r7eQEMlu18snhQaDfupMDXFj4+jcg0SvEygt82fhDNQw84F0UUb4ofxTwtS8AtWNP3tr6I+sTj1ard/HkMUdtf/3VznVsdL4QPSz1UxU8Xe0v0Go9mDv52eQ2B76n91lmvap1XPmdGgxkvihZDjnJtWOO3jG0Nh48V+tP2cny0YlxXOoeJxbqrlODL9TW4/mxVdj1BYt5eHxY50NtfbXmUo3JjOaXcjXZjZPr0PE0qsU9zJ8mQm2ZnzUA/HK6vNGxgbleTIutfRzZ+coNZ72sEZ4O+Aise306qK1jP6C/8mS19IKyVc/mz+dr+tq+7CCHXI470H0LJzef2rkq4sLVvhTzje5giutVrZ4JbGjddfq66tmPfHjyAd2vxcnxS+ivrfGtuGvdb/mx8UVfw7dsr/m/6d5W4G0F3lbgX2sFGvNnf/8YfucJvaX/116B174Hjw6FmufZ0zTIWLRa+5J6nfL7Huoea89XjUPVGK8MerDvOSC/hFA69OClTH/VXXl7PbJ+7E0BT8eGr3v/9KAndjy8rEGGY8PXPQ8Z2AF/QD44uitlu8p6dK/jF270X637BfvXl77VNfSL+ybGEyMv1I6p1rnAB6oVz79a93TqixlzWCO8/T7gD6r14Ejf1er3rGe1cj2+e7fq+Y3Hl3Hm5t7u+OhBvep2blXjtcF36af546ePqzadh5LAdqi6NR0pn1DtvibVs7or/vPnNSdutX2Ovlp9WQdrhII5yHH88HRgjurzq8YZ1apPPrn4ketuk6u2LIe1PueIempcY6rVP5s5sfE5edQ68bV9a1M+fPUs7tTDX1G7n2odY7WuqNY61fYzr4NqGNWafz2nbC+hD/G1fdUytwMyiKvtUxEXjm0JL97q7vfCdBOr23z0cUV9Ga9edZsf+WBcRm2fi+p3YR++l1Vzx6eeN/WarbZPtcKuPmdx6m5jv2IFzbdqLdJk16ta9PguYb6RJ1m+tU9WOqhePTjnpNFPtWLH0xCHrVbsmMPJ78RnEwN0fiOxmh7j9sGq1m9L8uHPWK1c1ap19Ghtm54OqnGGExl/bPKSUTo8yAV4NqjWBfzkOLpq9UEWU60Pq3y111DMsY058JOseRw/Mj3gAS8WyC5K1e0irOaJ5wt0de+VLNYF5/jW7lleMRWXtdYuXATHhI0sx/WYycMH2NBjFyMvWU15yPT8Dq3WupH5gBg+8sPJTQd8q7VuY46Tlx//l3byFdXt2IgZc7DX7mWKqyeUHq1tO7I6YvWrPhnYHR+22jF4tmqd03g6ecWu30RsrPmwyQHsL1EtFfsV1Yo/eccc1Z7HfMA5YOrEVJMbq5e682wM1Yojr/4+fVq+x0Z3+NpzOjp6cYCHClmou//x0bN517YdfbX6qFasN7bqpq/Ns8FLOx3QH6hXO+7oUH7gmB65onqG2jpz5lettR9zHBk9mOrVL0qH/iOQ4wq5qlWjIv6uqN+uRrX6/l0b/tdL/tbR2wq8rcB/1xVYd8LN2f1azNC31/+zK+C73eQPvfJXHX05x3B7P/fSvi3P3/kcPLds6TVb7Tq16fbc7y/9q/WdXl/S7+296r4HPHlf0l31Pt9jP3q0vqxND8cfJR/UjrnKh+drv2dvaA5Q279a+z86qMYZ4uDI1W1tvqaT49QSS3b/Va17T/dHoBd2earVg3202Ku+Gi9HdfMXo8aYQ9w1fqrWq3YOdr3wxx/f6javo2OvVjyeXt+1jzGZnoN8tfW1Y+jZr6CTQyy+tu+65FJMnPnUk20+ZJzq26t2HesnT7XWYsyhll5giuu+hw6qNUcxbIB3f6sn+fiJre3Lhw4F/uxABvzpmXzWF3+F/H5RRo6XOdmO7lCxtfuo1hzVOr2KObkOFQtsgB9zoDDZ9cLDEi5vVx0ejrlaPdSXPenLGoD5o3RjDjkO9DlV6zjUPQ8dn2PH011RXcXv8tWq89Kx7np1QF30+FaH/b9Of9EDyGuzp0O6A7pqLUBtSndQW1fP6bF/Kw/b8XuNHnvt3HyODn8W+1A2YAMnTmMuw+fGp4/zJwyfxhxyPcz5PMyT8HHJY7T49+//MH744f2oh/Hhw/6/+NaMfXrw4WQEedVxgsLRVcNgWw9zpuB/xPHg/zb8hDEfwMx21p+k/vjzT+Pj59nU1NHPxytLpuPz8Pg4Tq0PHz6si77c6qlr3rPEeojFD6olX+30MOYQAz7U79+/X/+3ar8dyC6GXo0//elPqx7fGXZ7sRH44z2o/ctf/jJc/Mji8foVy0+/9EAW/9e//W2M2auY8WLwAb+ZqUc8P1SP3NVA5Ybaa1+bfvj4caZv9PAw/KTr3Q8/jIOHx8dl839iPj3KC9U89h/WuqhZM8fjwzoONfkJdYF9JpqvhuN1MObxfFRj1d7HkL/5WxdQ+/Hdu/Xw1hqaT7WOnZ6sj/zOowPymAMFenUeZh25gQxyVNN7rBpkMRT+DJuvODI9O52cPfX/eXye5+mMn9+qn8ec4wt8/DTtT9jfrY16mHN4t7B1Y1RDLX3B4atxxucnxmcA9ER3+rJmoMdlm8lRYXXJ86Sv2e9MwOfg+Kpf9xh6OqjWeqklju2g7jHHVs3DPTEajz2Mdw+PG/MnsLP8+NZ4nOeImnzku6JmH/PaYP70fKBCFsSyHZ9q0FXj47xmVfMIjuGYrl6mPJ5wdPRfw/jOOHX1cFyrWWLj6H5PWv2e6d9yv63AP3kFnN//DJi2uugb/t9bgfmtsA7/pOtb5O+lVkwM+mtwYtFfAzXFoW/4Z6xAddsL1J2fygGOztcw5rCHsbe47jPIB9Pl9qK7CU+MvRCcfdbhj/zktoj4g6V48fbSpu+Hx8dhHvr8ed6fAZ5Ojc/zc3ONq9b+jA2utvGdUS0PMdbjtX0w2xV1jzn6lcTbk02uD58+jp8+/Dx+/vhh7vc/jx4f5n3wD6N5XyFOLX4PU9Z3tfaXP7x/v/zcN7HV3G/O/TdfsIcG/Jij7v3Yf07VYPs496rWDty3HduHeQ/+8eOn6fN5YaaeIXLMOvO2eYzNo/UwegK/T/P+78M8Jh8n5tO7sTD2MKd5aJYOrwe05Buz1qd5D/hxO794//wk8xen99PvmPG1c/Djw/5h9nLmZi3JYv2CSM25aHjmtYZnfT/N+6qzrtO0ehJ7oOa5n0UfHh+H46WHx3nv4b5ZHOjj01zjQ/HyWB/3nYCn5yNG32R696ceOIqp5r3d4zrubHzEXDHm0Iv+a8+Przr8p3mY65Xne5+79f/A7YZq8dWKFT8u41r/8PKDvlFgO2FHpjs4tmo909C3ePbqNnfrW/eeavP8QO7x3fFtB3muON5HZw3qXlfNK2rbatOX8Uf+vejDafRr1AE3CQ1cfcj1ZdNncnxr2/H80SvoqnXAnFzqiHdAnYiog6iH2ifpy/jxNKr5ufoS/LlU66SUC9Sq1kXk47yAwf6MqzPWtejT/IDT3TAvaPh6GA8PjxMP8wHcVI6x+Elmvg/rpHRCVmtuejAfwD/MizSMOXyI/dmvP2f2IRbH53FeLDxccwEi01fP8vnA//Hf/jj+7d/+bfz5z39eVF56OdUjyzXmsJ5sqJxTtS4Sn+aFhz/QqwmOyX/8x3+Mavnx14ccgH+YF7Jmr1bh41wc/Ps//nE8zod5H2beY58LZJEWrjoPXnuw5p/nmm+4cOpJfmviQm0eD48PYzYzPJjz8I3f33782/BwVO/mKwbM42GuM1q7/8fHx3m8Ps4UrT9pNscpjOOHOt/GHHKJ5fOnubY/vH8//vbjjwsu5h6+yqeXD/PLQy+f5jeWL2gPjVHy4w/vhoeO7Gq56FbrPDEnE9+TAAAQAElEQVSHh8eHxX+YX+zVOr7OiWo4/o6B2HPMrJec6MPj45DTWun1Yc5X/iM/zgfa1kK8NZTXvGDMYW58+YhXy/wfHh+mdQwx6vKjr2a5Br/JjL/87a9jNjw+9zA3JWM4/s6DMfu4onmOvJvr98N8eN/D4/h5bhr++rcfh3V6fHxcx10PelFPfx/mhsf60WumWsfuZ5uFqRD3MOf3MHttYsxzCPBLP23NPh4mqlVjhs22W8B/8vmetk+j8WHy8zXg85RRePfD+/H47ocxepg5xsKc8Hh8eDfeTf0P8zyv1mfeOehcNIcxB5t1/Tw/B59nssXPz8ihkvE9cx1zDvpH1zkzPs81/TTXdn4umgmf7HzMES0GfU2fmbsataGO/DNyPD4+Lr31pPs0e3p4nHOaxoe5RuyoGDa0mtb9qlZ8bbq1u65F6/MYV9DBD4/vxmMP42HMuOlDB8uXbuYbXxm1j5teuOgP8HRQM+8T6F+CD1z19e2Y13zp5AF8tdaU/C2Mt/G2Ar/rCnTL/vech9/yvdpuyV9l7rVfNf8CZX09hz5+QYo3l2+sQDXqaxhjXponPn8Vo0/T6Tk+j4++mSamfr6PXz0+/+rIe+A/kuPzN9Zmr9m9zuuccxReWungpf6/muz7tlptm88VlMde24fuoO66E8dWDXH2HEdvz2FvAh/sp+f+hK62L//xMPNNXPdGY6pODnQ8Df7wJM6t1ufF8gG5YSkvb2x6sAd1j/P5aU91crHjqyHeHI580lSjpz0Vf3o+fGHMOXyan5uP84fH7//wh1Gtva19Gagt97u5bxZX3fqvpFu1r778yaga9p4onQB52ODIqLnq0T3Cx7nmsFZq1qFf2CVXn2Lo5HGclu+cjzktcJigrz2vavQ495pzLU89Oezl9WiezfXSg7hH8358nFnGvFf4efzbn/403r9/v/bY1sac1P/DH/647ktn9unb9PnD2pP//POHeU/1cdrej7l5Hg/zvzHs0T+Mv7nv+PGnuZ5j7t/ejX//87+PMW0PD49L/jjvTX744f3493//H3ONP4+HHscPjz/Me7F/G3/6059X/k9zLw/VqjnmMJcx5YfHxyntl2Pwv/7X/5o+72c/H8aPP/20jjPrw5zvnvfjnNeHqf90q9HsZYzG49w7/+f/+cu8N/k0zj3zTz/9PP7yl78uf/f9n+Yxsx5jjsdZ27pOdozZi7Wupu/HWePnOefPc01+GOuce3wYjp++//a3vy2f93ON9fxh3ns5N//4p38bj/P+1bkK7//4h/GH+bzhYeo+zHOXj/vfH96/H3/+938f7+a90MfZj+O46k/+6NSh++H9++WHv/ZuLdR+nHOo1vWBTk+158C/Gnz4nvmb88HDw8NMvf09O6iWfGKqtRbOIzF1t/OBMYda1tUa8puq26taPB/1CHg4vugVbAdXvXt8c6mdUy7gq3611kIdOv2MOchQO05OdsBXK248jWqtQ236pL4RMQdHWa21vtYZT6O65Rc3ngb+2kPtevU6fXiK+yqREK4O9TwZG58r6CrkF0Esx2otFP5MBA/VmrQFgWqcceKPfGg99+F3cPWRj6wmkP8wH5i4IM3vivHQw+qLzUkgx8PDo5AvwHbgJAJxx7EaD/OD8jg/bPx8YD+PMVAfYHBx8OFu+s3C44AfkOVw8fjLX/4y/s//+T/jp3mBG3OcD64Tm8+qMS8G6DSvFx5qrw/+iuU033xA5KvWBYzPVD97qWEu1TDX8+Gm05sYFxIy23lIQ7aWLk7WhywXnXl78Gee4q2Jos0vu8f5cAkeHh/WxeTE/mF+mcPplx7k09dL0MtpPcH6g3riPs2LLPz080/jw3xAqCacPA/z2Oh5zCXk92l+wR4dWnvN1Bizb1/C23/qp3LVmTHi8FN1W2Nr4gvrr/PLgf4P86Gu46m2Cyv/P8wvBFTvY9Zq9qNvseZWrb4/zi8Ua+WC7XhW61xxHKpxenVsnENy8Ner/GrKhwc86BtsCNV+eHwcD4+PPi6z7sfx088/zw3EhyH+w2VTKcdYY67DnP9i5xv9S0z1nFrPMIVVg03e1cvT+X3i6cybz9HhoUIWHh53z/r/vPR6GvM4bNjMfJw/oBhj6uHTGJ/mBoTu06y55j/GsIbWy7mHr+l/5rYO0JjRzzHmqEY1uTFrfr5hKV55O3NZtWd9NdXjenTHp7rlZqOvrauEzHX8PPdod4x5nl7xebp9DSvBfKvpNOn1VVunJn1tGX/DWZ+b4uuMPAe8auc7OpQe8AfkN7ytwH/PFdifgTHQfwbG7z7eCvzeK+DL6Z+F32puv7b/36r+f988vkd/z9nJD6dGNeoJjw/D3sPDD+B39luH2m/BdR/Eb+3/5p7z1bwz/8PcK1frwYu9EX9ULNRTD0/05EHZr75kYIPV29zbrJ4bz/ZXdHycsfzst+2PxVdrH1kzaMy4ub87fU7xtjes1oMB83Zf5b4Af9agdnz1LN+4DPXOHKjVgdr7VuvhfuDkZJsHZpy+3Y+t+KUZ07RrivvwtO7ud85eUr0xR7V695BR72qIGXM0957weea0d//5w89DXWsED4+P44f370fz2Fk7sD+XG+SylqdnvHsl+eWxTmqy613On+bDyOZJ1mjt6+dhm/crH+d95YdRD+Ph4VFn8zz5NH6cvj/NB4Af5kNKfuzuv+Vfuf/wfjw8Pgy9//jTj+sXY2bw7VWNh9n7mEPMT/N+HX1898N4mA8bf5554XHy76ZO/vfzGQT5Yfbxww/vxx//+G8L7Hr461//NuQxn4eZWx/v5oNA9HE+yP35w4fheFyhpuPnAeK5X7Z+csylGO9mXDU+zFi+ZPnIf/vxx7lOn4ZawCb2rL0cMKc4Hh+t3Rg1V3eCn3zyoPzEHz8yPftBtWrxU48PGz88jDmq+T5Wz3o5+qW8vFUrn5qgJ+B/UK3ezXlcBr8j1q5HrlZO/cGYg6981W3+U714FGqvMV9x1fqMizs6lC96cJXx/wjkPPG1ez3y1XZ0r9HacfWcvub7UvfwUvFS1sTBsdW9EF2FrMXjS6itw38PYoCfAwF4unOi4emqLw4iPRwfPJAr7K03uiuq28lTrQ/XmEMPTnq+U7zVdHLoib666auVpxpfG2LgalfHB+GAXK1+1apWjWqFVTe5WjXl1BN//JgDBfmmuOZFxl9Bd8XJcXS1ezn5q/1TlPlF8H5CLjUAz88FQjydeclJh1rT88H25cBHHCoff7HVvND+cc2vWv3LzQZykWuvh3iopLut39FVz9atWrnlOhiXUdtfHRc0tU4ucyHrFYTxg2pdvPiOOfiBGlNcfeH5Qu061ernrM/Je2Jr+405xE+y/FFyteVJxfhyluOs9dLNDQ3fU5eNXq/AZm5jjmr1Ws0v348LfOq5PF1vL/FAUa1+1LpiPI3a8+EPT+rbMVILrnoyVEst74mtVr2rfczBDpNd80GhutWqVmxt3bgM6yO+uvmMOar5PtZ5iVHXsbPmeDr9oSAH+hJ8a+fiIwaFl750wOfgZfyxX2PpgK66zePoxtfHdy21e6+erafACnmG+lL3zOGFoMcDcz48t7rnOnqU7Q1vK/C2Am8r8LYCv/0KVOta/9tn/tfL6PvkW/jX6/i378j8f/usX2aslrJa51ftPejL+kdGqxXjjfwS9FdUt9z2Tvxf21dUt33SeBq1Y8UciIUnlxuhA3435WTIB1N8tn88e0d9XW34E4OSq3WfMea46qa49rlHd3IdueJy8zk9Vmu+p4cxx4mZ7Fdf4hlrHyvy2TOrXbseH/kAX92OA5n+CjqQwwM2wLtnQdn4e5A2ExHXPQrd2Yfr5fO0eKgmhv6APE1r/d/98G7IIfbh8XEYYt2PmssBO7BD7TnIRe/e6dwrVuv40MlVrfWthkEnL7t46042T7nI/NjdJ3vQeWzs6vilI7FQe/35X8F2ULu2+AN9qAV4sfpgR0E8O14P6NFVa93F6bdaa8pHDuvtmIEYOji+de9J/StOjmoenoTcch+/q89ymG/VWnvHb1yGGLWrla82PS5scOTa9uqo1ufmJlyY6pbzqK+56OruU5u/9m99+J24atU7Mhsc+VC67+Frvkdfu5/qlooNbooXzLdsL1y/Kn73AeRrkQoDW+2GyVdcbfhv4cTxqW4Hkt5JA/gD8kFtfzbxUCELtXn2g2WYb+Ta9imuV22ZTQ3K2jo8sB04aarVMx4qbgs+uD6EKBulvE48lFzdLk515z9/dvkca5x66FI8vZ3cJz+73IA/NfFCqtUrHvTwmo1ejorb7YMgH9Rz/Ws56E5fkojTL+DZj54fng5c0Fx0z09o+Fer99ofTP2xu7iJdVF2sUb1X611HU9DDqiWXk21+I6nUbsGP6BGK+y6AGKqWy8V1VojueSkqK2v3e/RH1ttO/lALfMB6+QiKu5c+I+Ov7nWPXe15uUnhNVAzxyt1eptjNU3vd+qlHfMIa/a1ZTGmosYfuoDnt9ymG9kMWyOl3UXM03rp2iOTbXq1Z2KAfFi+UO1+leDDWU/GHNU8333Zz7y1F23jPOtWnVPLDrVv+hVO7buaytQDjUBrzY9VMgX4PeFciroQY66x9JN83rVXb8UT2/VmhuRP+Ar5GYj1Nbxgdd0R892UD3Lc/Sv0eoLdX1fd7+6fRH+hUKPB8dY9xp154/9jb6twNsKvK3A2wr8+hWo1vdA9UWS+lL3hdOb4r/0CvjOPROobudCddT/EK2e5axu+U7tuutuxifGntPe077z7MuYqpVXjgP6l6jWnrO2f21qXwZjjtfiqxXHNp4Gf3gS1x768IdWh1307HPRavVcLZv5wLUGnu7A/A+sA/11LWrvYeklrVYNPNDLCeRqzUs/9t8n1/Ebc1TL58xVLNTOXQ1DDHoFPzn1qm/3OWodPRt/Ovc+tXPVnoc4drXl50cGOnK15kh+eNyPOORVT7y4aj2kGo3hPonu/NJGte7zqiFGbLX89WtdHh523kNX/KdPw2A/fuLZqrVmYw5zFcdHbna6aVp19QifPn1aNc2J/2vwV23WiU0u9cTKV93iT44xB9up6R67Gu7V9H1s1epXXr5Qjdprc2RUvTGH+NMLvX6meuWpsLfPRG2ZD/DnoN5B7VrHrjc2c+EL+raOdFfwq271xKpxzUXHD6o1Nzn5Ad+KaoE/BgV8teLIIA4F9oPafuTafO3++J646rZe9OMy6h53UX+TfZnjONfORT4+FfE2nyXMt2Of7O31mu5m/DuYh+/5vjw4/BWHs2h4+ivo4Kr7Hs8fjl+1FqNaqtoHjMAPatuODoXa+tqUDuoui6dDoVofWHM2Nw94nNRjDjJM9tkJUjufeDbAQ3XrX86KeX0o2MGHV94r6IFOAB49uMonnq1a9fD69uGsiAt6AMLJgVZr3mLg6uOiQgdH74PpwZU/4RVPBjw/MdX6yYgLIp0LpQuFfq0r3z/+8Y/Lp1oXXjnlbDvhNQAAEABJREFUqR3r358UC2qjcgOerrrNWU5rBmMOdvUO6K/gP93WCw/sh55e9K0mGeRVXyDf6nZOiOdDP+YQx7+a0n5Va73Z+IMezd964emAT+31IY85qnUO8VOHHq/uNK9e5qLsNf3559sa+0mffGx+Jd9xGPe2hC7IiannxmpUTAvmtZhvvFknflA9ixf2ml79b0Ecu3kf3tytgfXDs7O9xEs9+eD41u6zOqq1lvKCumIYa/vQHbBBbRue70tKd8Wx09U9lh6OvlrraO1OP8d21pt8YvC/J/yE+WvwJ0ev2ZZ+fP5uW9XyqU0J5nVQrbWgr83XndL/M3H6/Br9Z/b2VvttBd5W4G0FfukKVL/U9b+H39ss1j7z91yGan1/16Zq+a48e6na+nqd8j0QC3X3ZaMD/EvYQ9X2f83n9CGOvbZvtffZY49qM/O9nvPVbY7TfOMr4pIxatnPqVUtPZ5Nn1B773982fCA548HPByevUIW5AMCH7XtofF0vwS186nD3/0F4OWDk69ac2KjY6utq9epvPJ5sCXGAzPUPhd1b8YHz49eXjC3Y3NfcMDGH+xAyf65KHPXmxg6cjWGPw1Hp5ENJrtefOSp1i9duKd1383H/fGx6av2fa3c1TAnPfLhf/qX070gXbXWrPZxF8tfcf54fmS51AHrog/+cPwO5Q9ij068nsTJUXtOpx/12MXQiYcKufVZ3XhrzlcPKKj3EhJU6zN1ao859KSeeJQM07T+3Po8V6i9PvT81HWuVCvniWEbT+P0QFfd/GrnYh+XUV2ksa6NtXVy8Ac8x9o2/EFtXd0p/xNXrT7GHHST3NayuvFHj34P8l99qqv4Tf7EHnp1pju46vFf07Nd8XAVvsZXa+Kv2RU6+nrud7Udn+9RMVCtA+HEOaidv+628TTEALFCFuiAUN1yjjnor6iWvVoPHHxY6p5rzFHPZfFOlJegr9bDHzYyzBTrZU4+aHTVWl88Y3Xr4+jGHLX9qnXyywvHp5pe44ua7NWqwUEM4PVRrXp4qO1brQ8535NjPA0yVKuX6wXCvLiJO7y1PD4V81rjxTy9yae+C6CLHbWHZC7GYuXjA2zgQiM3Xi1xgAcxcGJq93t01W1d+NDLd1B3uxrVWqtq9S8GxmUcubaP3q9QA/hVK595k9W9+uLZzAlltx7i6T593j91u8ZWw/Cl6ovIvwXCLu6nn39a/0aJOP9WiS+U6nbOqCd3tf7UHi8W8CA34KFaX76r1uMj0zpvHLslzDfxwB89MKfa/dKxmyM4tnW3sc9U63zD8z3xtf2qdTyrta7jlSH2NbziutbAeVQ7r3pkwIs5ufRzePrXwH7Vv5SvNvzX7LX7udorIQv1nK/WujCePvF115MP5IUjf43awL3md9Udvnat6mvpXtVXq/dq2WvTk5eyWj74N/z3WIG3WbytwNsK/GutQPWv1dBbN7/7Cly/Z3/rYvX6+aSmfUq9btdHtX6Qby8G9mP13L+ey2MOuQ+muF5HVvMKxmOrnu0xKuZnuqWYb7Vtk332qp752+facwNebQF19zOvMz98xWXB/t19AByfau2Rl8PlrXac+VDLdWLoTg/23XohHzvfusfrE+qukxPqrpOD39HLc4VafKrbsRxz0LFNdq2XPmr/RqJ8ted4+qbjSz69k6Fa9wJyWKceHtaPvv35Nhkdc7CLn+yqqQf/4xU+9PLqCT313POYD/lq40/HJi8qL528KJ+jr2491l6/8WKIURvEVsM9FpmrXICnc793rUXPDuakd73x8+fc+j82+eVmV1eeY6u99icfHzY+6tLTqSFWroNqHWf+Yw4UJvvqS55jr9Zxqda9t1p6BHNQX72TSM1qrasc9ZxnPzH4MUd18xdz1deuP+agP5ji7VXbpzY9Br6HP7RatcYc+obJvvqqna9a9tp0Cd94e1m37nG1+dr0+KJ115FfK0EPbIde+auO/jV89wGkJAcnQXU7EV7ajs/X9Md+pbXziXEQgN3JhwIb4Kt14NirYRwb/oqrvlpxTqzacafW0fG/6shsaqFkGHOQYbJfXPCr9UFzgoOc4tDxNKrlIwfU7gkP1S0v+aC235jDRaS2XK3jMtXrAZALitrq0lXI+vDqg77uOr5wbJx9yI/u6Ku1ji4weqqdQ76D8TQ8TKRzgdBPteZc+6GXHOxyW2NytR5o+emGi4s4PRw/vmRUf+j4ytDfgfx4ricXvlrrVpvyqdYc5T69i9efWPXRMQfKb7Jrbo6JHOTTHx+gQ/mfHCcvWnG5gS+h9rkgDqpVy5en/1OZmnzlHHNU6zg/PD6utZwTXOeEfqoVW5vKB7XlMcfnz59nyM4xxRt//KrbuckO1fLD64Uv+hr4wNV25EPZzjpedRVx1arWceJn/QAP1c1nXIa8Bxf1mg/9te9rHvzJL44felAd9gsq7xfKqaCHyd56rZ2nWjq2A76gNuipWmb6K5ZyvlVrjWofM3H8xm8wTh70CqnJ6D+Caq1BteZgvmMOuV/DNK3XsS3h7e1tBd5W4G0F3lbgN1mB2tfk3yTZv3iS2nOt1+m/ePv/cHu+R69Jaq/DVfeP8Gcvog68zEV3wIY/FG8/UPeeKuYbqtv+4Sirwz6j8j1TTKG+9OUH07xe+NewjJe3q89RH91VxtNbm8OT4ejM2160WvPjRwf4uutfynLIddXX9q+ob3vhJXznrXaMew/3FyDEvZJ+attPTbZq9X3thf6AL5t4+cjymTP+wL2ZGH6nPnkmX//zH/5sBx4+4mvXf3h8XPdJ/NxDyaEueTzs/fKpJe/6gftkUDX4ycdHL37rTr908lUr/8lbrX3smINOnBzVuj+jI5srmwfMIBfgAc9npplt7LnUrqW+e2Z4aScfVKsXdcwZVd8cxFbrPDAXPfEBMow51Kqe5am7zK92f3g9g3xjDrpJnq0RuVo51Rtz8KsmN1ZP1Zr36ZWf/pfDfOOvjvkcfTUtY8XVnR9Pg99BtfzIzLXl2pSO7eDUUxNfe+2O/eqPP2Cv1lzHHOYBk73V53MF25HxvxRiXvpWS8V2sBRjrPqHf0n5XnXV8q9Nr7Zv8b/qAaSE9WWh+lLH9++BiYGY2gfRATk4tmNHvwX+wKd2f7Upnbzoy5Om9kMwsdU6QarbB2XM4UMkDqrlgwc2ED/mQA/UPKCb5pX36HxogMxWu195obbMBvwAr6YPAUqmB3y1Prwnt9rA7kLiogN4OjZ5QF056K/x9FD33Oxiq3VRFe9X01H5PVSUi662D70Y+V3I9eAiK7e4M6dK6DrZMezVWj91xaHyyFd3/9o8Gx/gA3JV68GcWi7ywKZf/amlJzp1xhx1r01/7XWab+eEnGIBz08+efXBt1rzqk3p+Mh7/Gqfl0dfrd/Se/+H9+Px3eP8yd76arzlcYH+9Pnz8vFvPnqo66GweDmtBailN2CjA7XJ1Tp3yLX7O7xYvuYB5Mf5xS4X/orasbWpOHmAn1pgjaC2HxtUyG1+6smxlE9vctGxPaluhO0I+OqW66oXD47zAfmAznkhh7jqdqyrYbAB/jWwHRx77dja9OjR44uePqyz9WI/OnZy7RzV6m3MwXYwxdvcq8Uf26F8vge+L31e0730+SVy7b5q02vMtQb+iqvfG/+2Am8r8LYCbyvw969AfXndPVmqw77RtxX4VStgz3K+t19LwHb0h7/SE3/osZ2Yau1r6k7ZKuQLW7X2SvZUUC2fMUc138dtH3xqoaAHwANn9OClTF+tew61oE6Nz+uvkviAvPazKIw5+NMd0POdpvWqnatac6q9h+cHY47jLxfYT14hN184vtXKx39cBh/3FPbG1CfP8RMvH/Al2+Oz4+kAT3dsJycZ2PmpwcZXLTq58f65Kfbac6b/6eef17/p6J+f8osb7otOTLWOs3zuPz/NOyk2vNhqPDw+rvsoud1rjTn8mTW7mu6r3PPoZ5rWecJmPUDfbOZQ974q7kMt9eXio744OjY8HeDp1OMvryTVOp/cu7q/Hpch7vRzclbrT8H/9Kc/LSqvOfGlQ/UCePZq1Rhz6GGSwa6Paq2jufIVg4fD88frpfY6HBnlaz7ynRxiKmSB3dzVNdez9ozyglwoyAnsgAc51Dk6MQfs9AfVmhuZDfiS9SOPflC6K/heZTwd4MVXt+cY9HRsL8F28NL2S+VqudamhJc5625jfw3VWpN6nb4Wc9U9XIXX+LonvtpPsxYJqvWBo+dXjaN/Sath8K3WyXwOXG3beBoOsPjrQa3t4+R8clu18HJCtfKKrd0bf3BCjjnkVHey68LkQ3lia8eI58+mF/5OeHq5PIRgkwPEH396Hwy+1fqAewAkvloP5/jII+4l1JPr0Ktv7TVgU5efi4Eceqz969lq68HFyHz50kHtOYrxQfzzn/88+PGB0yeeP6qe/Gz69oCLjcx+zeUCxgf0x167b3OxdnRi1efDV59qHF5fx16tD6l4PqC+WtZWPjJ/68GuJ7np+LGT1VWrGmpU6zyQQ2y1zmk5aq/nuTjTiUVrz0mcnvn85S9/WV8o1v7oTx/mzU886IcPkOWks9bmWfvcYavWeV37/BlzmMu8Cowf3nsI+W78/PHD2ryYrzmq+/OHD+t8+/Gnn9av7cutN/Nkn2nW3MlsdKdHPOhJPv3xV1d/aLU+g9U6PrUfjIqpvT616ZhDDXHs5iVnbXu11p2dX7XmzK+2z4ljH3Og+gW9ks1lmlYuOjhxh/IDNr7Vmgc7nJrVrYfxNPR8jZXjgEu1ch0dKqc4eWFcRu258ZPX/IGLOP5otfKSz/qPOY5N/BTXSx4MnVyoOL5kOD7VPI3ifluzJXzjrbrFXN1q69WB6mpeMbWP8zPDRdCr3q6g41KtNSDD+MpgO3jN5djQ1+x0bK9BX+wvUd3m99L2Jr+twG+5Atfz8rfM+/98rl+xANdjceW/lqr6mulfRn/m8Xs2VN2ul9WtVN35m/IFU91iX5h+E/HM/2v0FHlpP/p/Nn3Z10v5e/29/O5+GV97/eVh852IHtDDkQ+lg5O/Ii5U67vdPmXMcWIOnar1qm7Hvja/DPPt+Orn4Oimeb2qtU+2B2KjrJAbxBKqta/lp2eo1j6pWn3oFyohy1/uaw5xUNvHXrBa8dUtrlr/Y5BrPnH29MDx7P3o5aEDMXT2wuoDX9ALW+17Hft5MXyq24Mk8zy6k48fPQpyVbdjxQ9qr4t4PYipPTe19c/v6FG+cM1ZrTV0X8fnP//zP5esZ/Hm/P/9f//fuq9eDxTnQ8MeH4Z/c3zMwce9lpzvfvhhyIOSYbqsl3zyE9wfyuHegf7h4WHVdP8kRo9s7vHkNhd6EM8OJx/d4eXSM0rneODPGqmtR7nYqnXPJp88fKt1zh1ZH6AncSAfyt8amAeqpjgyHDudGKDTg3tD+hNTreM85uAHavz7v//7Wh9/wm09pnm92ODMV149MIpF9SA/H/XI9OZuPmi16owgNR4AABAASURBVNY+X+nFVOPlOHp1qvXZrr1eeqlWLn5Q3e6Fxxx86PVa9/hpWmvODmQ+6qBkx0hv1gAlA9uB3Afy4GvPA89PPnlr6/H07NXqv1rXi+PLZk3l5G8dUfpxGdVNYgMxKEO18uLh6PEvUdu3Wia+cgGesvbak4HuJR5eKn6tXK3m607lUvg0daWH53NQO5Z84iriDfRwFCfPVYcHNn7VrTd6OHr0yPiXYAN69Ao6JwHUvUbdeSchOEF8oPAnzsXLyYL6EDpp5AI8PR4qYeuDgNEHCvw8OBTj5PdQUD0yPzXJeDq15CSLFyuHWODD7sLG/hInjo/+0aNTSw4P4MRX68ENnzGH3C42LnJqimPTE1TrgiYPmw/0AZ14NYG/Y8yPDfAHtS8i8tOddREL1qT2up5YvlC7DzXU1CuII/PXl7xzWuu44A/oQI3TI1u1foomj9xszgvA8zlUHT4ovVzqgtz6ZKO33vqhpxtzWvTy8hfvJ36H+imgL1V98K89X3Y4ufFy6kke+eSlr9aXf+0vB3Zx1ondeouFmg1Nphp1x1QtGX0N6l6hBvlQvatpna6gJ7MdVOs4iX8J/apfu7cTQ/caqpuar3qoPHKjtetxJAOb9dM/Wq35V9xWfxi+IOdVxkM996c7qHvd2vzJJV+1alofMRWyavMDitp6/GvYv2s7Bvpr8Vpeuje8rcDbCrytwNsKvK3A2wr8+hWo1nd9vU5/feZ7pP0C3DXjWc0xRz2vP1XLB/0W6nlcPZdfxlZLVf3i/Nc90Qr+hW/mfGKF2NsBfbUeFtgL2xtW4zqqZecPJ6a2H5neHhHsF8nANp6G+lA7jpqdH7Cpf0A+oLOf53fi1Dq6aj0Aozv15eZ7cNVXa82v+Wvrjj8qB6jL1z7UfYj7QrR2XfeRfKBa68V/zHHi3WOsfj9/WrWraR1rL4vhb28qh/sd/R69Y0N/csnz4dPHVcfarNjPn4d/Q1+Pn2YNwJ97Zj7w+Pi44mrXPzq51VPHfNwTo9X6ZR96dsADHvC17xfVPLn0rZ65uI9WS+9kfnqjU4evPCCGnq97Rf5fg2MuXh98yCi59hzlpKdTVy01atvp9fw9yCtX7bk6B/RJJ7Zax1ZuqKR+Br7An0E835egr/s90en56MXKc0D+FurLXo5/fd12fK5167n/mcvxfY0en9qx5LOe+Ndi/pV0D79lMxYTai/Gt3LX6z619RbPSVB3+WW+aj2s4gtXO1k8Sl+tk5gMR3d48kG12Op2IVuKpzcxB0+q5aceHJsTwQfguiZs1Xoo5+RnG3OIu4LfVC+/avVOpgc84A9q+6npQ+yCzqYPFwq0ul0o2dSkd1FCxxzv3r1bPwlzUWGfqlX/9CoOqvUAip3MrjZeLhTkIOsBzx/wdGzkCrkdU4I56KO2TT7+vnj8RIwPyAV199PP0YnxkE4cPZwLrHh9yF07vvaxF3/Ar1rHRE/mKg8K1Von/LGPOchwzaOWmuKPng70SsdWzQz7VZvnw46yVKsu/qabP7nzb0PSVeuY6+Hh8XHx1TA+zS9YFGrPWQ759aGHAz5sQOf8rZ2nWsdN3IF4PP9D8SAX0B/Qv0S15lav0xOLygcnx+HRClmfU3ZC7S8887A21bLL5dj4TFx98SAWauesnq3p8ame9T7mkBuuazPVq+6JI9eOtc5kMcCnovoC1ap3DMdXHFSrT/oxh9zV5PaLHkjVs1x0X6C50ftC+fcpbA7/vog377cVeFuBtxV4W4G3FXhbgX/GCpw9gtp4wEP1xb6hnuvquSzu10JtuMbXzl9d1a/y9dxHLrBfghNUrXlVS3V86i7TwXKYb9W6Vzh7yzHHsVcrnxrwUj9d156wWns2ezWoHVdbLw7Gi1Hb7xrDpba+NlW7Wn3yHU+jWrrxnaE2HLdqsXQn91I8vdEDG5V9tr0wHbla87Vm7qHoYcxRrTWb7O1ew190+Ysvurrv3+VfeadBvPscdIrrVS3684ef178V6bcmP84HjHzUBjk8tKxWT/K5J6jW2tTOUX3R15ijmu/7ZW3dZ3g46N6c1v2nemzV+o09NdmADWUHNj3Q1favfQ8jr57Z9SjW+llfDxvpxMnDhtdPtXqvTdkfHh6Y1xrXXlN51a/WWtTWy1Vf6uRRn/0lxtOgx8qrPzXI5lH3/MdPTuBDB1denqOrVp/jaVRP3Ca15WrNf2ufv59az7VfStVSVitX3eky/I5v1/lW65hZR2vxO5b9zVI//KOZTPQswslVLZbeQYTqi4NDz+dgBc23ar6PdQHGsKPVykEGuoPatuqoFuVXrbilmG90MNmvvqplu/rV1i3DfKtWXvOopma/qqUn+TAdVFS3C40TxQUC8GqBNQX8CphveJjselW3D5h4FxnUh94FTk9kMSCfGnR4ujGHi5DY82COzI+PPHiYrqte7ZOcXQ42OdFqPbg0X33IpQ82Fxj+gFdTDhBPx+/UEQf8XKjZxB67/MAHrjY+8tbuh5+ejp6Nf7WORXU7146PnHjgq74eAV+t32Rkr25rM+ao1vGXQ62pWi+8WPnwcl0fsPKv1kWET3X7CaQE5gG1fc66VetBMJv81kt+c+5h9yK+nnh0PqBUTw98q3XszjFTXy60GnxhzEE3yZqjWvQnTj7HTE71+eLRA7FARr+Geur3FYfaNrkPTr6rbA7kY6sdp2eonmXnx/+AXK254qG2LLBa5w5/tqND6arb2qkHddeJ4YeOp1E7//GlZgd8bTsejh5fd9vRyw/sYE0AXyG/HjPc5u1rWP+Wzvi8Nnkv+dPfry/+Fvm2Am8r8LYCbyvwtgL/nVbgX2cuNb/gL+1cv7Nr730u5htbrT3TUVzjrvyx/1oqF3wtnu1bOHGv+Zw9U7XcalPC8cd/C3LA1f/w6InFw5EPtYeG1/aC/O3j5AeyOL5i3A+Qge0lxLAdsOOrtWcdc8gB8slb9zWY5i9ecurpem/CSe7qdk5Uq0btc+jcN7h3EK+W+89qGNd4PB2f5v0NCrV99bDw+fO6v/Pwkb85PL57HA+PD+PTfNj44eOH8eHjx9UTW3Xj+Xu4iX6e+1d4mPdM1fj46dNC7d75HKy6047SnTmYk77dJwGbe6faNcns4mrryECHVgMvznpVwtbDUMeotv3UYnQcxF5hHubLTl8NOqCXC62d/+jR2r7s/I5uzKGuvlB697bywzSvta2d88gomJc4/aJ01YoR/xqqde/FFypk6a7+cp+8crNVa93Y6GDMUa21MDfHbvzCUbs292r1jf8e1NfPwbf8j89LWq2ea6/HyVmNf/Xx8I82+HIxrvLL3Md21dOdBcNX6+DVpnzpoZ7r2Grr6uuU398DteDEVOsA+1DV8zo+iHBsKBmq4cQ/8xtz4J3sLiKgDtR+AOTEl2O6rnXgzw50UPcejl5MtS5QLgIeKPp1b/oDsWpD7Xouhnrlwy4fu77lwZ8eatflRwfsB2Tx7AfXDzEe2Kr10Ex9snriq7XWtWvJV3cdWT2+Y466+9FV6wLEZ5rHWU/UBRFVi82/uXF4sjWQn65afdBZH3HV+kKzLqDGoWqTD47sGMtHL3ftvCen/LXnMJ5Gbblax1MueDLfSLXmygbyM6Jqqo1nAz0Anp7vQd1r6gn0aH5yHX9UvDxHX621qp1DnHgYc1Tzfb/qOV+t85zvFSeHWtea5Cv41c6Bf5mjWoXlWMyLNxueM0d5meVxvJ2bL+OOXK2++VsLOdBqfbFV69jxh7r7V2u91Km7nt+YAz2Y4jdfteNf+lcrznpUq9dq6bzxP/Mlv+FtBd5W4GkF3sjbCrytwP8TK+B78Fv4r74I35ob298zv6t/3fcS38ohBvig8JIn/1rIB/Yy6Et8L2912xvV5k9MPZflPja07nu8au3pzn6Lr57sC+2T8eMyyMCf+vjTkWvXtqekYwf80eEr7jfwuQmTIV8hBuimee1RyXICvlr3FfquvlifuuvkODg5j3woPZArZOW0/7XHRqvVi/UCvcCxraD5ds1j7Q5q550uK3fzYeGKnbS27bMHifOh5KcneJCovr1+7fpqqsEHlQOt1r/J6R6SzG/Mh5/HT12oXQsP4mvfN7of91d77jn07f6znvtXa+2rdR+hluPguMg15nBvb43cSwMfud3v8dFjNejUIfOTQ9+1a/I/ueVgA37kg2r1Ihcde+3nB/jxNI7t5HhSr+OBrxZfm9KJr9Yv85zjcI03n9prwv+gWj2Np6E3qJZGXnM7Or3JC/hqxeP5omOO2vHV+jyPXzDEwkvX2rle6q+y2iD+gL1aa4X/GvjX9jvz/Jrvv6r+4bdqzGIcyFkh68NE/3KR6a642qu1+LVPPH6SWWTA0wG5orqhWvGv2W5OkxFf27eamvuLDY6mWjmPfKgT+sAJjxcH5kRGa8fXl/Tkqm078skhHn/0KBlciMzzXGTY1Pz/2XsX7caNJO02NiCpfOme9Z/3f8ZZa6an3bZLEnliRzKAJEVJ5brYbjfT/Bj3SyZAMAGpZBh/Y8IPsNBHwKgBg3ox9IMvzCW8WHlhdj4wjkH3AFhiA1AP+fQ3vz017ENeZ23dh1RY077lYeTVDwZvrHZhfqC+pMxrn0JeP6k9AnXO2buyVD9569iLF179ra8eqLzaOpd9KBvfPvrbhxRGjDb9gO38AFRVH+0L1AUP9jhrmV8qzCWA7eLXPau3ZyEPY91dm8jRc/LY9d8F8dgCW1/pVi8YOqDqWNs10t889hQ5XANtyVYOZfuRqtNmPXnj7cv18Z8DOG/z6AtUneZhr2+McF4N5cZlTOSAEa9NAKmNWm97EiqAWnN9Ikfrk63jbX8wYtU19JuhHtjytwwjVt/ut23S1ktnaBMwjmGvKYwanUtqXPvCXq/189zUCf1ndP7WGQN7rtbf6G0FbitwW4HbCtxW4LYCtxXoFYCxV2h5pnDd5j5EtO9rfNtfo8a9hTnump97nbcAbHtbYNundkycxmVuGHHqdYEhA4oFbb2Hky/l9KbOOjBilDXDkIHap7a+bcYI99ju7QSMGH2t2Xtp/YCaY8cDsgXtAoYOqDUAar/rHlmYz7zmj9OA4aNOAFXHfPZkf7pqE/IzYPztePMCtVc3xtiYhrGiVfICRj15c0j1IR86mkPq/Yj9aHce/pNqeaDqef+krzrtwrlC7s3v73xkWb90oj0nF+aU9/+ora81G0CtnfmAcPhnv6Tek3lfpK/3WOqUu7euCfuamqftxikLY4F6aGcu+9FPvXmU9Qfq/FEv1At9zSNtP/n2UScv9FduKDfUed9nTaCeA5gXqDWzN32EuRow1kbZNQTql5G8lzRevTWMUwZy6XdoB2qt9YkrQ73o86nnp6t6YQ1AVQEGr805iTK88abvG+avZprryIs5+SwDtV6z/c/KL1ca+00q4Ko/UCcInNsvF8oTA6iLnbZGnEbLQOXTP3LM+hTr1boS8g3YDoQnm3bYdZev9vsQAAAQAElEQVQy7H1kePVknLzQv2nznqT6iOa1CXVA9Q2D2j9QFz8/XC1Hjo4xj1BOdb2Aor6pF/ooC6DmClQ9P3hefPWzDxE5rCmSrYuEF4C2wcihzb70MwdQFzLrmQ/YaqhrX22iZSC8CJnHfqzlBStywLBZ2xigckYOcwr1xvtgTKgzlxduf3ok1JlD6K/d+vJS6+mjrI98U/vJcvVSrw+MNYAxZ43azGOc+V0T5wPUOWId9dIZQH1JwMipDajfinVe5jUnDLt899B1pZfQT+jrH0jOA1/HR9ka9ibk/SnfIb9GYdRQB1RK/Ys5vSl3XnnhvIAsseMyh36mMFYoC3n1DXUNbTNaL229vLWuwb7UAzX3XktjPa4t62N99eYD6jwD6ti5TqLzRQ79xBwDpCUqRgaG3Lx1hHLHyZtHNC9tu/pLaAe29dZXnbkFjL7VCUBSfelrPhVA5VCnbKy8kHe++grtAkaMvHohf8NtBW4rcFuB2wrcVuC2Av9eKwDjOx2u0/dmA5y5XO4JgNpntJN20XJTGH4waOvfo+Z6CzDywaCX+d6KvbQZq04qZr7l1gHbPjJyqBfur6SpqnVxn+V+C1B1BqB8YFD9BFB+5gLKR72Al7LOgKTQ9UvINzi3zXagHhx5T2OvEVF7SaDuUfV9C0D1FznaL9nSdb+tb+reXDi/vg8yRn97aCjrI4zVB8b+V505ANXVc/mcZO97tKuboTNQ/QF17+C9nb5AzTlyGAPUvZq89fTz3iKD0yPq3rZt2uVh5NZBXed1fb1v9YGn9xvavKfVz5ztB6Mn7a5D55Tqo78P6synzt+GlJqz18t8+qmDMYfW6aM/UA/9rGEuIW+cdqm+Qtna9iSvTaoMKG6AIbddKnSYqbwwf9usIdSrg30tWqde3tpCWahrKAP1+dRHRA4gDx3JRZ0v6mHIKoGyq7cPqfq30DWv0bfi2uaauwYCRn1tnU9+hvqW5Rv2Ki5tLf9Z6fKljV0uXOcD6gSAsahwnXZ85HAxk9RLXpRweoOR4yS+IO3fVAdAcgYYOv1g8DBoO2rzwc2MSBd/5bqhjyfQut7lXNcNd3f3eVG/jzX1sGRK8oSPvNgd86HfoejhcCydF5O7u7uATJ6evswrhV1Xcr6V5pixp78z4UUNxsM8L2iH1KdbXTj96YsfJC8+UvO63kI/L6jfff999mNPh/oVc3vxomasebwwtb8x5lA/5r2GfuYxv3WEdmOEsjmcpz5+4YDrcQzriKfHx1yLY62B+ec6/uTInsx59M3YpP7tDv9Gh8dCvTQTxLKu4U+pxFp/72Oth4DmANKFsHcg7Bs8PlHrZW17jrQB9Xc+vv/hh/Ah39PTczx+fIznpPr5Bdc/Tet+1dtH0TwOzvfp6SmsI9QD4QBOfSxF1+w70nT0YeGSTL6M79yQ/nme2Esk7/z9KVzljQiWNfKUio+PT/Ex+8xTJOf9kLWfcm7PNRd14vn5ULqnnMuadV0bj49fjkIZsoGIOi72bS9PORf7EeqEx0/PjvEc9Ff/7QuIY66DflLjhLmkwvqXMFfplpxTxkc2bfwLpB6yesJzQNT6Z9++gJq3dYR9ALXeHmcg1AttkYP86an1hedtqraXPoc8PpElC2UhzLXmOkrLJ3uWAgFE5PEEIgWjz+A59PQ8jk/3TvawrGt4rD3PnJexQl7omwlTlXljRy5JxEmGpY6zOvGcx/3gSRIEabPHyNEU1A+kOpfdSnKfD3O/hjGHOFsPK/4WfH5nt8jbCvy7r4CfFOcgvQZtvweu1f4Unb3pJ/0SkMGfgwz7Kq/PqW3MteI33W0F/nwr0N/hc2dAfXdHUuEnueF3u1DfaFvL0tbN1BrK0vfgnotYQsSRjcqLw/MxXkXu09wPHYoetr1gy84Zco65eZJvRA7IWrmvs34k71zdq0nTHJxs7iPX3Mvp1/HSBWJdlm2PBYQ+AkZN+wCih3Hq3IcPPGfPx8qhXru+QLZE5Ysc6l+DeezZuuka7s1Ll2uivHgPlX2SUBbmsp77yWVZs9aSanuO6kd94ekQHoOIYctlLPsh96ADh7i7v49lvQvzpzqeco/6mPcl0oa5tMESJDqP/9MYyNyRZSYc4ph5nuLj48fwfzLzfHiOIGLN4+DxWHIuzsG83r98/Pix1lCbe/7Nnn0cs/C6rLFk3UPKh1yXh+xZjBzPWSuRNTz+nrfCNX3Kff3f/v73MN/Pv/xS/yTaeKDW2dqR4zn9RLL10sfckHNzsqlV9zHvk817//AQ3hs85v3Ysq5V3/zK6n0msKbeezDv52DksY9MFc7346+/5rE4BFD9tc06wvqi9fJCWUQO/VwzZW3OQcgDlVe+ETnO+JT9H6XmxzZ++fhr/PzrL0Wfci1Zl9Dm/2BIeKz1E/L6qM8DU39fvnWHPPaZNlgyPtfA+9H5fNYmug/nIK/uc+DhOR4y0sYu8Jo+2i/D1uxRLNmvAFL7/mvuWb4xR6qb5T8jv3STQH1AXQwYi9C2yCE/HyygTrDIAcM/2Xrp50H3AzCfkEDFAHXim1NEDhi6ZOuDYQ5hP0K9+YS8B0sAihUz55K3tv7m0VforE3It10eTrnyrNIu+gGYvBcUT/Q+f57yDHvOC9RjXpik69193D98iGMQ9SAoHwapT5fSNR8s+VojID9wH8OcfnD8QFnHh0F+sF1DqfP3C0ubAOpYebH0AqnOOQKhv/qKyZNa2YtQX5R6TSKHdZLEh+++Cx9EHlN4zIuaF7llXcP+vLD5YX748KFkbWs+CFP3a16451pAhgzYjxc663uh/emnn+oir3/3q21lje8+fB/fffd9RHhh9tNMrPmlJB5zDZ/ySynSJv/zz79EJP/hw3fBssayrnUBqi+ynK8Pv6zrsbZX1/bj81N89P92lsd1Wdew/4DQ7ryseJ/zO0bq8mDBEr/mQ7xlWeOnn/6VfUf1d5fH99df80ste7KHQ/ouWdP5iDVzKz/nl1RkfnPf5Vpps6fn/KK5//AQP/79byF9TNnzz5xPOce7+4cQz5lXeVlzbXJdPKes9zF7espz7T79XK+77GfJdVqWuyy35JfaIczVvevz8PChHkT2+Wis62rv9/lFqr89PGcvh+xb+pTngFBv7/LqnZ9wjpEDiIfM4UNZ7Q8PD+HnJU3Zy3Msade36V2uhTWFes/du2WNJYg8GMExileWP2RPz9mLfZjfmDXXpPPb17/+9XOsuQbkMeu5PZ/W8jk3QJ4zxyDu7h/CtXrM9fv5l1/rwWyk3pwicjjXQ36mn/IL8DHPGeGX4CE/ver83EfO6TH7+ph9PeVxyrBYljVIlMgS6919yc+peMpeCrm2kefKkmuw5pp5zplnyQ3emnNatCWAPN/2TaU2a3hshDwMn8fsIUsEGbdm3mVdw/4OeZ4fIweEtubvsq7yc/bylHNgWWPNGBj5nlNnDdcho+v1lDXUzzp5ddrkRTlPb+qE84Ls4wqWdQmyd6Ai9RcKQC5X2pPGKwPI02aslXHi0hXIJeFFLn2da+SA4ZNsxPSmzyRuLAx/YNPNjHENoOrDddp+r9E575fwl/m/JNct9tNX4HLdL+VPz3TdM0+rN86v6zFfV1tXl89M+SWxXZJmtuvmp64xLFvs5zN7/ddyvNZPXqZfC/lqeiDgdXxpIdhzf2muW/xvX4HLc+tS/tSMQLnO8Sr8nr/2Pamf+whtQll/4Ox8U9/QLq//DHVCuxj7l2Po4/5EuHcsrGusyxK1p8xaT4/P5adv5wBi0SdxTacNiAii9nQLwboU3I/Jq3ff5/2DvMiiIeTLlvsoe40cQNUEItOGentyjySNHJD18kOvvCOvgZmQWOpB6ePHp/j462PkNjTneRcLa/HO8zn3s/qty92mgyUyZUQQy7IWlJ/dd+Ze9zFxTNuae1JB+igHuYbrXay5b3R//a9//Sv3xI+x5Jq5zmuu85J708jhXFxHbQLY/ZY1IvNbE5ZYs8597rUj+aesLXwArM3a2t2L36Wf8lOu4RFCvnwyTmq+p5xDGuLD9z8kvs/7vMj7uKcge7vLe41lybUJIhLO13scz8llvQtrSCPzCfM7b/fLz/kmT87VHHe5Bmvm9Ji4Fs+5D75L+fu8L5a6wFaRXzOfDyKP2Zv3Lh++/y7uHu5jyVyukfEf875Y/uHhIe/H8kFfTsb8kcMaSUJZPOX++j735d9lLeVlXeP+wXuVNe9B88FoHMs3IPS1N8AUYZ3v8v4QliDxkPd663qXx/EpnrI/5V/yXkfb/f1D3OWaL8saa/rEkXj0PMtMv5we/sVCfMj74DV7WHI+9vVLPji1Z3XCtfCe7JjHLUOvvoAwvvwjNl4djM/Ac67xc95n6QOE1HoPOXf5yOEayn+Xa3OXx6jnr58whzn10S6UjxnbL6Dqqwe2e8w6dvcPOZ1jQOoTkQOoXiKHx9LcxqYYrkPD3iJGHCyZJ65Cn2swRvSczGvOGeriNICwD/sBwqEdCNihfsac7xo/+wJVwzqRQ/8k3/S1zNktKGbde7z+YvYDZrH4Sx9lUcZ8gz0GqEVN9bsvD4J5gFo8IHqob36m1/RA1XTxBfkBFI95gXj2w5b2dAgvxspSIJa8SHtSGGNePxRSoE5kGHlh0Mih3b6f8kNoHAwbvKTmO6SfNItvH6AlCPHLzz+HJ7E9RA4vSj6E01+dVFgvzdure/AnBF5khHl0ME7aMVJzCHmhr/BCYC55Y4B6+KSPNnMJ5yn00b+hn7H2bX7t7af8kBek0uVF0Z8m+RuJrpvHRZsbhDoeeYyOOmb9SMirl6ouSgR5kV3WJcSaF7Vf88viKb8o8zsiDvnF9JwXbqlyOscxMigBSx7Pu3qYd5cXcmXnsCxefI4156d8aOVF9ZC7B6HdOTh/L+z6Os8+Pq7PQ35p7PmierC2+VnWPLbPQxfZR/ZgT9lmPGWfzu8pz89Dzp3s4/7hob681nXNn/w91W+Y2gOQfd/H3f1d9NDHulL70s88Qh91d7k+Qh8g+zhs0AeIu/Uu9DX++XSeyqvbYrP3Q/Zrr8IakLGZ34u8ccaoF/JArvcancMvjJUlPOd9OCn0s06krzjkwh0jkiUc2hpA6Vtu6m+12pM9dG3zwvBvnfkgdcvAMc+MQx7n55xX45AHJlvYvogiyHV/yDncB8saaS48J3NM2zHGyL1AvIZDHHPjNTD7RPbhHJ7z2Fv3NYR1slD31bI0cqhPkj2nk8wFrAGU3XVpAKEt3hn6t4u8mGU/L36GnadzEvLqnnKDMs/5ku88UsjjkpCfYb0Zs+3G31bgr7ECfnavwdmpl34LdG7p5+BLe+KUQPo5MNw46eegY6WfA2saJ73htgK/fQWAgNfx2zP+9ojL7+UvlYO9ByCAUszf44fc9zznA7k197rLsqZP7gxZcp8ShUPusdyXRRj7GiKW3DdHDnMfMqeQBzZbvDK84unvXsU9i/N2/xIZ2yHmEvpJiYN/mwAAEABJREFU1QPpMuC++HDqVRqhfolI6t6s5wBLkFCnn/yacz9kz+5dhbw1gHBe2iOHeu3a1LunlqYp1+oYQPmrE5D7PVzHYzxnfuNfw1PeO2mLHMeELylQ+3fvcayXRaqWvvYidS7CGuKQQsXmMVnWNffN+aCVyD3zIfSPHJC96Zcwp/evxyDu7h9yDmve9zzng7l8gHuMuMv7tGVZSw9LkDAsTWEt1xaovp5O91FZol726L0aDLuy67cuS9znfYsPI5fkvX/xXtT+zUvqImPM/5T3Q1LjROSQCucjHvKebc25yleu+i3HQyzrkvdyed+QucwNzjHlzO89q78Nuaxr/JwPCJd1DX/ZxVrK2qwBhHntXSrURw4glswVub7qtDWUjbEf+xP3+ZD0Ludtr8ZBxgtzRNQaGgcEjLodb0y6VC/WkFdnPn0yIITrVXPNnK6j8jEi73WfC/JCHyEv5PWVKnd/GZppqd6cT9dWb68e8+aVZ6ifAdR6wZgfEI417397LtJLANWDvgKGDCjWcwP7EtYHqo5zMFdMQ7tQBZSfciNOA6iawEnz5yULjCadhIsg5G0Zhk1ewLmsn2gbUBNXFtoA2YLyjFJOb8BZPDBZr7P2qwWoWECxTjprlfCJb0AdVA9+w5PUPEDljxzKSUpuPxgnuv5CuzYpjFhlAdSH0Q+FdvMJeSEvgJqHc2xoF9qNB6pnGDUiB4y49ulYqboZ6b71ot6T3guDVJtQL5o3T0OdFxF7Mcb5OX+hrQGjP+0weG3GALIF7a2zpl8C5jK/1C8cH+D5wFSbPt2LvEnMAWMNYM+tvX31E+qkxgj5WSdvbWGsckPf7lWb0KZeKAN1fDq3eZyHNHLM/kCdU7BT11b/dK08QB0vcxvb0A6E/VhLu3HWkQfC0bqOa6qt+Zn2uQDndfWHodNfuak9CPtQJ9ouL0rOh2tu2oSy0Cbkjc8FyVf2viRUJoDSaRepKllqLCBb61XM9AaUr3ENoHxht8HgzRc59HVOQh5I7fjidX2FCv2FPLDlVdeIHEDZIof6JGevWScvrCHV0R6EslA3Q51onby4lNWJ1jcFap1gUPXWF/Kw65XfgvlF+8gL5aYw8sGgs03+NcDurw8MGQY1/zW0r/SG2wrcVuC2An/FFbh27Zt1f8U53+b02Svw1QPnc00exvcyDDoX1C6u6dSLtsHL+LbNFF76XcujbgbscernnPKtcz8k1F0DcKZ2zzbvIYHtHk9HoPaFMOLMbS3jYPgqA7XXB2qfFhcDhh5GTN8HGKurVJ08UDXtC9KfqHsMH+gAlR/OabgfTxzyh/Dm8sGP1BjzysPIC4RDXc9HWfTDLeen3D7m8F4FCKmydqB6Mw/sedsGQ9eyVJi3odwAav3bBtR8zW9dGHbrC/06Vr6hzjm4hkK9/g3z6QNICkCtO4wa+ghjIwdQvSgD4UNAa9iXANIr8kHrXZ0LxgrrC+PKId/ktSVbNbULoGqo16ehr70ry89QJ9RJRfvanzBf2+X1uYR65yEFtuNqPFAP57SZ21zqReex/+a1C2VjAEnNVUa9AGq+8uaFIesj1EuBiu2csz5yKAvtDeVG64D03l9A5Y3fODqv1FCgjrmyiBxSGPWAmmeq33wBm934xqb8xswCLxvomrDbYOe126hUyAv5T8F7vkAtHvAp6TYf8zZUwh4/67UJeGlvvz6B9FOnLO9JL+TVeRJL20e+de2jTrsyUCcgUHPU1tBHKEuFHzgBwz9yqLeGH15/PVm7snovUl7UgfDhlbYM2S6y8kD1oK0fMMlHDmsLc6VYFwWgTnbnDeNCETmUrZFs2c1lffXGa7OvOZ++1tLnEuq1G2uMMN7fHhTm86GjdZT1kzdOXn/jr6Ht5mvo71p1DvN0T7DP01ihv2tuH9boOBjHBqh1BWq99dfHWOOk5neNYBwf52M+fSMHjFzJ1ku9cSXkm3zrgFp3GBdrazg3fZyLkG//yNH2ZMOflEnzRKy+7VUYp75i/ZGhQkJZJFsv+fobK/mTPhXGOT8Bo6eaW25SWKhe22ZP9mK91kUO2Oevj6ifbmUNf9KcLtku0bWA7RzVV8Cus0d11pIKdULe2sJ8InJoa6gTqd5ewFbfWBg9w6BxGjDWwNrmO6kr1pxi1suL9pOH85zqtDcFKh8Mak4BL+OMETENZdEqOI9rvRRet5ljhv5CnVTIC3khb68CRm4YVJ3Q71MBvHC1hkqpkL/htgJ/zhW4dXVbgdsK3FbgP2cF4OV3ds8e2B4+9R7K73Cg9jzuvdS7j1MvgBf7w7gy9FXdsfINoPbvyu3X/KWs/hLtI7VHoFyA6tt9DYwa2luGc3vkAGo+5kqxeEC2evRe4nIPrbH9zS1g1HO9vE8Q8vo2jDnEsfbTh9z3KwNbTXjJ65MONS8fQprTPX/nL3rwX3Fl5sxpLUCSYRRKyDdzXSLV1Y955WHMQz9l739h3Eup835OwPVzxxgBbD3D4D0WQDiAsgPVI4y6zmeen2vf6xs54Nw/VXWcpMBZTuPM5dyA7f4ocqjT5pxg5JRPU/UjtRePv9RfyDHGfgRQD/Au5wRUD9bWZk6gasOYY+Rouz00rNOfF+OEOutmSPUFo9eOty/vcfWFYdPXGPMCdXzN2zH6tqxOfyFvz4BizUNfBRg6ZWNF641rwPCbbUD1buyst5Z9Cm0zzK9e+hbMJ4yVzlBnjbk3dZ3P/MrCOKmQB2r+8W8+lu7fic1o/UxhHKjW6d/8JYVz39kOwwbM6s/iYeSwF9EHzWQeWKBOLmWhj7QB1AXCg26stKHsCWKMOmOU/YCbW70fwLYBupxBW0N/oE4c85gjcqgXyW69KsPorfXAZm+dVF9rSIU6c4uuo160Tb1QhpHXHM5HyBvvGhgn3/7ajPPiB+MnM/LqhLwAtouLMebRLm14Eeoa6uS7vnLzxnUP3Yd2j4UyoEvVU68Ao37L6mYAdSy0W1dqDRE51Nk3jDn6xWatNNVLP2MUgMoF1DFSb6yIHPo2YPgAW4z+XU8ehs16QJ2j6htAfWlEjtZZS6Sq8hrrcVCG85r24tre3d9XHpbtUlCxruv9w309xPanmtYwjwAktdbGsS7hbzEe41g6fe3Df5pQ/GnjYZCykAeqlrIPF3OLUmsHY76uR+SAlJPqp0+ym5+8tSB9so4+wNaHdnVCP+mlTr14zoec0hnAtvb2o61zANU/jPWI09DemP01w8inXqgT+kvFzC95XICarzahvQHDBq/TjpE2YPTRshSQnOG1Oq0/c/4MwfkZZj7XQ8ira5v85wLO59S5zQfnNnVfG9Z7C+/Veyv2U2zv5b/ZbytwW4HbCtxW4N9zBd77Dvj3nNV51/MctShLfwtg7HcuY91vCHO53xDyovXyc9zMA7UHjNPQNkM17PuMtplbALW3A3Q9g77uw2HvHah62tyPxjtDP6B+S865KVvXMO8PpEK9e3Bz9n4fqH20/o3yOR42vQ8dIXtPQFKTnQD5ECwfPppPFVBztZawlg+nRN8HAnU/4rxF5NC3kWK9WgZK9g0Gr83c9izf0GeGev2yqVjWNaQ+eBXyy7qGv/zQvPc6zsX7Gn2874nTsFZDlWvt+nr/JVUWwHY/oZ/1jbMX5YZy641T7/2aur4Pdd2U/VeBwhj9XEsBZOsD6tsuL5TNCdSaw+gtcljT9ZcCqYktF7Dx5tDHOQplewIqp3IjcsCINUZYwzUQ8kJeyGfI9gI2fmaAMJewtrHWjBzKSaqXSzuM+eqrn7RhjGhZqnwJc74F44RxUtG11P1WGC+AOga/Nf41f3PONvi6+efcM7/9T2hUwnnRy6b0aWgTLUuVhbzwwEgvAaOOdv0bl36/Ve48HmBjAcmrALaDaEyj80jtEfYT1WSXOv2A7UPQ9sgB5HvsF+x8SKICKH8Y9shxGafsBcK+gPKP09DmB94Ljaq+KOnrB1DbDz/8sM1Pn0vYt2i9ORvGC/OJ2U9eGKe/1D79aYeQB6pfoHoAwmGc+exRP6myeu3mE9buC5B/INm8ztE56e8FV2oMsNWKHOYSydbFXmrOGeYWrp/wYm4/c5z51UnNYU9CXr1oG1Dz1KZOmMvcwPbr885XnX7+Fqc/wfNLCqhzxJz6aLffrtf51DeA0F8bsF1kI4e11TdNVb06N1A/IQPysWFUHv+2iPAL1jjr+zf65N1omADO5+kcXEdt/kZl/0akMeqWda1j4xe2uYR9AbUpci3sqf2NkRfy5nYN7CUXWFX9TcS2SzufvA76qmseRs/wkupnnIBhN96aQruwx5nqL6whFc3rJ5TNJWDkVqevdnMqfypgz2FM5zFXy+pmAJoK6mVg6GBQdZfQt3Fpa1n7zCs3Wg97DSAPIW0q3t4brodoWbo5fwJj7Us3oOpc6m/ybQVuK3BbgdsK3FbgtgJ/jhXw+1vM3bgHE+6h1GsX7g1E22B8z2sT2txLwNAb29DevH6zrB7Y7huU34J9AeVyLY/5hTap6D27OlHBpzft9i3VZv6TqQiw7We0u382nzHK5ZRvQL5H3VPIABVnPtfMew7vp7SJ+gWCvDd1n36ZB0YsnNNMaGgYIwPUXt89e8G/OZ862OMih/mdnz2nWC91xeSbvNAutedU1zExDkY+ee/b9LGe83It/BNdxiobKwBTbDm0ey9yzLufGQcfribUsZBzO0Rk6LIucQlrVp6LX1ywH6Dux/RZliV6aLNvIW+PkHUOh7ofM596Y4zVz1h1s027Oo+/do+lUOea6Osx1qbOPFIhr72h3NBuDFBrZX/WglwEDSfob7z2hibjtQl5e3IeMPKpM5867x2NVSfUm6NjgVoTdUCoF8r6W19ewOjPHED1rq8+Uv2FfGOW5We0DxCdEwgYsjoBQwfEPIDyNad62OVZ1/1ZTz1Q9czdaxM5YMQnW3PTV/5LAWwpzCk2xe/A1CfjWtFrumv9ANtC9yLqB0MvPwOG3gUWcx15Mfu/x1tTHxh5AcU6SG0rRb5dy20PsMekW83Hgy86Bs5PavVAnSzA2YcjcmgXXgTMk6ry6RNOm1DfVP4SPQeg+tKuvwCqvnOIHOpEsuUL4wN8LYd9eLEGdC+YxwuDPcsb173rb26gcsur0888XvT0VyfvhVGbfqIKXHkDSts+1rMHYzX8+OOP4UVMWZu8D+28eNmnta0L1FoAdezNJ2DojRcw6hnTaL/IMetSrAeH2p2P0K4snKs+QK2JfNuB7QsI2I69McbGabS/Iux59HNu9qy/aB+pcfqoB7a5Rw512pOtB4vyMHLLC/MK52Qdf9JnnNDuQ0htkHH5RQzkV3XU2kLqEubX15hGLkSsF/9jpn54qc0YASOHcwDCY76ua/gT1qf8qal59ROdu6gKkT1JhHrnAiOnvDpt8kJewPCRF9qAbf2UBQy/zgND1hanoQ0oSV4GyGkO6CsATbV2s582Da2Tb7TOdWge2HJf+rWPevkGjBj1ApD+q4QAABAASURBVIYMKBaAq3nNMfeo3DCwbfJvAUb+9oFdvjY//ayjTf4t6CfaR36GPcKoB4O2743eVuC2ArcV+CuvwHwtvMZPc7+x/4YrAOM7Da7TP3pKcN7X5TkIvNoiUPuSVx0+wQCceVl/VgBVQ/0MGHp91UtntA7Y1OoEUPtJ9x69hwG2OnEabe8Y4GSJ8nU/fC2+/Y2XF3Ex1AnIfXs+WHSf3bJxMGqZ/5A7eyD8Db/ZZkpIfSLcbydgyDCoPsI8nV85iDhk3Tmf9roXMDYfyq15n+C+XzhXfY3Vz3sS7z+U1YuuIQ/UwynnJdqmf0O/5s3ZaJ20fYwX7SM1rz4NYDuukUP/JKWzf9jXWps5nEfDfK3vOMiFUkjonySALWfk6Dh7hTFvfb0XBuoe1Xvhtvd6dlzXNCbTbS9l2HvWH6j71sihnGS7b9FfuaHsvJWtIdQpS5WBmo860XptQrn7dp26pr6zXZ+WYeTUF0b/xhpjP64FjHVSZ42ONY9Q3zp5GDlhp62XXgKGnzka1mnMOqCOJ4xe9Ykc3Ueyb75g1ALO/MwDbOsLI79O2oT8ewDec/lm9rPfgLys0hMAtkle+gBnqo5RCec2dQKofIDidoKXkG9zjhTffHmg9Qe2gwzjQKiPi3Gpg9FDuwGVx5PDD7L5IwcMP2VPfClQvpHDvOraJi/8MPihgL0n9Y2OU5ZvtAxUjc6hfq7hg7jI4W8E+uBPe4r1T2d/+umnukirM696GH2o80OrXt6c8s5bP23+1qH9w4hRbx9C3hh545XtRcibq23ahXqg5mMd7VJ9rWc++cgh73yU+zj8z//8T/zjH/+oc8dY7X5JmRuovDCOk3FCP2EdGPOwlnHGa3OOXsytA8PHWCB8AKpPx1jLXPoap01ZxDTU6+PDUnO5lh4jXdQD9XDQn9bZR+u1mcs69qhemEMK+/z0sY7+QCjbp2vXvsbB+JIyN1DrZO/OWX99tPl/UhPr3V04fAhpbkFuPvRzU6ENqOPgvDqHvZj37v4+7vKnn8bZi3HkhsMay7qG/3TBTY8PPTNJqLcXqbnN51xgrJE5hDpRm5h0NL/x5peH0ROQ1kgThTgN/WaY62TarkHqrN/QXx/zO78GoHoDEPo02i9ymGMGUF/yrlW8M+ynY3UFak6w0/f02mcAmwg730rryUuBqidvL0Iehl6/hnrRshSQFIDKVUK+AbXuyZa+1w5QtdlKeOfNuuLSDajcwKXpTybf2rmtwG0FbitwW4HbCtxWoFeg9xvzdztQey33WL0v1C6A+r53L6E93hn66WKstYQ8UDXiE4cx7Qqjh7m+dQTsNu3GAVULhg2GrN19aOToWP0FUPtm9foJeRh7Kufh2qjL8LoPVDZWyHt/4Q/8teei1Z5Uf6BU+pnnLeivs76ifI+H8N7B/OrE0I+d+7Iu4f3B/cND3bPYiz5ArYNzaUSOJe8dhD4CyHbHPL1nMLf3UFL31N5zGW/ehnECRqz5hP4wcrVdfZat3swjr000b17n572SOYS9wMilXdhXw2Npj+YwrzEtA9v6Wx+IHuaxtjEw/t6lOu+Z9BXK1jFGPRDe/ysLoNZM3waMc0i7fVgDqD6AOmfUxWl0nH04V6Hd2q6FVNf2k7cn562fstBPvfe+1m1/9foCdR4oA9WPPkA45IU5gTpO+irbk+uq3dz2Cmz3EurVSedcyqJt8sKcDfOJlo0Hal1hUHUCdhmo+ZgvchifpHRzPRh9WkM4J/1mACV2DmCrX4Z809ZI8bNfwGfHfmrgAmwTgJe8E3ExhHyjCyg3DyO+ZWNcdAHDpr8L6wnrSaitAcMH6BR14hhjrhnqhA+IPOnMqR2o+XROqcn0FfICkIQPhYzTzzwwPnh+EOxRvSe0NuPVS/vEsa4yjA+zH379tVvAfz6sj/FCnf7avVCaX71UPbB94OzLXJHDtbKfZDe7/vqoN5+11QlzSoX/bNkHg9Ywjw+N9De3dnNqkzeXcwTCGG32r85a+kiFvPnMZW11+sH4IHUd7UBdKPQxp/VgHAOgfsvR9dDmmpnH+lJjYKyvNT1m9mkO66rTT2q8/cpbV2of5rRX7cZpc/7m1v+f//xn6KdsjLX16Ys4UOeiOtfWHMK8XkjtyVh1Qt4etZvPPs1pTXOos2dzCWNg1DAWqJ9smcOY77//vi5YxmjX3zzagTCHUCeAWm9jreU8nL89uAb/zPnas3mUzek6yBt/lw8R7fl5/qcB+ZNS7aVLvQ8jPWb6qzeHNVyPX379Nb2P1bN57MF/3t317Ftem/90e+5H3ZI/HY2F8GHlmg8znYd1gDoObnD+9fPP2xw9dvZvTmvpL+8c7c1YZXnpLOsvgOrXddQncthLknpYLIX9+mCM85AK67sG8lJt1u9jZrxou3p5dQ2g2ZqbAlB9RQ79zS0VzgNGT+rTpa5/2uzHGur0E+rtS5v+HkuPo5B3iygySQgfEiu70fKckJIbQnXCHOaMHECGjONjfmtL9Zmhv1BnT641kBnGC6j5atNH37gY6rSpBsq/88DIpU/Xl4+L0bqmbVY2t3TGbG996z6FXosBas3m+PZrOttg+MOgs+0afy2Hfq/ptd3w9VYArh8nuK7/epVHJhh1gKH4k717Hr7WEnydnq0xo+upa/73pN+qrnkvcW1eQF1zgGvm3133Ws+X+vfkb9141/8tdfweER0r/S3x7/n2d55+5hbyQH0nKr+FOA19ZGE/J+xb3Vvw+7Vj9ZMX8vYmnQFs5x6MvULbgeoZhk9Mw1wN1fZmbUCxACOfNvce7nPkG/YFbPUNAqqme40G7HmMjRzWbrsUho89tE+6VW7rqLOH1knVC20dZy51LXcd/dVJ218/GP3Lm18fef3E7Gsubepg3COoUxburb0fcD+nbC5zQM6NiKfDc3z3w/dx/+Gh7jk7l77u/SCdhEEJIMg9u7YUay2sZ9xz3i+Y33/2bN/eJ7g31s982uT1B2qPrwzU3lsf2Hn36O7NjTOm5pF27z087uqMd32lHe99gXHa1dmL/uYBap6RQ5t9a5NCzi0hn+a637Km91WPz0/1L7d8mOt9i5AX3rt8/+MP8cPffgx5fX99/BjSp1xfcwFhP+a2H9dFuEb2+re//a36spd1Xeu+UF97luqnLXLAWDv1ztX7Rmma6mWMc4Nxz61SX/P6LMU5mcuc9iSvHagHkh2vzjyuN1DPCqwDo75+xqozt7mEvJAH6hyxB+Ex1V+qXcB44GoufYS9uU762oe6zqm+7wVdO6DW1lyRw77sW1m7cea5O/3SjbmFPtoyZHsBdRyMhTFPeXswr4gc6gRQ/trty5zOzXow5qVOGCvkG8bZA4xakcO8Itk6HjBs+sJYT+OV9RPmmKEOMMXZ5wyGTgNQ6xbvjK6lG7AdT+trg6EDdCkA5QfEEu8M2J3hJf9OeE3QZi79YOS61F/KLpYANhNQi6PeA+uBixyw+1jTBdAmVQZq4ulaN/faPDDmEer1ayo/Qz0g2QBDnv2a1wmu263dvesPw0+dHzbt6u1dyJvvEvrZu9AmBWp+zk2dOf1QmaM/AO2nDqh1gUHVWdM4czQ6BtjWH0YM7Dr9GtaTh2GPHPbsHM2vTR8/lPLWhpEzXetCr13YBwwbDOqFWptwjub1IuqDsc5lXhj+5pwB1EXCi5ExUnNFDtdA3rqdQ539N7RZry/02p0XUBdle7iEPq0zr7z5jJPP0vXSz/xS5ya1H3sEQh1QvnOcfMP8AnY/bRWUb667NWDYrWEvUh9KSd1Q6GOe0C1BbjTspR5QHY+1huYS+mbqKFs+hqwc6aOuciZvTnkfJFa91Gm3NyEv5GeoE0BUPxEBnMF6rqXngr3AbjeX9oZyo3XS1pkjcpgnSV30pdYW6qUC0FTXPHMI18N10g+GXX3N+bQpsxZQc9AmWmecuU2srm3KQDhPc2lrnf7WtLa6SwCbSl+gejaH+duoTV59Q7toWXsDqDkYJ+y9bd+KApXaforJt+Zh2FL16kvfGToCdW7B+/HxFYb1X0sDv08Pr9W/6W8rcFuB2wrcVuDzVgCo78SOBpr9KvSt7463bF1cn4Y6+ZnKvwV4fT6d66149wkCqHUyxv1FQ9l4aUNZXMrqgPruNuen7D+6TlP3Us1L3Wu7l4oc2nq/leJWx1qw929fxgr9hDrpDHXtAyNe2TragNpXA+HQ1tCuDoZNXgDVFwx9+0UO+UaKtefzHsI5dV6pPtqdl/dX2tW5noL8AbR+/QBNXyDIewJtxgl9jcsDGyXfrS/mA5RNuzndb9uTPIx9aeQA8n28zNkwTq3+Aqh8kcN1BLL8gDHq9Etz2Kv3If5QfVnXeM79uPck/qBdyC/rmncwUTbt+mfCkl2Xu4f7mpO5G+a2L+EaWNN5afd88l5RvfH2IrTp77mmTZ3rYJy8OYG6r29Zf6B+ececxlrLY2Y+9//y1jFef3PL62d+2B9MK+sP1Jwihzk6xrrGmTtNtc7a1Blrnba13ZhG24DKb6y6S7S/1J5nwDiWQHzKMIewxjV/11c4B2DrC6jPR+QAaq7Atv7msy9zS10nIR+nAbu/fsI6UuN101+4FjPUCf2EvlJxyStfA4z61pxhfTHnuhbf9mu21gH5cXgd7fcaXV4zfC19T9TJCNibdYHfqwO7P7zkXdiuYS6gThxrCaBOnvngysN5Ln1jGvamn/rL/Lqpl+oHI5eyAKqmNhE55hzGKvuB7YdX/paiFxFlT2QvVD4Q01dkirMDrSz84EvN51pYT38/VEBdnJS1wbjYAPVB0sdYAVTPQDg6H7DpzSMiB1D6lpsCZ30CdTwih70Jfc0P1EM0eWE/rkm61sue1QtjZpRDvumjHkZd84s01Rylyh5LQHGDcdYzh7C+6+lF2J+iCGCbj/6i+zFR+0vNBWPNPZZCf/0aykIZqDWMHOrMm+ymU1avDii9cxEw+ooc+jRSrJeyDFBxMI7DrAcictNQiKj1mmumKvwSBoLcdMCeA4g1NxTO2QeNfjnra35zuJ5C3eF4iB7a5Z2DVN/IHtb8os+FVrWdL+2rsv5INnJR8zFe6CO0AJKCuspd0v4G+xzUAlkW2aprnFAB1AM+eWuZTyjDiAEqHgbVJgBJfaEZC0OecwNhvtYZIC/kjROwx87+MD7Prp2A3c+1F+YxX0O5AVTvyto7tzwMm7zQJuQbysYKGP4wqH0LbW8Bhj9cp2/FagMkhe6rhHyD3Zbim6+OleoI1HkW33h0vU8t81v9PzXvze8/egVuk7+twG0FvtEKAPU9C2wVgNJtis9k/D4QhsOeU51Q/xb0mdG+QLFA9Qnv0wrIt2v5Uv3Zr85ngualymLmlWHvVfktGDujfWed+xzROvlG+79GgdpXajdeCkgK6oBtr2Fe921Sbe6hRORQbn2K9dIGo4Z2YDte5XDx1j6zGqj65up9Ngyd90Tu8btuPYCLiPI7HsP//HNKBeVUYHOyAAAQAElEQVREmrcevDeomrnHNz9QtdSZU517V2nkcO4i2c1PHig5chjX6DjzCWDzU44cQL5nz9mbuXs+Ks1jDiEvuh959e2nLC/M7T2PD/2A2sebW712oNaga7XefALQrX6bsWUY+3lz2gNQ9x/mKOd8s4Z9AJVfWajrGsaaw+cI6oW2GeqMU6e/PSgLoNZQHyAcQOn0ixzGCZ9TwJh/qjcfc1ofqD616W9OeQEjTp02oV4q1CvDnuNS1g9QXZ8z5RLyTV4kWz0ARdWZ27lKhTr97Ns5KmtXByNOXl8hD7z4hRT12o2Xl4qZbxnG/FvWp6HOPMry4pJXbh95fQTs/SoL/RrK+gO1ZvKi9dKG+rcAe63ZD67rZx/5xbe3ACMRXKdvxWoDJFfhJK8aJqU+AthObhgLp74ROWYeKP94ZcDoaz4oxuvuCeiJ6IdYXfsAdQLDqK9vY/Zrf6l2bU1h5GjZC7wPrxrKXnCEPFDzsCfYY+M0zK3ND4v17Nne1esiVS/k1YnmYc/ZOu0w9B2nzRpCvn3kZx/1ovX6Oxd9gHogY3/26cVLm3CuwjjtzskYbeaQ1xanoV0/YZw+PrD1Aa6yvxpuzMm9jpt855AK/b1Qmg/QpXzVaTOvefTV2BTGl4W/Hu9c7FO0j7+a/9///d+VC9iodthl81nbeQjYbfo6F32soex54gNSda6fOvsT6pQbQLEwqHb9VFpT2LOYHxJqb0Ce6ykYd8gvcHM01JEbi8j0h3zI6Fq54Sh9xpkf8iKdP1nUR9nYTBfyTV1r/3mCut7gmEOoE0DAgHEwePPNaJsxrpk57EuqTQBV/3K9YeSEQbVHDiDfozYZ5gGql86rzh50Aiq39Y1/y0c7EBFRXwTmgBEPue653p1bW+QAqnay2wvYeP1nwLAZL3QEthzXdPpcQj9xqYeXuS593pLN+Rbeim0bUGznUYChk38LwLYW+s05lP8IwOgJuFreHq8absrbCtxW4LYCtxX406wAvLyGw0vd5zb81nfBW7au95YPjD2IPq8Bxly0d054qWvbJXV/JIwX2oFtDwXU9zOMXuI0YNcDpe34pqV85819mgC2OsBW319C6D04UPcv+lvDvnuvpSxg5NFHxGlokwUkG2DIbdcAu8782sSlrWVtjdZJ1QE1F9jXD4Yuctij+1Ahn6ra5xorrx4onXv7mnM+dtRX2yH3qPra54zSpU2dDylLzvsAqXk5/UJD09JlHXMK2NegbbDrzNvYck52oI6n/Xa81Bh1wjjlmoPGjPGhon8+yj8L5b3IbMuEOfPcq598XQPjzdVQ1izM7/2a1Dnp77nk/Zt+3p/A6FPZHN6Ltb/3dzDWXh1Q9wnmBuqYmNM4c0rN2XHW6rrGaze/VBkwVeVRNpeQtx+N+ssD9bDUezWg+mi9fsYJGDZ1QJ17rY8cndtYoZzqF6/W22v7ScWlM5CHhjM1jD6sLWDYzSvMK3p9Olib0ObctWtTJ4CtlrI2e2p/efVSAdQawIiDQe1J6CsiB5Dv++uaHq777FFR/cHwAzYZdt7aIqYBbJK1xab4BEZ/8Qmum8u7DyA3zz+I8cD2pIBaTFtRp81FFK3zoMsD9WWhnzp9PaGEvDptQJCIiwGjFowT+ZqvOnMJ8zWUhbI+nRpGTvtt2I8XKb/opMYZI/UCAnR4fei1zfADAqNHHZW9SEiV55zGdU/avVjBiNXWAOpDYx77UB85pMYnW3YYvalvaGuoc37GNNQBdWxcA3uQqo8cyl5A7S/FqqNdWXoJYDsn7LXrAYbXxRXYfKwjNF72BMMPdqqPvoBkOwZA9da5gK2GMfbi8Ytp6NtQDdT/LEjeeTtHeX2kQt585mr0HLUL7dbTV1nA6Kf1sB9noHp3LTuXX7SRDxOBcJhTmz7m3TYfualou/1ob/gbkc5hWdc6vvIw6ubixLIutX5ALLkBiWlA+o3S9SUPJ2HysY/6SWt62J9w3TqXsjBEnZA3TshD1sk5tKxOwKinXqgTPQfzqjenkHdt9XkLxgn9hb5ALseA+dW1j7KA0ac1hD7WbQCq6jeIPQ76mKOU+WYO1ybZN1/2JHSac6sznzptM2DUVgc73zHGNfR5C8a8hbdiv4YN2I7FnM/+7WvW/RE8jP4ua9ubuNTf5NsK3FbgtgK3FfhzrACM6zewNeR1u7Epv4Ax12X4Nd2ljzKwff/BS948bwEwzVUYd9VwRXnpqyyA6s8QGDzsVP0Mv7dnzLa3eLieE4beWEBSALa+SvHKG/DCAkPn/Nyn6WDPyu631MHr+z+gautvrJC/hHoBw19ewJCB+g0u945Ph+f6m4/2MQOGbxY0NLbffMw9tAo42RVOsA/vJ6Sc7inkOy+593eO/tNnddaXGq7efSuM3tTNgL2eOY2Vum4w1kwZCPPIG6/d3AJQVfci6g/5YFSF/lIf5rmn1rf70g/2/Mr6W18f6wChHkb+yGEOGHHtl+p6GWMt77O0mcu6Qh6oh376GQDkYWCrYZw9NKwdOYz1vt9nCupgxKXpxctY/c2lEajfurQf7/+tLS9tO4x85raONhi6zmU+YYx2IX8JGHEwqHYYPFDnp7HCPtpubUCx1gTGGusHQy/fKMd8g2EDKq6PT5rqWYE1hLKwjtR5qQfq3jZyqDPeGh4z56tPmuo18zDqlSHfjElSucxhHXHJw4iDQY2BwQOKBdjnrwKGDXYK1Jxhp/q+hu7xNXvr9buGtr9Fl7eM2q4lnnX6vAXYJwv7InWOt2K1vebXejjPb4wAtg8qENcGUCeAB17A8DO3J5cnFAxd5AAqZ+TQR3jCvAYY8033OvBzDaBy+SH3ImAOqXJDOXJYx5O5oZzq7eXJr029Pdu7Rql5faBnzrbrK7Sra6iTNxaonuXtW8DQzTwMnX4weECxLvBArTFQFzZ7tYa15O0LqFr2am5tQj+g1gkIh3rnKOxfOD/j/B++CHP625BAXVSME+YT8g0v0vahHqg+uoZ6/YCtB/20W1fq/zzFXjxW1o3TsKf/+q//qvrGNIzpWHXGSoU2IX9KEz0P/Yyzjr+ZKdVXP/2FvJAX8u0jfw0w5uz6ARH5MtZaovXqRJyGvLAvawC1RuvdGjDWXZvxkQMINx7901D1HW8dfYV/uFmbvkB9AWm3hv5SZX2F6+B5A2SVqHNOH6H/bAM2uzn0keonTCBVLxXGSwVQc2s/qb0KQHHLbw5zAxUDg+pkLu2iY9VpA2odI4d20bZUVS5pA0ZeGFRfYxpAuaoXCsCW51IH6FLQBmy+KmHIgOJm01eFdIa6tzD7XuPfim2bcfLAi37Ufypgjzem88p/K1ij8VYN4C3zzXZbgdsK3Fbg33IF/hOa9hp/Oc9rums++r2G9r+0t/49CuN7BQa99L/Meym3f+uB7Tu4bW9R9z8CKDfz9N5FWso33oCtnrG6NpV/D/rOsOYsu9d2X2+P2oR2oO5r1AsYfWgT+ok4DXUntghQ1DdtQh44m4852qZdAJLCpW32h+EHVE59hYGAJHxQaIxQAdS83Pc6L/X+JqC8/0qp9eZxf6seqPxAOIAh58NH7QJOe+98cAnEsq5Vxz28MJc5gXBYV52xLbddHQy/1sEuqxNAtK+0e5cXsNuB6ke9saL5yAHUnNSLVFVuKbDFwvCLHMB2/+a9pPPxfsV7Q3M7b+FclbXZY4Zu9xEtq9NHClRt85kXqD+1Zry5zAmjtj72C4R20TnVK0cOY4xtAPXwUztQ92H6CHMClU9/8/kZATJTVG9AaNNXai0B1DrCoMY6L6BigbKrEyph6ADFLX8J+QZUTLK1blJhPWs3lNWb17rC/tQ39NVHm3OS19Z6YwVQtfRrWV/grD9jIwfsPZqrob1xTZeh9QLOaAmnN2CbvypAUv2Zu4TpTZ2wXquBygGUSnsx3/ht+cb56yR0Mg1gm6gH7r36+sA42C6YMBdQB1o+csCeV10jTVXPE8UPkzCn0KafdIa6Bux5gaoJox99zCvM6wkrVTa/sN/IASOPMY1Ub+sDI6cfiP6Qd6x+DaB6sIb1zGWMtYQ/UfGnEjDytZ/UfEI/YZxQZ544DXmhHtjqGROn0faT+IK03bpecF0X81mvnZ1n+0mBWg/712Y99TPMIcwj9LGGFMYaw6AdZ722y8Owy9vbDNd0hj5ArQEQDvPag/DvPPqQ0BzWsCf7F3456P8agPriihzmcs7mNo8Aqq7zuwSwnddAXWziNMxhPiGvGpBsfuq1w65X52Yjpo2DQUD1aU9xGvJ9TM3jvBvKwnxw3ttz/rSxH0LqA3t9ZdP7f+czv72oM0/p01c9ZEz22D+N1SYg9TIJY4xN9uwFox/tGpoCtZ6A6lqntjX1GFjfeerk/LXNUC/USYHKa1xDvbC/2a91s94YQNNZT6XIN3tqwD43ezRPumxxXUudAKo3eW36S5UFICmob5Ti9Dbr5E/qygt7fOsvKbD5wkv+0v9SfqvmbLuMa3meM4z6bfujKXDWApzLZ8bPF26RtxW4rcBtBW4r8A1WwO8g0anlG637EgrU96c55ryw67X9FnQevxth5IHrtH2lXQN239Z9DWqNxpxP3SzDp9c3doZ5LmV1DW3N/1basUCFKrtPk8LQueZCB/d+AoZNP6Fdqo8A6j4Bdj8YOv1mdGzrzO9+P05D2f0kMM6rpJr8l0cdI4Vhv8ynrwCqp5iGDzuN9R7AuJ67LrDnaz2w5TBOwNAB4ehetSkD1bey91OA6rqvtKYCUD6AYvEy1gXqfx7qPaD+roc2eSEPI6799RFA1VFvfWGM6Dj9RNu8b/Q+Qh1Q91ktRw5jhXYhL9JUfctbz7kKZW3mMLeysJ7QBmx1vE9V7zrGaRhrLfNJVesjzNVQD1QuGHMH6mGo6xc5jBHJVr9SoU6YH8Z6tl4K1LEHtjj9hfWbxjvDec01jBMd5tqZTxlGLRjUWO36X+Zof21ArYH+QN1vRQ4g36P6N74BQ29swx6E9aStn2nkUE5SNZoHqsal3jzqBAwfQLHitQNbLFA2YNOV4o034FUrvG7roKWZ16iTfAuvxbXeWCcqbR2wnVzxzvCgwTio5hHmAmJdlvrAt9y+kUOdB1N0TKq3lzptRx+IJPKIhMsllsw9Q51QJ22YrOLjGIdjXaKTOxaURSdlyah8aVUvjfSE8ZMEP7B+8CGdMjEQfUKT84TUZ456OHO3hv/3LbGsazhvf1LXFxznbi5zeoHxQiKcr74+NPN/emOM66B/5ADyfbz0NQYIGBiWiI7Rx1ih7hqsZy/CeH3VOTdlaxgH1Hwjh3mT1IVMf3kBo4+ON+f93V0cnp81x48//hjOy5z+ZmPHwojLicQMOOkj6rczXSsf4PrgsHuwt0P+1C5domN9MNa8NuP8zUtjI4frbm/JptuoYc8weNjp3d1d+VjPWsa4NsYb4zzUK6vvuUmBOvZ4XiQfp+G8jfGLvnpNPZDv46X9HOHpX4gglmWN1MV3+AAAEABJREFUu/v7XP8PpYMlj81dLKu9Lp61Qfk81E/Jljw/I4dzEOZe1rVsqc4c3YV1juGaBRH26Fqty12KyxmOKbns0kgelliyplizD6l4fHyqY2fNyLHYCwQQPqD0Nyob9Qklykb6LesanNbOuBlA+dmjuYFY0z9ytM7ena+y0C/NFde5Wtd6ILTBoMZFjtYpe2ylqa6a2uTNpV4oAzX37kGdvsLzxf7UXQI4qTj1skRErtcx8pgc83ilxBLLskac9HUs0q68I9K3lBuNHEAAGW/e+GbDyq6JNAuGVDTveab8FvTpz0n7Gd9o3Wv0W00OeDe1c3/X6ebwH7wCnrVOX/ot0LmlfwSck3Wln4OOlX4OrGmc9HPQsdIb/uorMF+v5cWXzhnG98Scq3kYtk+pYcw1fGrspR98Wu3eu3Rt8yzuzU5o/VWa3/jqjWkAte8wx3rar8VrI1uEestMuZdJPz/F/d0v/fmXX8K/B+geofeM6mvfkPcdh7zvcz9mHwJIM1sPQMwDzuXnw3PtnWDozeWamKvnIDWHNqFNOUZIAFUPhmK3k/u53PXm5k2dsSnFBu97c/+72VIun6T24Lytfcy8h+djPH58iqfH58gpx8Ja+3v99ZUKc0WPXMxZJy+8Z35+egrvs3S1hscKRr/6tF6bvLpDziMnG4I8PyKH/4wbCOsKIM1Dti/Y+cesqU4/keG1Pkv6ZIKwJ+mHh4d4yPsf7yvvTueQcfYAGFZx6hTgXOf+XZs1/H8RSN2LO0f13i+aa837GO/BnaN618NY/c2byxf+6StlfYCtLlDz9JdfgPDeU7Sv+ZWNM1fnlyp7f+DzAu9blbs/9fLq7N08ndP+hTb1rqc2YV77V6+PkAfq3LQPIBz6azNGuaG+eaDmp06o75imrpX6RvvNsnNxTl1fn46XKgNbj5FDXZJ66SNjvJBvu7I9KDtfod0YIa+P0CbkYcxN+7quVRuGDgbVT399hDVmqBMw/OW1S0XzMOxwTvWZAZQIg5bwiW9AHSs4p58SvsxONi1mHZwnhXN59r3Gu5AC2MzW8ABJ/cDHIT9qJ5DsEsTKEndL3gCf9OpmGHNMGxBrXiRgfDgjhx8sTzzrStuepnoBFeNFJtls4RCH/CIQfg2pWxZCPD09ll398/NTCHl9Iq/EysYJeSGvfV2X+O67DyH/+PgxzCWv3hzPfoHlRfHp42M854OU4/MhXJPS55fAsixZ73kgZdfME94LmBcO//mvX2B+wIzT7gVNWZ++AMkDNefIof5///d/6wtA3zXXz1pp2l7qXDtjfQhmjDXUG6M/kGu05Nodooc+2n0QaC/Kj4+PuQbUA0Jt/g9ahLx2/0cu+upnfnn11rYH9c7bi+3f//73+uJzjcRjrt0vP/+Sa+uxea5ezGuc62FfXsSN118ZqH78ErOG+Z3frx9/jX/+9FM8fPgQftlptw9jf83jl49m4se//Rj/7//7f/Ehj6v+H1NvTvsGZCt392D8DHtSLsd8M84ehHz37ZpbV1/70y6vD1Dnibl+/uXn4snzVbliTnmT1LnjXOSNXfLh9THbzDMtfDC3rnexLGuazZlnZX7+Dvm5ek485fn4nHh6es71fc46EaSv+wAf/NnjxzxvgVjzHAJzHGPNGovnbp6zz3mOF5/0Kc9112VN36eU9fuYx+85a8ASy7JWjaesp84666k/7coigvI116+5/h/zMxo5f/+JiPNyfrEutalc1jW8HqxJn7K+/dx/eIi7h/sw7pi53Fw9Px3yQXYe4UPkIuQ8kqrPj3h6ZK6UP/76GI+5CYss4AZMal4g+7H/JQ45Z4+Xx8q6kIsdmTIbV6d9hv001KfrlmvJNTRGnYA911POxTqugX7azWMOY4AAqh9tMGT5M3uuvded+brrdVY58hyQKnstFvLqxLqspivYgwDyGB7rvLNHjUDNCXabfcYrA0av5rNXof8MdXm0IicZjpJzjdtHWT0gKagTJeQbUH1ZJ3Jou0SqX7zOfCbrrO8+JnO2SuGaDpjVtYbm6zxN1TXOAm7Cn3oFgDr2MOjXahbeznfMC9gxPxfia9Xc8xx39g/ijp8xv+NpPY4Z++Vt//Y1AE5l34+F9j2FTOS4zSOvhMlPpt+NnXv4WkW/Rc7XerPWW7bZDtRnuP1nW+veojDige17xxyNuDJgj4GXvN8LxsO5TZ02v9sE7PYrZUoFuw9QPcK5Lq6MNfdWouu0C9Ds9n1mX6INvX8BtrW1b/cyQr79YfdRp411Cfd+uSUreohj7Wuf8n7uMe/XpIfUtY+ycO/rp+94agSo+S7LslEYujgNawpFIJY1fdc1loyJ09AOhPNy/+ceSN3JXPsi56XOOO9p3Iv2PLpP+3N/6hzk1c8+8qu/fJH7zY8fP4Ywp7q7fHjGqSd1rpP1rWNf8vbwnLHZat5P3eUe+T57XusYGAOkfDfyug9MeV3v0vchfT+k31J7YefnPLxv8Rwwt1iXJZSPGausj/fb7WcfykDmmpBxzs3jKbwvs3/vYezLXNV73j/cPzyE91/6bcjroGshrOk6uB4fvvuufrMRqGNgnoe7+3Dv6/23uT1exljTvbWy8zvmOukvqpeUpfZBFn7KewJxt9zFD9/9EN9/+D5W1sgnvfFwl+uV0KbvMR/kCuXvHj7ET//6V/yaxy8XIe4f0jfvTYDceu/XdNfxY95D25PrJh7znic9wucA9u66qrdHQJL3bE/1uQPqHIWhjxz27jz9ZSTX6CnX0/PBOv3QfVnz3E54TvlZ0S5VXlbv1Y55PtyHfbne1geqJ3N7brtOrqlwLfUF8hzKueZ89VNnP86joay/cerM4zo4T6mQB+p4are+/sa2bA6hnNMO49pP+UPe68PIoZ86c0iNAfLQoFhraW6hzb7MJeTV66hsjpb1dZ4+0HWdgDoexsDIHTmUGynW61IGqh/zC52sI5St7RzlpYAu1fucC6g8rZtpBeQbDB8gpfMXUPHn2k+T5lrLp4V8HS/gLJGNELzQecCEi3pmvCKY4xLGXoP5LuGBuluXWBciX9lNfsTcmJ5wTXfML7fQnl9sx6SNQ+rlpQ3lSL8x9bxknPxbB1k3L7qR45AXtmNeQJeUgfpgpXp/pS4S2WFIYV8744x3fvLm8GQU8pFDvT5Sddr80LUuXUKbsnmEfq1vqt44faXqvRh4wfakN94PmhcWP3Q+qBLqgPoi0BcIL1L6+UDSOOMFUB9SddaRGi+sqc4+rGuP2pWFtjgNIJeKPAKpSN4vMi+kXnDN48NG470QW9cHjIc8Rsu6hDnNrz6j88vusb4w/vXzz8UDoW05Ha84DesbK2Zes/4wjq1z8cIE1AXZ42H/roc57cn1ca2MM5c9C32E/Xs+GKddXx/++qWrflnXWsdchO3Y6mcvMProWGvag7XU/ZoPZPW9xCHPUZGk+tbffA37e8rNn3HmFECbqw8F+5O+Bfs45EMycczNjJAXz6n3C8SezXG53m7cgPAndU/5BYvHKaEs7Mu4t+DcIM8fJ5uOQC7lkF1/5yjSVOtsL0Kdx1aqTcw8oCr0FdaxHxh6fYXzF/ICqPr6C3WVKN86HkZ/rgcMfxg03Wr9tRnrekboH6nfcci1FtpgiYjdRx51eQDzo5JxXtcGIgcQ3UvVyLWTRg5gs0UO9Zc4nK6DUhh9w3UaZM9/ELL9sxcQMNDzP3O4CbcV+Mor0J+da2m1DX1+UOsb8GvTkf1L3r9O7OfO6+tUzytQJvqcHjLs9rqtwDdcAa8BYi4BzOIX8X5Huz+Rzmjde8ndQ+lrjwKo/YF7GwGjV2D7bgXCAdQe3ThlKbD59XcwoHnTA8Xn29i7kJ/gxCGvkfk8KZ8bHQvyrEuIyBtB5TNk1ss5OxfnNO/tgSy1I8O2lw+f3C8b1/07b+G+0P28dAtIRj/9rQHUPYj+QN0zqhfmBcLh3KrX3IvV3j2VMPzNZU5RPrn/SnP1vOR+WT7DKrc5hTH6en9kf/oJGPW0P+VDMxiyvur8LcOj+U2YiZe0a3PNxFPeNyh3L1KyB2t4T7Osax6lqPuvX379JbLJOgfMbZw9lO/dXZ1HrsPHx495D/AY/rJOjHbquBuzLt77L5FHOexF6CIVh7xvMG/p9M36rrV1hD07FVgignzo95wP5J6yp2OQOm1PT8/x8fSLFvosS87hGOX3kA8h17s1DrmR9qHix3wY+ZQ1l6zlfEmarmEPQr1Q533smv0AAWznQZyGfg0YPkBZXVcZczQPhP7m7DX0vv3p6anya4vTkPfYAy9supjTfuWlyubtGHUCRjzs1JgG0Gwds02YGKB6aBUMGTiLsYdLeA6oA2ruzityqNNmj0JZwMitn9BHtE+GVi/anK8xrZupvHBt53ig+oBBjZ8RpzHrgC3GPjpf/A5j7uMa/14Lfmre8/kqdhgHrpPZrIulDEjqZFEvtEnLcHoD6uCexCJA0fmt42Yqfw1AHTxPGNE+1+prixxAxXiCwXn99pEK88Dwh/GBUA9DFzlg5NBXm3ntxRMpzfWC4QNUbeDFWhgvzGG8F5E4DaDi1MdpwOgH2C5e2mHkBuonHEA4gKrZNYC6MF7a7NsegK2msvrI4fyA+rVx8KLtBftQvmmuLzpryAv97ct4AaMPbV7QtMtrE8YClc+6kQNGjHlSrJc2Y41xrYB6IOpFoRzyDUYcUOenNr8kuobx5hRARoyXuQWMOGsYo1VfAdS6OwcBu691ROSAkRco/4f8yZEPJkXnNfclrG9/MOKVRZwGUGsEww5D7t70hd0Gg48cQJ0L5tfP2qmuNeqeAFWl06ehEqjakQOGX7KVU9romKaz3pp93NounX2AOkf1dV7C/oR8+75GL32UhXU8PjB6N786YJtX69SLuBjANl9gs7Zv081whekaQOWCQXU1HpA9g3pxOBwqZjaqb1zqW9Y+88qidTBqApVf29yn6we0+5sUqBxwnZp7Bpz7zclh2Gbd1+Zh1AC28yC+YMCeD17yX5D6FvoXXYH+PPxFp/ebpgUvPzOw635TspvzbQX+zVbgtWsBjM/Al07H/OaQzmjdTOUb+spLGzB6gpdU3wbs9o6Vtl0Kuw+gqgDUfqKE05uxQlE6w/3tvF9pm74z9JmhTV+pACQFoHoAtnud9gU2Hxn17lWFeyhruOeVwh4PVE79hXZ7ByIWTFUP7rQpAOVvzoa2hj7CPMC2h9e3e9EOu81YGHnl3R93vL7GNrSrm+3qgNo3Oce+J4ocMPICKcXWj36w9wBUPOx+9is6Pwz/y/60izgNGH6KQOV1Te25ETnU2au6nh8Q9qbNnOql+gh5H17Kw96r+kamrmM0y62D0Ruw3d9oE85VwMirDgZvru7lkmprX6DmGzns0fn1XFw3YTxQftqEvjBqaVeWCu2uCYyerQfUHIFwAJsMg1evrxRe6tSL9pG/RNukM4C6p7Y352h/8pFDvyRvvvRxbtJ2bJjITQIAABAASURBVB5oVVEYsnYBbOexDjDs8kIf6Qx1l9DuOkvtxWMvVf6z43d5AAnUSeViAJJt4XsxVQLlB4Oq0y69Bm1AfQA8ADDigOgBXLUDVcscIqahLFTB8Jt5T1BPVE9YGHbrCxgyYEh9wchok3pi7LnHCahenTZ58+uvTrkBVM/KsPPKM+Y4L3KekObzwVX3rM6LiHrYc3UsUOvmPLsfqTBGaDOfMdbxwZw5lfXrelJ9I4dzhL2eP2HR34dp5jKPvzmmn3phLZHhdd4A1Zu2yGEtoY+6jlXXfLpVjD7qG66DsHd95M0hBfInWk/bMbQ/5yIFdK/jAYNXAWw681gHxnE2p9DPHD1nZddNG1AXxMjhOtiXNnMJGF9sxrum2tN1e1Cs7K/lG2NtY7Q3lRcw+tTHNXGdjLWmxwCo327UJmD4A9s6Luta6/Mxf9LZvesbOawn70/zzK1dqj7N2xpx2hypawDFAmEO0kfIN4DKYc4ZkQOGzVraYJfVwS6n+5sv43UAwtowjqV5IgeMXMnWWrh2xriuHiP9hPZr6HWR6ifaD6hzwVww6mgX+gsgHOqkonmgNifqZsCIUeecLgHU2moH6jMnb17RPAw/QNWG9lEBw6ZOqGsoA1ULdmo/QK13fOGwxmsp3rK9FnOpN4do/cy37kZvK/B7rcDt/Pu9VvpW57YC/z4rcHldgPF9+6Uz6O9qoL6vL+XLujENbe5tjBEw9hrun9zbuIfVZwoptnVSeH0e2g2QNpQbl7pZnvnZXx5GTXvWr3XOxT35DG3XYJwwB4x8QLmq7/lLlTXAWJ/mrScv9DkmYz71UuFvb0LmFWn3BWzHSp/I4ZoLoGzmszZQ+zP9Oi8MHbkv9xi55xX6Rw4g3yMOx2PFAi/osTwi/A082c4Pw9da7p+1dS/W6hqusfdiHScFwjk0jDOHvjDyAqFv5NA+Y45rvX3M/vpoy/B6aRftU8p8A/I9tv27dgHUWpjjcDjUPYO8NvsU8tZxvlITAZKC/jL6CX2EOiEvmtdfKEsvoV603ljhWptfzPbZTz1Qa6qf6PUAav76mwsov8ihLkmthfQa2ueaTZ12+5QXykJeyMNYN3ibtr90hnMRQPVqTuF8hPMF5pC6X7IvoUF/KXCWY9YBigXjzC2AioFzWo75BuR7ftb8reLk7KfRdVP9p30t37ozGAvUiyEV1oVhkxdALXYvoFT9ezDfjNf8YeSHnXqQhQdddCxQJ5Inn30AZZrryAPVcxkv3mDkgN3HGN0ASdVQ1wDqQzrXhOEbpwFDhkFVAxUHVD/OxXl1Xmmchrw4idWDF7tGx2mXN5f+TWHU0O4FXmqsvvKw29UZq14q5I3znwqb07m6zvJ+kcn7cA6oC7T6jjNWXp0wvzrzefEG6ktIHex9KBsn5GdYz4dvUh+ISp0PUG7WEfZpDe1ArZt6exDy5p9hAv2NA6o3c+sL1G+BOmd15pj9jTGXOiGvj/726YPGzi0VQB1/GHTOC9Q54jziNOzDvDB6cx2E+tlPd/2kDcjj8/xcc3JDob89SIEIX0m1RQ7jzXuG3KT4z0P8py366yPSPXoDE5lDufVAqlAV5npNr831sifPD/1aVidfSd54c/2M6znJC0PMoV1eu1SbAOrLN6ahfhKLhTEP2CkMvhzeebMuDH/nKwwBao2UxWVtGHZ938Jl3OyrDUYeoEzqZgB1zsGwR46221eKb77a9zX6ZvDvYLQvy0jFzLes7obbCnzrFbidb996hW/5/1IrcJvMV1kBoPYanQzO5dZ7fRItS2H4Aoob9BMqpDNaJwWqNgw6+8nrI20oi5YBxTNoUyGdoU4AW033MLPPzGsTrTNWtCyFPdelTbv7O+8D3L/Km8/9v/tOef8Ek3+Tr/fYgGnqlyb8++gK2sx1CW3mhrH3124N97XGuD/2zxhZB6j97Hq3Rv1GZT58ZFlq/61dGB85gMgFylfmPebuPvf4kcPcwtwp1sNH52KceqD69v7DX4SQapthHFC5jbFHdfJS+1BnjLqenzZ1UqD2pDXP7M0YoV1qvFQYb57Iod51lwr9gboPVNZmTLpu81CvbK3O0z7mNocAqid9YOTUz3ig1l5b6yJH51Q/Q33D3Ola6wVj3WBQY/STwtDpb42Gsc7L4+GxUrZvz0ep/akTxkphz2V+GPPR17z6we5jjLqm8kJZAJKC+oaK5meqXqiTwogHztbBeduPfTlH5+c5J1UnjBeApNB5FWDMTR0MH3kBQ9ZPwJC1CRgyDKrPjPYBzvrWB4bOOehnr1LX22OjXr9vDRh9wHX6Xv1v/gBybsCD7SKpg9GwslAnAMlVAHUgZqM5hTk+BXNs88Z1DqAuBJFDvQdSAKmJs4uNJ2vH6St0aio/o/XANg84P4GB7aIO536dq/PMtHlPQPvV15PSiwRw1rd6oH5rTn8YdnMANX9zANFzdJ5+SIV+Qh5Gj/pbSwD14NAPcuTQN0nNWd448xnj3/BTp6+15H346N8/1A6jN2C7CMdp2Ltx5lIFoxd584g5h/O2tpA3zhz+JE2qb+s6R3+Y1XecsZ1bfoZ+2qQNc5m/10a9c/Uhov0D228bWkOdOezHWKCOSUxDu3VdPxjrbV5rOB9jzaVfYwrfWGP0dZ7mkiq3g/ZLdD4pEG6ArOuGJA9yFCLqS3hZl+pdG5DaqPPb3u2vFPlmLh84xnBJzXi5WdHmT0oPuZkRyg29gFEjaeub2jsQQH0G1MMuxztD/9lFWQBV02MVOdZ1DddgyU0ZjFrOMU1XX+YQxgnjBHDmbw6hrwBqLsYIoPy1zVAJo4/Wq7uE63OJ2X/mgaptjtbDuU7bNcDw6zipftJL2I+6pvKvwRyfChg9fKr/p/gBZ26XfZ4Zb8LZCtyEL1+B+Xy7zKbtUneTbytwW4H/vBWA699TX7oSXmOufU+3rvPr9xqvTX8hr597Ifc3LatrtE4K5/OafbTPcvNNZ3vrmrate2oZzuvZo73C0OtnTMN86qSXmPXyQh+g9pbmde9nrrbFaWiztnb30VKhGbKXfEAoX/vmw3gI2HmkhdxPmwfSX+cEJC+Sz6jaw/eeO9IUabMXkS6153Xfay+dyz27NrIH6+h78EHfCdqUpUCmJDo2cjgP99XeIxkLlL1rRA7z6tNzT1XlAWTL35xt11+YTwdt5mtZ3Qz1Qh99tRnf0CbUC3mhr+sh1dcepdqkzk0KbPezwHZPpF1f460tL4Can7yIHDDigJTGfVXnNr6U+QZULfOpByqX/AwYeiB6eD8Io4651QN1L2Wv6hrKQtkehf7WkGrzeKiHUQPOqX5Cn4ayOWDUbT0MWbuY9TDytk57A6j5w6Dq9eu+lYE6h9Q19IGhtx+hTrs0cqgDKlZevYgcyrD3DKQ2ai3bRwVQ8R4v4EWvQPSAwRsvgIqFvU78icfye/Xm4jSsCdRCRQ6gFjnZerVf01JeeZvtM9+uMA6CttY1hVETKFX7AFtffWK1LaahTkyqmgNQ8UDJcRr6CsX5RJRXJ/qE84MqANVn6BxSoVHavSqbE0bszANnPWkTgGFlswcvoDDWrvtQ33WMEdqsa7B249TrJ9SrAyq3vHbj/ImKXzAt6+uDM/OYUx+psrnkgVpbZaAe2sl7UfNCb0zkMGeS+vJs3njtQl47UD7KXmi12aM5pcrtd5lHvb2pBxRrjsBGVQKSusjI6C/ku661YPipF9qclzzsNqC+TOxX2KuIHNJGimd9qDenc5JGhC61nkBR52NO+7FHY2ZEjpaT3V76ZrFay+65Zf0j24d6qzr6AwHjHCufUzY3JsfI/3Kzoh4IdfY8b6ZO7kVg5Crh9GYN5wIZnxsw49UJ10DIn9xfJe1jLwJGLaCOqWsGVPxsl3ctYNjKId/Ui2QrXnoJoNYGuDS9kJ2XSqBi7BdGb9aBoQd026DNWOmmTAaoPEBKEfoUk29A2ZKtV9vMIUp5eoPh2z4wZM36AnUexxcOGHlhUHNf4rUS+r1m+1Q9jLqw00+N/RQ/e3wLn5Lj5vOftQJ9vvxnzfr6bGH/XMJL/nrUTXtbgb/GCsA45y9n87WuEeYxt3RG62Yq39BXHpDUXkidUOE+RsCwq2vA0MG+z2mbFKh9CgyqbgYMPbyks9/Mw/BVZ4/ua9xDwtADmgpA1bd/FTBk2OmlXnkGUHtla7iPFNY0p/ta9+juPfu+x55grEfkgz9t/k9MYhrGwuhBHx8UmtfYtrnHtqb/IskcMHLmjjx6H24fxsDIBYNaynjtQQRQc7BO5DCmkLz1hDVSrHsHqfPyPlAKVDxksoizc8Q8qSq7VBkouXOqq7nkvURMQ709SoGtz+5HClSE8Ze+QMUAoU1HYxrWt3+pOu3WugZtYrYpAzUXIBxtB6p26/r4KXev8rD3BqgqmMeemzavXA75BlRte58BI48x1rJ222HYOo9U6AcjX8fFaSgD23zgJW8OoPoB6hwwLnIA+R5lsw+gcskLGP7maFTA9AZ7jMerYbw8DDsM2nmawtDDTk2vHZDdALusXYN1BOw29dfQMU1nHxjxro1rLp3tV/g/hWr51l3AWBgXTXQ9oE4WoFVF9REuoAtZyk94A+pEBCrvtYMK5zZ9+iSzZuSA4QPj5LUHe9EOVA1jhBcZc8DQw6DqtEtjGp0DKK2yfgpA5Y4c1hTJXn0Z14DzPg2wbqPzKNuvgFHfeQl9pOaE3eaXG1C/KWmcOYR8991x1hXKQj+/SNSZ39zG+OWpTb06H0Lq72/f/e1vf6s1+Omnn0J4gdPPeHmpkDcGRq/qzKNe/86vXtk6whhl7d3L/CBUXr1+UuNdA2OVnbex5gDqAYo6ob2hT0Od8fYmIof+rk2vhXp/G1Kqzn+aLu0+zJVh9WVnT0Kbee1Pu/nMq948QLim2mCcI9oaxpoTqLyunzBWm37yQH2e9BUwZBjUXtrfvwX5+PQUblSAfIwYtbEon5SAWNZ1+6mp/RobOaQi2Yp3w6MMVH03McpFSa/cZAH1hVT63GQ0hXHO+pu0QP02rj24FsJ5CfnM9ObL46eD6yHkO07ZNdbH/B4LqT5gk3JR/cfFsFdVxtiLca1Tbw1hbgFUHn2E/kJeAKE/DL/IYX8wZCA146V/A4YeqPwwqLnEpZ8ZYF93a+ijvgF7jmt2/YCzfmHEwK63Pux6eMnHHzzgvCfbgaGTv+G2ArcVuK3AbQVuK/BHrAC8/C66/L7+kr6ALRyoPUQrgGZfpUDFwL6nsD9hEOx2eMn3/kJ/ARhWOd/bP5TjK28w8lwzW8e6wj1YQ1mbMUD1ACgWgE0HlM69XfdZitObeYT7en1UK8OIs5b7dW3eK7SfDw7tx7+9bgxQ+yz9rNMUqF7ce9Z+fVkiFWFe/9l15HB/3v6175722GmuvPrblzBPybnX1w7Esq5h3YqPKIuyec2vv3tg52Iv2pyLc2ofoPrSLozRpp855DN1veTNYT/6SoHqQVvkML73mLn/AAAQAElEQVTWKO9VgLIZMwPG+uinf+QAznxh/AtB6+hjrRlA/ZKMPQLhaLv+HScPbLlh9wXqHsc+jIXhB0MfOZyXvSdbL+sJdcY0rNOwtjlF89oqQb4BeTpQfyJMuznMN8O6wlpSGDEwaKap+z+pcVLzSIX1YPjCoOph59sfXtfBsMFLag1zCHM3lRdtl7+EvvYtgM2s3jgxz12/2ebaGqRO2mgZqHth185Y7drM21An1F9SdfoBde4A9Tmxrvr4HYY9vIX3WlhmB6BOums6GDa4Tl1AF1IAWwqbU2i7FKgPlYukLGCPAaqPS725BFAL7sEHokf7m9cPjQeifdQ11JvHOGDLNftGDi9wQNk7t3GdR6ocOaTKc+5UV6y9eJE1hzXU66e/F17led2Aerilvz5S46TK1rI3H9h5oY4cUh+GmNeHd13PvMK4n3/+OdTraz77ytDqURmohzX6qNfPhzjm9OGcOdRrN9a8yvrZk3MB6oFly1Lt+hpnHvOZS39twt7+8Y9/1HnRvUjNb2zPXdl5On95Y7Xr64M7YW5r6Wct/YD6sPtPu3/88cdaXx/6KevjmjlX69iz8/v73/9e/RivjzqgHuyp++c//1n/RB2ofPZhP+bQP3KYF8Y5qg7GuS9vz/oKeWMzpHI6h+7fNXM+QB0rbcYbJ5Sdiz7msQ/5Xt/IAdSXofO1DoyejDWXc5M3X+eQV6dNHxhrCOM8sa8+Dq6ZcfYsdcMBOdes7cs8PlSU+lNSN0g+rLSGsfrYN4y+lnWNH378oc5HGL37E1197cc85KbJGHtTByPWeXs+uSbazD3HOX+hzvpAXbjNqS9Q1x/tMPjW6y+vrzWl1pOa07mrF/JCXtirsCf9tQmgzjN11pzzG6e/OqDOM3sAogeMeI+5/q03Hww/8zaAOo/sJU5DX2GtmXatjm0KVA7tAkadyKFP54ChB2pN9RXaXbd0f/EyXugDIw7Y/LQ1YMxdGaga8gKoGHlhPmkp8w0ofxg0VdtLP2GvAthsM2POGcY09Gtb66TqG8pvATjrEc7lzvManXNf85ntzV/z+6N0rl/3dUnfsl36zvK3mstc42vxc6/Xcs725mE/R1r3Z6XAq60531eNn2jwHLmK02/FW+MSn5i63ObYUly8AS8+vxcub4rmv3RQ55ykl7ZPkY1rvOfffq/R9+L/aPvc99wL7Mdl1s88DJ9ZN/PALH4RD2zniYm6b4+zaFmqvQE0+4IC9QDA73TjhE7AVgt2XrvQRyoAxRf7E2D7/ofdJ3LM35dA1TKX8xDy6VY5paJ18kL5Etf06swp9Aeqr8jhvNUDm04fETlgrE+y9XLvZIz7IvdyUuOlQl44v5ZhzA84q2EeAcNuTeWuETnM0Xs28+qT6lov4CwfUHs/fdw3CWPcP9qPvH/z0Xw+CIwc1tNfWg8V84f20o9Pj3UfqM099bIu+WDQ3XmCDDy9zGm/nU81sPXh/n9Z14yNyKZLv96ttZfu3O7B3edHDhh7NXt3fy7K7+6u7qlcc2XnYM8ZUueIOm3zvYY2e+tc1ukYGJMwbsl7BAHjWOuj3nipOVxDcztf5yT12Binv7z1lYGaZ+SwT6Dud83jfIw1xr7Spe5flOWtYx4Y/ZnXusLc+pnHHPrbn3r9pOr1US+UvWeVtxdleXNYX52yMB+MukCdW+a1H/sC8hAOvbWMsZa96aMvEI62mV/83//9X92zAjVf68M41ubqvsxjrZbtXV50TmsaL9QbD3vdrq9NwKijvn3Vi9ap7/6tY27ryOsH1Hro17rIoayvaH91zsG5COdvDuPaL0O3fECta9v1NYeQ7+NkrLKxQMXbs3WFNhGnAZRPnAaMOiexasJYG2sbKwUqDoY/DBoXA871MGQYtN1hyECrXqXWF7PDMgufw88J5UXnmfnWXaP6idkGbIs462femEbrPbAeOOGJol1by9qVPSAz9GtZvqFOHkY/xsPgzXMpq9O/oQzURUvfyKENKB3suSKHtiTbhdcYdZ6gnojahCe+Fzx5QFIxMs5VGNdQD8NPftYr9zzlYT9xravOfKLjgHB9tV0CqJNcf/OKyOFcjPEhlfACBHtP+ol0rWOvv/WkxplP2bk3lGH06/oYr78wjzHOQZsXDHU+OPQLq2V99TOXfuYwpn20a7OmFwx91DkHc+jr/xDG42Gsuayjv37GAnW8L3lrGB859IWxHtZQD2xraV59ZkQOoNYr2ToH7EFef6myfVtLyKsDNFd+56G//Vlbah2PkTZ5dfakHcbx73zqtJ8hswPhg8It/vkpHnMD9Hx4TmvEsq5FO05B3ny//PprxqKq5qU+JxrCB5zKPsi0b+Gc1Nmv54u8VGi3BxjnijbhfIwDMu1uixzGaEu2bFL7ap12ZfXCfEK9AOoGQN4ejNMuL+SNsy8BKBaAaB3semNE5ADKp/2sI2DX69uI02hZelLV/MwjzGF/ou1v0TnP7Aejb+09d3mhH1B1AcUN2hvGNdrBHhtta39gWxN94hNGx86uQPV2mV+5/aVzzDUeRp7ZZpyYdTf++goAmwGoY9IKoNkbva3AX3IFXrtOwO3c/y0HHM7Xy3UVvyXHt/KF0Zv9COvA0AFn1zxt+gj5TwFQbjCogvFC/i3MPsBZL7PttRzt43ex+woBbO7aBVC5gTPbJrzCmNd9ipD3+9k9nZA3d4fKi1k2pmV7E8r6AdWT+3jzaRPahPtMfRvqmn+Nwsip3f6sLwBVtc9VL3pvCVQfMKj+DXvzoWLkw0XXwAeK9gjne9lKnm/GaRfkw7nD8RCH47Hgnjpd6uVc7OH+4aHu84BQFtoqTz441HlZlyDrHzKXPevjvtz7jP778PZmzRlL1gdMcTZv85cy38xlTucpD9R9lLFxGj4k8xdPPB76+hDR49U+5lMvBaL15pPX33tC+1W2R32tCdRDNeOB6lM/ZesJ52YP3g/KmwOGrzVE5ADqOCZbecxhHaEOkNQ623/XUdk55fUHah30iRxzfe1d07g0V051ygIonXXU62OcsvPu3rQJbUJeX9fImlLXQJ0xUgHUg9nm9WvAmKf+5tRH2JfQz5xCH9F1tasXrrX6twBsa24NoI4/ED3soQG88AfatY6bvta0L3mNQMXBoOpmm/IMbQIoNQxawumt7cBZbhjyye2MwLABpQe22FLkm3kbKf6hr+VrVL+czKX8Vg19X7MDZYJBSzi9GSfgpe3kUsQTBagPqye2J3DkUC/MMSNNZ69LG1AHVCfY+Vk2xtzq5K3ZaB1QPQFxOYxpwLhQ9MneeczvxccLhr7KzesD1MMP9drnGsfjcfsgqdfefsA2v9a5bl5c/dCbW3/j1MsLZdG8fsKe7F10Pv0ASV0EjQGqrjHAZjNOuwqpsjCvUN8x6q0BVC7ltnuxgrEmxulnnDxQFyX9hXW0u75xMdTrA9QXs/Gugxdj83nx9gsNiP5SNJ8+9mC8AOqLzXXVpo/1hLz5fPgnD1R/5gfCAYNqV9ZmHinsNqDWAtDtDMD2k1AYdudj/9LODVQOg9UJoM7fu4f7KORmBMa5aqxz1M9NDWR8bjYih3oBxJo/LY0ch9wAuWHxNyMhfRP6mMdNErm5gaF3fuu6hhTGGmaKko0R2kTFp4/2S1RvWVcKVHzkMN7jqz7Fs/OzZX3k7UM/awn1Akav5hHahL7ajVPWZh4BSOpzqY+CPnCuN4c24OyYADWHjmm/mIa6Rqth5IGdtk3f5l+j+jTaB/Zc2tRLnZeQVwfDr3lpQx/R8reib9UAvrgsvJ7jrdpfXPgvlgD2dYSd/4tN8zad2wqcrYDXiEYbgLr2A6260VdWAKi1ujRfruml/feSga3UZU/A1d47QP/mX6NAmWBQhY5rOuvkBfBmbX0+BV0DqP0J7Hm1iTgN4MRF7YNm22a4YPQBttzKvceAPV+8MmDsWY1z7ySMd2/WOmWhTcgLeWBbJ/0b8FJvC8YIeXNIO2bmWydVL5qHU+6khzhua7XttVNvDbHe3wXrYnj5FZNv1vZeBUauJffnM4DIieWLM1ijETmenp+2vPYHxP3DQ/1G47KuZVNvPWmG1Mt/Ki5KyDdt+gj5VG111TVar486QFVBnVAvPIbOqYynN/fejbbpJ3QB6r7Zewdz6CNtuz7y1vF+WNoyjF7UCeOMt57UWPXyQr2/tOI9nzm0qxPaG8reOwoYNYBQ9hiaUx/9rWkudUB9LiKHenXJqqu1nWVzmUP7rO9c6hr6WKvnb6w67erMYxxQxx+oesbA4O1HH6lxYuaVhbk7TiqspW/PXXmGcUJd+7cMnM0fCId2IQ9Uv8rGw5C1qbP2DHUwfGBQdfrM8TBssFNzApKqWUy+GS+SrRdwZlcJQwc7Vd+AXQ+DN+eM9v2j6LgyfUF1J9Ph8mKWm3+N6i9mO4zFuqaDcVJ3DOy+6jzontgNdeaBcz+gTsSYBgwfoGx98sRpmEsoahPy6oT8DBj5tDVmuzpzAJsadl57Qwd9G37IhXZtMNZFXr1+2lwPqfqGslCGvR5QJzkM2j76NdSZ0/X1Iq2sDUYMjD70EfahXT9lYZwXj/nCq998sdFPH2OFsoBx4dW352ksUA+L7Et/IW+O9vXBmlD2Qmkf+hg/5/LhXz8YNN66+hijn7nVCeNh9KRt1ulvLWA7n/TXx/Uwtz4dZz/qrQWEQ1+p0NZQ37nktRtnPaFsPm0w+nNeXQ9G/s43U2Nbdr3Mo878AvZYa9k/+ZDQfvS1pv7qzeMDRmmeXOOhZT6s1GYuNzCH/MlpZEogt1NGDmiXO+SDQn9jsnKoOEG5fVSZU6i3B6Ae8tqXUCe06y/0hyyucIJ2/Z0LDJs6AYQ1BQy+1yBydH6p8amq81JZXqgX5lMvbVhXndAXRn359pEqA1tu/dUL+YZ+l4A9Z88DqM2CcfbguSkuYy9l613qlGHUgEH1E9oEUOvYuqZxGkAA5WOPIk7DHhvqBQx/87RNegp5legvZgcYudTB4GFQa83Q5z3AiJ39rClm3Y1/uQKwrx1c519G3TS3FfjrrMBr1wngrzPJbzQToL5H5vSvrefs8235PTtQwtxT8zBswNU5tF8leOUNzmM7ZqbNX0uhTcDIA4OqE9dirun0bVyztw5G/pbfo+b0e949i7z+fj+7rxPKb8EY40X7mcv9mToYe2dz6StmP6DF2j/NdqCOmzqhIwydvDprWUdeANuex5qzvf3iNPTXJ4uEP7y3Z6EfUHtt+UbnitNovXnESV3zcM+t3T2gObX5ywDWI/f6h9yz1979cNBUMMch9+quv77K1hTmUtZxWZdY8oEnsNHIoV0km1Ma6wSUT/trN5eQd+8t732KVNlf3JAqi8gBI58xIlWVF6gHecZ4z6fNXM7ZHM7X2vp3LvVCnXPzPlZ/7crmME4YC9Q+vddSP/Xa5fU3F4wetc0ANNdxKSbfjLGWOfRVNpdIc82te1QGak3l9ZXCrlMW5hKArvZXLgAADjtJREFU4lbzUmcO4byByq2P95hS9fZnP/oJeSFvcqm+MOJbp95YAbtNOwzZPNrneBg2dQIwpOZgTgFUr0DZXD+gfEpxetPXGidxI8AWDzuvfzvJw7Cpg8HDTu1PaBeA5Crguu3/Z+/etts4kiwM12+Ne97/Tfumr8ZuT36ZDKBIk1K31WN7jVkLG3HeEZlVBAqQKOnztqDa843/vZyJVaP+YfK7v4D8Iyavs3GzuXVss4yPfge/Cwr4nXwXH/1rqPYJVQ9TX+0fcj7gr5N7raPacX3E/bDAtY7xva1Zof2otlQnR74XE1KAn2TfYT3skXS5IB/uerXXVk+pBur4zOwF1ouyF1Dz4CDvdp386aEOzA04oV7n8Zm32i/SuHEA3Qua+Nh0bxSAVw95A3mDar+wyDGrF0UxPavdj40T1x2+qIPhVSMP+KyfVIPXryLrocZsYn4tWx6w9XqL2VdxXGr1sOd///vf9/xTIweq7cKrX7X/1M46Bap9XulyQB3Q79CrkrqvV3z2nLTmHfjKkz/Bs3b/Ac3+VZCVW22uqdfPDdK1jh++fNk3Rmaxb2LV9v3w5Ye93kfuukmRs/Hzz+sma4G8wazXy2FmwA328yX0ofhh9RA0B1R79jrXxz2Okz17xr6+cZgBL6iFvZ6XfwAbB9xpxh5Z5/zIGR8d2LiBDnSgV/taqKdUV8eePLkg9lby/VbU6VNH4qmj19njmUEMqn0O7NX1efypd8C18jX8KYf/HYeq57Ve/77+vaPW13t+L/9n/ecOfO7A5w58tAPVDnmPcH/qvR4468TovxV17iGG2z2D+zNSz9/KO3V4cQEdhp8+eb9VVr+6P6un7+0a2HXib3uK2VswG+lzhPtNtni177Xdl4IcsVdyfanIHqhzT05eXVf1gH2pLoccXD4L+Ezg88/sVbVrrvXl5VKkb9SLf1vPp2rfA5qh2jPrZYa771pHHY5q5+kJ1uczmZmudai1F3w4lmv3qGe9HmrJan8eYctVh8NnDj62zxtioGakHJCjv7qBHP3N4t/kl2fWOv3EBmpxzHnEoZ4Uu9fxs8F81f6MW+19qWPjvtYhZ4mdowc+drXXbb5q75G1QZ2YXPFrHWYZLHM/2NOHg62Gr9rz6I9zcLfpYN0zm9prHXW+NLbOep67OvpKWZfY0fX9GqZ3pWxDvl7kdqyn6sE5NSNXeD/UwDbWkzgbcMFyPx7VQ6fU05YL/ORHEP8a9Ia3OWaDt/7f2/7hexvWc9OqfZKGsxr1Q1m9qpE4m/1WZw+qUfcPixoOmwouTqCLufiBXu2elZIHxAZOGtTrnEmuNgdbDQkVsVFHF8cFdJDArpPDBvNC9eCv9otAtV8s/OCrxUNaF3mtg0+cjw7Vijwf46v23lUP/msd4ks8+rOHz4uCF9373sodyDULObjb1e5ljYCPlGtuLzZ0Pj3qzK6/OHmtQw6dD9hq6qxppew/2fKFnjheuhd8MflsEo8Zyckl2ear9r7LlUdCtfdPX3nmHW6y2r/irAaGT764fHVQh2t466xbbPInxobhoOP2Yg168TlP1T6PauWAeLXfBK51iPGR6mC595rtkTnHnjx2nZnpavT78W8/bl5c9rwS3vvEBzjsr1lnfeol/nL9svvKY4MYtL4sbN3AVBdbrTxrwocX6HxicuRCtffiWofYQI385X7wqgO+yaPXk0MdTD/x6UPatztHPWurvU/1a9+95lqH/kvsR7XlPOlTx1c91lfttVxvjnrmCJkfP1S7Rn8w//WNo3o3A59AnXgdyXeHPLj76uRW+1owI0yONQ/4AQdUew0Tv75xVI89m1Q8wMZ9B/8dcr6Fyb/n1a/73uOf+tmB+959pJ/Mz+fPHfj/uQPVuwvz8/Bu4NP52AF7BA/HUur9/Vyh3/0xs9Vzpjr6xEi4D1f96n3rHh9dHYxdbbWO3MY7T9XmryNx3FHH/07pK1e17XvtdqynOrGlPh6T93B8Q3Gf4r1e2r2W7n2b/Bqqx/3C9XLgdO+D173d1A8fv5xq39e+lD32a+ypq3aMf3z0at8D4sJZXQ59BtVjvmrz1PFd63DfirPOlzK46vyFhLm/3vflP/64a+UO9NB3UF0raT169By+X9Z9ud9Cmn78eOvsAa46ddfLMbwv5mJYLL/88vjLEvfPB9XuW036lvrhNjNHtfNwO0fWyD+zsH3xeeeWa15SLlR77+vs1fxFEHk+I+J27vW/1lFnnTMHKT59cavlhzr5Zq9zbnzRCLirfW+7qPd6yDuqfQ5wAZ5rHfroiQPMAPc567mmVbL5K+oGPgquevqr3dM6JjbyWke1uZa6r3s9zYLPfGz7SOKoNt9wyINq770cuaAernVUr+rq2VfO4FoHvq9B7kp7PCaXoyI26ujiU1PHtxNenqq9B9YE3NXeD7WDSmifY3wfYfJ38nqqU1dHLterx+SPfBVcxls/e7nffdT7Pd5N/g8671Tf/QUksmqfFDrUa5vvI1QfhR4n9Z5QPXpV99DW3254nZzx19N24Vebr47cJLcnFw7TxQZ+aKp9YannE4eKeMyt59RXuw8bxNTW8ddT8kO1+TzJH9TxV7uXOXDW8Xvx9aJU7Z7qYerp1f4hH1+d3LHJ6vFCYd0zU7Vr+epZZwa41iHXC6TZBmJ4V/jxMCc/R7V51dZZm7Wov9ahVu7UjJ9vhfes1ePXbuvMVj14h7tOTC0+fehAh2sd1rjE41Ft3SwgH6cXYpKNT4yPbR/YdHzVvn7ks4FuPd5ASTXeCMXq2VPz8eGUe/fpMf3r1Injn7p6+nGAHFL9HeMXo1f7mmLr7VcXvKniF9//PkzXvi7xyOMHuhpgq6keufLHL0av9rkz+/Ytu5cvIfnslzpwzqBOjX6D681Ra8jlU7fEhbvOLGqqfT2Zdexqnzc+GD8OwAH8YD7+Or3UgByxOn65UD3muNahln+p+1Env44Uw7WD7zyJyYEJ0+/gZ1f7vNZrKf411DN/8vDdMf5qqxOzvmr33YGXJ3HqSPr/FaoPqf8T/b/GUR/3/nCov2jgvo93/S+6HZ/L/ovsQLVfH6vHil3/g4fzU3l3Bz7ap2rv67tFv6PTfNOuXs8kBhN/K6u3rl/ZUz9SQp26at973WP3OP17MdzVvrdxT1Knv1gd/VoHe4n9qP6l86Om2tx11uMea/zXNw55M5P7EWDP/Vm1vzDjrzMTfqjTD4c2deL1vl8OHqDro3bARydh9Ir5q3M1ccE6OfSNdY98LehhLVC5f93r+enlt4haf6gvZ9esOFntvX/4OV+g5x3c9sKa9PBZwGcX8NlgYj/98+fr53/+c69BDY6RdBh75PhwD49YRey1yBGHu84Ga6iTr+huy8fLD/L55AB7wLY20mcMn7HodfZUfbXXNzW45UCd2PDbK8AFctXhkT+o9rVtP+XX4anjVzPAAWx9rnXgWeKxV9Xmqx4+OfiBXu3PPuzqsSbc1zrkQJ0vVvVb7n3NyNHbrOT46/CMj1R3B99b4DEHWe2Z9VCHe/Lf08dHmhfoAzYeHHWuEbp4tfdp7JHXOuhvUe18nNXeMznV3pfqcvCNnN5jk1Ant3rUVkIPexvrCd8dy/V48FePmnrOJQaP5D9I+e4vIKvH6NVe7DiqUb8qq1d1km3OW/APqq1Wj9rJd2JdpLCTbk/VtuTMi8hcNCRUm7PaFzzeav9Qil/r4MNRJ3e5Ho+JkVDti7PaF6a6ax3DtdTHow5fHSkg31pwqfEDeYcfTrYvvMg6tXcdD+Agodrrow/E9SP5qj27vnz2zAsm0PmvdYgNlrlr9KcP6sxVR/L7q/rDY34v8tYjxg90XKDfgC13bLpcs4F1+NMwcTG9/MqwHGCL0at9fuUBbrPguF4OuWLVPo9mk+Pc/OMf/7jwSVVrL/RSY12k2Ei1bHV0fnWknnxQSdvniR8vR50Z/IkTv1qzqJdjJn5f0NHVmB3ofGLy+QZ1+smp9ppmL+u84cjVw3zqp4/14xT78l9fLvOIXeuow8ve8S9f9j9UTTeLHmS1zwPe6vFlsjy1cv7np5/2fvCBtQP9Woe+/uamOc0I6tTLqfbPtx4r/XGtssUnV4xOVsTuiw8Xhx4kVJtXDeCyLjGggz7mxXGHfHlAx0Ef1OEfe6Tc9zBx8m2cD+o1p7yZ6W1/+e+hes+9f0buAdxjT49q71k1oS3lgr0a7MB6mlpyYtXmUcM/WOnffNSpvSfigTqxal8ndezpe33jwAH3tDocd9+n/v4O3PeODpN518f3KT934M+9A//edNW7BZ/X/rvb8qHz7X5V+/3iw4LfMTCz1XOm8ZFwH6eeeXf/R/rUj5RX/xpHJX1DPWxjPdUztsx3H5M/75dknTqxap8H+mCIqlE/lN7nBYf3znG/N5PzHqZezP0O0OvcX7t3xykPnz7u4UDeHfXteXGBOlz6AX7gr/aeiMsFfvIO+e4jq31fOjxyzWp2n3/ck889q3pfOqr78b//9qjzheRPP//0uN8erqnDaR7AwY9XHzGo9j2fWnFS7i+Xv5Zw7TXJN5d7dBC/Xo7RyYE56/Ba70vqnts5wMGnnxq2//yTZIOYWcmZiRyfeXxZajacoM5a6/Smz2cKcfXq5EH16nNLdTnUiavxeRD0nRhZ7b2p0wu3fLDmOvHh8ZkPh7h1mmP6yJdn36zprb/a97HXOuTZEzXL3OeOrj9ZcW//+NRUm8N+scX0MUedGBu3+PXmwA3qzAm4QF2dvsrkwPBUu7de1l7tvbvWUa/15dqPOv5q256qzXPnvm5Htc9nPWuudZjjPazQnqNO/uTM2qxrIHcweWOPrMNTbV7+el8XGwwfyVenpmJuiA224w98+l8AAAD//+meudEAAAAGSURBVAMAobEYLDfqdZMAAAAASUVORK5CYII=" width="602" height="337"></p>
<p dir="ltr">&nbsp;</p>
<p dir="ltr">Summarizing a research article is not just about reducing some of its words. It is about describing its key points, arguments, and findings with clarity and conciseness. Students, researchers, or professionals often need these for quick reference,&nbsp;<a href="https://scisummary.com/blog/39-11-best-ai-tools-for-streamlining-your-literature-review-process">literature reviews</a>, or to share key highlights with others.&nbsp;&nbsp;</p>
<p><strong>&nbsp;</strong></p>
<p dir="ltr">Research articles are filled with an enormous amount of information, details, and technical language. So, summarizing these is not always straightforward. But how can you actually condense all of this data without losing its meaning? This is what I&rsquo;ll explain in this blog. I&rsquo;ll help you learn to summarize research articles easily and explain how AI-powered tools can assist in this process.</p>
<p dir="ltr">Simple Steps to Write a Research Article Summary</p>
<p dir="ltr">Summarizing a research article demands careful attention. But I&rsquo;ll break this process into simple steps to help you learn this process easily.</p>
<p dir="ltr">&nbsp;</p>
<p dir="ltr"><strong>Step 1 - Understand the Research Article</strong></p>
<p dir="ltr">Start the process by reading the <a href="https://en.wikipedia.org/wiki/Research_paper">research article</a> from start to end without making notes. You can skim and scan the whole article. This step provides you with a general idea of the research purpose, method, results, and conclusions. But, avoid the temptation to highlight or summarize at this stage. Instead, you should focus on learning the flow of the study and the main idea behind it.&nbsp;</p>
<p dir="ltr">If your intended article is very technical, a quick second read can help increase your understanding. This develops your base before moving to the next step.&nbsp;</p>
<p dir="ltr">&nbsp;</p>
<p dir="ltr"><strong>Step 2 - Break Down the Structure</strong></p>
<p dir="ltr">Most of the research articles follow a standard structure that has:&nbsp;</p>
<p dir="ltr">Abstract: A quick overview of the study</p>
<p dir="ltr">Introduction: Background and research question</p>
<p dir="ltr">Methods: How the research was conducted</p>
<p dir="ltr">Results: The findings of the study</p>
<p dir="ltr">Discussion/Conclusion: explanation of results</p>
<p dir="ltr">For a better understanding, break the article into sections as mentioned above. These make it easy to extract the most relevant points.&nbsp;</p>
<p dir="ltr">&nbsp;</p>
<p dir="ltr"><strong>Step 3 - Highlight Key Points in Each Section</strong></p>
<p dir="ltr">On your first read, you avoided highlighting to get the key idea, and your main goal was to understand the flow of the article. Now, you are familiar with the article. In this step, go through the article again, underline, and take notes. This helps you understand the most relevant facts that make up the backbone of the article. These include:</p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">The research question or hypothesis</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">The methodology used</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">The most significant results</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">The implications or conclusions</p>
</li>
</ul>
<p dir="ltr">You shouldn&rsquo;t copy large amounts of text in your notes. Instead, use your own words to write down ideas, and keep them concise.&nbsp;</p>
<p dir="ltr">&nbsp;</p>
<p dir="ltr"><strong>Step 4 - Start Writing the Draft</strong></p>
<p dir="ltr">Now that you have made your key notes, start drafting your summary. It is important to keep the sequence the same in your summary as in the research article. Begin by writing the purpose, methodology, and finally the conclusion.&nbsp;</p>
<p dir="ltr">Remember to:</p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Keep sentences short and clear</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Remove repetitive details</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Use neutral and factual language without personal opinions</p>
</li>
</ul>
<p dir="ltr">Write a complete summary draft by focusing on the above points.&nbsp;</p>
<p dir="ltr">&nbsp;</p>
<p dir="ltr"><strong>Step 5 - Refine Your Draft</strong></p>
<p dir="ltr">When you have written your draft, the next step is to refine your first draft by ensuring that you don&rsquo;t skip anything important. Answering the following questions may prove helpful:</p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Have I included the main purpose, methods, and results?</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Is any important detail missing?</p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Does the summary have unnecessary technical jargon?</p>
</li>
</ul>
<p dir="ltr">Following this step will ensure that your summary is accurate and free of any wrong statements.</p>
<p dir="ltr">&nbsp;</p>
<p dir="ltr"><strong>Step 6 - Get Assistance from Online Tools</strong></p>
<p dir="ltr">After finishing your draft, give yourself a short break before reading it again. Coming back with a fresh mind makes it easier to catch rough spots, missing points, or sentences that don&rsquo;t sound clear.&nbsp;</p>
<p dir="ltr">Getting assistance from AI-powered tools can help simplify the process. I usually tap into <a href="https://www.editpad.org/tool/text-summarizer">Editpad</a> and <a href="https://scisummary.com/">SciSummary</a> for perfecting my summaries. Comparing my draft with the summary generated by these tools helps me identify where I may have repeated information, missed a key detail, or used wording that could be clearer.&nbsp;&nbsp;</p>
<p dir="ltr">However, they are not a replacement for your own insights and creativity. You can use them as an assistant to refine your summary and make sure that it is concise and clear.</p>
<p dir="ltr">&nbsp;</p>
<p dir="ltr"><strong>Step 7 - Finalize and Format Your Summary</strong></p>
<p dir="ltr">Make final adjustments to your summary based on your review and from tool-based comparisons. Check that your summary flows naturally and reads smoothly.</p>
<p dir="ltr">It is important to follow the formatting rules when writing for professional or academic purposes.&nbsp; This may include using citations, proper headings, etc.&nbsp;</p>
<p dir="ltr">Paying attention to these factors not only adds value to your summary but also builds credibility with your readers. A <a href="https://www.save.day/blog-posts/how-to-summarize-long-texts-and-extract-key-points-effortlessly">good summary simplifies reading and adds value by highlighting the key information</a>.&nbsp;</p>
<p dir="ltr">&nbsp;</p>
<p dir="ltr"><strong>Wrapping Up</strong></p>
<p dir="ltr">Summarizing a research article is different from just condensing a bulk text. It needs a deep understanding of the study to communicate its key points clearly. Your understanding and critical thinking are the most important components of this process. Whereas digital tools can offer assistance in reviewing and checking your work.</p>
<p dir="ltr">In this blog, I&rsquo;ve discussed a structured approach for summarizing a research article. By following it, you can write summaries that are correct, precise, and offer value to the readers.&nbsp;</p>
<p>&nbsp;</p>]]></content:encoded>
            <dc:creator><![CDATA[Chihan Tung]]></dc:creator>
            <pubDate>Fri, 29 Aug 2025 16:29:57 +0000</pubDate>
            <category><![CDATA[quick research article summary]]></category>
            <category><![CDATA[easy research paper summaries]]></category>
            <category><![CDATA[clear and concise research summaries]]></category>
            <category><![CDATA[improve research writing]]></category>
            <category><![CDATA[summarize articles faster]]></category>
        </item>
        <item>
            <title><![CDATA[How AI is Transforming the Way We Read and Write Academic Articles]]></title>
            <link>https://scisummary.com/blog/81-how-ai-is-transforming-the-way-we-read-and-write-academic-articles</link>
            <guid isPermaLink="true">https://scisummary.com/blog/81-how-ai-is-transforming-the-way-we-read-and-write-academic-articles</guid>
            <description><![CDATA[AI tools are transforming research by summarizing papers, extracting insights, and streamlining literature reviews. A good AI research assistant saves time and works seamlessly with tools like Zotero for citations. From drafting papers to organizing notes, literature review AI is quickly becoming an essential partner for students and researchers.]]></description>
            <content:encoded><![CDATA[<p data-start="201" data-end="516"><img src="https://scisummary.com/blog/images/5lS4iiAGgK73ux0b8DTSEhtR5oxRnwfYxG1A1wqJ.png" alt="" width="717" height="876"></p>
<p data-start="201" data-end="516">&nbsp;</p>
<p data-start="201" data-end="516">Academic research has always been time-consuming, especially when it comes to reading papers, managing references, and creating a literature review. With the rapid growth of AI research papers and tools designed for researchers, students and academics now have powerful assistants at their fingertips.</p>
<h2 data-start="518" data-end="559">The Rise of AI for Academic Research</h2>
<p data-start="560" data-end="836">Modern AI research assistants are making it easier than ever to process large volumes of information. Instead of spending hours skimming journals, you can use AI for reading papers to summarize key findings, highlight methodologies, and even compare related studies.</p>
<p data-start="838" data-end="1087">Whether you&rsquo;re writing a thesis or preparing a grant proposal, literature review AI tools help synthesize insights across multiple academic articles. This saves countless hours while ensuring your work remains comprehensive and up to date.</p>
<h2 data-start="1089" data-end="1120">Free AI Tools for Research</h2>
<p data-start="1121" data-end="1463">Not every researcher has access to expensive software. Fortunately, there are several research AI free options that provide high-quality summaries, keyword extraction, and context understanding. Paired with reference managers like Zotero citation plugins, these tools streamline everything from note-taking to bibliography creation.</p>
<h2 data-start="1465" data-end="1506">AI and the Future of Research Papers</h2>
<p data-start="1507" data-end="1784">As AI research papers continue to push boundaries, the tools built from them are transforming how we learn. Imagine uploading dozens of PDFs and instantly getting thematic summaries or suggestions for related work&mdash;it&rsquo;s becoming the new standard for efficient scholarship.</p>
<h2 data-start="1786" data-end="1834">Why You Should Try AI for Your Next Project</h2>
<p data-start="1835" data-end="2045">Whether you&rsquo;re a graduate student overwhelmed by reading assignments or a seasoned academic working on a meta-analysis, research paper AI assistants can save you time, reduce stress, and improve accuracy.</p>
<p data-start="2047" data-end="2224">In short, the combination of AI for reading papers, Zotero citation integration, and literature review AI tools makes research smarter, faster, and more enjoyable.</p>]]></content:encoded>
            <dc:creator><![CDATA[Chihan Tung]]></dc:creator>
            <pubDate>Mon, 18 Aug 2025 15:15:14 +0000</pubDate>
            <category><![CDATA[academic articles ai]]></category>
            <category><![CDATA[ai for reading papers]]></category>
            <category><![CDATA[ai research assistant]]></category>
            <category><![CDATA[research ai free]]></category>
            <category><![CDATA[zotero citation]]></category>
            <category><![CDATA[research paper ai]]></category>
            <category><![CDATA[ai research papers]]></category>
            <category><![CDATA[literature review ai]]></category>
        </item>
        <item>
            <title><![CDATA[Why AI Checkers Are Failing You: The Rise of Notebook LMs, Paraphrase Tools, and the Scythe of Academic Gatekeeping]]></title>
            <link>https://scisummary.com/blog/80-why-ai-checkers-are-failing-you-the-rise-of-notebook-lms-paraphrase-tools-and-the-scythe-of-academic-gatekeeping</link>
            <guid isPermaLink="true">https://scisummary.com/blog/80-why-ai-checkers-are-failing-you-the-rise-of-notebook-lms-paraphrase-tools-and-the-scythe-of-academic-gatekeeping</guid>
            <description><![CDATA[AI checkers are falling behind as tools like Notebook LM, Question AI, and Scythe make it easy to dodge detection. The line between research and automation is blurring—is this the future of learning or just smarter cheating?]]></description>
            <content:encoded><![CDATA[<p data-start="237" data-end="344"><img src="https://scisummary.com/blog/images/3Tbb0Si9ZZXkrg0hGVeD57XsfGyFmALe1eehJgSr.png" alt="" width="530" height="795"></p>
<p data-start="237" data-end="344">&nbsp;</p>
<p data-start="237" data-end="344">Let&rsquo;s talk about a quiet war happening in academia and content creation. Most people aren&rsquo;t ready for this.</p>
<p data-start="346" data-end="825">AI checkers were supposed to protect the integrity of writing. They were hyped as the digital detectives keeping students, writers, and researchers in check. But here&rsquo;s the truth: most AI checkers today are broken. They&rsquo;re overconfident, easy to fool, and rooted in outdated logic. Meanwhile, a new wave of tools is changing the game. We're talking about Notebook LMs, powerful paraphrasing tools, platforms like Question AI, and the rising controversy of Scythe.</p>
<hr data-start="827" data-end="830">
<h3 data-start="832" data-end="861">The AI Checker Illusion</h3>
<p data-start="863" data-end="1187">AI detection tools like GPTZero or Turnitin claim to spot AI-generated content. But anyone who's tested them knows they&rsquo;re unreliable. A decent paraphrase tool can take flagged content and instantly make it undetectable. Use a more advanced paraphrasing tool or Notebook LM, and your writing becomes a black box.</p>
<p data-start="1189" data-end="1273">The twist? These checkers use AI to detect AI. It's a battle of whose AI is smarter.</p>
<hr data-start="1275" data-end="1278">
<h3 data-start="1280" data-end="1333">Notebook LMs: Research Reimagined (and Feared)</h3>
<p data-start="1335" data-end="1436">Google&rsquo;s Notebook LM is marketed as a research assistant. But let&rsquo;s be honest. It's a power tool.</p>
<p data-start="1438" data-end="1702">Drop any paper source into Notebook LM and you&rsquo;ll get summaries, key points, and even citation-ready arguments. Students now have the ability to digest a semester&rsquo;s worth of content in hours. Educators are still expecting manual outlines and old-school effort.</p>
<p data-start="1704" data-end="1771">Notebook LM doesn&rsquo;t just assist. It transforms how people research.</p>
<hr data-start="1773" data-end="1776">
<h3 data-start="1778" data-end="1819">Question AI: Asking Gets Dangerous</h3>
<p data-start="1821" data-end="1893">Platforms like Question AI are changing how people think. Literally.</p>
<p data-start="1895" data-end="2139">Instead of just spitting out answers, they challenge ideas, connect concepts, and help users develop arguments more advanced than their instructors expect. Suddenly, students aren't memorizing. They're interrogating. They're pushing boundaries.</p>
<p data-start="2141" data-end="2198">AI isn't answering anymore. It's asking better questions.</p>
<hr data-start="2200" data-end="2203">
<h3 data-start="2205" data-end="2251">Scythe: The Most Controversial Tool Yet</h3>
<p data-start="2253" data-end="2322">And then there's Scythe. A name that sounds ominous for a reason.</p>
<p data-start="2324" data-end="2629">It&rsquo;s gaining traction as the tool that helps users cut through detection, censorship, and gatekeeping. Rewrite a paragraph. Remove AI fingerprints. Rebuild ideas into something completely original. Whether you're writing an essay, a blog, or confidential content, Scythe makes it disappear from the radar.</p>
<p data-start="2631" data-end="2701">For some, it's a freedom tool. For others, it's an academic nightmare.</p>
<hr data-start="2703" data-end="2706">
<h3 data-start="2708" data-end="2756">Is This the Death of Traditional Writing?</h3>
<p data-start="2758" data-end="2975">We are witnessing a new era of authorship. AI checkers can't keep up. Paraphrasing tools are smarter. Notebook LM is reshaping research. Question AI is flipping learning. Scythe is breaking the system.</p>
<p data-start="2977" data-end="3104">The rules of writing are being rewritten in real-time. The only question left: are we going to adapt, or fight a losing battle?</p>
<hr data-start="3106" data-end="3109">
<h3 data-start="3111" data-end="3136">What Do You Think?</h3>
<p data-start="3138" data-end="3225">Do these tools empower a new generation of thinkers, or are they just digital cheating?</p>
<p data-start="3227" data-end="3284">Share your thoughts in the comments. <br>Let&rsquo;s talk about it.</p>]]></content:encoded>
            <dc:creator><![CDATA[Chihan Tung]]></dc:creator>
            <pubDate>Wed, 06 Aug 2025 20:27:57 +0000</pubDate>
            <category><![CDATA[AI]]></category>
            <category><![CDATA[NotebookLM]]></category>
            <category><![CDATA[ParaphraseTool]]></category>
            <category><![CDATA[QuestionAI]]></category>
            <category><![CDATA[Scythe]]></category>
            <category><![CDATA[AcademicIntegrity]]></category>
            <category><![CDATA[FutureOfWriting]]></category>
            <category><![CDATA[ContentCreation]]></category>
            <category><![CDATA[AIWritingRevolution]]></category>
            <category><![CDATA[EduTechDisruption]]></category>
        </item>
        <item>
            <title><![CDATA[Why Old-School Academics Are Losing the AI Research Race]]></title>
            <link>https://scisummary.com/blog/79-why-old-school-academics-are-losing-the-ai-research-race</link>
            <guid isPermaLink="true">https://scisummary.com/blog/79-why-old-school-academics-are-losing-the-ai-research-race</guid>
            <description><![CDATA[For decades, academic research followed a predictable rhythm: read papers, write notes, build arguments, cite sources. But in recent years, that rhythm has been disrupted. A growing number of scholars—especially younger researchers—are turning to AI for academic research to save time, gain insight, and increase productivity. Meanwhile, many “old-school” academics are lagging behind, skeptical of new tools that could redefine their field.]]></description>
            <content:encoded><![CDATA[<h2 data-start="250" data-end="309"><img src="https://scisummary.com/blog/images/vjY5Aw74uIV0AGTvtEl1TbvdZtDJpdosQJJ9zNsY.png" alt="" width="527" height="527"></h2>
<h2 data-start="161" data-end="220">&nbsp;</h2>
<p data-start="222" data-end="667">For decades, academic research followed a predictable rhythm: read papers, write notes, build arguments, cite sources. But in recent years, that rhythm has been disrupted. A growing number of scholars&mdash;especially younger researchers&mdash;are turning to AI for academic research to save time, gain insight, and increase productivity. Meanwhile, many &ldquo;old-school&rdquo; academics are lagging behind, skeptical of new tools that could redefine their field.</p>
<p data-start="669" data-end="749">The result? A widening gap between those who embrace AI and those who resist it.</p>
<h3 data-start="751" data-end="793">The New Age of Research: Powered by AI</h3>
<p data-start="795" data-end="1082">The rise of tools like SciSummary and other AI academic research tools has transformed the research workflow. What used to take hours&mdash;reading dense journal articles, crafting an academic literature review, comparing multiple sources&mdash;can now be done in minutes.</p>
<p data-start="1084" data-end="1375">Today&rsquo;s most efficient scholars are using AI for research papers to quickly extract key findings, summarize methodologies, and identify gaps in the literature. Some even rely on AI paper readers to help them digest dozens of papers in one afternoon&mdash;without ever reading them in full.</p>
<p data-start="1377" data-end="1444">These aren&rsquo;t just shortcuts. They&rsquo;re accelerators of understanding.</p>
<h3 data-start="1446" data-end="1479">Resistance from the Old Guard</h3>
<p data-start="1481" data-end="1756">Despite these advances, many senior academics remain wary. Some argue that using AI paper reviewers or AI for reading research papers dilutes the quality of scholarship. Others worry that students will rely too heavily on automation and lose critical thinking skills.</p>
<p data-start="1758" data-end="2059">But the irony is hard to ignore: while the critics hesitate, others are moving forward. In competitive research environments&mdash;grants, fellowships, publications&mdash;speed and accuracy matter. And those using the best AI for academic research are already outpacing those who cling to traditional methods.</p>
<h3 data-start="2061" data-end="2108">AI Adoption Is About Strategy, Not Laziness</h3>
<p data-start="2110" data-end="2569">It's a mistake to assume that using AI makes a researcher less serious or less skilled. In truth, leveraging tools like read paper AI or an AI chat for scientific PDFs is often a sign of strategic thinking. Researchers who embrace automation are freeing themselves from time-consuming drudgery so they can focus on deeper questions, richer analysis, and more original contributions. The smartest scholars aren&rsquo;t working harder&mdash;they&rsquo;re working smarter.</p>
<h3 data-start="2571" data-end="2597">The Advantage Is Clear</h3>
<p data-start="2599" data-end="2877">Let&rsquo;s be honest: most researchers don&rsquo;t have the time to read every article that lands in their inbox. That&rsquo;s where read paper AI tools shine. They sift through the noise and deliver concise, relevant insights. They don&rsquo;t replace deep thinking&mdash;but they clear the way for it.</p>
<p data-start="2879" data-end="3166">In fact, some of the best AI for research papers now offer features that go beyond summarization. They analyze citations, track emerging trends, and assist in reviewing entire paper drafts. For early-career researchers and overwhelmed faculty, these tools are becoming indispensable.</p>
<h3 data-start="3168" data-end="3221">AI Is Not the Enemy of Academia&mdash;It&rsquo;s the Catalyst</h3>
<p data-start="3223" data-end="3465">There&rsquo;s no question that AI is transforming how we engage with knowledge. But instead of resisting it, the academic world should adapt and lead. AI for academic research isn&rsquo;t a threat to traditional scholarship&mdash;it&rsquo;s a tool to enhance it.</p>
<p data-start="3467" data-end="3723">Those who embrace AI academic research tools aren&rsquo;t lazy. They&rsquo;re smart, strategic, and focused on what matters: understanding and advancing knowledge. The sooner academia acknowledges this shift, the better equipped it will be to thrive in the future.</p>]]></content:encoded>
            <dc:creator><![CDATA[Michael Sun]]></dc:creator>
            <pubDate>Wed, 30 Jul 2025 16:23:43 +0000</pubDate>
            <category><![CDATA[academic resistance to AI]]></category>
            <category><![CDATA[research technology gap]]></category>
            <category><![CDATA[AI in higher education]]></category>
            <category><![CDATA[generational divide in academia]]></category>
            <category><![CDATA[modern research tools]]></category>
            <category><![CDATA[academic innovation]]></category>
            <category><![CDATA[old-school academics]]></category>
            <category><![CDATA[AI-assisted research]]></category>
            <category><![CDATA[changing research workflows]]></category>
            <category><![CDATA[tech adoption in academia]]></category>
            <category><![CDATA[academic efficiency]]></category>
            <category><![CDATA[future of scholarly work]]></category>
            <category><![CDATA[digital transformation in research]]></category>
            <category><![CDATA[AI disruption in education]]></category>
            <category><![CDATA[productivity in research]]></category>
        </item>
        <item>
            <title><![CDATA[The Best AI for Academic Research Is Also the Most Controversial]]></title>
            <link>https://scisummary.com/blog/78-the-best-ai-for-academic-research-is-also-the-most-controversial</link>
            <guid isPermaLink="true">https://scisummary.com/blog/78-the-best-ai-for-academic-research-is-also-the-most-controversial</guid>
            <description><![CDATA[In the ever-evolving world of academic research, artificial intelligence is no longer just a supporting tool—it’s becoming the main engine powering how we read, review, and interact with scientific papers. With the rise of tools like SciSummary and other AI-based research aids, scholars are asking a critical question: Is the best AI for academic research also the most disruptive?]]></description>
            <content:encoded><![CDATA[<h2 data-start="65" data-end="132"><img src="https://scisummary.com/blog/images/HUtQTuDeuE2outhEvXrVfD7xe7iSvfAR1AwBJIes.png" alt="" width="564" height="564"></h2>
<p data-start="134" data-end="520">In the ever-evolving world of academic research, artificial intelligence is no longer just a supporting tool&mdash;it&rsquo;s becoming the main engine powering how we read, review, and interact with scientific papers. With the rise of tools like SciSummary and other AI-based research aids, scholars are asking a critical question: Is the best AI for academic research also the most disruptive?</p>
<p data-start="522" data-end="805">This debate is no longer hypothetical. Across campuses and labs, researchers are increasingly relying on AI for academic research not just to enhance productivity, but to completely reframe how they approach the scholarly process. The shift is dramatic, and not everyone is on board.</p>
<h3 data-start="807" data-end="856">Why AI Tools Are Dominating Academic Research</h3>
<p data-start="858" data-end="1259">Academic work demands constant exposure to fresh studies, data, and evolving methodologies. That&rsquo;s a heavy cognitive load&mdash;especially in high-volume fields like biomedical science, physics, and computer engineering. AI for reading research papers helps lighten that burden. Tools like SciSummary automatically summarize dense research articles, making them easier to digest in minutes instead of hours.</p>
<p data-start="1261" data-end="1629">AI paper readers are now being integrated into literature workflows. Scholars are using these tools to stay updated, even in disciplines outside their immediate expertise. From graduate students to tenured faculty, many are turning to AI paper finders, AI literature review tools, and AI paper reviewers to scan, select, and synthesize information rapidly.</p>
<p data-start="1631" data-end="1770">The result? A dramatic shift in how academic research is conducted&mdash;and a heated debate about what that means for the integrity of the work.</p>
<h3 data-start="1772" data-end="1821">The Controversy: Are We Outsourcing Too Much?</h3>
<p data-start="1823" data-end="2146">Supporters of AI research tools argue that automation is inevitable and beneficial. They point out that AI for scientific papers increases access, efficiency, and equity&mdash;especially for under-resourced students and researchers. When AI helps you review hundreds of studies in a fraction of the time, why wouldn&rsquo;t you use it?</p>
<p data-start="2148" data-end="2453">But critics see a different picture. They fear the rise of academic research AI is leading to surface-level understanding, over-reliance on machine-generated insights, and a weakening of critical thinking. The fear is not that AI will make us better researchers&mdash;it&rsquo;s that it might make us lazier ones.</p>
<p data-start="2455" data-end="2769">Is an AI paper reviewer capable of understanding nuance, ambiguity, or methodological flaws? Can an app to read research papers detect manipulation or ethical concerns buried in the discussion section? Critics argue that no matter how powerful the tool, it can't replace the value of a careful, human read.</p>
<h3 data-start="2771" data-end="2817">The Double-Edged Sword of the "Best" Tools</h3>
<p data-start="2819" data-end="3052">Ironically, the most powerful AI tools for academic research are often the ones attracting the most criticism. The better the AI gets at summarizing complex papers, the more tempting it becomes to skip reading the full text entirely.</p>
<p data-start="3054" data-end="3253">That&rsquo;s where the controversy sharpens: the best AI for academic research is also the one most likely to be misused. It&rsquo;s the tool that can be both a revolutionary shortcut and a dangerous crutch.</p>
<p data-start="3255" data-end="3574">Some educators have even begun warning students against over-reliance on these tools, while others are integrating them directly into the curriculum. There&rsquo;s a growing divide between institutions that see AI for papers as an inevitable evolution&mdash;and those that see it as an existential threat to scholarship itself.</p>
<h3 data-start="3576" data-end="3642">Final Thoughts: What&rsquo;s the Right Way to Use Research Paper AI?</h3>
<p data-start="3644" data-end="3980">There may not be a clear answer. What is clear is that AI for reading research papers isn&rsquo;t going away. The field is moving fast, and the tools are only getting smarter. Whether you're using an AI literature review tool, a research paper AI app, or an AI paper reader, the key is to treat it as an aid&mdash;not a replacement.</p>
<p data-start="3982" data-end="4120">Used responsibly, these tools can elevate the academic experience. Misused, they risk undermining the entire premise of critical research.</p>
<p data-start="4122" data-end="4228">In the end, it&rsquo;s not just about finding the best AI academic research tool&mdash;it&rsquo;s about using it wisely.</p>]]></content:encoded>
            <dc:creator><![CDATA[Michael Sun]]></dc:creator>
            <pubDate>Wed, 23 Jul 2025 02:20:56 +0000</pubDate>
            <category><![CDATA[AI in academia]]></category>
            <category><![CDATA[AI research tools]]></category>
            <category><![CDATA[ethics of AI in education]]></category>
            <category><![CDATA[academic shortcuts]]></category>
            <category><![CDATA[AI and critical thinking]]></category>
            <category><![CDATA[future of research]]></category>
            <category><![CDATA[AI reading tools]]></category>
            <category><![CDATA[research automation]]></category>
            <category><![CDATA[academic integrity]]></category>
            <category><![CDATA[pros and cons of AI in research]]></category>
            <category><![CDATA[AI in higher education]]></category>
            <category><![CDATA[responsible AI use]]></category>
            <category><![CDATA[academic productivity]]></category>
            <category><![CDATA[AI vs human research]]></category>
            <category><![CDATA[tech in academia]]></category>
        </item>
        <item>
            <title><![CDATA[AI Tools Are Widening the Gap Between Students and Faculty]]></title>
            <link>https://scisummary.com/blog/77-ai-tools-are-widening-the-gap-between-students-and-faculty</link>
            <guid isPermaLink="true">https://scisummary.com/blog/77-ai-tools-are-widening-the-gap-between-students-and-faculty</guid>
            <description><![CDATA[In universities across the world, a quiet but growing divide is emerging—one that isn’t just about age or status, but about how knowledge is accessed, processed, and understood. On one side are students, embracing artificial intelligence to manage the crushing volume of academic reading and writing. On the other side are professors, many of whom remain skeptical or unaware of how deeply these tools have embedded themselves into the student experience.]]></description>
            <content:encoded><![CDATA[<h3 data-start="4636" data-end="4677"><img src="https://scisummary.com/blog/images/2qX5yx3RILcVCy7SbafxKbZNTxuPEs4FWYucAJJa.png" alt="" width="464" height="464"></h3>
<h3 data-start="576" data-end="617">&nbsp;</h3>
<h3 data-start="576" data-end="617">A Silent Divide in the Academic World</h3>
<p data-start="619" data-end="1074">In universities across the world, a quiet but growing divide is emerging&mdash;one that isn&rsquo;t just about age or status, but about how knowledge is accessed, processed, and understood. On one side are students, embracing artificial intelligence to manage the crushing volume of academic reading and writing. On the other side are professors, many of whom remain skeptical or unaware of how deeply these tools have embedded themselves into the student experience.</p>
<p data-start="1076" data-end="1751">Students today are overwhelmed by information. Academic programs demand that they consume and synthesize hundreds of papers, often across multiple disciplines, in very little time. To survive this, they&rsquo;ve turned to the best AI academic tools available&mdash;technologies that can summarize scientific articles in seconds, identify arguments in dense texts, and even offer structural suggestions for research writing. Using apps to read research papers is no longer considered a hack&mdash;it&rsquo;s a core part of how students approach their education. Tools that use AI for reading research papers or paper reading AI platforms are now as common as citation managers or Google Scholar tabs.</p>
<h3 data-start="1758" data-end="1791">Professors Are Falling Behind</h3>
<p data-start="1793" data-end="2349">Faculty members, however, often still operate within traditional frameworks. Many still believe in full-text reading, note-taking by hand, and writing literature reviews from scratch. These values are rooted in rigor, deep engagement, and discipline. But they&rsquo;re increasingly out of sync with how research is actually being done&mdash;especially by the people they're teaching. When professors discourage or outright ban AI tools without understanding them, they risk not only alienating students but also misunderstanding the nature of the work being submitted.</p>
<p data-start="2351" data-end="2917">This gap in tool adoption reflects a deeper divide in expectations. Professors assume students are reading everything thoroughly. Students assume professors know they&rsquo;re using AI to help with that process. When neither side says it out loud, the result is confusion, misjudgment, and a disconnect in how academic performance is measured. Professors may see polished literature reviews and assume a student spent days reading; in reality, that student may have used AI literature review tools and read paper AI software to scan dozens of papers in a single afternoon.</p>
<h3 data-start="2924" data-end="2950">A New Research Reality</h3>
<p data-start="2952" data-end="3485">The truth is that AI is redefining what it means to do academic research. For students, it&rsquo;s not just about reading less&mdash;it&rsquo;s about understanding more in less time. With the best AI for academic research, they can extract key findings, evaluate methods, and synthesize arguments across multiple papers with a speed that manual work can&rsquo;t match. This isn&rsquo;t about laziness. It&rsquo;s about adapting to scale. The number of academic papers published every year is exploding. No one&mdash;not even tenured professors&mdash;can keep up without assistance.</p>
<p data-start="3487" data-end="3860">But when classrooms don&rsquo;t acknowledge this new reality, students are forced into silence. They don&rsquo;t talk about their tools, and professors don&rsquo;t ask. That silence is breeding a kind of intellectual double life, where students complete assignments in one mode and faculty evaluate them in another. The longer this goes unaddressed, the harder it becomes to bridge that gap.</p>
<h3 data-start="3867" data-end="3907">What Happens When We Don&rsquo;t Catch Up?</h3>
<p data-start="3909" data-end="4208">This isn&rsquo;t a question of whether AI belongs in academia&mdash;it&rsquo;s already there. The better question is how we adapt. Will universities embrace these tools as legitimate extensions of research practice? Or will they continue to punish students for evolving faster than the systems built to evaluate them?</p>
<p data-start="4210" data-end="4629">If institutions don&rsquo;t make space for these conversations, the divide will only grow wider. Students will continue using AI paper review tools, apps to read research papers, and AI to summarize scientific articles. Professors will continue to assess their work through outdated assumptions. And a fundamental mismatch will persist in what academic work actually looks like, who&rsquo;s producing it, and how it's being judged.</p>
<h3 data-start="4636" data-end="4677">Bridging the Gap Before It&rsquo;s Too Late</h3>
<p data-start="4679" data-end="4991">The use of AI for academic research is not a passing trend. It's a shift in how intellectual labor is distributed. The best AI academic tools aren&rsquo;t replacing learning&mdash;they&rsquo;re changing how it starts. It&rsquo;s time to bring that change into the open, not hide it behind policy ambiguity or generational defensiveness.</p>
<p data-start="4993" data-end="5218">If academia wants to stay relevant, honest, and fair, it must stop pretending AI isn&rsquo;t in the room. The question isn&rsquo;t whether students are using AI&mdash;it&rsquo;s whether faculty and institutions are ready to meet them where they are.</p>
<p data-start="4993" data-end="5218">&nbsp;</p>
<p data-start="5351" data-end="5373">&nbsp;</p>]]></content:encoded>
            <dc:creator><![CDATA[Michael Sun]]></dc:creator>
            <pubDate>Wed, 16 Jul 2025 15:33:12 +0000</pubDate>
            <category><![CDATA[academic tech divide]]></category>
            <category><![CDATA[ generational gap in education]]></category>
            <category><![CDATA[ ai-assisted research]]></category>
            <category><![CDATA[ university teaching and AI]]></category>
            <category><![CDATA[ academic innovation tools]]></category>
            <category><![CDATA[ student research automation]]></category>
            <category><![CDATA[ artificial intelligence in classrooms]]></category>
            <category><![CDATA[ digital transformation in academia]]></category>
            <category><![CDATA[ AI-enhanced learning]]></category>
            <category><![CDATA[ modern research workflows]]></category>
        </item>
        <item>
            <title><![CDATA[AI for Reading Research Papers Is So Good, You Might Never Read the Full Text Again]]></title>
            <link>https://scisummary.com/blog/76-ai-for-reading-research-papers-is-so-good-you-might-never-read-the-full-text-again</link>
            <guid isPermaLink="true">https://scisummary.com/blog/76-ai-for-reading-research-papers-is-so-good-you-might-never-read-the-full-text-again</guid>
            <description><![CDATA[In a world flooded with academic papers, it’s becoming harder—and more unrealistic—than ever to stay on top of the latest research. For many scholars, students, and professionals, the traditional model of reading full-length papers is breaking down under the sheer weight of publication volume.]]></description>
            <content:encoded><![CDATA[<p dir="ltr"><img src="https://scisummary.com/blog/images/JYmYAjq9FoeNBFjacz3VijbBMDFHyQMjMiUnCklZ.png" alt="" width="557" height="557"></p>
<p dir="ltr">In a world flooded with academic papers, it&rsquo;s becoming harder&mdash;and more unrealistic&mdash;than ever to stay on top of the latest research. For many scholars, students, and professionals, the traditional model of reading full-length papers is breaking down under the sheer weight of publication volume.</p>
<p dir="ltr">&nbsp;</p>
<p dir="ltr">That&rsquo;s where AI for reading research papers comes in.</p>
<p dir="ltr">&nbsp;</p>
<p dir="ltr">Thanks to advancements in machine learning and natural language processing, tools like SciSummary and other article reader AI platforms now offer the ability to summarize dense scientific PDFs in seconds. And they&rsquo;re not just simplifying&mdash;they&rsquo;re excelling. So much so that more and more researchers are asking a bold question:</p>
<p dir="ltr">&nbsp;</p>
<p dir="ltr">Do I even need to read the full paper anymore?</p>
<h3 dir="ltr">The Rise of AI-Powered Research Reading</h3>
<p dir="ltr">What used to take hours of focused reading can now be condensed into a couple of well-structured paragraphs generated by an AI. These summaries include a paper&rsquo;s objective, methodology, key findings, and even limitations&mdash;all delivered faster than any human could process them manually.</p>
<p dir="ltr">&nbsp;</p>
<p dir="ltr">Many of the best AI academic research tools go beyond summarizing. They allow for question-based interaction, so users can query a specific section of a paper or clarify a concept mid-summary. This interactivity, offered through platforms like AI chat for scientific PDFs, is radically changing how we engage with academic literature.</p>
<h3 dir="ltr">Is This the End of Deep Reading?</h3>
<p dir="ltr">The convenience of AI for academic research has sparked debate. Critics argue that relying too heavily on AI shortcuts scholarly engagement, removing the nuance that comes from line-by-line analysis. But proponents believe this is simply a more efficient and scalable way to engage with research.</p>
<p dir="ltr">&nbsp;</p>
<p dir="ltr">With tools like AI paper reviewer or AI for scholarly research, the focus shifts from decoding complex texts to thinking critically about their implications. In other words, AI handles the noise&mdash;researchers can focus on the signal.</p>
<h3 dir="ltr">Who Benefits the Most?</h3>
<p dir="ltr">This technology is proving especially helpful for:</p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Graduate students drowning in literature for thesis prep<br><br></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Scientists trying to stay updated outside their core discipline<br><br></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Researchers with disabilities or limited time<br><br></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Non-native English speakers navigating complex technical language<br><br></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation">Anyone needing a quick answer from a long article<br><br></p>
</li>
</ul>
<p dir="ltr">The democratizing power of free AI tools for researchers means that you don&rsquo;t have to be a tenured academic with unlimited time to contribute meaningfully to your field.</p>
<h3 dir="ltr">The Real Revolution: Access and Speed</h3>
<p dir="ltr">At its core, this isn&rsquo;t just about convenience. It&rsquo;s about reimagining access to knowledge. With smart AI for paper summarization, it&rsquo;s possible to get a distilled version of a new study minutes after it&rsquo;s published&mdash;without needing to read every word.</p>
<p dir="ltr">&nbsp;</p>
<p dir="ltr">This matters. Because in fast-moving fields like artificial intelligence, medicine, and climate science, speed matters just as much as accuracy. Those who harness these tools effectively will simply move faster&mdash;and further&mdash;than those who don&rsquo;t.</p>
<h3 dir="ltr">So, Should You Stop Reading Full Papers?</h3>
<p dir="ltr">Not quite. Full texts still contain valuable details, especially in methodology, limitations, and unexpected findings that AI might not fully capture (yet). But for most tasks&mdash;like literature reviews, grant applications, and cross-disciplinary scanning&mdash;AI paper review tools offer unmatched efficiency.</p>
<p dir="ltr">&nbsp;</p>
<p dir="ltr">The smartest move? Let AI do the first pass. Then dive deeper into the papers that truly matter.</p>
<h3 dir="ltr">Final Thought</h3>
<p dir="ltr">The days of manually slogging through PDFs are numbered. AI for academic research is here, and it&rsquo;s transforming how we engage with information. Whether you use it for summaries, reviews, or searches, tools like article reader AI, AI for scholarly research, and AI chat for scientific PDFs aren&rsquo;t just useful&mdash;they&rsquo;re becoming necessary.</p>
<p dir="ltr">&nbsp;</p>
<p dir="ltr">You may not stop reading full papers entirely&mdash;but you&rsquo;ll definitely stop reading them the old way.</p>
<p>&nbsp;</p>]]></content:encoded>
            <dc:creator><![CDATA[Michael Sun]]></dc:creator>
            <pubDate>Wed, 09 Jul 2025 16:47:56 +0000</pubDate>
            <category><![CDATA[AI tools for reading research]]></category>
            <category><![CDATA[AI research assistant]]></category>
            <category><![CDATA[AI paper summarizer]]></category>
            <category><![CDATA[best AI to read PDFs]]></category>
            <category><![CDATA[artificial intelligence in academic research]]></category>
            <category><![CDATA[automated literature analysis]]></category>
            <category><![CDATA[research summary AI]]></category>
            <category><![CDATA[AI for science reading]]></category>
            <category><![CDATA[machine learning for academic reading]]></category>
            <category><![CDATA[AI for scholarly papers]]></category>
        </item>
        <item>
            <title><![CDATA[Why Reading Research Papers Without AI Now Feels Like Dial-Up Internet]]></title>
            <link>https://scisummary.com/blog/75-why-reading-research-papers-without-ai-now-feels-like-dial-up-internet</link>
            <guid isPermaLink="true">https://scisummary.com/blog/75-why-reading-research-papers-without-ai-now-feels-like-dial-up-internet</guid>
            <description><![CDATA[If you’ve ever tried to manually dig through dozens of dense, jargon-filled academic PDFs, you already know the feeling: exhaustion, eye strain, and the creeping suspicion that there has to be a better way. The truth? There is. And increasingly, not using AI to help with research feels like living in the past—like browsing the web on dial-up when everyone else is on fiber.]]></description>
            <content:encoded><![CDATA[<p dir="ltr"><img src="https://scisummary.com/blog/images/Nwjdv8v4PtYaUV51z3825APtNXlxzTOzBLmEFSL4.png" alt="" width="571" height="571"></p>
<p dir="ltr">If you&rsquo;ve ever tried to manually dig through dozens of dense, jargon-filled academic PDFs, you already know the feeling: exhaustion, eye strain, and the creeping suspicion that there has to be a better way. The truth? There is. And increasingly, not using AI to help with research feels like living in the past&mdash;like browsing the web on dial-up when everyone else is on fiber.</p>
<p dir="ltr">The emergence of AI for reading research papers has changed the game completely. Tools like SciSummary and others are redefining what it means to engage with academic literature. They're not just helpful&mdash;they're fast, smart, and becoming essential.</p>
<h3 dir="ltr">Why AI for Research Papers Has Become the New Norm</h3>
<p dir="ltr">In 2025, the pace of academic publishing has reached a level that no human can reasonably keep up with. Fields like biology, AI, medicine, and climate science are exploding with new findings daily. It&rsquo;s no longer realistic for researchers to read every relevant paper from start to finish.</p>
<p dir="ltr">That&rsquo;s where AI for research papers comes in. AI models trained on academic language can parse dense studies and generate structured summaries in seconds. They highlight hypotheses, methods, results, and limitations&mdash;without requiring the reader to decode every word.</p>
<p dir="ltr">What once took an hour now takes a minute. And that&rsquo;s not an exaggeration.</p>
<h3 dir="ltr">The Rise of the AI Paper Reader</h3>
<p dir="ltr">Today&rsquo;s top tools use AI paper readers to scan PDFs, extract relevant data, and present concise overviews. These summaries aren&rsquo;t generic&mdash;they&rsquo;re tuned for scientific understanding. You can ask follow-up questions, check definitions, or even compare papers with each other.</p>
<p dir="ltr">For overworked grad students and researchers, this is a lifeline. For everyone else, it&rsquo;s a wake-up call. Falling behind on the literature now has less to do with time and more to do with tech adoption.</p>
<p dir="ltr">Simply put, the best AI for research papers helps you stay current, faster than humanly possible.</p>
<h3 dir="ltr">Literature Reviews in the AI Era</h3>
<p dir="ltr">One of the biggest beneficiaries of this technology is the dreaded literature review. Whether for a dissertation or a journal submission, reviews have always required a massive time investment. That&rsquo;s changing fast.</p>
<p dir="ltr">Academic literature review AI tools allow users to collect, compare, and analyze dozens of papers in hours&mdash;not weeks. They help organize findings, spot research gaps, and flag inconsistent data. This isn&rsquo;t just time-saving&mdash;it&rsquo;s reshaping how early-career researchers approach scholarship.</p>
<p dir="ltr">If you're still manually organizing citations and reading 30 PDFs one by one, you're not just working harder. You're working slower than you need to.</p>
<h3 dir="ltr">A Shift in Research Culture</h3>
<p dir="ltr">Some skeptics argue that relying on AI for academic research makes students lazy or reduces critical thinking. But that criticism misses the point. The goal isn&rsquo;t to skip understanding&mdash;it&rsquo;s to reach understanding faster. AI is a tool that accelerates the parts of research that used to bog people down.</p>
<p dir="ltr">And in fields where staying updated is vital&mdash;like medicine, AI development, or policy research&mdash;the cost of not using AI can be more than just inefficiency. It can be irrelevant.</p>
<p dir="ltr">That&rsquo;s why the best scholars are leaning into the shift. They're using the best AI academic research tools to handle the bulk of reading and filtering, then spending their time on synthesis, critique, and innovation.</p>
<h3 dir="ltr">The Bottom Line</h3>
<p dir="ltr">Reading research papers the old-fashioned way isn&rsquo;t wrong&mdash;but it is outdated. Like using dial-up in a broadband world, it slows you down while the rest of academia speeds ahead.</p>
<p dir="ltr">If you&rsquo;re serious about keeping up with your field, producing better work, and avoiding burnout, it&rsquo;s time to rethink your toolkit. Use an AI paper reader. Try an AI chat for scientific PDFs. Lean on AI for academic research to do the heavy lifting&mdash;so you can focus on what actually matters: thinking critically, making connections, and moving science forward.</p>]]></content:encoded>
            <dc:creator><![CDATA[Michael Sun]]></dc:creator>
            <pubDate>Wed, 02 Jul 2025 15:16:10 +0000</pubDate>
            <category><![CDATA[research productivity tools]]></category>
            <category><![CDATA[academic workflow automation]]></category>
            <category><![CDATA[summarize scientific papers]]></category>
            <category><![CDATA[research paper overload]]></category>
            <category><![CDATA[AI research assistant]]></category>
            <category><![CDATA[digital research tools]]></category>
            <category><![CDATA[efficient literature review]]></category>
            <category><![CDATA[reading academic PDFs]]></category>
            <category><![CDATA[AI in education]]></category>
            <category><![CDATA[time-saving tools for researchers]]></category>
            <category><![CDATA[research paper summaries]]></category>
            <category><![CDATA[academic burnout]]></category>
            <category><![CDATA[PhD productivity]]></category>
            <category><![CDATA[modern research methods]]></category>
            <category><![CDATA[AI-driven study tools]]></category>
        </item>
        <item>
            <title><![CDATA[Can an AI Tool Understand a Research Paper Better Than You? The Results Are Shocking]]></title>
            <link>https://scisummary.com/blog/74-can-an-ai-tool-understand-a-research-paper-better-than-you-the-results-are-shocking</link>
            <guid isPermaLink="true">https://scisummary.com/blog/74-can-an-ai-tool-understand-a-research-paper-better-than-you-the-results-are-shocking</guid>
            <description><![CDATA[In the world of academia, there&#039;s long been a belief that true understanding of a research paper requires time, effort, and human intellect. But with the rise of AI tools for literature review and AI for academic research, that assumption is starting to look outdated. Many students, researchers, and even faculty are now turning to AI to summarize, generate, and analyze academic content—sometimes with results that rival or even surpass human comprehension.]]></description>
            <content:encoded><![CDATA[<p dir="ltr"><img src="https://scisummary.com/blog/images/WQfVmKY8065R7L1yvAEW178DihVKSCXDxCIkOqzz.png" alt="" width="820" height="820"></p>
<p dir="ltr">&nbsp;</p>
<p dir="ltr">In the world of academia, there's long been a belief that true understanding of a research paper requires time, effort, and human intellect. But with the rise of AI tools for literature review and AI for academic research, that assumption is starting to look outdated. Many students, researchers, and even faculty are now turning to AI to summarize, generate, and analyze academic content&mdash;sometimes with results that rival or even surpass human comprehension.</p>
<h2 dir="ltr">The Rise of AI in Academia</h2>
<p dir="ltr">AI has made significant inroads into tasks traditionally reserved for scholars. From AI research paper generators to literature review AI tools, there's a new digital assistant for nearly every stage of the research process. Tools like SciSummary, for example, are designed to digest complex academic content and produce clean, clear, and accurate summaries in seconds.</p>
<p dir="ltr">It raises a serious&mdash;and slightly uncomfortable&mdash;question: Can these AI tools actually understand scientific papers better than their human users?</p>
<h2 dir="ltr">Understanding vs. Memorizing: What Does AI Actually &ldquo;Know&rdquo;?</h2>
<p dir="ltr">Let&rsquo;s be clear: AI does not &ldquo;understand&rdquo; in the same way humans do. It doesn&rsquo;t form beliefs or draw conclusions in a conscious sense. However, AI for paper writing can extract structure, recognize key findings, and condense information faster and sometimes more accurately than many readers.</p>
<p dir="ltr">That means when you're scanning a dense 30-page paper filled with equations, figures, and jargon, an AI lit review tool might actually highlight the takeaways with more precision than you would on your first pass.</p>
<h2 dir="ltr">Why Students Are Turning to AI Literature Review Tools</h2>
<p dir="ltr">Graduate students and PhD candidates are embracing these tools at a rapid pace. Many cite time savings, clarity, and efficiency as their main reasons. With tools that offer free AI for research paper writing, students can avoid the dreaded "literature logjam" that often delays theses and dissertations.</p>
<p dir="ltr">But it&rsquo;s not just about speed. The best AI for literature review doesn&rsquo;t just summarize&mdash;it connects dots between sources, identifies gaps, and suggests related works. These are tasks that would typically take hours or even days for a human researcher.</p>
<h2 dir="ltr">But Is It Better Than a Human?</h2>
<p dir="ltr">This is where the controversy begins. On one hand, AI for academic research is empowering students who might struggle with English, who are juggling multiple papers, or who just need a quick briefing. On the other hand, some faculty argue that these tools are encouraging shallow reading habits, and that relying on AI literature review tools leads to a surface-level engagement with texts.</p>
<p dir="ltr">The truth lies somewhere in between. For routine reading, AI can absolutely offer a strong initial grasp&mdash;especially when powered by high-quality models trained on academic language. In fact, in blind tests, many readers couldn&rsquo;t tell whether a summary was generated by a human or a literature review AI tool. And in several cases, the AI versions were more accurate, because they pulled directly from the text without bias or misinterpretation.</p>
<h2 dir="ltr">The Ethical (and Practical) Questions</h2>
<p dir="ltr">If an AI tool for literature review can summarize 50 articles in 10 minutes, where does that leave students who were trained to spend weeks crafting that same synthesis manually? If a scientific paper citation generator gets references perfect every time, should students still be tested on citation formats?</p>
<p dir="ltr">These are valid questions. The academic world is grappling with how to integrate these tools responsibly&mdash;without losing the foundational skills that define good research.</p>
<h2 dir="ltr">Conclusion: Not Better, But... Useful?</h2>
<p dir="ltr">So, can an AI for papers actually understand a research paper better than you? The answer might be yes&mdash;at least in terms of identifying structure, extracting data, and generating summaries. But when it comes to critical thinking, synthesis, and innovation, humans still lead the way.</p>
<p dir="ltr">That said, ignoring AI in academic work is no longer an option. With the availability of free AI for research paper writing, and increasingly powerful AI literature review tools, the smart move isn&rsquo;t to resist&mdash;but to learn how to use these tools effectively and ethically.</p>
<p dir="ltr">At the end of the day, AI is not replacing researchers&mdash;it&rsquo;s augmenting them. And in a world overflowing with information, that&rsquo;s not just helpful. It&rsquo;s necessary.</p>]]></content:encoded>
            <dc:creator><![CDATA[Michael Sun]]></dc:creator>
            <pubDate>Wed, 25 Jun 2025 15:08:28 +0000</pubDate>
            <category><![CDATA[literature review ai]]></category>
            <category><![CDATA[ai for academic research]]></category>
            <category><![CDATA[free ai for research paper writing]]></category>
            <category><![CDATA[ai research paper generator]]></category>
            <category><![CDATA[best ai for literature review]]></category>
            <category><![CDATA[ai tools for literature review]]></category>
            <category><![CDATA[best ai for academic research]]></category>
            <category><![CDATA[ai for paper writing]]></category>
            <category><![CDATA[ai lit review]]></category>
            <category><![CDATA[ai literature review tools]]></category>
            <category><![CDATA[ai for papers]]></category>
            <category><![CDATA[literature review ai tool]]></category>
            <category><![CDATA[ai lit review tools]]></category>
            <category><![CDATA[ai tool for literature review]]></category>
            <category><![CDATA[scientific paper citation generator]]></category>
            <category><![CDATA[can ai understand research papers]]></category>
            <category><![CDATA[ai summarizer for scientific articles]]></category>
            <category><![CDATA[ethical use of ai in academic research]]></category>
            <category><![CDATA[ai vs human literature review]]></category>
            <category><![CDATA[academic tools powered by AI]]></category>
            <category><![CDATA[artificial intelligence in education]]></category>
            <category><![CDATA[ai-enhanced literature review workflow]]></category>
            <category><![CDATA[AI for thesis and dissertation writing]]></category>
            <category><![CDATA[GPT tools for academic papers]]></category>
            <category><![CDATA[is AI better than students at research]]></category>
        </item>
        <item>
            <title><![CDATA[Is Free AI for Research the End of Paid Academic Databases?]]></title>
            <link>https://scisummary.com/blog/73-is-free-ai-for-research-the-end-of-paid-academic-databases</link>
            <guid isPermaLink="true">https://scisummary.com/blog/73-is-free-ai-for-research-the-end-of-paid-academic-databases</guid>
            <description><![CDATA[For decades, access to scholarly knowledge has been gated by academic publishers and expensive database subscriptions. Institutions pay thousands—sometimes millions—of dollars a year to access platforms like Elsevier, JSTOR, and Web of Science. Individual researchers, especially those unaffiliated with well-funded universities, have had to navigate paywalls and limited access, often relying on informal sharing networks just to read the research they need.]]></description>
            <content:encoded><![CDATA[<p data-start="283" data-end="742"><img src="https://scisummary.com/blog/images/Mk4NOuGMoDLW1UvgIUrcQHLZcxmzzQYI4uMwiJFd.png" alt="Is Free AI for Research the End of Paid Academic Databases?" width="1024" height="1024"></p>
<p data-start="283" data-end="742">For decades, access to scholarly knowledge has been gated by academic publishers and expensive database subscriptions. Institutions pay thousands&mdash;sometimes millions&mdash;of dollars a year to access platforms like Elsevier, JSTOR, and Web of Science. Individual researchers, especially those unaffiliated with well-funded universities, have had to navigate paywalls and limited access, often relying on informal sharing networks just to read the research they need.</p>
<p data-start="744" data-end="843">But now, a new player is threatening to disrupt the model entirely: free AI tools for research.</p>
<p data-start="845" data-end="1170">From summarizing dense papers to generating citations and even drafting literature reviews, open-access AI models and tools are redefining what it means to interact with academic content. The question is: Are they powerful enough to bring down the paywalls &mdash; and the businesses &mdash; of the legacy academic database industry?</p>
<hr data-start="1172" data-end="1175">
<h2 data-start="1177" data-end="1217">The Rise of AI-Powered Research Tools</h2>
<p data-start="1219" data-end="1341">In the last two years, dozens of free and freemium AI tools have emerged to help with nearly every stage of academic work:</p>
<ul data-start="1343" data-end="1869">
<li data-start="1343" data-end="1477">
<p data-start="1345" data-end="1477">AI Paper Summarizers (e.g., SciSummary, ScholarAI, PaperChat): These digest lengthy PDFs into concise, plain-language summaries.</p>
</li>
<li data-start="1478" data-end="1617">
<p data-start="1480" data-end="1617">Literature Review Generators: These use natural language processing to identify relevant papers and synthesize themes across a topic.</p>
</li>
<li data-start="1618" data-end="1752">
<p data-start="1620" data-end="1752">Citation and Research Article Generators: Tools that assist in formatting, auto-filling metadata, and even proposing references.</p>
</li>
<li data-start="1753" data-end="1869">
<p data-start="1755" data-end="1869">&ldquo;Find Similar Researchers&rdquo; Engines: AI tools that recommend authors or institutions based on topic clustering.</p>
</li>
</ul>
<p data-start="1871" data-end="2080">Importantly, many of these tools leverage open-access databases like arXiv, PubMed Central, and Semantic Scholar. Others use crawled abstracts or summaries, staying just on the right side of copyright law.</p>
<hr data-start="2082" data-end="2085">
<h2 data-start="2087" data-end="2131">What Makes AI a Threat to Paid Databases?</h2>
<h3 data-start="2133" data-end="2164">1. Function Over Access</h3>
<p data-start="2165" data-end="2443">Traditionally, paid databases offered three things: content, searchability, and metadata structuring. AI tools now offer smarter search, automated summaries, and contextual recommendations&mdash;without needing to license millions of papers. For many users, that&rsquo;s enough.</p>
<h3 data-start="2445" data-end="2504">2. Lowering the Barrier for Independent Researchers</h3>
<p data-start="2505" data-end="2748">The people most empowered by AI research tools are often independent scholars, students, and researchers from underfunded regions. For them, free tools can match (or exceed) the functionality of paid databases&mdash;without institutional access.</p>
<h3 data-start="2750" data-end="2789">3. Free Tools Are &ldquo;Good Enough&rdquo;</h3>
<p data-start="2790" data-end="3004">While no AI tool replaces expert curation or comprehensive coverage (yet), many are &ldquo;good enough&rdquo; for early-stage research, brainstorming, or scanning the literature&mdash;roles traditionally dominated by paid platforms.</p>
<hr data-start="3006" data-end="3009">
<h2 data-start="3011" data-end="3047">The Catch: What AI Can&rsquo;t (Yet) Do</h2>
<p data-start="3049" data-end="3123">While free AI tools are powerful, they currently face serious limitations:</p>
<ul data-start="3125" data-end="3762">
<li data-start="3125" data-end="3303">
<p data-start="3127" data-end="3303">Access to Full-Text Content: Most AI models don&rsquo;t have access to subscription-only papers. Without full text, summaries and literature reviews can be shallow or incomplete.</p>
</li>
<li data-start="3304" data-end="3463">
<p data-start="3306" data-end="3463">Copyright Restrictions: Legal boundaries limit what data AI tools can ingest or present. Paid platforms still offer fully licensed, high-quality content.</p>
</li>
<li data-start="3464" data-end="3620">
<p data-start="3466" data-end="3620">Academic Trust: Institutions and journals may be slow to trust AI-generated summaries or references, especially when accuracy and nuance are critical.</p>
</li>
<li data-start="3621" data-end="3762">
<p data-start="3623" data-end="3762">Bias and Misrepresentation: Without human oversight, AI summarizers can misinterpret findings or reinforce biases in the training data.</p>
</li>
</ul>
<hr data-start="3764" data-end="3767">
<h2 data-start="3769" data-end="3820">A Middle Ground: Paid Databases with AI Features</h2>
<p data-start="3822" data-end="3943">Recognizing the threat, traditional academic publishers are fighting back&mdash;by integrating AI into their own platforms:</p>
<ul data-start="3945" data-end="4210">
<li data-start="3945" data-end="4015">
<p data-start="3947" data-end="4015">Elsevier has introduced AI tools for search and literature curation.</p>
</li>
<li data-start="4016" data-end="4099">
<p data-start="4018" data-end="4099">Springer and Wiley are experimenting with generative AI to help summarize papers.</p>
</li>
<li data-start="4100" data-end="4210">
<p data-start="4102" data-end="4210">Even citation databases like Scopus and Web of Science are incorporating recommender systems and topic maps.</p>
</li>
</ul>
<p data-start="4212" data-end="4354">The result? The future might not be a full takeover by free AI tools, but rather a blending of AI features into paid platforms&mdash;at a price.</p>
<hr data-start="4356" data-end="4359">
<h2 data-start="4361" data-end="4417">Conclusion: Disruption is Here, but So is Reinvention</h2>
<p data-start="4419" data-end="4675">Free AI tools are democratizing access to scientific knowledge in ways that seemed unthinkable a few years ago. For early-stage research, brainstorming, and even education, they are already chipping away at the value proposition of paid academic databases.</p>
<p data-start="4677" data-end="5011">But the paywalled giants won&rsquo;t disappear overnight. They still offer full-text access, peer-reviewed quality, and long-standing trust in academic circles. What&rsquo;s more likely is a restructuring of value: databases will be forced to earn their fees not just by hoarding content, but by offering better, AI-enhanced tools themselves.</p>
<p data-start="5013" data-end="5059">So is this the end of paid academic databases?</p>
<p data-start="5061" data-end="5130">Not yet. But for the first time, they&rsquo;re being forced to compete.</p>]]></content:encoded>
            <dc:creator><![CDATA[Max B Heckel]]></dc:creator>
            <pubDate>Wed, 18 Jun 2025 19:49:07 +0000</pubDate>
            <category><![CDATA[free AI for research]]></category>
            <category><![CDATA[AI research tools]]></category>
            <category><![CDATA[research paper summarizer]]></category>
            <category><![CDATA[literature review AI tool]]></category>
            <category><![CDATA[academic research AI]]></category>
            <category><![CDATA[AI for academic writing]]></category>
            <category><![CDATA[free AI academic tools]]></category>
            <category><![CDATA[AI vs paid academic databases]]></category>
            <category><![CDATA[best free AI for researchers]]></category>
            <category><![CDATA[AI literature review generator]]></category>
            <category><![CDATA[scientific article summarizer]]></category>
            <category><![CDATA[research paper AI assistant]]></category>
            <category><![CDATA[AI for research paper writing]]></category>
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            <category><![CDATA[citation generator AI]]></category>
            <category><![CDATA[summarize research paper AI]]></category>
            <category><![CDATA[paper summary AI tool]]></category>
            <category><![CDATA[AI for scientific research]]></category>
            <category><![CDATA[AI for academic research papers]]></category>
            <category><![CDATA[research article summarizer AI]]></category>
        </item>
        <item>
            <title><![CDATA[Are AI Research Assistants Making Us Smarter—Or Just More Dependent?]]></title>
            <link>https://scisummary.com/blog/72-are-ai-research-assistants-making-us-smarteror-just-more-dependent</link>
            <guid isPermaLink="true">https://scisummary.com/blog/72-are-ai-research-assistants-making-us-smarteror-just-more-dependent</guid>
            <description><![CDATA[Artificial intelligence is rapidly reshaping how we approach academic research, making tasks like reading, summarizing, and reviewing papers faster than ever. From AI paper readers to free tools that summarize research papers in seconds, the rise of “paper-ai” is changing the very nature of scholarly work. But as we embrace these innovations, we must ask: are we gaining efficiency at the cost of understanding?]]></description>
            <content:encoded><![CDATA[<p data-start="271" data-end="700"><img src="https://scisummary.com/blog/images/VXGjyv4LG4gIB5yfphEPWUSoaGGSX4YCeyEMOwKC.png" alt="Are AI research assistants making us smarter?" width="1032" height="688"></p>
<p data-start="271" data-end="700">The academic world is undergoing a transformation that is as revolutionary as it is unsettling. With the rise of AI-powered research assistants, the once slow, meticulous process of literature review and paper analysis is being replaced by high-speed tools that can &ldquo;understand&rdquo; and summarize research in seconds. But as we celebrate these advancements, a question emerges:&nbsp;<strong data-start="647" data-end="700">Are we outsourcing critical thinking to machines?</strong></p>
<h2 data-start="702" data-end="738">The Rise of the Paper-AI Movement</h2>
<p data-start="740" data-end="1194">From undergraduates to senior researchers, the demand for tools that simplify scholarly work has given rise to an ecosystem of applications under the banner of paper-ai. These tools&mdash;sometimes marketed as &ldquo;AI paper readers&rdquo; or &ldquo;paper reading AI&rdquo;&mdash;promise to scan, dissect, and summarize complex academic texts in seconds. Whether you're looking for a term paper summary or trying to catch up with the latest papers on AI, there&rsquo;s a tool for that.</p>
<p data-start="1196" data-end="1589">Searches for &ldquo;website for summarizing papers for free&rdquo; and &ldquo;summarize research paper ai free&rdquo; have surged. Researchers want answers, not abstracts. Tools like Paper Digest, Scholarcy, and Explainpaper cater to this craving for compressed comprehension. You upload a PDF, and in moments, the AI highlights key arguments, extracts methodologies, and even explains findings in plain language.</p>
<h2 data-start="1591" data-end="1622">From Companion to Co-Author?</h2>
<p data-start="1624" data-end="2035">The capabilities of these systems now go well beyond basic summarization. Modern AI for academic research tools can cross-reference citations, suggest gaps in the literature, and even draft early-stage outlines. Some tools, like Research Rabbit and Scite Assistant, are rapidly approaching the role of &ldquo;thinking partners.&rdquo; The line between AI for papers and AI writing papers is becoming dangerously thin. To further enhance how researchers share complex ideas, <a href="https://www.renderforest.com/text-to-video-ai">text to video AI</a> tools are gaining traction. These platforms transform dense paper summaries or key insights into engaging, easy-to-understand videos&mdash;helping academics present their work visually and reach broader audiences.</p>
<p data-start="2037" data-end="2406">Researchers are no longer simply looking for a better search engine. They want a research paper summary template, auto-generated bibliographies, and even AI paper reviewers that critique their drafts. The introduction of paper review AI and AI paper sign tools&mdash;apps that &ldquo;sign off&rdquo; on whether a paper seems robust, original, or replicable&mdash;is just the beginning.</p>
<h2 data-start="2408" data-end="2447">What Does &ldquo;Understanding&rdquo; Even Mean?</h2>
<p data-start="2449" data-end="2552">With a growing dependence on these systems, we have to ask: is summarization the same as understanding?</p>
<p data-start="2554" data-end="2917">An AI might summarize research paper content with extraordinary speed, but that doesn&rsquo;t guarantee the user has grasped the underlying theory, nuance, or implications. This disconnect is creating a class of researchers who appear fluent in the literature but lack depth&mdash;an intellectual shell game powered by AI paper search and AI research paper finder bots.</p>
<p data-start="2919" data-end="3180">And yet, the tools keep improving. The best free AI tools for researchers are constantly updated with more powerful natural language models, often trained on troves of research paper free databases. The goal? Total accessibility. The risk? Total detachment.</p>
<h2 data-start="3182" data-end="3221">The Ethics of Automation in Academia</h2>
<p data-start="3223" data-end="3547">Behind the shiny interface of websites that summarize articles lies a series of uncomfortable questions. Are these tools facilitating learning&mdash;or enabling avoidance? Should students be allowed to use AI for reading research papers, or are they bypassing the cognitive heavy-lifting that education is supposed to develop?</p>
<p data-start="3549" data-end="3823">Even more controversially, what happens when these systems are used to write instead of read? We're not far from AI paper reviewer tools that not only critique but also generate rebuttals. The temptation to let the AI do the hard thinking is already here. And growing.</p>
<h2 data-start="3825" data-end="3848">The Inevitable Shift</h2>
<p data-start="3850" data-end="4169">Whether we like it or not, AI is now embedded in the academic workflow. Whether you're hunting for a free research paper download, trying to explain paper AI concepts to a colleague, or just need a tool to summarize a research paper on a tight deadline, the digital assistant is now part of the scholarly toolkit.</p>
<p data-start="4171" data-end="4424">And this shift isn&rsquo;t limited to undergrads cutting corners. Researchers at the top of their fields are experimenting with AI for research paper free tools to speed up publishing pipelines, improve their literature reviews, and draft clearer arguments.</p>
<h2 data-start="4426" data-end="4469">Final Thoughts: Dependency or Evolution?</h2>
<p data-start="4471" data-end="4643">AI has created unprecedented access to academic knowledge&mdash;but at a cost. When the intellectual friction of grappling with a text disappears, something valuable may be lost.</p>
<p data-start="4645" data-end="4817">Maybe we&rsquo;re not replacing thinking. Maybe we&rsquo;re evolving how it happens. Or maybe, just maybe, we&rsquo;re building a research culture that prioritizes output over understanding.</p>
<p data-start="4819" data-end="4933">Either way, the question is no longer if you&rsquo;ll use AI in your research&mdash;but how much you&rsquo;ll let it do for you.</p>]]></content:encoded>
            <dc:creator><![CDATA[Max B Heckel]]></dc:creator>
            <pubDate>Thu, 12 Jun 2025 12:18:29 +0000</pubDate>
            <category><![CDATA[AI research assistant]]></category>
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        </item>
        <item>
            <title><![CDATA[Academia Is Drowning in PDFs, SciSummary Is the Lifeboat]]></title>
            <link>https://scisummary.com/blog/71-academia-is-drowning-in-pdfs-scisummary-is-the-lifeboat</link>
            <guid isPermaLink="true">https://scisummary.com/blog/71-academia-is-drowning-in-pdfs-scisummary-is-the-lifeboat</guid>
            <description><![CDATA[SciSummary is the AI tool that helps you find, summarize, and cite papers without wasting hours digging. If you&#039;re still spending days reading papers just to write one paragraph, you&#039;re doing it the hard way.

This isn’t a shortcut, it’s the new standard.]]></description>
            <content:encoded><![CDATA[<p data-start="186" data-end="510">Every day, thousands of researchers wake up, open their laptops, and get buried alive under piles of PDFs. It&rsquo;s not research anymore&mdash;it&rsquo;s information triage. And while some folks still romanticize the grind of digging through 50 papers to write a single paragraph, let&rsquo;s be honest: that&rsquo;s not scholarship, that&rsquo;s punishment.</p>
<p data-start="512" data-end="611"><strong data-start="512" data-end="533">Enter SciSummary.</strong><br data-start="533" data-end="536">It&rsquo;s not here to play nice with the old rules. It&rsquo;s here to flip the table.</p>
<h3 data-start="618" data-end="652">Why &ldquo;Doing the Work&rdquo; Is a Myth</h3>
<p data-start="654" data-end="924">There&rsquo;s this unspoken academic virtue: if you didn&rsquo;t read 300 papers cover to cover, you didn&rsquo;t <em data-start="750" data-end="758">really</em> do the research. But in a world where research output doubles every 9 years, this mindset isn&rsquo;t noble&mdash;it&rsquo;s naive. You&rsquo;re not lazy for wanting help. You&rsquo;re realistic.</p>
<p data-start="926" data-end="948">SciSummary uses AI to:</p>
<ul data-start="950" data-end="1110">
<li data-start="950" data-end="990">
<p data-start="952" data-end="990">Find the most relevant papers <em data-start="982" data-end="988">fast</em></p>
</li>
<li data-start="991" data-end="1041">
<p data-start="993" data-end="1041">Extract and condense key insights <em data-start="1027" data-end="1039">accurately</em></p>
</li>
<li data-start="1042" data-end="1110">
<p data-start="1044" data-end="1110">Highlight gaps and generate summaries that are <em data-start="1091" data-end="1108">actually useful</em></p>
</li>
</ul>
<p data-start="1112" data-end="1253">So no, it won&rsquo;t write your entire thesis. But it&rsquo;ll stop you from wasting two weeks reading outdated abstracts just to get to the good stuff.</p>
<hr data-start="1255" data-end="1258">
<h3 data-start="1260" data-end="1290">Gatekeepers Hate This Tool</h3>
<p data-start="1292" data-end="1514">There&rsquo;s a whole ecosystem built around keeping research hard to access: paywalled PDFs, journals that resist innovation, and manual citation tools from 1997. SciSummary doesn&rsquo;t ask for permission. It breaks the bottleneck.</p>
<ul data-start="1516" data-end="1702">
<li data-start="1516" data-end="1566">
<p data-start="1518" data-end="1566">You want citations? It finds and formats them.</p>
</li>
<li data-start="1567" data-end="1625">
<p data-start="1569" data-end="1625">You want summaries? It gives you bullet-point clarity.</p>
</li>
<li data-start="1626" data-end="1702">
<p data-start="1628" data-end="1702">You want to download and store everything in one place? That&rsquo;s built in.</p>
</li>
</ul>
<p data-start="1704" data-end="1773">It&rsquo;s not just a helper&mdash;it&rsquo;s an accomplice in your academic jailbreak.</p>
<h3 data-start="1780" data-end="1804">Who This&nbsp;<em data-start="1793" data-end="1804">Threatens</em></h3>
<ul data-start="1806" data-end="2026">
<li data-start="1806" data-end="1878">
<p data-start="1808" data-end="1878"><strong data-start="1808" data-end="1831">Old-school advisors</strong> who think slogging is the only path to rigor</p>
</li>
<li data-start="1879" data-end="1942">
<p data-start="1881" data-end="1942"><strong data-start="1881" data-end="1906">Gatekeeping platforms</strong> who make research a walled garden</p>
</li>
<li data-start="1943" data-end="2026">
<p data-start="1945" data-end="2026"><strong data-start="1945" data-end="1969">&ldquo;Productivity gurus&rdquo;</strong> who want you to build a Zettelkasten in your free time</p>
</li>
</ul>
<p data-start="2028" data-end="2138">This tool doesn&rsquo;t fit into the current system&mdash;it makes you question why the system still works like it&rsquo;s 1985.</p>
<h3 data-start="2145" data-end="2163">Final Thoughts</h3>
<p data-start="2165" data-end="2412">SciSummary isn&rsquo;t here to <em data-start="2190" data-end="2199">replace</em> research. It&rsquo;s here to <em data-start="2223" data-end="2231">rescue</em> researchers.<br data-start="2244" data-end="2247">If you still believe the only way to learn is through suffering, this might not be for you. But if you think smarter work should replace harder work, welcome aboard.</p>
<p data-start="2414" data-end="2473">We&rsquo;re not building a shortcut.<br data-start="2444" data-end="2447">We&rsquo;re building a new road.</p>]]></content:encoded>
            <dc:creator><![CDATA[Max B Heckel]]></dc:creator>
            <pubDate>Wed, 28 May 2025 20:15:51 +0000</pubDate>
            <category><![CDATA[ai to write research papers]]></category>
            <category><![CDATA[ai tool for literature research]]></category>
            <category><![CDATA[ai tools to find research papers]]></category>
            <category><![CDATA[download research paper]]></category>
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        </item>
        <item>
            <title><![CDATA[Why Hunting for Citations is a Waste of Time (And How AI Just Replaced It)]]></title>
            <link>https://scisummary.com/blog/70-why-hunting-for-citations-is-a-waste-of-time-and-how-ai-just-replaced-it</link>
            <guid isPermaLink="true">https://scisummary.com/blog/70-why-hunting-for-citations-is-a-waste-of-time-and-how-ai-just-replaced-it</guid>
            <description><![CDATA[Manual research is broken — and AI just fixed it. From sourcing the latest studies to generating citations instantly, tools like SciSummary are replacing hours of grunt work with a few smart clicks. Here&#039;s why the old way of finding references is dead — and what’s replacing it.]]></description>
            <content:encoded><![CDATA[<p data-start="125" data-end="422"><img style="display: block; margin-left: auto; margin-right: auto;" src="https://scisummary.com/blog/images/DaqB9Hwix9v60fG930kB6qlnQcGc3gVHKgem0JKe.png" alt="" width="975" height="650"></p>
<p data-start="125" data-end="422">Once upon a time, the mark of a good researcher was the ability to dig through endless PDFs, search engine results, and citation databases in the hopes of finding&nbsp;<em data-start="288" data-end="310">just the right paper</em> to validate a claim. But in 2025, manually hunting for citations isn&rsquo;t a badge of honor &mdash; it&rsquo;s a waste of time.</p>
<p data-start="424" data-end="793">Thanks to modern AI tools, we&rsquo;re witnessing a fundamental shift in how academic research is conducted. You no longer need to scour obscure databases or perform dozens of search iterations just to find that one study you vaguely remember from a conference five years ago. Now, AI can find it for you &mdash; and better yet, show you <em data-start="754" data-end="764">ten more</em> that are even more relevant.</p>
<h2 data-start="795" data-end="863">The Citation Search is Dead. Long Live the AI Research Assistant.</h2>
<p data-start="865" data-end="1221">With tools like SciSummary, you can now paste a paragraph of your writing and instantly get recommended papers, relevant citations, and even summaries of the studies that back up your claims. This is the power of an AI tool for literature research: it understands the context of your work and matches it with the most relevant sources &mdash; in seconds.</p>
<p data-start="1223" data-end="1485">Compare that to the old model: you waste hours searching Google Scholar, manually downloading PDFs, cross-checking references, and hoping the paper you found is open-access. Half the time, you can&rsquo;t even download the research paper without hitting a paywall.</p>
<p data-start="1487" data-end="1551">AI doesn&rsquo;t just make this easier &mdash; it <em data-start="1525" data-end="1538">obliterates</em> the old way.</p>
<h2 data-start="1553" data-end="1598">From "Search and Sift" to "Write and Cite"</h2>
<p data-start="1600" data-end="2009">When people search for things like <em data-start="1635" data-end="1673">&ldquo;write a research paper for me free&rdquo;</em> or <em data-start="1677" data-end="1699">&ldquo;research writer AI&rdquo;</em>, it&rsquo;s not because they&rsquo;re lazy &mdash; it&rsquo;s because the traditional process is broken. We expect people to be domain experts, skilled writers, and part-time librarians all at once. It&rsquo;s no wonder students and researchers are turning to AI tools that help them write better, faster, and with stronger references.</p>
<p data-start="2011" data-end="2384">And it's not just about writing. Some of the latest AI research papers are being written with heavy assistance from models that can suggest literature, generate draft summaries, and even flag conflicting findings in your reference list. Whether you're a student working on your first lit review or a seasoned academic trying to stay up to date, AI is the new co-author.</p>
<h2 data-start="2386" data-end="2424">Literature Reviews Without the Pain</h2>
<p data-start="2426" data-end="2735">Enter the age of the online literature review generator (free or otherwise). These tools &mdash; including SciSummary &mdash; don&rsquo;t just dump you a list of papers. They can organize papers by themes, identify gaps in the research, and even suggest areas for future study. It&rsquo;s like having a postdoc who doesn&rsquo;t sleep.</p>
<p data-start="2737" data-end="2957">Combined with AI tools to find research papers, these systems act as a full-service literature review helper, taking on the grunt work so you can focus on insight and synthesis &mdash; the parts that <em data-start="2939" data-end="2949">actually</em> matter.</p>
<h2 data-start="2959" data-end="3014">What Does This Mean for the Future of Academic Work?</h2>
<p data-start="3016" data-end="3261">Let&rsquo;s be honest: nobody will miss the tedious parts of research. Finding citations, formatting them, storing PDFs &mdash; these are all tasks ripe for automation. The question isn&rsquo;t whether AI will replace these parts of your workflow. It already has.</p>
<p data-start="3263" data-end="3331">The real question is: will you embrace the tools, or be left behind?</p>]]></content:encoded>
            <dc:creator><![CDATA[Max B Heckel]]></dc:creator>
            <pubDate>Wed, 14 May 2025 18:18:41 +0000</pubDate>
            <category><![CDATA[ai to write research papers]]></category>
            <category><![CDATA[ai tool for literature research]]></category>
            <category><![CDATA[ai tools to find research papers]]></category>
            <category><![CDATA[download research paper]]></category>
            <category><![CDATA[find citations for a paper ai]]></category>
            <category><![CDATA[free research ai]]></category>
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            <category><![CDATA[literature review helper]]></category>
            <category><![CDATA[online literature review generator free]]></category>
            <category><![CDATA[research writer ai]]></category>
            <category><![CDATA[write a research paper for me free]]></category>
        </item>
        <item>
            <title><![CDATA[If You Can’t Summarize Your Work in 3 Sentences, Should It Exist?]]></title>
            <link>https://scisummary.com/blog/69-if-you-cant-summarize-your-work-in-3-sentences-should-it-exist</link>
            <guid isPermaLink="true">https://scisummary.com/blog/69-if-you-cant-summarize-your-work-in-3-sentences-should-it-exist</guid>
            <description><![CDATA[Academic papers are getting longer, denser, and harder to read—just as researchers have less time than ever to engage with them. In a world where AI tools and literature review helpers are the new first readers, clarity isn’t just helpful—it’s critical. If you can’t explain your research in three sentences, maybe it’s not ready to be read.]]></description>
            <content:encoded><![CDATA[<p>Let&rsquo;s be blunt: if your research can&rsquo;t be distilled into three sentences, is it really research&mdash;or is it academic noise?</p>
<p>This isn&rsquo;t about dumbing things down. It&rsquo;s about clarity. In a world drowning in resarch papers, the ability to succinctly explain your work isn&rsquo;t optional&mdash;it&rsquo;s survival. The best AI tools for academic research, like <strong>SciSummary</strong>, exist because the traditional methods of academic writing and discovery are too slow, too bloated, and too exclusive. Thousands of researchers are wading through PDFs, clicking "download research paper" over and over, and praying that this one will finally make sense before the third paragraph.</p>
<p>We need to talk about why.</p>
<h3>Why Can't You Just Say What You Mean?</h3>
<p>Academia has long rewarded complexity. Dense jargon, endless caveats, and overwritten introductions are often mistaken for rigor. But let&rsquo;s be honest: no one outside your exact subfield is reading your 47-page monograph on fungal signaling in marine sponges unless it&rsquo;s been summarized&mdash;by a literature review helper, an AI research generator, or a postdoc on the brink of burnout.</p>
<p>The problem is: when everyone&rsquo;s too busy to read, the loudest signal in the noise is simplicity. If your work can&rsquo;t be captured in three crisp sentences, you&rsquo;re relying on people to give you a level of attention and patience that simply doesn&rsquo;t exist anymore.</p>
<p>And let&rsquo;s not pretend this is a theoretical issue. It&rsquo;s real. Researchers are now:</p>
<ul>
<li>
<p>Using a Chrome extension for summarizing articles before deciding to read the full thing.</p>
</li>
<li>
<p>Turning to AI tools to find research papers that are actually relevant.</p>
</li>
<li>
<p>Asking tools like <strong>SciSummary</strong> to &ldquo;write a research paper for me free&rdquo;&mdash;because they don&rsquo;t trust Google Scholar to surface what matters.</p>
</li>
</ul>
<h3>AI Isn&rsquo;t Replacing Researchers&mdash;It&rsquo;s Replacing Poor Communication</h3>
<p>The rise of tools like <strong>SciSummary</strong>, <strong>Zotero</strong>, and others isn&rsquo;t a gimmick. It&rsquo;s a wake-up call. Tools that once supplemented the research process are now becoming the front door. If you&rsquo;re not readable by machines, you&rsquo;re often invisible to humans.</p>
<p>AI-powered summarizers are scanning your work and asking the same question every overwhelmed PhD student is:</p>
<blockquote>
<p>&ldquo;What&rsquo;s the point of this paper?&rdquo;</p>
</blockquote>
<p>If the answer isn&rsquo;t obvious in the abstract&mdash;or better yet, in a three-sentence TL;DR&mdash;you&rsquo;re out of the game. And that&rsquo;s not because your work lacks value. It&rsquo;s because no one can find the value buried beneath 15 pages of throat-clearing.</p>
<h3>Writing for Machines and Minds</h3>
<p>We&rsquo;re not saying research needs to be Twitter threads or TikToks. But in a world where tools are rapidly changing how we engage with academic work, you do need to write for accessibility.</p>
<p>Here&rsquo;s what that looks like:</p>
<ul>
<li>
<p><strong>Use structure.</strong> The IMRAD format (Introduction, Methods, Results, and Discussion) exists for a reason&mdash;and the best AI tools for researchers thrive on it.</p>
</li>
<li>
<p><strong>Write a clean abstract.</strong> Think of it as your paper&rsquo;s elevator pitch and its search engine hook.</p>
</li>
<li>
<p><strong>Add a TL;DR.</strong> Some of the smartest labs now include &ldquo;Key Points&rdquo; or &ldquo;Summary Boxes&rdquo; at the top of their articles. That&rsquo;s not laziness. That&rsquo;s strategy.</p>
</li>
</ul>
<p>These changes aren&rsquo;t just for readers&mdash;they&rsquo;re for AI research assistants too. Summarizers, recommenders, semantic search engines, and AI to find research papers rely on clarity to work effectively. If your content is foggy, your impact is limited&mdash;no matter how good the science is.</p>
<h3>The Future Will Be Summarized</h3>
<p>The shift is already happening. The most forward-thinking researchers are using tools like <strong>SciSummary</strong> to check their own clarity. They run their draft through an AI tool for academic research and ask: &ldquo;Does this even make sense?&rdquo;</p>
<p>Why? Because they know what&rsquo;s coming. In the near future:</p>
<ul>
<li>
<p>Grant reviewers will skim an AI-generated summary before reading your full proposal.</p>
</li>
<li>
<p>Collaborators will discover your work because an AI found similar researchers based on topic&mdash;not title.</p>
</li>
<li>
<p>Students will use a research paper writing AI to reverse-engineer your paper into something legible.</p>
</li>
</ul>
<p>The winners in this future aren&rsquo;t the ones who publish the most&mdash;they&rsquo;re the ones who communicate the best.</p>
<h3>So Here&rsquo;s the Challenge</h3>
<p>Before you write your next paper, answer this:</p>
<blockquote>
<p><strong>Can you explain the core of your research in three sentences&mdash;clearly, confidently, and without jargon?</strong></p>
</blockquote>
<p>If not, it may be time to revisit your work before you ask anyone&mdash;human or AI&mdash;to engage with it.</p>
<p>And if you can do it, you&rsquo;re not just ready for the AI era of academia. You&rsquo;re ahead of it.</p>]]></content:encoded>
            <dc:creator><![CDATA[Max B Heckel]]></dc:creator>
            <pubDate>Wed, 07 May 2025 18:46:11 +0000</pubDate>
            <category><![CDATA[literature review helper]]></category>
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            <category><![CDATA[summarize research papers ai]]></category>
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        <item>
            <title><![CDATA[AI Won’t Replace Scientists—But Scientists Who Use AI Will Replace Those Who Don’t]]></title>
            <link>https://scisummary.com/blog/68-ai-wont-replace-scientistsbut-scientists-who-use-ai-will-replace-those-who-dont</link>
            <guid isPermaLink="true">https://scisummary.com/blog/68-ai-wont-replace-scientistsbut-scientists-who-use-ai-will-replace-those-who-dont</guid>
            <description><![CDATA[Hot take: AI won’t replace scientists—but scientists who use AI will replace those who don’t.

Why slog through PDFs when tools like SciSummary, SciSpace, and Scholarcy can summarize dozens of papers in minutes?
It’s not a shortcut. It’s a superpower.]]></description>
            <content:encoded><![CDATA[<p class="" data-start="259" data-end="546">In labs, libraries, and late-night writing sessions across the world, a quiet revolution is taking place. It&rsquo;s not just about better microscopes or faster code&mdash;it&rsquo;s about <strong data-start="430" data-end="442">AI tools</strong> that are radically changing how we do research. And here's the truth that some folks are still dodging:</p>
<blockquote data-start="548" data-end="638">
<p class="" data-start="550" data-end="638"><strong data-start="550" data-end="638">AI won&rsquo;t replace scientists, but scientists who use AI will replace those who don&rsquo;t.</strong></p>
</blockquote>
<p class="" data-start="640" data-end="992">We&rsquo;ve entered an era where summarizing 50 research papers before lunch isn't just possible&mdash;it&rsquo;s expected. While traditionalists still scroll through endless PDFs, others are already using <strong data-start="828" data-end="854">AI article summarizers</strong> like <strong data-start="860" data-end="874">SciSummary</strong>, <strong data-start="876" data-end="889">Scholarcy</strong>, <strong data-start="891" data-end="903">SciSpace</strong>, and even experimental tools like <strong data-start="938" data-end="950">Sciscape</strong>, to do in minutes what used to take days.</p>
<hr class="" data-start="994" data-end="997">
<h3 class="" data-start="999" data-end="1042">🚀 The Age of the AI-Powered Researcher</h3>
<p class="" data-start="1044" data-end="1268">Let&rsquo;s face it: the modern research workflow is drowning in information. Every minute, dozens of new papers hit arXiv, PubMed, and journal preprint servers. Staying ahead isn&rsquo;t about working harder&mdash;it&rsquo;s about working smarter.</p>
<p class="" data-start="1270" data-end="1590">AI tools like <strong data-start="1284" data-end="1298">SciSummary</strong> act as <strong data-start="1306" data-end="1327">paper summarizers</strong>, helping you scan, prioritize, and <em data-start="1363" data-end="1384">actually understand</em> the literature. Whether you&rsquo;re using a <strong data-start="1424" data-end="1441">summarizer AI</strong> to prep for a lab meeting or asking a model to <strong data-start="1489" data-end="1515">summarize this article</strong> for a grant proposal, the benefit is the same: time saved, insight gained.</p>
<hr class="" data-start="1592" data-end="1595">
<h3 class="" data-start="1597" data-end="1654">🧠 &ldquo;But Doesn&rsquo;t That Dumb Down the Research Process?&rdquo;</h3>
<p class="" data-start="1656" data-end="1948">Not at all. Tools like <strong data-start="1679" data-end="1704">article summarizer AI</strong> don&rsquo;t replace critical thinking&mdash;they supercharge it. AI isn&rsquo;t writing your paper or forming your hypothesis. It&rsquo;s clearing the noise so you can focus on what actually matters: asking the right questions and finding the most meaningful answers.</p>
<p class="" data-start="1950" data-end="2160">Think of it as your <strong data-start="1970" data-end="2000">research paper AI co-pilot</strong>. Just like you wouldn&rsquo;t hand-write every reference (hello, EndNote and Zotero), there&rsquo;s no reason to manually grind through the entire literature without help.</p>
<hr class="" data-start="2162" data-end="2165">
<h3 class="" data-start="2167" data-end="2201">🔬 This Isn&rsquo;t Optional Anymore</h3>
<p class="" data-start="2203" data-end="2485">Let&rsquo;s be blunt: the researchers who thrive over the next decade will be the ones who embrace this shift. Whether it&rsquo;s SciSummary or alternatives like <strong data-start="2353" data-end="2365">SciSpace</strong>, <strong data-start="2367" data-end="2380">Scholarcy</strong>, or <strong data-start="2385" data-end="2397">Sciscape</strong>, integrating <strong data-start="2411" data-end="2437">AI for research papers</strong> is quickly becoming the norm&mdash;not the exception.</p>
<p class="" data-start="2487" data-end="2588">The question isn&rsquo;t <em data-start="2506" data-end="2510">if</em> you should use AI in your workflow. The question is <em data-start="2563" data-end="2587">how fast can you adapt</em>?</p>
<hr class="" data-start="2590" data-end="2593">
<h3 class="" data-start="2595" data-end="2652">⚡ Final Word: It&rsquo;s Not a Shortcut. It&rsquo;s a Superpower.</h3>
<p class="" data-start="2654" data-end="2763">The tools are here. The research is booming. And your time is more valuable than ever. Don&rsquo;t get left behind.</p>
<p class="" data-start="2765" data-end="2874">Try <strong data-start="2769" data-end="2783">SciSummary</strong> today and experience what it's like to have a <strong data-start="2830" data-end="2850">paper summarizer</strong> that actually keeps up.</p>]]></content:encoded>
            <dc:creator><![CDATA[Max B Heckel]]></dc:creator>
            <pubDate>Wed, 23 Apr 2025 17:48:16 +0000</pubDate>
            <category><![CDATA[article summarizer]]></category>
            <category><![CDATA[scispace]]></category>
            <category><![CDATA[sciscape]]></category>
            <category><![CDATA[scholarcy]]></category>
            <category><![CDATA[ai article summarizer]]></category>
            <category><![CDATA[summarizer ai]]></category>
            <category><![CDATA[article summarizer ai]]></category>
            <category><![CDATA[summarize this article]]></category>
            <category><![CDATA[research paper ai]]></category>
            <category><![CDATA[paper summarizer]]></category>
            <category><![CDATA[ai for research papers]]></category>
        </item>
        <item>
            <title><![CDATA[Google Scholar Is Dead—AI Just Buried It]]></title>
            <link>https://scisummary.com/blog/67-google-scholar-is-dead-ai-just-buried-it</link>
            <guid isPermaLink="true">https://scisummary.com/blog/67-google-scholar-is-dead-ai-just-buried-it</guid>
            <description><![CDATA[Tired of digging through endless Google Scholar results? This post makes a bold claim: traditional academic search is dead, and AI just buried it. We explore how next-gen tools like AI research paper finders are transforming discovery, saving time, and giving researchers a serious edge. If you’re still searching the old way, it might be time to evolve.]]></description>
            <content:encoded><![CDATA[<p class="" data-start="404" data-end="786">For over a decade, Google Scholar has been the de facto tool for academics looking to find relevant research papers. But let&rsquo;s be honest: it hasn&rsquo;t changed much since 2004. The results are a mess, filtering is clunky, and personalization is non-existent. Meanwhile, an entirely new generation of AI-powered tools is redefining what it means to discover and manage academic research.</p>
<p class="" data-start="788" data-end="862">It&rsquo;s time to say it plainly: Google Scholar is dead&mdash;AI just buried it.</p>
<hr class="" data-start="864" data-end="867">
<h3 class="" data-start="869" data-end="902">⚰️ Keyword Search is a Fossil</h3>
<p class="" data-start="904" data-end="1194">Google Scholar still relies on traditional keyword-based search. Type a phrase in, get thousands of results, and hope for the best. You end up sifting through noise, citation farms, and unrelated abstracts that barely skim your topic. It&rsquo;s like digging through haystacks hoping for needles.</p>
<p class="" data-start="1196" data-end="1510">By contrast, a good AI research paper finder doesn't just match words&mdash;it understands what you're trying to learn. It can infer context, intent, and even the deeper relationships between concepts. A modern paper searching AI can summarize, rank, and suggest papers you didn&rsquo;t even know you were missing.</p>
<hr class="" data-start="1512" data-end="1515">
<h3 class="" data-start="1517" data-end="1584">🤖 AI Is Reading Papers So You Don&rsquo;t Have To (Until It Matters)</h3>
<p class="" data-start="1586" data-end="1877">Let&rsquo;s say you&rsquo;re trying to find the latest on CRISPR gene editing. A search engine gives you 8,000 PDFs. A good AI paper finder gives you a curated, summarized list with highlights, references, and even follow-up reading suggestions. You&rsquo;re not hunting anymore&mdash;you&rsquo;re building knowledge.</p>
<p class="" data-start="1879" data-end="2074">Even better, tools like SciSummary give you AI research with references, helping you keep track of not just what the paper says, but what it connects to in the broader academic landscape.</p>
<hr class="" data-start="2076" data-end="2079">
<h3 class="" data-start="2081" data-end="2127">📚 Not Just Search&mdash;Full Research Workflows</h3>
<p class="" data-start="2129" data-end="2446">AI tools today aren&rsquo;t just finding papers. They&rsquo;re organizing them, summarizing them, and even helping you cite them with papers reference manager features built-in. You don&rsquo;t need five tabs open, a cluttered Zotero library, and a headache anymore. Now your research paper AI tool handles it all in one place.</p>
<p class="" data-start="2448" data-end="2697">Need to find papers with AI, read them, get insights, and generate citations? Done. Looking for AI research papers free and open-access? Easy. Want the whole process from discovery to reference generation handled in seconds? Welcome to 2025.</p>
<hr class="" data-start="2699" data-end="2702">
<h3 class="" data-start="2704" data-end="2762">🚨 The Academic World Is Changing&mdash;Adapt or Fall Behind</h3>
<p class="" data-start="2764" data-end="2983">We&rsquo;re not saying Google Scholar has no place. But clinging to it as your main tool in a world where AI understands and summarizes entire research fields is like insisting on using a flip phone in the age of smartphones.</p>
<p class="" data-start="2985" data-end="3193">Whether you&rsquo;re a PhD student, a professor, or a startup founder doing deep tech research, the message is clear: if you&rsquo;re not using an AI research paper finder, you&rsquo;re working way harder than you have to.</p>
<hr class="" data-start="3195" data-end="3198">
<h3 class="" data-start="3200" data-end="3249">📣 Ready to Leave Google Scholar in the Dust?</h3>
<p class="" data-start="3251" data-end="3427">SciSummary helps you find papers with AI, summarize them instantly, and manage your references in a snap. Try it free and see how much better research discovery can be.</p>
<p class="" data-start="3429" data-end="3465">👉 <a class="" href="#" rel="noopener" data-start="3432" data-end="3465">Start using SciSummary today</a></p>]]></content:encoded>
            <dc:creator><![CDATA[Max B Heckel]]></dc:creator>
            <pubDate>Wed, 16 Apr 2025 19:07:19 +0000</pubDate>
            <category><![CDATA[ai research paper finder]]></category>
            <category><![CDATA[ai paper finder]]></category>
            <category><![CDATA[ai research papers free]]></category>
            <category><![CDATA[research paper finder ai]]></category>
            <category><![CDATA[research paper ai]]></category>
            <category><![CDATA[papers reference manager]]></category>
            <category><![CDATA[paper searching ai]]></category>
            <category><![CDATA[ai find papers]]></category>
            <category><![CDATA[ai research with references]]></category>
        </item>
        <item>
            <title><![CDATA[The Campus Writing Center Just Got Replaced by an Algorithm]]></title>
            <link>https://scisummary.com/blog/66-the-campus-writing-center-just-got-replaced-by-an-algorithm</link>
            <guid isPermaLink="true">https://scisummary.com/blog/66-the-campus-writing-center-just-got-replaced-by-an-algorithm</guid>
            <description><![CDATA[The campus writing center isn&#039;t dead—but it&#039;s got some serious competition. In this post, we explore how AI tools like summarizers and article generators are reshaping how students approach reading, writing, and critical thinking. Whether it’s summarizing dense PDFs or quickly breaking down research articles, automation is changing academic support forever.]]></description>
            <content:encoded><![CDATA[<p class="" data-start="142" data-end="480">Walk through any university campus and you&rsquo;ll find the writing center tucked away somewhere quiet&mdash;soft lighting, old coffee cups, the gentle click of keyboards, and overworked grad students trying to teach undergrads <em data-start="359" data-end="383">how to write a summary</em>. But here&rsquo;s the hard truth: the campus writing center might be next in line for the AI takeover.</p>
<p class="" data-start="482" data-end="691">Welcome to the era of the text summarizer, AI article summarizer, and summarizer tools that do in seconds what used to take hours of sweat, caffeine, and maybe a little crying in a library cubicle.</p>
<h2 class="" data-start="693" data-end="725">The Rise of the AI Summarizer</h2>
<p class="" data-start="727" data-end="1171">Students no longer have to walk across campus or wait for an appointment to get help. They&rsquo;re typing &ldquo;summarize this article&rdquo; or &ldquo;how do you write a summary&rdquo; into Google, and boom&mdash;out comes a paragraph that sounds halfway intelligent and hits the main points. With tools like summarize generators, article summarizer AI, and pdf summarization apps, we're witnessing the academic support system get eaten alive by automation.</p>
<p class="" data-start="1173" data-end="1517">Need to summarize an article for class? There's an app for that. Want a summarize tool that can chew through a dense research paper? Just drag and drop the file. Struggling with &ldquo;how to summarize&rdquo; a 50-page reading before your 9 a.m. discussion? The AI summarizer already did it for you while you were still brushing your teeth.</p>
<h2 class="" data-start="1519" data-end="1553">What&rsquo;s Lost (and What&rsquo;s Gained)</h2>
<p class="" data-start="1555" data-end="1855">Writing centers were never just about fixing grammar&mdash;they were supposed to teach critical thinking, argument structure, and, yes, <em data-start="1685" data-end="1714">how to summarize an article</em> with intention and understanding. But if students are skipping all that for an article summary generator, what are they really learning?</p>
<p class="" data-start="1857" data-end="1918">Well, here's the thing: maybe they&rsquo;re learning <em data-start="1904" data-end="1917">differently</em>.</p>
<p class="" data-start="1920" data-end="2367">Sure, there's something irreplaceable about a real human giving you feedback, but maybe the summarizing tool isn't replacing that feedback&mdash;it&rsquo;s supplementing it. Students can now get immediate, bite-sized explanations and rephrased content that actually helps them <em data-start="2189" data-end="2201">understand</em> the material faster. These AI summarizers act like academic training wheels. And if we&rsquo;re being honest? Most students weren&rsquo;t going to the writing center anyway.</p>
<h2 class="" data-start="2369" data-end="2412">The Future of Summarization is Automated</h2>
<p class="" data-start="2414" data-end="2716">The rise of the summarizer generator isn&rsquo;t just a phase. We&rsquo;re talking about AI that can summarize articles, books, websites, PDFs, and even entire lectures. Tools branded as &ldquo;app that summarizes books&rdquo; or &ldquo;website summarizer&rdquo; are now smarter, faster, and terrifyingly good.</p>
<p class="" data-start="2718" data-end="3088">Whether it&rsquo;s a summerizer (we see you, typo warriors), a summarise articles tool for UK students, or a summarize AI engine built into your browser, the message is clear: <em data-start="2900" data-end="2913">summarizing</em> is no longer a high-effort skill you need to master from scratch&mdash;it&rsquo;s something you can outsource to a machine and focus on what you want to <em data-start="3055" data-end="3059">do</em> with that knowledge instead.</p>
<h2 class="" data-start="3090" data-end="3123">But Wait&mdash;Should We Be Worried?</h2>
<p class="" data-start="3125" data-end="3469">Depends on what you value. If education is about wrestling with complexity and learning how to think, then yeah, outsourcing too much to a summarizer tool could dull those skills. But if it&rsquo;s about getting through the firehose of weekly readings and just making it to graduation? Then a good AI article summarizer might be your best friend.</p>
<p class="" data-start="3471" data-end="3717">In the end, it&rsquo;s not about whether we should use summarizers&mdash;it&rsquo;s about <em data-start="3543" data-end="3548">how</em> we use them. If you&rsquo;re asking &ldquo;how can I write a summary&rdquo; or &ldquo;how to summarize text&rdquo; and turning to an algorithm for help, you're not cheating. You&rsquo;re adapting.</p>
<p class="" data-start="3719" data-end="3912">So yeah&mdash;the writing center may still have a place. But now, it shares that place with every student who types &ldquo;summarize this&rdquo; into a search bar and gets what they need in two seconds flat.</p>]]></content:encoded>
            <dc:creator><![CDATA[Max B Heckel]]></dc:creator>
            <pubDate>Wed, 09 Apr 2025 18:36:54 +0000</pubDate>
            <category><![CDATA[summarizer]]></category>
            <category><![CDATA[ai summarizer]]></category>
            <category><![CDATA[summarize]]></category>
            <category><![CDATA[article summarizer]]></category>
            <category><![CDATA[summarize tool]]></category>
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            <category><![CDATA[how to write a summary]]></category>
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            <category><![CDATA[pdf summarization]]></category>
            <category><![CDATA[summarize this article]]></category>
            <category><![CDATA[how to summarize]]></category>
            <category><![CDATA[how to summarize an article]]></category>
            <category><![CDATA[sumarizer]]></category>
            <category><![CDATA[summarise articles]]></category>
            <category><![CDATA[summarize an article]]></category>
            <category><![CDATA[summarize articles]]></category>
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            <category><![CDATA[summarizes]]></category>
            <category><![CDATA[website summarizer]]></category>
            <category><![CDATA[app that summarizes books]]></category>
            <category><![CDATA[how can i write a summary]]></category>
            <category><![CDATA[how do you write a summary]]></category>
        </item>
        <item>
            <title><![CDATA[The Ultimate Study Workflow: Zotero + SciSummary + ChatGPT]]></title>
            <link>https://scisummary.com/blog/65-the-ultimate-study-workflow-zotero-scisummary-chatgpt</link>
            <guid isPermaLink="true">https://scisummary.com/blog/65-the-ultimate-study-workflow-zotero-scisummary-chatgpt</guid>
            <description><![CDATA[Drowning in research papers? This blog post shows you how to streamline your study workflow using Zotero for organization, SciSummary to summarize articles using AI, and ChatGPT for deeper understanding. It’s the ultimate trio for anyone looking to save time and actually retain what they read.]]></description>
            <content:encoded><![CDATA[<p class="" data-start="323" data-end="576">Studying smarter doesn&rsquo;t mean doing less thinking&mdash;it means cutting out the repetitive junk that slows you down. If you&rsquo;ve ever found yourself drowning in open tabs of PDFs, trying to remember which one said <em data-start="530" data-end="542">that thing</em> you needed, this post is for you.</p>
<p class="" data-start="578" data-end="858">With a trio of powerful tools&mdash;<strong data-start="608" data-end="618">Zotero</strong>, <strong data-start="620" data-end="634">SciSummary</strong>, and <strong data-start="640" data-end="651">ChatGPT</strong>&mdash;you can finally build a research workflow that actually <em data-start="708" data-end="715">works</em>. Here's how to combine them into a seamless system that&rsquo;ll save you time, sharpen your insights, and make your academic life way less chaotic.</p>
<hr class="" data-start="860" data-end="863">
<h2 class="" data-start="865" data-end="909">Step 1: Organize Your Sources with Zotero</h2>
<p class="" data-start="911" data-end="1072">Before you even think about reading, let Zotero handle the heavy lifting of collecting and organizing your research papers. It&rsquo;s free, open-source, and lets you:</p>
<ul data-start="1074" data-end="1213">
<li class="" data-start="1074" data-end="1118">
<p class="" data-start="1076" data-end="1118">Save full PDFs and metadata with one click</p>
</li>
<li class="" data-start="1119" data-end="1159">
<p class="" data-start="1121" data-end="1159">Tag and categorize papers into folders</p>
</li>
<li class="" data-start="1160" data-end="1213">
<p class="" data-start="1162" data-end="1213">Automatically generate citations and bibliographies</p>
</li>
</ul>
<p class="" data-start="1215" data-end="1263">Zotero is the home base. Everything starts here.</p>
<hr class="" data-start="1265" data-end="1268">
<h2 class="" data-start="1270" data-end="1343">Step 2: Summarize Articles Using AI (That&rsquo;s Where SciSummary Comes In)</h2>
<p class="" data-start="1345" data-end="1489">This is where the magic happens. When you're staring down a 15-page research paper and just need to know <em data-start="1450" data-end="1467">what's going on</em>, SciSummary delivers.</p>
<p class="" data-start="1491" data-end="1658">Whether you want to summarize articles using AI, do a quick article review with AI, or use an article summarizer for research papers, SciSummary gives you:</p>
<p class="" data-start="1660" data-end="1822">✅ Clean, readable summaries of academic papers<br data-start="1706" data-end="1709">✅ Highlights of key findings, methods, and conclusions<br data-start="1763" data-end="1766">✅ Instant insights without skimming through dense jargon</p>
<p class="" data-start="1824" data-end="1957">Just upload the paper (or sync it directly if you&rsquo;re using our Chrome extension), and let the article summarizer AI do its thing.</p>
<blockquote data-start="1959" data-end="2098">
<p class="" data-start="1961" data-end="2098">Think of it as your personal research assistant&mdash;except it doesn&rsquo;t get tired, and it won&rsquo;t pretend it read the whole paper when it didn&rsquo;t.</p>
</blockquote>
<hr class="" data-start="2100" data-end="2103">
<h2 class="" data-start="2105" data-end="2138">Step 3: Go Deeper with ChatGPT</h2>
<p class="" data-start="2140" data-end="2244">Now that you&rsquo;ve got the gist of the paper, use ChatGPT to level up your understanding. Try prompts like:</p>
<ul data-start="2246" data-end="2429">
<li class="" data-start="2246" data-end="2299">
<p class="" data-start="2248" data-end="2299">&ldquo;Explain this summary like I&rsquo;m new to this field&rdquo;</p>
</li>
<li class="" data-start="2300" data-end="2367">
<p class="" data-start="2302" data-end="2367">&ldquo;What are the implications of these findings for [your topic]?&rdquo;</p>
</li>
<li class="" data-start="2368" data-end="2429">
<p class="" data-start="2370" data-end="2429">&ldquo;Give me a few counterarguments to this paper&rsquo;s conclusion&rdquo;</p>
</li>
</ul>
<p class="" data-start="2431" data-end="2600">This is where AI turns from time-saver into thought partner. Use it to prep for class discussions, explore new ideas, or even brainstorm questions for your own research.</p>
<hr class="" data-start="2602" data-end="2605">
<h2 class="" data-start="2607" data-end="2631">Bonus: Make It a Loop</h2>
<p class="" data-start="2633" data-end="2671">The best part? You can keep iterating.</p>
<ol data-start="2673" data-end="2835">
<li class="" data-start="2673" data-end="2704">
<p class="" data-start="2676" data-end="2704">Save more papers in Zotero</p>
</li>
<li class="" data-start="2705" data-end="2759">
<p class="" data-start="2708" data-end="2759">Use SciSummary to summarize articles using AI</p>
</li>
<li class="" data-start="2760" data-end="2789">
<p class="" data-start="2763" data-end="2789">Dive deeper with ChatGPT</p>
</li>
<li class="" data-start="2790" data-end="2835">
<p class="" data-start="2793" data-end="2835">Add your notes and insights back to Zotero</p>
</li>
</ol>
<p class="" data-start="2837" data-end="2925">Suddenly, you&rsquo;re not just collecting PDFs&mdash;you&rsquo;re building a real, usable knowledge base.</p>
<hr class="" data-start="2927" data-end="2930">
<h2 class="" data-start="2932" data-end="2958">Why This Workflow Works</h2>
<p class="" data-start="2960" data-end="3059">🔹 It&rsquo;s fast<br data-start="2972" data-end="2975">🔹 It reduces cognitive overload<br data-start="3007" data-end="3010">🔹 It keeps your research organized and connected</p>
<p class="" data-start="3061" data-end="3292">And whether you're writing a thesis, prepping for a literature review, or just trying to keep up in grad school, tools like SciSummary make it easier to summarize articles using AI and actually <em data-start="3259" data-end="3271">understand</em> what you're reading.</p>
<hr class="" data-start="3294" data-end="3297">
<h2 class="" data-start="3299" data-end="3318">Ready to Try It?</h2>
<p class="" data-start="3320" data-end="3547">If you're looking for an article review AI that plays nicely with Zotero and can feed into deeper thinking with ChatGPT, SciSummary is your new best friend. Upload a paper and see how much faster your study sessions can be.</p>]]></content:encoded>
            <dc:creator><![CDATA[Max B Heckel]]></dc:creator>
            <pubDate>Wed, 26 Mar 2025 19:57:44 +0000</pubDate>
            <category><![CDATA[summarize article using ai]]></category>
            <category><![CDATA[article summarize ai]]></category>
            <category><![CDATA[article review ai]]></category>
            <category><![CDATA[research paper summarizer]]></category>
        </item>
        <item>
            <title><![CDATA[Professors and Colleges Should Embrace Ethical AI Use, Not Ban It]]></title>
            <link>https://scisummary.com/blog/64-professors-and-colleges-should-embrace-ethical-ai-use-not-ban-it</link>
            <guid isPermaLink="true">https://scisummary.com/blog/64-professors-and-colleges-should-embrace-ethical-ai-use-not-ban-it</guid>
            <description><![CDATA[Artificial intelligence is transforming the way researchers and students interact with academic literature, yet many universities still view AI as a threat rather than a tool. Instead of outright bans, institutions should focus on promoting ethical AI use to enhance research efficiency and academic integrity. In this post, we explore why AI should be embraced in academia and how it can be used responsibly to support research and writing.]]></description>
            <content:encoded><![CDATA[<p data-pm-slice="1 1 []">In recent years, artificial intelligence tools for research have revolutionized how academics interact with literature, data, and writing. Yet, some colleges and professors have reacted with an outright ban on AI use in classrooms and research. This knee-jerk reaction overlooks the transformative potential of AI for academics, particularly in easing the burdens of research and improving efficiency. Instead of banning AI outright, institutions should focus on teaching ethical usage, ensuring students and researchers use AI responsibly as a tool rather than a shortcut.</p>
<h3>AI as a Research Ally, Not a Replacement</h3>
<p>No one should submit AI-generated content as their own without critical engagement, but the best AI research tools can significantly aid researchers and students in navigating complex academic literature. Tools offering summary writing examples and academic summary templates help break down lengthy journal articles into digestible insights, allowing scholars to focus on analysis rather than information overload.</p>
<p>AI platforms also assist with scientific review articles, journal article reviews, and general research article reviews, making them valuable in doctoral programs and beyond. Instead of asking, <em>Which AI platform is best in accuracy for research?</em>, the better question is how to integrate AI ethically into academic work to enhance understanding and efficiency.</p>
<h3>How AI Enhances Research and Writing</h3>
<ol start="1" data-spread="false">
<li>
<p><strong>Generating Brief Summaries</strong> &ndash; AI can quickly process dense academic papers and produce academic summary samples examples, helping researchers determine which sources are most relevant to their work.</p>
</li>
<li>
<p><strong>Supporting Article Reviews</strong> &ndash; Students often struggle with how to do an article review or how to write an article review for their coursework. AI-driven tools can provide structured insights and academic journal article review assistance without doing the thinking for them.</p>
</li>
<li>
<p><strong>Improving Scientific Writing</strong> &ndash; The best AI for scientific writing refines prose, suggests improvements, and ensures clarity without compromising academic integrity.</p>
</li>
<li>
<p><strong>Navigating Academic Literature Reviews</strong> &ndash; Conducting a thorough AI academic literature review can be daunting, but AI tools can suggest relevant sources, highlight key themes, and identify gaps in research.</p>
</li>
<li>
<p><strong>Enhancing Research Papers</strong> &ndash; AI offers structured feedback for improving academic research papers, whether for a thesis, dissertation, or publication.</p>
</li>
</ol>
<h3>Promoting Ethical AI Use in Academia</h3>
<p>Instead of a ban, universities should focus on integrating AI literacy into their curricula. Teaching students and researchers how to make a journal review with AI assistance, rather than relying on AI-generated content blindly, ensures responsible use. Ethical AI education should emphasize:</p>
<ul data-spread="false">
<li>
<p><strong>Understanding AI limitations</strong> &ndash; No tool is perfect, and AI-generated content must always be critically evaluated.</p>
</li>
<li>
<p><strong>Proper citation of AI contributions</strong> &ndash; Just like any research assistant, AI's role should be acknowledged when it contributes to academic work.</p>
</li>
<li>
<p><strong>Avoiding over-reliance</strong> &ndash; AI should enhance, not replace, original analysis and critical thinking.</p>
</li>
</ul>
<h3>Conclusion</h3>
<p>The question isn&rsquo;t whether to use AI in academic research&mdash;it&rsquo;s how to use AI for research ethically and effectively. With the best artificial intelligence for academic writing, students and scholars can streamline their workflow, engage deeply with their sources, and improve their output without compromising integrity. Instead of banning AI, professors and universities should promote AI as a valuable tool in the research toolbox, ensuring its use aligns with academic honesty and intellectual rigor.</p>
<p>By embracing AI-driven innovation, academia can move forward responsibly, preparing students and researchers for the evolving landscape of scholarship.</p>
<div><hr></div>
<p>🚀 <strong>Take your research to the next level with SciSummary!</strong> Sign up today to access AI-powered academic summaries, literature reviews, and research insights that enhance your workflow. <a href="https://scisummary.com/register">Join Now and see how AI can help you work smarter, not harder!</a></p>
<p>&nbsp;</p>]]></content:encoded>
            <dc:creator><![CDATA[Max B Heckel]]></dc:creator>
            <pubDate>Mon, 17 Mar 2025 21:45:37 +0000</pubDate>
            <category><![CDATA[summary writing examples]]></category>
            <category><![CDATA[summary writing samples examples]]></category>
            <category><![CDATA[brief summaries]]></category>
            <category><![CDATA[academic summary example]]></category>
            <category><![CDATA[academic summary sample]]></category>
            <category><![CDATA[academic AI tools]]></category>
            <category><![CDATA[which AI platform is best in accuracy for research]]></category>
            <category><![CDATA[best AI research tools]]></category>
            <category><![CDATA[artificial intelligence tools for research]]></category>
            <category><![CDATA[best artificial intelligence for academic writing]]></category>
            <category><![CDATA[use AI for research]]></category>
            <category><![CDATA[AI tools for academic research]]></category>
            <category><![CDATA[artificial intelligence for academic research]]></category>
            <category><![CDATA[best AI tools for academic research]]></category>
            <category><![CDATA[best AI for science questions]]></category>
            <category><![CDATA[AI for academics]]></category>
            <category><![CDATA[best AI tools for research writing]]></category>
            <category><![CDATA[best AI for scientific writing]]></category>
            <category><![CDATA[academic journal article review]]></category>
            <category><![CDATA[what does an article review look like doctoral program]]></category>
            <category><![CDATA[how to write an article review]]></category>
            <category><![CDATA[how to do an article review]]></category>
            <category><![CDATA[scientific review article]]></category>
            <category><![CDATA[journal article review]]></category>
            <category><![CDATA[research article review]]></category>
            <category><![CDATA[how to write a journal article review]]></category>
            <category><![CDATA[how to make a journal review]]></category>
            <category><![CDATA[writing an article review]]></category>
            <category><![CDATA[academic research paper]]></category>
            <category><![CDATA[research paper]]></category>
            <category><![CDATA[academic paper]]></category>
            <category><![CDATA[academic summary template]]></category>
            <category><![CDATA[academic summary]]></category>
            <category><![CDATA[AI academic literature review]]></category>
        </item>
        <item>
            <title><![CDATA[What’s the Best ChatGPT Alternative for Summarizing Research Papers?]]></title>
            <link>https://scisummary.com/blog/63-whats-the-best-chatgpt-alternative-for-summarizing-research-papers</link>
            <guid isPermaLink="true">https://scisummary.com/blog/63-whats-the-best-chatgpt-alternative-for-summarizing-research-papers</guid>
            <description><![CDATA[SciSummary vs ChatGPT: Which AI tool is best for you? Discover the differences between these AI-powered research tools and find out which one is better for summarizing academic papers, managing references, and enhancing your workflow.]]></description>
            <content:encoded><![CDATA[<p>AI-powered tools have transformed the way researchers, students, and professionals interact with academic content.&nbsp;<strong>SciSummary</strong> and <strong>ChatGPT</strong> are two widely used AI platforms, but they serve very different purposes. <strong>SciSummary is built for structured research paper summarization and document management</strong>, while <strong>ChatGPT is a versatile AI chatbot designed for general-purpose conversation, brainstorming, and content generation</strong>. In this article, we&rsquo;ll compare their features, strengths, and limitations to help you decide which tool best fits your needs.</p>
<hr>
<h3><strong>What is SciSummary?</strong></h3>
<p>SciSummary is an advanced AI research assistant that provides <strong>concise, structured summaries of research papers</strong> while offering additional tools to help users manage and interact with academic content efficiently.</p>
<h4><strong>Key Features:</strong></h4>
<ul>
<li><strong>Automatic PDF Summarization</strong> &ndash; Upload research papers, and SciSummary generates structured summaries instantly.</li>
<li><strong>AI-Powered Abstraction</strong> &ndash; Extracts key insights while maintaining accuracy and readability.</li>
<li><strong>Reference Manager</strong> &ndash; Organizes and manages citations for academic work.</li>
<li><strong>Document Search</strong> &ndash; Enables users to find relevant information quickly within uploaded documents.</li>
<li><strong>Recommended Further Reading</strong> &ndash; Suggests related papers to enhance research depth.</li>
<li><strong>Combined Article Summaries</strong> &ndash; Synthesizes insights from multiple research papers for a broader perspective.</li>
<li><strong>Chat with Up to 200 Documents</strong> &ndash; Allows users to interact with AI over large datasets for comprehensive research assistance.</li>
</ul>
<h4><strong>Pros:</strong></h4>
<p>✅ Quickly extracts key information from research papers.<br>✅ Works seamlessly with uploaded PDFs.<br>✅ Generates structured and easy-to-understand summaries.<br>✅ Saves time by eliminating the need to manually parse through dense academic writing.<br>✅ Supports multi-document analysis and AI-driven recommendations.<br>✅ Includes reference management and document search for a streamlined workflow.</p>
<h4><strong>Cons:</strong></h4>
<p>❌ Not designed for open-ended content generation like ChatGPT.<br>❌ Limited in general conversation capabilities beyond research-specific tasks.</p>
<hr>
<h3><strong>What is ChatGPT?</strong></h3>
<p>ChatGPT is an AI-powered conversational assistant developed by OpenAI. It is designed for <strong>general-purpose content generation, brainstorming, and problem-solving</strong> across various domains, including research, writing, and coding.</p>
<h4><strong>Key Features:</strong></h4>
<ul>
<li><strong>Conversational AI</strong> &ndash; Engages in natural language conversations on a wide range of topics.</li>
<li><strong>Content Generation</strong> &ndash; Helps with brainstorming, drafting essays, writing code, and more.</li>
<li><strong>General Research Assistance</strong> &ndash; Can summarize content, explain concepts, and provide context for various topics.</li>
<li><strong>Multi-Turn Interaction</strong> &ndash; Maintains conversational context over multiple exchanges.</li>
<li><strong>Customizable Responses</strong> &ndash; Users can refine AI-generated content to fit their needs.</li>
</ul>
<h4><strong>Pros:</strong></h4>
<p>✅ Excellent for general research, brainstorming, and creative writing.<br>✅ Can provide explanations and insights on a variety of topics.<br>✅ Flexible for different use cases, including academic, business, and casual inquiries.<br>✅ Multi-turn interactions allow for detailed discussions and refinements.</p>
<h4><strong>Cons:</strong></h4>
<p>❌ Does not specialize in structured research paper summarization like SciSummary.<br>❌ Lacks built-in reference management and document search features.<br>❌ Requires more user input and refinement for accurate academic research assistance.</p>
<hr>
<h3><strong>SciSummary vs. ChatGPT: Which One Should You Choose?</strong></h3>
<table>
<thead>
<tr>
<th>Feature</th>
<th>SciSummary</th>
<th>ChatGPT</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>Best For</strong></td>
<td>Quick, structured research paper summaries</td>
<td>General-purpose AI conversations and content generation</td>
</tr>
<tr>
<td><strong>Primary Function</strong></td>
<td>Summarizing academic papers and managing research</td>
<td>AI-powered conversation, brainstorming, and content creation</td>
</tr>
<tr>
<td><strong>Input Type</strong></td>
<td>User-uploaded PDFs</td>
<td>User prompts and questions</td>
</tr>
<tr>
<td><strong>Output Style</strong></td>
<td>Concise, structured summaries</td>
<td>Open-ended, conversational responses</td>
</tr>
<tr>
<td><strong>Ease of Use</strong></td>
<td>Very simple, automatic summarization</td>
<td>Requires user input and refinements for accuracy</td>
</tr>
<tr>
<td><strong>Additional Features</strong></td>
<td>Reference manager, document search, recommended reading, multi-document chat</td>
<td>Content generation, multi-turn conversations, general research insights</td>
</tr>
</tbody>
</table>
<ul>
<li><strong>Choose SciSummary if</strong> you need <strong>fast, structured research paper summaries</strong> and want <strong>powerful research management tools</strong> to streamline your workflow.</li>
<li><strong>Choose ChatGPT if</strong> you need <strong>a general AI assistant</strong> for brainstorming, answering questions, and generating content across different fields.</li>
</ul>
<hr>
<h3><strong>Final Thoughts</strong></h3>
<p>While both <strong>SciSummary</strong> and <strong>ChatGPT</strong> offer AI-powered assistance, they serve very different roles. <strong>SciSummary is the clear winner for researchers and students who need quick, structured, and high-quality research paper summaries with advanced research management capabilities</strong>. On the other hand, <strong>ChatGPT is better suited for users looking for a flexible AI assistant that can generate content, answer general questions, and assist with brainstorming.</strong></p>
<p>If you&rsquo;re looking for an AI tool that can <strong>efficiently summarize research, manage references, search documents, and provide structured insights</strong>, <strong>SciSummary is the best choice</strong>. If you need <strong>a conversational AI for broader research inquiries and creative tasks</strong>, ChatGPT may be a better fit.</p>
<p>Have you used either tool? Share your experience in the comments!</p>]]></content:encoded>
            <dc:creator><![CDATA[Max B Heckel]]></dc:creator>
            <pubDate>Tue, 04 Mar 2025 22:52:04 +0000</pubDate>
            <category><![CDATA[SciSummary vs ChatGPT]]></category>
            <category><![CDATA[AI research tools]]></category>
            <category><![CDATA[research paper summarization]]></category>
            <category><![CDATA[best AI for academic research]]></category>
            <category><![CDATA[SciSummary review]]></category>
            <category><![CDATA[ChatGPT review]]></category>
            <category><![CDATA[AI-powered research assistant]]></category>
            <category><![CDATA[academic paper summaries]]></category>
            <category><![CDATA[research workflow tools]]></category>
            <category><![CDATA[best AI tool for researchers]]></category>
            <category><![CDATA[automatic research paper summaries]]></category>
            <category><![CDATA[SciSummary features]]></category>
            <category><![CDATA[ChatGPT alternatives]]></category>
            <category><![CDATA[AI for academic research]]></category>
            <category><![CDATA[multi-document AI chat]]></category>
            <category><![CDATA[AI reference manager]]></category>
            <category><![CDATA[AI chatbot for research]]></category>
        </item>
        <item>
            <title><![CDATA[Jenni AI Review: Features, Pricing and Free Jenni AI Alternatives]]></title>
            <link>https://scisummary.com/blog/62-jenni-ai-review-features-pricing-and-free-jenni-ai-alternatives</link>
            <guid isPermaLink="true">https://scisummary.com/blog/62-jenni-ai-review-features-pricing-and-free-jenni-ai-alternatives</guid>
            <description><![CDATA[SciSummary vs Jenni: Which AI tool is best for you? Discover which platform excels in summarizing academic papers, managing references, AI-powered writing assistance, and streamlining your research workflow.]]></description>
            <content:encoded><![CDATA[<p>As AI-powered research and writing tools continue to evolve, researchers, students, and professionals must choose the right tool to streamline their workflow.&nbsp;<strong>SciSummary</strong> and <strong>Jenni</strong> are two notable AI-driven platforms, but they serve different purposes. <strong>SciSummary is designed for structured research paper summaries and document management</strong>, while <strong>Jenni focuses on AI-assisted writing and content generation</strong>. In this article, we&rsquo;ll compare their features, strengths, and limitations to help you decide which tool best fits your needs.</p>
<hr>
<h3><strong>What is SciSummary?</strong></h3>
<p>SciSummary is an advanced AI research assistant that provides <strong>concise, structured summaries of research papers</strong> while offering additional tools to manage academic content efficiently. It helps researchers process large volumes of scientific literature quickly and effectively.</p>
<h4><strong>Key Features:</strong></h4>
<ul>
<li><strong>Automatic PDF Summarization</strong> &ndash; Upload research papers, and SciSummary generates detailed, structured summaries instantly.</li>
<li><strong>AI-Powered Abstraction</strong> &ndash; Extracts key insights while maintaining clarity and accuracy.</li>
<li><strong>Reference Manager</strong> &ndash; Organizes and manages citations for academic work.</li>
<li><strong>Document Search</strong> &ndash; Enables users to find relevant information quickly within uploaded documents.</li>
<li><strong>Recommended Further Reading</strong> &ndash; Suggests related papers to enhance research depth.</li>
<li><strong>Combined Article Summaries</strong> &ndash; Synthesizes insights from multiple research papers for a broader perspective.</li>
<li><strong>Chat with Up to 200 Documents</strong> &ndash; Enables users to interact with AI over large datasets for in-depth research assistance.</li>
</ul>
<h4><strong>Pros:</strong></h4>
<p>✅ Quickly extracts key information from research papers.<br>✅ Works seamlessly with uploaded PDFs.<br>✅ Generates structured and easy-to-understand summaries.<br>✅ Saves time by eliminating the need to manually parse through dense academic writing.<br>✅ Supports multi-document analysis and AI-driven recommendations.<br>✅ Includes reference management and document search for a streamlined workflow.</p>
<h4><strong>Cons:</strong></h4>
<p>❌ Not designed for AI-assisted writing or content generation.<br>❌ Does not provide writing templates or predictive text generation like Jenni.</p>
<hr>
<h3><strong>What is Jenni?</strong></h3>
<p>Jenni is an <strong>AI-powered writing assistant</strong> designed to help users generate content efficiently. Unlike SciSummary, which focuses on summarizing and managing research, Jenni assists with AI-driven writing, including academic papers, blog posts, and essays.</p>
<h4><strong>Key Features:</strong></h4>
<ul>
<li><strong>AI Writing Assistance</strong> &ndash; Helps users generate content quickly with AI-powered suggestions.</li>
<li><strong>Predictive Text Completion</strong> &ndash; Generates sentence completions based on user input.</li>
<li><strong>Citation Suggestions</strong> &ndash; Recommends relevant sources while writing.</li>
<li><strong>Writing Templates</strong> &ndash; Offers structured templates for different types of content.</li>
<li><strong>Grammar and Style Enhancements</strong> &ndash; Helps improve the readability of written text.</li>
</ul>
<h4><strong>Pros:</strong></h4>
<p>✅ Great for content generation and writing assistance.<br>✅ Predictive text helps speed up the writing process.<br>✅ Citation suggestions improve academic writing accuracy.<br>✅ Useful for drafting essays, blog posts, and research papers.</p>
<h4><strong>Cons:</strong></h4>
<p>❌ Does not provide structured research paper summaries like SciSummary.<br>❌ Lacks reference management, document search, and multi-document analysis.<br>❌ Requires more user input to refine content, making it less automated for summarization.</p>
<hr>
<h3><strong>SciSummary vs. Jenni: Which One Should You Choose?</strong></h3>
<table>
<thead>
<tr>
<th>Feature</th>
<th>SciSummary</th>
<th>Jenni</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>Best For</strong></td>
<td>Quick, structured research paper summaries</td>
<td>AI-powered writing assistance</td>
</tr>
<tr>
<td><strong>Primary Function</strong></td>
<td>Summarizing academic papers and managing research</td>
<td>AI-generated content writing</td>
</tr>
<tr>
<td><strong>Input Type</strong></td>
<td>User-uploaded PDFs</td>
<td>User-written text prompts</td>
</tr>
<tr>
<td><strong>Output Style</strong></td>
<td>Concise, structured summaries</td>
<td>AI-generated content and predictive writing</td>
</tr>
<tr>
<td><strong>Ease of Use</strong></td>
<td>Very simple, automatic summarization</td>
<td>Requires user interaction for content generation</td>
</tr>
<tr>
<td><strong>Additional Features</strong></td>
<td>Reference manager, document search, recommended reading, multi-document chat</td>
<td>Citation suggestions, writing templates, grammar enhancements</td>
</tr>
</tbody>
</table>
<ul>
<li><strong>Choose SciSummary if</strong> you need <strong>fast, structured research paper summaries</strong> and want <strong>powerful research management tools</strong> to streamline your workflow.</li>
<li><strong>Choose Jenni if</strong> you need <strong>AI-powered writing assistance</strong> to generate content efficiently and improve academic writing.</li>
</ul>
<hr>
<h3><strong>Final Thoughts</strong></h3>
<p>While both <strong>SciSummary</strong> and <strong>Jenni</strong> offer AI-powered solutions for academic work, they serve distinct purposes. <strong>SciSummary is the clear winner for researchers and students who need quick, structured, and high-quality summaries with advanced research management capabilities</strong>. On the other hand, <strong>Jenni is better suited for users who need AI-assisted writing and content generation.</strong></p>
<p>If you&rsquo;re looking for an AI assistant that can <strong>efficiently summarize research, manage references, search documents, and provide comprehensive insights</strong>, <strong>SciSummary is the best choice</strong>. If your priority is <strong>AI-driven writing assistance and content generation</strong>, Jenni may be a better fit.</p>
<p><em><span data-contrast="auto">Experience the future of academic reading &ndash; </span></em><a title="SciSummary: AI Toolkit for Academic reading" href="https://scisummary.com"><strong><em><span data-contrast="none">Sign up to SciSummary and start reading for free!</span></em></strong><span data-ccp-props="{&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559739&quot;:120,&quot;335559740&quot;:259}">&nbsp;</span></a></p>
<p>Have you used either tool? Share your experience in the comments!</p>]]></content:encoded>
            <dc:creator><![CDATA[Max B Heckel]]></dc:creator>
            <pubDate>Tue, 04 Mar 2025 22:41:11 +0000</pubDate>
            <category><![CDATA[SciSummary vs Jenni]]></category>
            <category><![CDATA[AI research tools]]></category>
            <category><![CDATA[research paper summarization]]></category>
            <category><![CDATA[best AI for academic research]]></category>
            <category><![CDATA[SciSummary review]]></category>
            <category><![CDATA[Jenni AI review]]></category>
            <category><![CDATA[AI-powered research assistant]]></category>
            <category><![CDATA[academic paper summaries]]></category>
            <category><![CDATA[research workflow tools]]></category>
            <category><![CDATA[best AI tool for researchers]]></category>
            <category><![CDATA[automatic research paper summaries]]></category>
            <category><![CDATA[SciSummary features]]></category>
            <category><![CDATA[Jenni AI alternatives]]></category>
            <category><![CDATA[AI for academic writing]]></category>
            <category><![CDATA[multi-document AI chat]]></category>
            <category><![CDATA[AI reference manager]]></category>
            <category><![CDATA[AI writing assistant]]></category>
        </item>
        <item>
            <title><![CDATA[Best SciSpace Alternative: Detailed Review and Comparison]]></title>
            <link>https://scisummary.com/blog/61-best-scispace-alternative-detailed-review-and-comparison</link>
            <guid isPermaLink="true">https://scisummary.com/blog/61-best-scispace-alternative-detailed-review-and-comparison</guid>
            <description><![CDATA[SciSummary vs SciSpace: Which AI research tool is best for you? Learn which platform excels in summarizing academic papers, managing references, conducting document searches, and enhancing your research workflow.]]></description>
            <content:encoded><![CDATA[<p>With the rise of AI-powered research assistants, finding the right tool can make a significant difference in your workflow. Two of the most prominent tools in this space are&nbsp;<strong>SciSummary</strong> and <strong>SciSpace</strong>. While both leverage AI to assist with academic research, they cater to different needs. <strong>SciSummary is designed for fast, structured, and high-quality research paper summaries</strong>, while <strong>SciSpace focuses on AI-powered explanations and research discovery</strong>. In this article, we&rsquo;ll compare their features, strengths, and limitations to help you determine which one suits your needs best.</p>
<hr>
<h3><strong>What is SciSummary?</strong></h3>
<p>SciSummary is a powerful AI research assistant that provides <strong>concise, structured summaries of research papers</strong> while offering additional research-enhancing features. Designed for researchers, students, and professionals, it simplifies the process of digesting complex academic content.</p>
<h4><strong>Key Features:</strong></h4>
<ul>
<li><strong>Automatic PDF Summarization</strong> &ndash; Upload research papers, and SciSummary generates detailed, structured summaries instantly.</li>
<li><strong>AI-Powered Abstraction</strong> &ndash; Extracts key insights while maintaining accuracy and readability.</li>
<li><strong>Reference Manager</strong> &ndash; Organizes and manages citations for academic work.</li>
<li><strong>Document Search</strong> &ndash; Enables users to find relevant information quickly within uploaded documents.</li>
<li><strong>Recommended Further Reading</strong> &ndash; Suggests related papers to enhance research depth.</li>
<li><strong>Combined Article Summaries</strong> &ndash; Synthesizes insights from multiple research papers for a broader perspective.</li>
<li><strong>Chat with Up to 200 Documents</strong> &ndash; Allows users to interact with AI over large datasets for comprehensive research assistance.</li>
</ul>
<h4><strong>Pros:</strong></h4>
<p>✅ Quickly extracts key information from research papers.<br>✅ Works seamlessly with uploaded PDFs.<br>✅ Generates structured and easy-to-understand summaries.<br>✅ Saves time by eliminating the need to manually parse through dense academic writing.<br>✅ Supports multi-document analysis and AI-driven recommendations.<br>✅ Includes reference management and document search for a streamlined workflow.</p>
<h4><strong>Cons:</strong></h4>
<p>❌ Does not provide AI-generated explanations of specific concepts like SciSpace.<br>❌ Lacks integration with third-party academic databases for direct paper discovery.</p>
<hr>
<h3><strong>What is SciSpace?</strong></h3>
<p>SciSpace is an AI-powered research assistant that helps researchers <strong>understand complex academic papers by providing explanations and contextual insights</strong>. It is designed to aid discovery, comprehension, and engagement with scientific literature.</p>
<h4><strong>Key Features:</strong></h4>
<ul>
<li><strong>AI-Powered Paper Explanations</strong> &ndash; Breaks down complex research papers and clarifies difficult concepts.</li>
<li><strong>Literature Discovery</strong> &ndash; Helps users find relevant research papers on specific topics.</li>
<li><strong>Question-Based Interaction</strong> &ndash; Users can ask questions, and SciSpace provides explanations based on the paper&rsquo;s content.</li>
<li><strong>Citation Insights</strong> &ndash; Helps analyze citation networks and understand the impact of a study.</li>
<li><strong>Integrated Search Engine</strong> &ndash; Allows users to search for papers directly within the platform.</li>
</ul>
<h4><strong>Pros:</strong></h4>
<p>✅ Excellent for understanding complex concepts in research papers.<br>✅ Helps users discover new relevant papers based on topics.<br>✅ Interactive question-answering for deeper engagement.<br>✅ Provides citation insights and context for better comprehension.</p>
<h4><strong>Cons:</strong></h4>
<p>❌ Summaries are not as structured or precise as SciSummary&rsquo;s.<br>❌ Requires active interaction to extract key insights rather than providing instant summaries.<br>❌ Lacks reference management and multi-document chat for large-scale research analysis.</p>
<hr>
<h3><strong>SciSummary vs. SciSpace: Which One Should You Choose?</strong></h3>
<table>
<thead>
<tr>
<th>Feature</th>
<th>SciSummary</th>
<th>SciSpace</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>Best For</strong></td>
<td>Quick, structured research paper summaries</td>
<td>Understanding complex research concepts</td>
</tr>
<tr>
<td><strong>Primary Function</strong></td>
<td>Summarizing academic papers</td>
<td>Explaining research and aiding discovery</td>
</tr>
<tr>
<td><strong>Input Type</strong></td>
<td>User-uploaded PDFs</td>
<td>Searchable academic database + user uploads</td>
</tr>
<tr>
<td><strong>Output Style</strong></td>
<td>Concise, structured summaries</td>
<td>AI-generated explanations and insights</td>
</tr>
<tr>
<td><strong>Ease of Use</strong></td>
<td>Very simple, automatic summarization</td>
<td>Requires user interaction for detailed explanations</td>
</tr>
<tr>
<td><strong>Additional Features</strong></td>
<td>Reference manager, document search, recommended reading, multi-document chat</td>
<td>Citation insights, interactive Q&amp;A, research discovery</td>
</tr>
</tbody>
</table>
<ul>
<li><strong>Choose SciSummary if</strong> you need <strong>fast, structured summaries</strong> of research papers and want <strong>powerful research management features</strong> to streamline your workflow.</li>
<li><strong>Choose SciSpace if</strong> you need <strong>AI-powered explanations</strong> to better understand research papers and <strong>discover new literature</strong> in your field.</li>
</ul>
<hr>
<h3><strong>Final Thoughts</strong></h3>
<p>While both <strong>SciSummary</strong> and <strong>SciSpace</strong> are powerful AI-driven research tools, they serve different purposes. <strong>SciSummary is the clear winner for researchers and students who need quick, structured, and high-quality summaries with advanced research management capabilities</strong>. On the other hand, <strong>SciSpace is better suited for those who need AI-powered explanations and literature discovery tools</strong>.</p>
<p>If you&rsquo;re looking for an AI assistant that can <strong>efficiently summarize research, manage references, search documents, and provide comprehensive insights</strong>, <strong>SciSummary is the best choice</strong>. If your priority is <strong>understanding complex academic concepts and discovering new research</strong>, SciSpace may be a better fit.</p>
<p><em><span data-contrast="auto">Experience the future of academic reading &ndash; </span></em><a title="SciSummary: AI Toolkit for Academic reading" href="https://scisummary.com"><strong><em><span data-contrast="none">Sign up to SciSummary and start reading for free!</span></em></strong><span data-ccp-props="{&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559739&quot;:120,&quot;335559740&quot;:259}">&nbsp;</span></a></p>
<p>Have you used either tool? Share your experience in the comments!</p>]]></content:encoded>
            <dc:creator><![CDATA[Max B Heckel]]></dc:creator>
            <pubDate>Tue, 04 Mar 2025 22:36:50 +0000</pubDate>
            <category><![CDATA[SciSummary vs SciSpace]]></category>
            <category><![CDATA[AI research tools]]></category>
            <category><![CDATA[research paper summarization]]></category>
            <category><![CDATA[best AI for academic research]]></category>
            <category><![CDATA[SciSummary review]]></category>
            <category><![CDATA[SciSpace review]]></category>
            <category><![CDATA[AI-powered research assistant]]></category>
            <category><![CDATA[academic paper summaries]]></category>
            <category><![CDATA[research workflow tools]]></category>
            <category><![CDATA[best AI tool for researchers]]></category>
            <category><![CDATA[automatic research paper summaries]]></category>
            <category><![CDATA[SciSummary features]]></category>
            <category><![CDATA[SciSpace alternatives]]></category>
            <category><![CDATA[AI for academic reading]]></category>
            <category><![CDATA[multi-document AI chat]]></category>
            <category><![CDATA[AI reference manager]]></category>
            <category><![CDATA[AI literature discovery]]></category>
        </item>
        <item>
            <title><![CDATA[What’s the Best NotebookLM Alternative for Academic Reading?]]></title>
            <link>https://scisummary.com/blog/60-whats-the-best-notebooklm-alternative-for-academic-reading</link>
            <guid isPermaLink="true">https://scisummary.com/blog/60-whats-the-best-notebooklm-alternative-for-academic-reading</guid>
            <description><![CDATA[Comparing SciSummary and NotebookLM? Discover which AI research tool is best for summarizing academic papers, managing references, conducting document searches, and enhancing your research workflow.]]></description>
            <content:encoded><![CDATA[<p>When it comes to AI-powered research tools,&nbsp;<strong>SciSummary</strong> stands out as the superior choice, offering unmatched summarization and research-enhancing features that streamline academic workflows. <strong>SciSummary</strong> and <strong>NotebookLM</strong> are two notable tools in this space, but they serve different purposes. While <strong>SciSummary</strong> is built for efficiency, delivering precise, AI-generated summaries instantly, <strong>NotebookLM</strong> takes a more complex, less streamlined approach that requires significant user input to be effective. In this article, we&rsquo;ll compare their features, strengths, and limitations to determine which tool best fits your needs.</p>
<hr>
<h3><strong>What is SciSummary?</strong></h3>
<p>SciSummary is built to provide <strong>fast, structured summaries of research papers</strong>, allowing users to digest academic content quickly and efficiently. It excels at summarization, making it ideal for those who need to process large volumes of research without spending hours reading dense texts.</p>
<h4><strong>Key Features:</strong></h4>
<ul>
<li><strong>Automatic PDF Summarization</strong> &ndash; Upload a research paper, and SciSummary instantly generates a structured summary.</li>
<li><strong>AI-Powered Abstraction</strong> &ndash; Extracts key insights while maintaining accuracy and clarity.</li>
<li><strong>User-Friendly Interface</strong> &ndash; Simple and efficient, designed for speed and usability.</li>
<li><strong>Optimized for Academics</strong> &ndash; Tailored for researchers, students, and professionals in scientific fields.</li>
<li><strong>Reference Manager</strong> &ndash; Helps organize and manage citations for academic work.</li>
<li><strong>Document Search</strong> &ndash; Allows users to quickly find relevant information within uploaded papers.</li>
<li><strong>Recommended Further Reading</strong> &ndash; Suggests additional papers and resources based on uploaded content.</li>
<li><strong>Combined Article Summaries</strong> &ndash; Generates synthesized insights from multiple uploaded papers.</li>
<li><strong>Chat with Up to 200 Documents</strong> &ndash; Enables users to interact with AI over a large dataset for in-depth research assistance.</li>
</ul>
<h4><strong>Pros:</strong></h4>
<p>✅ Quickly extracts key information from papers.<br>✅ Works seamlessly with uploaded PDFs.<br>✅ Generates structured summaries for easy understanding.<br>✅ Saves time by eliminating the need to manually parse through dense academic writing.<br>✅ Includes reference management and document search features.<br>✅ Supports multi-document analysis and AI-driven recommendations.</p>
<h4><strong>Cons:</strong></h4>
<p>❌ While powerful, SciSummary does not integrate directly with Google Docs or cloud-based note-taking apps.<br>❌ Not designed for extensive manual annotation or freeform note organization like traditional research notebooks.</p>
<hr>
<h3><strong>What is NotebookLM?</strong></h3>
<p>NotebookLM is a <strong>Google-backed AI-powered research tool</strong> that helps users manage notes, organize research, and generate insights from uploaded documents. Unlike SciSummary, which specializes in summarization, NotebookLM focuses on interactive knowledge synthesis and personalized research assistance.</p>
<h4><strong>Key Features:</strong></h4>
<ul>
<li><strong>AI-Powered Notes</strong> &ndash; Allows users to upload documents and generate summaries, notes, and insights.</li>
<li><strong>Question-Based Interaction</strong> &ndash; Users can ask questions, and NotebookLM provides AI-generated responses.</li>
<li><strong>Research Organization</strong> &ndash; Helps structure and connect ideas across multiple sources.</li>
<li><strong>Google Integration</strong> &ndash; Works with Google Docs and other Google products for seamless collaboration.</li>
</ul>
<h4><strong>Pros:</strong></h4>
<p>✅ Useful for organizing and synthesizing research from multiple sources.<br>✅ Interactive AI allows users to ask questions and explore topics in depth.<br>✅ Works well for long-term research projects that require structured note-taking.<br>✅ Provides AI-assisted writing and brainstorming tools.</p>
<h4><strong>Cons:</strong></h4>
<p>❌ More complex interface requiring more user input to be effective.<br>❌ Summaries are less structured and may require additional refinement.<br>❌ Less optimized for quickly digesting individual academic papers.</p>
<hr>
<h3><strong>SciSummary vs. NotebookLM: Which One Should You Choose?</strong></h3>
<table>
<thead>
<tr>
<th>Feature</th>
<th>SciSummary</th>
<th>NotebookLM</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>Best For</strong></td>
<td>Quick, structured research paper summaries</td>
<td>Interactive research and knowledge synthesis</td>
</tr>
<tr>
<td><strong>Primary Function</strong></td>
<td>Summarizing academic papers</td>
<td>Organizing research and answering questions</td>
</tr>
<tr>
<td><strong>Input Type</strong></td>
<td>User-uploaded PDFs</td>
<td>User-uploaded documents and Google Docs</td>
</tr>
<tr>
<td><strong>Output Style</strong></td>
<td>Concise, structured summaries</td>
<td>AI-generated insights and notes</td>
</tr>
<tr>
<td><strong>Ease of Use</strong></td>
<td>Very simple, automatic summarization</td>
<td>Requires user interaction for best results</td>
</tr>
<tr>
<td><strong>Additional Features</strong></td>
<td>Reference manager, document search, recommended reading, multi-document chat</td>
<td>Research organization, AI-assisted note-taking</td>
</tr>
</tbody>
</table>
<ul>
<li><strong>Choose SciSummary if</strong> you want the most efficient and comprehensive AI research tool, designed for speed, accuracy, and enhanced academic workflow management.</li>
<li><strong>Choose NotebookLM if</strong> you need an <strong>interactive research assistant</strong> that helps synthesize and organize information across multiple sources.</li>
</ul>
<hr>
<h3><strong>Final Thoughts</strong></h3>
<p>While both <strong>SciSummary</strong> and <strong>NotebookLM</strong> offer AI-powered tools for academic research, <strong>SciSummary clearly outperforms NotebookLM</strong> by providing instant, structured, and accurate research insights without unnecessary complexity. <strong>SciSummary is the clear winner for researchers and students who need fast, structured, and accurate summaries with powerful research-enhancing features</strong>. On the other hand, <strong>NotebookLM is better suited for users who need a long-term research assistant with interactive features.</strong></p>
<p>If you want the ultimate AI-powered research assistant that delivers fast, structured summaries, reference management, and seamless multi-document interaction, <strong>SciSummary is the obvious choice</strong>.. If you&rsquo;re looking for <strong>a tool to help structure and explore research topics over time</strong>, NotebookLM may be a better fit.</p>
<p><em><span data-contrast="auto">Experience the future of academic reading &ndash; </span></em><a title="SciSummary: AI Toolkit for Academic reading" href="https://scisummary.com"><strong><em><span data-contrast="none">Sign up to SciSummary and start reading for free!</span></em></strong><span data-ccp-props="{&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559739&quot;:120,&quot;335559740&quot;:259}">&nbsp;</span></a></p>
<p>Have you used either tool? Share your thoughts in the comments!</p>]]></content:encoded>
            <dc:creator><![CDATA[Max B Heckel]]></dc:creator>
            <pubDate>Tue, 04 Mar 2025 22:34:18 +0000</pubDate>
            <category><![CDATA[SciSummary vs NotebookLM]]></category>
            <category><![CDATA[AI research tools]]></category>
            <category><![CDATA[research paper summarization]]></category>
            <category><![CDATA[best AI for academic research]]></category>
            <category><![CDATA[SciSummary review]]></category>
            <category><![CDATA[NotebookLM review]]></category>
            <category><![CDATA[AI-powered note-taking]]></category>
            <category><![CDATA[academic paper summaries]]></category>
            <category><![CDATA[research workflow tools]]></category>
            <category><![CDATA[Google NotebookLM alternative]]></category>
            <category><![CDATA[best AI tool for researchers]]></category>
            <category><![CDATA[automatic research paper summaries]]></category>
            <category><![CDATA[SciSummary features]]></category>
            <category><![CDATA[NotebookLM alternatives]]></category>
            <category><![CDATA[AI for research organization]]></category>
            <category><![CDATA[document search AI]]></category>
            <category><![CDATA[AI reference manager]]></category>
            <category><![CDATA[multi-document AI chat]]></category>
        </item>
        <item>
            <title><![CDATA[Elicit Review: Features, Pricing and Free Elicit Alternatives]]></title>
            <link>https://scisummary.com/blog/59-elicit-review-features-pricing-and-free-elicit-alternatives</link>
            <guid isPermaLink="true">https://scisummary.com/blog/59-elicit-review-features-pricing-and-free-elicit-alternatives</guid>
            <description><![CDATA[Discover how SciSummary and Elicit compare as AI research tools. Learn which one is best for summarizing academic papers, conducting literature reviews, and streamlining your research workflow.]]></description>
            <content:encoded><![CDATA[<p>As AI-powered research assistants become more popular, researchers and students are constantly looking for the best tools to streamline their workflows. When it comes to AI-powered research assistants,&nbsp;<strong>SciSummary</strong> stands out as a leader, offering superior summarization capabilities compared to alternatives like <strong>Elicit</strong>. While both tools leverage AI to help users process academic papers, they cater to different needs and approaches. In this article, we&rsquo;ll break down their key features, strengths, and limitations to help you decide which tool best suits your research workflow.</p>
<hr>
<h3><strong>What is SciSummary?</strong></h3>
<p>SciSummary is designed to provide <strong>concise, AI-generated summaries of research papers</strong>, offering more accurate and structured insights than Elicit, which often requires additional refinement and manual input to yield useful results. Its primary focus is on <strong>quickly digesting long academic articles</strong> and extracting key points without the fluff. This makes it a great tool for researchers, students, and professionals who need to process large volumes of literature efficiently.</p>
<h4><strong>Key Features:</strong></h4>
<ul>
<li><strong>Automatic PDF Summarization</strong> &ndash; Upload research papers, and SciSummary generates a structured summary in seconds.</li>
<li><strong>AI-Powered Abstraction</strong> &ndash; Unlike basic summarization tools, SciSummary can distill complex information into understandable insights.</li>
<li><strong>User-Friendly Interface</strong> &ndash; A straightforward experience with a focus on speed and clarity.</li>
<li><strong>Designed for Academics</strong> &ndash; Optimized for researchers, students, and professionals in scientific fields.</li>
</ul>
<h4><strong>Pros:</strong></h4>
<p>✅ Saves time by extracting core information from papers quickly.<br>✅ Works directly with uploaded PDFs.<br>✅ Clear, structured summaries tailored to academic readers.<br>✅ No need to manually parse through dense text.</p>
<h4><strong>Cons:</strong></h4>
<p>❌ Focused primarily on summarization, with fewer interactive research planning features.<br>❌ Limited support for answering broader research questions beyond the content of a given paper.</p>
<hr>
<h3><strong>What is Elicit?</strong></h3>
<p>Elicit is a <strong>research assistant designed to facilitate literature reviews and evidence-based research</strong>, but it lacks the streamlined, high-quality summarization capabilities of SciSummary, often requiring additional effort to extract clear and concise insights. It uses AI to help users find and extract relevant information across multiple papers, making it particularly useful for systematic reviews and hypothesis testing.</p>
<h4><strong>Key Features:</strong></h4>
<ul>
<li><strong>Automated Literature Search</strong> &ndash; Instead of relying solely on a user&rsquo;s uploaded papers, Elicit helps find relevant papers based on research questions.</li>
<li><strong>Extraction of Key Information</strong> &ndash; AI pulls out details such as sample sizes, methodologies, and conclusions.</li>
<li><strong>Question-Based Interface</strong> &ndash; Users can ask research questions, and Elicit will gather relevant insights from available literature.</li>
<li><strong>Comparison Tables</strong> &ndash; Helps in comparing findings across multiple studies.</li>
</ul>
<h4><strong>Pros:</strong></h4>
<p>✅ Great for conducting systematic reviews and broad literature searches.<br>✅ Helps users discover new papers related to their topic.<br>✅ Can answer research questions by compiling insights from multiple sources.<br>✅ Useful for meta-analyses and understanding methodological trends.</p>
<h4><strong>Cons:</strong></h4>
<p>❌ Requires more user input to refine queries and get useful results.<br>❌ Summaries are less concise and more focused on comparative analysis.<br>❌ May not work well for papers that aren't indexed in its database.</p>
<hr>
<h3><strong>SciSummary vs. Elicit: Which One Should You Choose?</strong></h3>
<table>
<thead>
<tr>
<th>Feature</th>
<th>SciSummary</th>
<th>Elicit</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>Best For</strong></td>
<td>Quick, structured research paper summaries</td>
<td>Literature review and research planning</td>
</tr>
<tr>
<td><strong>Primary Function</strong></td>
<td>Summarizing academic papers</td>
<td>Finding and extracting key details from multiple papers</td>
</tr>
<tr>
<td><strong>Input Type</strong></td>
<td>User-uploaded PDFs</td>
<td>Database search + user input</td>
</tr>
<tr>
<td><strong>Output Style</strong></td>
<td>Concise, structured summaries</td>
<td>Comparative insights and tables</td>
</tr>
<tr>
<td><strong>Ease of Use</strong></td>
<td>Very simple, automatic summarization</td>
<td>Requires refinement for best results</td>
</tr>
</tbody>
</table>
<ul>
<li><strong>Choose SciSummary if</strong> you primarily need <strong>quick and accurate summaries</strong> of research papers without spending hours reading.</li>
<li><strong>Choose Elicit if</strong> you're conducting a <strong>broader literature review</strong> and need to compare findings across multiple studies.</li>
</ul>
<hr>
<h3><strong>Final Thoughts</strong></h3>
<p>While both <strong>SciSummary</strong> and <strong>Elicit</strong> offer AI-powered enhancements to academic research, <strong>SciSummary stands out as the superior choice</strong> for those who need fast, accurate, and structured summaries without the hassle of manual refinement or additional effort. If your priority is <strong>speed and clarity in digesting research papers</strong>, SciSummary is your best bet. If you're looking for <strong>a more interactive tool to explore multiple sources and conduct systematic reviews</strong>, Elicit is a strong contender.</p>
<p>Ultimately, the best choice depends on your research needs. Some users may even find that <strong>using both tools together</strong> provides the most comprehensive workflow&mdash;SciSummary for digesting individual papers and Elicit for broader literature analysis.</p>
<p><em><span data-contrast="auto">Experience the future of academic reading &ndash; </span></em><a title="SciSummary: AI Toolkit for Academic reading" href="https://scisummary.com"><strong><em><span data-contrast="none">Sign up to SciSummary and start reading for free!</span></em></strong><span data-ccp-props="{&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559739&quot;:120,&quot;335559740&quot;:259}">&nbsp;</span></a></p>
<div class="yarpp yarpp-related yarpp-related-website yarpp-template-list">&nbsp;</div>
<p>Have you used either tool? Share your experience in the comments!</p>]]></content:encoded>
            <dc:creator><![CDATA[Max B Heckel]]></dc:creator>
            <pubDate>Tue, 04 Mar 2025 22:27:19 +0000</pubDate>
            <category><![CDATA[SciSummary vs Elicit]]></category>
            <category><![CDATA[AI research tools]]></category>
            <category><![CDATA[research paper summarization]]></category>
            <category><![CDATA[best AI for academic research]]></category>
            <category><![CDATA[SciSummary review]]></category>
            <category><![CDATA[Elicit review]]></category>
            <category><![CDATA[AI-powered literature review]]></category>
            <category><![CDATA[academic paper summaries]]></category>
            <category><![CDATA[research workflow tools]]></category>
            <category><![CDATA[literature review AI]]></category>
            <category><![CDATA[best AI tool for researchers]]></category>
            <category><![CDATA[automatic research paper summaries]]></category>
            <category><![CDATA[SciSummary features]]></category>
            <category><![CDATA[Elicit alternatives]]></category>
            <category><![CDATA[AI for systematic reviews]]></category>
        </item>
        <item>
            <title><![CDATA[How SciSummary Helps You Understand Research Papers Faster and Better]]></title>
            <link>https://scisummary.com/blog/58-how-scisummary-helps-you-understand-research-papers-faster-and-better</link>
            <guid isPermaLink="true">https://scisummary.com/blog/58-how-scisummary-helps-you-understand-research-papers-faster-and-better</guid>
            <description><![CDATA[Struggling to make sense of dense research papers? SciSummary’s AI-powered tools help you summarize papers with a specific focus, extract key points, identify future research opportunities, chat with papers, and even analyze figures. Save time, understand studies faster, and streamline your research process. Read on to see how SciSummary can transform the way you engage with academic papers!]]></description>
            <content:encoded><![CDATA[<p data-start="124" data-end="443">If you've ever struggled to get through a dense research paper, you're not alone. Academic writing is designed to be precise, but that often means it's also&hellip; well, overwhelming. You don&rsquo;t always have time to read every word, decipher every figure, or hunt through references to understand what&rsquo;s missing in the field.</p>
<p data-start="445" data-end="730">That&rsquo;s where SciSummary comes in. With our AI-powered tools, you can go beyond just reading a paper&mdash;you can interact with it, break it down, and even use it to fuel your own research. Here&rsquo;s how our key features can help you make sense of research papers faster and more effectively.</p>
<hr data-start="732" data-end="735">
<h2 data-start="737" data-end="780">🔍 <strong data-start="743" data-end="778">Summarize with an Area of Focus</strong></h2>
<p data-start="782" data-end="1075">Not every detail in a paper is relevant to you. Whether you're interested in methodology, results, or real-world applications, our AI can generate a summary tailored to your specific needs. Instead of sifting through pages of background information, you get exactly what matters most to you.</p>
<p data-start="1077" data-end="1238">✅ Example: Studying deep learning applications in medicine? Ask SciSummary to summarize the methods and clinical implications&mdash;without getting lost in the math.</p>
<hr data-start="1240" data-end="1243">
<h2 data-start="1245" data-end="1284">📌 <strong data-start="1251" data-end="1282">Get Key Points from a Paper</strong></h2>
<p data-start="1286" data-end="1494">Ever read an abstract and still felt unsure about what the paper was really saying? Our AI extracts the key points&mdash;major findings, hypotheses, and conclusions&mdash;so you can quickly understand the core message.</p>
<p data-start="1496" data-end="1602">✅ Perfect for when you&rsquo;re screening multiple papers and need to decide which ones deserve a deeper dive.</p>
<hr data-start="1604" data-end="1607">
<h2 data-start="1609" data-end="1662">🔎 <strong data-start="1615" data-end="1660">Extract Opportunities for Future Research</strong></h2>
<p data-start="1664" data-end="1915">Good research doesn&rsquo;t just answer questions&mdash;it raises new ones. But spotting the gaps and unresolved questions in a paper can be tricky. SciSummary identifies areas where further research is needed, helping you discover new angles for your own work.</p>
<p data-start="1917" data-end="2010">✅ Ideal for students, researchers, and grant writers looking for fresh research directions.</p>
<hr data-start="2012" data-end="2015">
<h2 data-start="2017" data-end="2045">🗨 <strong data-start="2023" data-end="2043">Chat with Papers</strong></h2>
<p data-start="2047" data-end="2261">Instead of rereading a confusing section, why not just ask the paper to explain itself? With our AI-powered chat feature, you can pose questions about a study as if you were having a conversation with the author.</p>
<p data-start="2263" data-end="2351">✅ Example: "How does this paper's results compare to other studies on the same topic?"</p>
<hr data-start="2353" data-end="2356">
<h2 data-start="2358" data-end="2400">🖼 <strong data-start="2364" data-end="2398">Have the Model Explain Figures</strong></h2>
<p data-start="2402" data-end="2622">Figures are often the most information-dense part of a paper, but they can be tough to decode without detailed captions. SciSummary can break down charts, graphs, and tables&mdash;explaining what they mean in plain language.</p>
<p data-start="2624" data-end="2697">✅ No more guessing what a complicated scatter plot is actually showing.</p>
<hr data-start="2699" data-end="2702">
<h2 data-start="2704" data-end="2751">❓ <strong data-start="2709" data-end="2749">Ask Questions Directly About Figures</strong></h2>
<p data-start="2753" data-end="2935">Need to dig deeper into a specific figure? Instead of skimming through the methods section looking for an explanation, you can directly ask questions about any figure in the paper.</p>
<p data-start="2937" data-end="3021">✅ Example: "What does the third graph on page 5 tell us about treatment efficacy?"</p>
<hr data-start="3023" data-end="3026">
<h2 data-start="3028" data-end="3109">🔬 <strong data-start="3034" data-end="3107">Find Opportunities for Future Research &amp; Generate a Literature Review</strong></h2>
<p data-start="3111" data-end="3348">Once you&rsquo;ve found a research gap, the next step is to see what&rsquo;s already been done&mdash;and what hasn&rsquo;t. Our AI can automatically generate a literature review on a given topic, pulling together relevant studies and summarizing them for you.</p>
<p data-start="3350" data-end="3412">✅ Saves you hours (or days) of manual searching and reading.</p>
<hr data-start="3414" data-end="3417">
<h2 data-start="3419" data-end="3476">🚀 <strong data-start="3425" data-end="3474">Make Research More Manageable with SciSummary</strong></h2>
<p data-start="3478" data-end="3796">Whether you're a seasoned researcher, a grad student drowning in papers, or just someone trying to stay informed, SciSummary makes research more accessible. With AI-powered summarization, figure analysis, and interactive question-answering, you can stop struggling through papers and start understanding them faster.</p>
<p data-start="3798" data-end="3858">Try it out today and take the frustration out of research!</p>]]></content:encoded>
            <dc:creator><![CDATA[Max B Heckel]]></dc:creator>
            <pubDate>Wed, 26 Feb 2025 12:48:00 +0000</pubDate>
            <category><![CDATA[AI research summarization]]></category>
            <category><![CDATA[summarize research papers]]></category>
            <category><![CDATA[research paper summary tool]]></category>
            <category><![CDATA[AI literature review]]></category>
            <category><![CDATA[extract key points from research papers]]></category>
            <category><![CDATA[future research opportunities]]></category>
            <category><![CDATA[AI-powered academic tools]]></category>
            <category><![CDATA[research paper analysis AI]]></category>
            <category><![CDATA[interactive research summaries]]></category>
            <category><![CDATA[research paper Q&amp;A]]></category>
            <category><![CDATA[automate literature review]]></category>
        </item>
        <item>
            <title><![CDATA[How AI is Transforming Research: Smarter Literature Reviews, Faster Insights]]></title>
            <link>https://scisummary.com/blog/57-how-ai-is-transforming-research-smarter-literature-reviews-faster-insights</link>
            <guid isPermaLink="true">https://scisummary.com/blog/57-how-ai-is-transforming-research-smarter-literature-reviews-faster-insights</guid>
            <description><![CDATA[With the right AI assistant, you can summarize research papers, break down dense journal articles, and pull out key insights without drowning in PDFs. But AI isn’t just about speed—it’s about depth. The best tools don’t just skim—they help you analyze, compare, and synthesize complex scientific literature like never before.]]></description>
            <content:encoded><![CDATA[<p data-start="124" data-end="412"><strong data-start="124" data-end="158">The research process is tough.</strong> You spend hours digging through journal articles, piecing together key findings, and trying to make sense of a mountain of studies. Literature reviews alone can eat up weeks&mdash;sometimes months&mdash;of your time. But what if AI could handle the heavy lifting?</p>
<p data-start="414" data-end="760">That&rsquo;s where <strong data-start="427" data-end="456">AI-powered research tools</strong> come in. They&rsquo;re revolutionizing how researchers, students, and professionals process information, making it faster and easier to extract meaningful insights. If you&rsquo;ve ever struggled to <strong data-start="644" data-end="673">summarize research papers</strong> or wished for a way to quickly analyze a <strong data-start="715" data-end="734">journal article</strong>, this guide is for you.</p>
<h2 data-start="762" data-end="802">The Challenge of Literature Reviews</h2>
<p data-start="804" data-end="1065">A <strong data-start="806" data-end="827">literature review</strong> is a crucial part of research. It requires:<br data-start="871" data-end="874">✅ Finding relevant journal articles<br data-start="909" data-end="912">✅ Reading and understanding dense scientific language<br data-start="965" data-end="968">✅ Identifying gaps in the research<br data-start="1002" data-end="1005">✅ Synthesizing key points into a clear, structured summary</p>
<p data-start="1067" data-end="1170">Traditionally, this is <strong data-start="1090" data-end="1120">time-consuming and tedious</strong>&mdash;but AI can make it dramatically more efficient.</p>
<h2 data-start="1172" data-end="1218">How AI Can Help Summarize Research Papers</h2>
<p data-start="1220" data-end="1301">AI tools like <strong data-start="1234" data-end="1248">SciSummary</strong> use advanced natural language processing (NLP) to:</p>
<ul data-start="1303" data-end="1762">
<li data-start="1303" data-end="1418"><strong data-start="1305" data-end="1350">Automatically summarize research articles</strong> &ndash; Get concise, AI-generated summaries of long and complex papers.</li>
<li data-start="1419" data-end="1532"><strong data-start="1421" data-end="1456">Identify key insights instantly</strong> &ndash; No more scanning dozens of pages to find the most relevant information.</li>
<li data-start="1533" data-end="1645"><strong data-start="1535" data-end="1571">Compare multiple studies at once</strong> &ndash; AI can highlight similarities, differences, and trends across papers.</li>
<li data-start="1646" data-end="1762"><strong data-start="1648" data-end="1695">Generate structured, easy-to-read summaries</strong> &ndash; Instead of drowning in text, you get <strong data-start="1735" data-end="1759">actionable takeaways</strong>.</li>
</ul>
<h2 data-start="1764" data-end="1804">Writing a Literature Review with AI</h2>
<p data-start="1806" data-end="1898">If you&rsquo;re preparing a <strong data-start="1828" data-end="1849">literature review</strong>, AI can supercharge your workflow. Here&rsquo;s how:</p>
<h3 data-start="1900" data-end="1934">1. <strong data-start="1907" data-end="1932">Find the Right Papers</strong></h3>
<p data-start="1935" data-end="2029">Use <strong data-start="1939" data-end="1961">academic databases</strong> like Google Scholar, PubMed, or ArXiv to gather relevant studies.</p>
<h3 data-start="2031" data-end="2066">2. <strong data-start="2038" data-end="2064">Use an AI Summary Tool</strong></h3>
<p data-start="2067" data-end="2335">Instead of reading each paper from start to finish, use <strong data-start="2123" data-end="2137">SciSummary</strong> to <strong data-start="2141" data-end="2174">summarize AI-powered insights</strong> instantly. Our tool <strong data-start="2195" data-end="2250">extracts key points, methodologies, and conclusions</strong> so you can focus on analysis rather than sifting through paragraphs of dense text.</p>
<h3 data-start="2337" data-end="2378">3. <strong data-start="2344" data-end="2376">Compare and Contrast Studies</strong></h3>
<p data-start="2379" data-end="2506">AI can highlight trends, contradictions, and gaps between studies, helping you craft a more insightful <strong data-start="2482" data-end="2503">literature review</strong>.</p>
<h3 data-start="2508" data-end="2543">4. <strong data-start="2515" data-end="2541">Write a Strong Summary</strong></h3>
<p data-start="2544" data-end="2712">With clear <strong data-start="2555" data-end="2598">AI-generated research article summaries</strong>, structuring your literature review becomes a breeze. AI helps organize insights <strong data-start="2680" data-end="2709">logically and efficiently</strong>.</p>
<h2 data-start="2714" data-end="2760">Why Researchers Love AI-Powered Summaries</h2>
<p data-start="2762" data-end="2983">🚀 <strong data-start="2765" data-end="2784">Faster Analysis</strong> &ndash; Save <strong data-start="2792" data-end="2801">hours</strong> by letting AI process complex studies.<br data-start="2840" data-end="2843">🧠 <strong data-start="2846" data-end="2870">Better Understanding</strong> &ndash; AI simplifies dense academic language.<br data-start="2911" data-end="2914">📚 <strong data-start="2917" data-end="2947">More Comprehensive Reviews</strong> &ndash; Easily compare multiple papers.</p>
<h2 data-start="2985" data-end="3013">Try SciSummary for Free</h2>
<p data-start="3015" data-end="3213">If you&rsquo;re looking for a <strong data-start="3039" data-end="3070">research article summarizer</strong> that actually works, <strong data-start="3092" data-end="3106">SciSummary</strong> is designed for <strong data-start="3123" data-end="3164">scientists, students, and researchers</strong> who need quick, <strong data-start="3181" data-end="3210">high-quality AI summaries</strong>.</p>
<p data-start="3215" data-end="3340">➡️ <a href="https://scisummary.com/register"><strong data-start="3218" data-end="3254">Sign up now and try it for free!</strong></a> Save time, gain deeper insights, and make your research process smoother than ever.</p>]]></content:encoded>
            <dc:creator><![CDATA[Max B Heckel]]></dc:creator>
            <pubDate>Tue, 18 Feb 2025 20:25:56 +0000</pubDate>
            <category><![CDATA[scientific summary]]></category>
            <category><![CDATA[summarize ai]]></category>
            <category><![CDATA[summary ai]]></category>
            <category><![CDATA[summarizing research papers]]></category>
            <category><![CDATA[summarize journal article]]></category>
            <category><![CDATA[ai summary]]></category>
            <category><![CDATA[summarize research article]]></category>
            <category><![CDATA[research article summarizer]]></category>
            <category><![CDATA[summarize research paper]]></category>
        </item>
        <item>
            <title><![CDATA[How to Leverage AI Tools for Accurate and Speedy Data Analysis in Academic Research]]></title>
            <link>https://scisummary.com/blog/56-how-to-leverage-ai-tools-for-accurate-and-speedy-data-analysis-in-academic-research</link>
            <guid isPermaLink="true">https://scisummary.com/blog/56-how-to-leverage-ai-tools-for-accurate-and-speedy-data-analysis-in-academic-research</guid>
            <description><![CDATA[In the rapidly advancing world of academic research, the need for efficient and precise data analysis is paramount. As researchers, we are constantly on the lookout for ways to refine our processes, and artificial intelligence (AI) is proving to be a game-changer in this domain. AI tools are not just speeding up the data analysis process but also ensuring accuracy, which is crucial for achieving reliable research outcomes. This blog will explore how AI tools can be leveraged for accurate and speedy data analysis, transforming how academic research is conducted.]]></description>
            <content:encoded><![CDATA[<p>Traditionally, data analysis in academic research has been a labor-intensive task, often involving complex statistical software and a steep learning curve. Enter AI, and suddenly, we are dealing with tools that can automate data processing, uncover patterns, and generate insights in a fraction of the time. Here&rsquo;s why AI is a valuable asset in academic research:</p>
<ul>
<li><strong>Efficiency:</strong> AI can process large datasets much faster than traditional methods, saving researchers significant time when analyzing results.</li>
<li><strong>Accuracy:</strong> With machine learning algorithms, AI tools can detect patterns and anomalies that might go unnoticed, improving the reliability of your data analysis.</li>
<li><strong>Complex Problem Solving:</strong> AI can handle complex models and data visualizations, providing deeper insights into the datasets, which supports advanced research projects.</li>
<li><strong>Scalability:</strong> AI tools can easily scale to accommodate growing amounts of data, making them ideal for longitudinal studies or big data projects.</li>
</ul>
<h3 id="theroleofaiinstreamliningdataanalysis">The Role of AI in Streamlining Data Analysis</h3>
<p>AI tools are evolving to meet the intricate needs of researchers. They not only assist with data cleaning and preprocessing but also with deriving meaningful interpretations from the data:</p>
<ul>
<li><strong>Data Cleaning and Preprocessing:</strong> AI algorithms can automate the identification and correction of errors in datasets, which is often a time-consuming step in data analysis. By cleaning data efficiently, AI ensures that the datasets are ready for in-depth analysis.</li>
<li><strong>Predictive Analysis:</strong> Tools equipped with predictive modelling can forecast outcomes based on historical data trends, adding another layer of analysis that can guide future research directions.</li>
<li><strong>Natural Language Processing (NLP):</strong> For qualitative research, NLP tools can analyze textual data by extracting themes and sentiment analysis, making sense of large volumes of textual inputs.</li>
<li><strong>Automated Reports:</strong> Generating reports and summaries of data analysis is made easier with AI tools, which can produce clear, precise reports that highlight key findings.</li>
</ul>
<h2 id="keyaitoolsforacademicresearch">Key AI Tools for Academic Research</h2>
<p>There are several AI tools specifically designed to enhance data analysis in academic research. Let&rsquo;s delve into a few key tools that researchers should consider:</p>
<h3 id="1scisummary">1. <strong>SciSummary</strong></h3>
<p>SciSummary (our very own tool) is designed to assist researchers by providing concise and accurate summaries of complex research documents. By comparing SciSummary and ChatGPT in processing the same document, we ensure that our summaries offer high precision and relevance, tailored for academic needs.</p>
<h3 id="2ibmwatsonstudio">2. <strong>IBM Watson Studio</strong></h3>
<p>Watson Studio offers a suite of AI tools designed for data scientists, application developers, and subject matter experts to collaborate. It supports the entire data lifecycle from data ingestion and preparation to model deployment and monitoring.</p>
<h3 id="3googlecloudaiplatform">3. <strong>Google Cloud AI Platform</strong></h3>
<p>This platform offers a range of machine learning and AI features that can be used to process and analyze large datasets. It includes tools for data labeling, model training, and deployment, which are particularly useful for extensive academic projects.</p>
<h3 id="4datarobot">4. <strong>DataRobot</strong></h3>
<p>DataRobot automates the machine learning process, making it easier for researchers to develop AI models without needing extensive knowledge in machine learning. It is particularly useful for generating predictive models quickly.</p>
<h2 id="overcomingchallengesinaipowereddataanalysis">Overcoming Challenges in AI-Powered Data Analysis</h2>
<p>While the advantages of using AI in data analysis are evident, researchers must also navigate several challenges when integrating these tools:</p>
<ul>
<li><strong>Data Privacy:</strong> Protecting sensitive data while using AI tools is crucial. Researchers must ensure that any AI tool they use complies with data protection regulations and ethical standards.</li>
<li><strong>Bias in AI Models:</strong> AI models can sometimes reflect existing biases in the data they are trained on. It&rsquo;s important to scrutinize these tools and ensure they are based on balanced datasets to avoid misrepresentation.</li>
<li><strong>Learning Curve:</strong> While many AI tools are user-friendly, there is still a learning curve involved. Researchers should invest time in familiarization with the tools to maximize their functionality.</li>
</ul>
<h2 id="bestpracticesforusingaitoolsinresearch">Best Practices for Using AI Tools in Research</h2>
<p>To make the most out of AI tools for data analysis, researchers should adhere to the following best practices:</p>
<ul>
<li><strong>Integrate Human Insight:</strong> AI tools are a supplement to human intelligence, not a replacement. Combining AI insights with human expertise ensures comprehensive outcomes.</li>
<li><strong>Continuous Learning:</strong> Stay updated with evolving AI technologies and continually incorporate new features and tools into your research practices.</li>
<li><strong>Collaborate Across Disciplines:</strong> Engage with data scientists and AI specialists to fully leverage AI tools. Multidisciplinary collaboration can enhance the scope and impact of your research.</li>
<li><strong>Evaluate and Validate:</strong> Continually evaluate the AI tools and validate the models used for analysis. Ensure that the findings align with empirical data and scientific reasoning.</li>
</ul>
<p>In conclusion, AI tools are revolutionizing data analysis in academic research, offering speed, accuracy, and scalability. They are indispensable assets for researchers looking to elevate their research methodologies. If you're interested in taking your research to the next level, consider exploring AI tools and harnessing their capabilities to ensure precision and efficiency in your data analysis. At <a href="https://scisummary.com">SciSummary</a>, we&rsquo;re committed to supporting the research community with innovative AI solutions that cater to academic needs.</p>]]></content:encoded>
            <dc:creator><![CDATA[Max B Heckel]]></dc:creator>
            <pubDate>Fri, 14 Feb 2025 15:41:56 +0000</pubDate>
            <category><![CDATA[AI tools for academic research]]></category>
            <category><![CDATA[AI-powered data analysis]]></category>
            <category><![CDATA[machine learning in research]]></category>
            <category><![CDATA[AI for data preprocessing]]></category>
            <category><![CDATA[predictive analysis in research]]></category>
            <category><![CDATA[SciSummary for research summaries]]></category>
            <category><![CDATA[IBM Watson Studio for data science]]></category>
            <category><![CDATA[Google Cloud AI Platform for researchers]]></category>
            <category><![CDATA[DataRobot machine learning automation]]></category>
            <category><![CDATA[AI for qualitative research]]></category>
            <category><![CDATA[natural language processing in academia]]></category>
            <category><![CDATA[AI-driven research methodologies]]></category>
            <category><![CDATA[automating data analysis with AI]]></category>
            <category><![CDATA[overcoming AI biases in research]]></category>
            <category><![CDATA[best AI tools for researchers]]></category>
            <category><![CDATA[AI scalability in academic studies]]></category>
            <category><![CDATA[AI ethics in data analysis]]></category>
            <category><![CDATA[research efficiency with AI]]></category>
            <category><![CDATA[integrating AI into research workflows]]></category>
        </item>
        <item>
            <title><![CDATA[Why Traditional Reference Managers Fall Short and How AI-Powered Tools Are Changing the Game]]></title>
            <link>https://scisummary.com/blog/55-why-traditional-reference-managers-fall-short-and-how-ai-powered-tools-are-changing-the-game</link>
            <guid isPermaLink="true">https://scisummary.com/blog/55-why-traditional-reference-managers-fall-short-and-how-ai-powered-tools-are-changing-the-game</guid>
            <description><![CDATA[If you&#039;ve ever spent time preparing a bibliography or organizing research references, you know the frustrations that can come with traditional reference management tools. While platforms like EndNote, Mendeley, and Zotero have long dominated this space, they often fall short in meeting the evolving needs of modern researchers. Here at SciSummary, we&#039;re dedicated to exploring how AI-powered tools are revolutionizing literature and reference management, offering seamless, efficient solutions that traditional reference managers simply can&#039;t match.]]></description>
            <content:encoded><![CDATA[<p>&nbsp;</p>
<h2>The Downfalls of Traditional Reference Managers</h2>
<p>Traditional reference managers have helped pave the way for researchers, but they also come with a host of limitations that can significantly impact productivity. A major issue is the manual effort involved in managing citations. Tools like EndNote often require manual data entry when indexing PDFs, which increases the time spent on administrative tasks and contributes to user frustration. Accuracy presents another challenge &mdash; Mendeley, for instance, struggles with the auto-completion of references, especially when dealing with non-journal publications such as conference papers or preprints, leading to frequent errors and the need for manual corrections.</p>
<p>Moreover, the usability and workload associated with traditional reference tools can be daunting. Studies using the NASA Task Load Index, which measures mental workload, indicate that EndNote demands more mental and physical effort compared to alternatives like Zotero or RefWorks. Users often find themselves overwhelmed by the static nature of these tools, which lack adaptability and are slow to respond to evolving citation standards or ambiguous metadata.</p>
<h2>AI-Powered Innovations in Literature Management</h2>
<p>Enter AI-powered tools, which are redefining how researchers manage references and literature. Automation is a game-changer in this context. Unlike traditional managers, AI tools offer features like bulk metadata updates, effectively refreshing entire libraries of citations without the need for manual intervention. This streamlines the process and reduces time spent on updates, allowing researchers to focus on more critical aspects of their work.</p>
<p>AI also provides smart PDF importing capabilities, automatically matching PDFs to existing references in compliance with organizational licenses. This ensures that researchers maintain consistency and accuracy in their reference lists. AI-driven insights further enhance research through contextual summaries, allowing users to easily assess the relevance of articles and identify key findings. Such features vastly improve upon the linear, rigid functionalities characteristic of traditional reference management tools.</p>
<h2>Increasing Adaptability and Accuracy</h2>
<p>Machine learning plays a pivotal role in advancing the precision of AI tools over traditional, rule-based systems. These AI systems adapt dynamically to handle complex tasks such as ambiguous metadata management and conforming to changing citation standards. By learning from data and usage patterns, machine learning enhances the adaptability and accuracy of these systems, significantly reducing errors and improving efficiency for researchers.</p>
<p>The dynamic nature of machine learning ensures that AI tools remain relevant and effective, addressing the evolving demands of research environments and minimizing the mental workload on researchers &mdash; a distinct step forward from the more static, inflexible traditional reference managers.</p>
<h2>The Impact on Research Workflows</h2>
<p>The integration of AI tools in research workflows reduces the administrative burden traditionally associated with citation management. With repetitive tasks automated, researchers can dedicate more time to critical analysis and innovation. However, it's important to note that while AI tools provide significant efficiencies, they are designed to complement, not replace human expertise. Balancing the precision and efficiency of AI tools with the nuanced understanding of experienced researchers is essential in maintaining rigorous academic standards.</p>
<p>By alleviating some of the more mundane aspects of research, AI-powered reference managers empower researchers to harness their expertise more effectively, fostering an environment that encourages innovation and in-depth analysis.</p>
<h2>Conclusion: Embracing the Future of Research</h2>
<p>The landscape of research is rapidly changing, and AI-powered tools are at the forefront of this transformation, offering solutions that traditional reference managers cannot. These innovations not only simplify the tasks associated with managing literature but also enhance the overall quality and efficiency of research processes. By adopting AI tools, researchers can more effectively navigate the complexities of modern research, prioritizing creativity and critical thinking over administrative tasks.</p>
<p>As we continue to explore the potential of AI in research, consider how it can integrate into your own research practices. <a href="https://scisummary.com">Discover more about how SciSummary is leading the way with AI-driven insights and solutions.</a></p>]]></content:encoded>
            <dc:creator><![CDATA[Max B Heckel]]></dc:creator>
            <pubDate>Wed, 05 Feb 2025 13:06:14 +0000</pubDate>
            <category><![CDATA[\AI-powered reference management]]></category>
            <category><![CDATA[traditional reference managers vs AI]]></category>
            <category><![CDATA[EndNote limitations]]></category>
            <category><![CDATA[Mendeley citation accuracy]]></category>
            <category><![CDATA[best AI tools for researchers]]></category>
            <category><![CDATA[automated literature management]]></category>
            <category><![CDATA[AI-driven citation tools]]></category>
            <category><![CDATA[research workflow optimization]]></category>
            <category><![CDATA[smart PDF importing]]></category>
            <category><![CDATA[machine learning in reference management]]></category>
            <category><![CDATA[AI for academic research]]></category>
            <category><![CDATA[improving citation accuracy with AI]]></category>
            <category><![CDATA[reducing research workload with AI]]></category>
            <category><![CDATA[SciSummary AI insights]]></category>
            <category><![CDATA[dynamic citation management]]></category>
            <category><![CDATA[AI for metadata handling]]></category>
            <category><![CDATA[future of research tools]]></category>
            <category><![CDATA[automated reference updates]]></category>
            <category><![CDATA[enhancing research efficiency with AI]]></category>
        </item>
        <item>
            <title><![CDATA[SciSummary vs Elicit: A Comparative Analysis of AI-Powered Research Summarization Tools]]></title>
            <link>https://scisummary.com/blog/54-scisummary-vs-elicit-a-comparative-analysis-of-ai-powered-research-summarization-tools</link>
            <guid isPermaLink="true">https://scisummary.com/blog/54-scisummary-vs-elicit-a-comparative-analysis-of-ai-powered-research-summarization-tools</guid>
            <description><![CDATA[In the rapidly evolving landscape of artificial intelligence, research tools are growing exponentially in their capabilities, aiming to simplify the lives of researchers and students with advanced summarization capabilities. Among the forefront players in this domain are SciSummary and Elicit, both leveraging AI to distill complex research documents into comprehensible summaries. For students and researchers, choosing the ideal tool can have far-reaching implications on the efficiency and quality of their workflow. Hence, this comparison is framed to evaluate these tools by focusing on their unique features, accuracy, ease of use, and the specific needs they cater to.]]></description>
            <content:encoded><![CDATA[<p>&nbsp;</p>
<p><img src="https://images.pexels.com/photos/18471414/pexels-photo-18471414.jpeg?auto=compress&amp;cs=tinysrgb&amp;h=650&amp;w=940" alt="Close-up of electronic measuring equipment in a lab setting, showcasing precision technology." width="50%" height="auto"></p>
<h2>Understanding AI-Powered Research Summarization</h2>
<p>Research summarization tools powered by AI aim to transform dense academic texts into digestible content, saving precious time for researchers. Whether you are diving into new topic areas or reviewing existing literature, AI-powered summarization enables quick graspability of the key concepts and findings without plowing through hundreds of pages. This technology harnesses machine learning algorithms to analyze patterns, themes, and pivotal information within a document and craft summaries that maintain the original intent and accuracy.</p>
<p>However, not all tools are created equal. The efficacy of these AI solutions can vary based on their design, training data, and the specific algorithms they employ. Furthermore, factors such as the user interface, customization options, and integration capabilities with other research platforms can be pivotal in determining the success and utility of a summarization tool within an academic setting.</p>
<h2>SciSummary: A Closer Look</h2>
<p>SciSummary stands out because of its unparalleled focus on accuracy and user-centric design, catering specifically to the academic and research community. The platform was built with an understanding of the nuanced requirements of academic research, ensuring that it preserves the context, significance, and intricate details of source materials. SciSummary employs state-of-the-art natural language processing (NLP) techniques, trained on an extensive dataset of scholarly articles, ensuring that it can handle a diverse range of disciplines with precision.</p>
<p>One noteworthy feature of SciSummary is its ability to customize the depth and focus of summaries. Users can select different summarization modes depending on whether they need a high-level overview or a detailed examination of specific sections. Additionally, SciSummary&rsquo;s seamless integration with various research databases and citation tools makes it an indispensable companion for academic research, providing not just summaries but also facilitating citation management and content organization.</p>
<p><img src="https://images.pexels.com/photos/5370925/pexels-photo-5370925.jpeg?auto=compress&amp;cs=tinysrgb&amp;h=650&amp;w=940" alt="Close-up of nautical maps with a magnifying glass and model ship, ideal for maritime and exploration themes." width="50%" height="auto"></p>
<h2>Elicit: A Broader Approach</h2>
<p>Elicit, on the other hand, positions itself as a versatile tool that not only provides summarization but a suite of functionalities designed to benefit a broader audience. Its appeal stretches from academics to professionals, offering tools to aid hypothesis generation, evidence synthesis, and even literature reviews. Featuring a user-friendly interface, Elicit attempts to cater to a wide range of use cases unlike SciSummary, which is centered around in-depth research facilitation.</p>
<p>The strength of Elicit lies in its exploratory capabilities. Researchers can input specific queries and receive tailored summaries from multiple papers, which can greatly aid in gathering diverse perspectives on a given topic. However, while Elicit offers useful functionality for preliminary research stages, its summarization might lack the depth and specificity required by rigorous academic standards compared to SciSummary&rsquo;s methodically crafted outputs.</p>
<h2>Performance and Accuracy Comparison</h2>
<p>At the core of selecting a research summarization tool is its accuracy and ability to deliver concise yet comprehensive summaries. SciSummary has been praised for its high fidelity in maintaining the integrity of the document&rsquo;s original ideas while providing easy-to-understand abstracts. It excels particularly in fields requiring preciseness, such as medical research, law, and the sciences, where every detail matters.</p>
<p>Contrastingly, Elicit performs well in settings where the breadth of information is paramount rather than depth. It can manage wide-ranging data effectively, providing a broad overview. However, for users whose primary need is a meticulous understanding of specific research areas, SciSummary remains the go-to tool, offering assurance through its tailored summarization features that prioritize accuracy and detail.</p>
<p><img src="https://images.pexels.com/photos/7583900/pexels-photo-7583900.jpeg?auto=compress&amp;cs=tinysrgb&amp;h=650&amp;w=940" alt="Person drawing a zigzag graph on a notebook placed atop a laptop; ideal for business or analysis themes." width="50%" height="auto"></p>
<h2>Ease of Use and Accessibility</h2>
<p>User experience plays a crucial role in the adoption of any software tool. SciSummary, designed specifically with researchers in mind, emphasizes simplicity and efficiency. The interface is intuitive, minimizing the learning curve and allowing users to focus on their research rather than navigating complex features. Its seamless capability to gather data from diverse academic sources and its integration into existing research workflows further appeals to those deeply embedded in academic environments.</p>
<p>Elicit offers a more general-purpose platform, appreciated by those needing to conduct quick initial searches across various topics. Its straightforward interface appeals to individuals who require less technical depth and are looking for a tool that serves multiple functions. Nevertheless, for those entrenched in academic settings, SciSummary presents a smoother and more tailored user experience aligned with scholarly research demands.</p>
<h2>Conclusion: Choosing the Right Tool for You</h2>
<p>Both SciSummary and Elicit offer unique features that cater to different research needs. SciSummary's dedication to delivering comprehensive, context-rich summaries makes it a superior choice for those deeply engaged in academic and professional research. Elicit, while beneficial, covers a more expansive user base, often at the expense of the depth that SciSummary ensures.</p>
<p>Ultimately, while Elicit provides value regarding exploratory data and generalist approaches, SciSummary remains the preferred choice for serious scholars needing precise and detailed summaries. Its commitment to maintaining the original intent and substance of scholarly works makes it an essential tool for anyone deeply involved in research.</p>
<p>For those interested in elevating their research prowess, start with exploring <a href="https://scisummary.com">SciSummary</a> and experience how it can revolutionize your research workflow.</p>]]></content:encoded>
            <dc:creator><![CDATA[Max B Heckel]]></dc:creator>
            <pubDate>Wed, 29 Jan 2025 17:52:41 +0000</pubDate>
            <category><![CDATA[AI-powered research summarization]]></category>
            <category><![CDATA[SciSummary vs Elicit]]></category>
            <category><![CDATA[best AI tools for academic research]]></category>
            <category><![CDATA[research paper summarization]]></category>
            <category><![CDATA[AI tools for literature review]]></category>
            <category><![CDATA[Elicit research assistant]]></category>
            <category><![CDATA[academic summarization tools]]></category>
            <category><![CDATA[SciSummary accuracy and precision]]></category>
            <category><![CDATA[AI for scientific research]]></category>
            <category><![CDATA[summarization tool comparison]]></category>
            <category><![CDATA[choosing the best AI summarization tool]]></category>
            <category><![CDATA[natural language processing in research]]></category>
            <category><![CDATA[AI-driven academic tools]]></category>
            <category><![CDATA[research workflow optimization]]></category>
            <category><![CDATA[citation management with AI]]></category>
            <category><![CDATA[academic paper summarization]]></category>
            <category><![CDATA[AI for hypothesis generation]]></category>
            <category><![CDATA[advanced AI summarization tools]]></category>
            <category><![CDATA[literature review automation]]></category>
            <category><![CDATA[research efficiency with AI]]></category>
        </item>
        <item>
            <title><![CDATA[SciSummary vs Scholarcy: Benefits and Drawbacks]]></title>
            <link>https://scisummary.com/blog/53-scisummary-vs-scholarcy-benefits-and-drawbacks</link>
            <guid isPermaLink="true">https://scisummary.com/blog/53-scisummary-vs-scholarcy-benefits-and-drawbacks</guid>
            <description><![CDATA[An overview of the strengths and weaknesses of both SciSummary and Scholarcy]]></description>
            <content:encoded><![CDATA[<h1>Choosing Between SciSummary and Scholarcy</h1>
<p>In this article, we'll delve into the strengths and weaknesses of both SciSummary and Scholarcy. Our objective is to guide you in selecting the tool that best aligns with your needs, particularly if you're concerned with the ethical considerations of scientific publishing and wary of the proliferation of predatory journals.</p>
<h2>SciSummary: A Closer Look</h2>
<p>SciSummary is tailored specifically for scientific literature, featuring a user-friendly interface that facilitates the summarization of papers with minimal effort. By automating the extraction of key points, it becomes an ideal choice for researchers eager to quickly understand the essence of a paper.</p>
<h3>Advantages of SciSummary</h3>
<h3>Tailored for Scientists</h3>
<p>SciSummary's design is rooted in the needs of scientists, making it highly effective for summarizing complex research papers. Its focus on scientific texts ensures accuracy and precision in delivering concise summaries. It offers all features that your standard reference manager would offer</p>
<h3>Customization Features</h3>
<p>Users can customize SciSummary to emphasize different sections of a paper, such as methods, results, or conclusions. This flexibility allows researchers to tailor the summarization process to their specific needs.</p>
<h3>Integration with Academic Databases</h3>
<p>SciSummary's ability to integrate with various academic databases enhances its utility. Researchers can access and summarize multiple papers seamlessly, streamlining their workflow and improving efficiency.</p>
<h3>Limitations of SciSummary</h3>
<h3>Limited to Scientific Texts</h3>
<p>While SciSummary excels with scientific papers, its scope is limited when it comes to summarizing non-scientific texts. Researchers working across multiple disciplines may find this restriction limiting.</p>
<h3>Subscription Costs</h3>
<p>Access to all of SciSummary's features often requires a subscription. For researchers on a budget, this could be a significant drawback, necessitating careful consideration of cost versus benefit</p>
<h2>Scholarcy: A Comprehensive Tool</h2>
<p>Scholarcy is a versatile AI summarization tool offering a range of features designed to make research more manageable. It excels in breaking down texts into easy-to-read summaries and provides visual aids like tables and figures.</p>
<h3>Advantages of Scholarcy</h3>
<h3>Versatility Across Disciplines</h3>
<p>Scholarcy's ability to handle various types of academic texts, not just scientific papers, makes it a versatile choice for researchers working in multidisciplinary fields.</p>
<h3>Visual Aids for Better Understanding</h3>
<p>By converting complex data into simple tables and charts, Scholarcy enhances comprehension and interpretation of findings. Visual aids can be particularly beneficial for those who find textual data overwhelming.</p>
<h3>Convenient Accessibility</h3>
<p>The browser extension offered by Scholarcy allows users to summarize web pages and PDFs directly. This feature provides greater flexibility and convenience, making it easier to integrate into existing research workflows.</p>
<h3>Limitations of Scholarcy</h3>
<h3>Generalized Approach</h3>
<p>Scholarcy's broad applicability can sometimes be a disadvantage. Its generalized approach may not capture the nuances present in specialized scientific literature, potentially impacting the quality of summaries.</p>
<h3>Learning Curve</h3>
<p>With a wide array of features, some users might initially find Scholarcy overwhelming. Understanding and utilizing the tool to its full potential may require an investment of time and effort.</p>
<h3>Limited document management and reference management tools</h3>
<p>Scholarcy does not offer any document management tools such as folders, tagging, searching and other organizational tools.</p>
<h2>Conclusion</h2>
<p>In the ever-evolving landscape of scientific research, AI summarization tools like SciSummary and Scholarcy offer valuable assistance. However, it's essential to use these tools judiciously and remain vigilant about the ethical aspects of scientific publishing.</p>
<p>By understanding the strengths and limitations of each tool, you can make an informed decision that enhances your research process while maintaining the integrity of your work.</p>
<p>Remember, whether you're a seasoned researcher or a first-year PhD student, the ultimate goal is to contribute meaningfully to your field while upholding the highest standards of scientific rigor. Embrace these tools as partners in your research journey, ensuring they complement and enhance your scholarly endeavors.</p>]]></content:encoded>
            <dc:creator><![CDATA[Max B Heckel]]></dc:creator>
            <pubDate>Wed, 22 Jan 2025 15:40:56 +0000</pubDate>
            <category><![CDATA[SciSummary vs Scholarcy]]></category>
            <category><![CDATA[AI summarization tools comparison]]></category>
            <category><![CDATA[best AI tools for research papers]]></category>
            <category><![CDATA[SciSummary review]]></category>
            <category><![CDATA[Scholarcy review]]></category>
            <category><![CDATA[scientific literature summarization]]></category>
            <category><![CDATA[AI tools for academic research]]></category>
            <category><![CDATA[comparing research summarization tools]]></category>
            <category><![CDATA[academic workflow optimization]]></category>
            <category><![CDATA[document management for researchers]]></category>
            <category><![CDATA[ethical considerations in AI summarization]]></category>
            <category><![CDATA[SciSummary customization features]]></category>
            <category><![CDATA[Scholarcy browser extension]]></category>
            <category><![CDATA[literature review automation]]></category>
            <category><![CDATA[AI reference management tools]]></category>
            <category><![CDATA[organizing research papers with AI]]></category>
            <category><![CDATA[research paper summarization tools]]></category>
            <category><![CDATA[choosing the right AI tool for research]]></category>
            <category><![CDATA[SciSummary for scientists]]></category>
            <category><![CDATA[Scholarcy for multidisciplinary research]]></category>
        </item>
        <item>
            <title><![CDATA[How AI is Transforming the Peer Review Process in Scientific Publishing]]></title>
            <link>https://scisummary.com/blog/52-how-ai-is-transforming-the-peer-review-process-in-scientific-publishing</link>
            <guid isPermaLink="true">https://scisummary.com/blog/52-how-ai-is-transforming-the-peer-review-process-in-scientific-publishing</guid>
            <description><![CDATA[Artificial intelligence (AI) is steadily becoming a transformative force across various fields, and scientific publishing is no exception. In particular, the peer review process is undergoing significant changes due to the integration of AI. For researchers and students navigating the ever-evolving landscape of academic publishing, understanding these changes can provide you with a competitive edge.]]></description>
            <content:encoded><![CDATA[<h2><img src="https://images.pexels.com/photos/17485657/pexels-photo-17485657.png?auto=compress&amp;cs=tinysrgb&amp;fit=crop&amp;h=627&amp;w=1200" alt="" width="1200" height="627"></h2>
<h2 id="thetraditionalpeerreviewprocess">The Traditional Peer Review Process</h2>
<p>Before diving into how AI is reshaping peer review, let's revisit the traditional process. Peer review is a critical quality control mechanism where submitted research is evaluated by experts in the field. The process is designed to ensure the accuracy, originality, and significance of research before publication.</p>
<h3 id="challengesintraditionalpeerreview">Challenges in Traditional Peer Review</h3>
<ul>
<li><strong>Time-Consuming:</strong> The process can be slow, often taking months or even years, delaying the dissemination of research findings.</li>
<li><strong>Bias and Subjectivity:</strong> Human reviewers may have conscious or unconscious biases that influence their feedback.</li>
<li><strong>Lack of Consistency:</strong> Different reviewers might provide varied evaluations for the same manuscript due to differing standards or personal perspectives.</li>
<li><strong>Reviewer Fatigue:</strong> Experts often deal with an overload of papers to review, affecting the quality of their evaluations.</li>
</ul>
<p>These challenges highlight the need for enhancements, where AI can play a pivotal role.</p>
<h2 id="theroleofaiinpeerreview">The Role of AI in Peer Review</h2>
<p>AI introduces new opportunities to enhance efficiency, fairness, and speed in the peer review process.</p>
<h3 id="acceleratingthereviewprocess">Accelerating the Review Process</h3>
<p>AI can significantly expedite the initial stages of the review by automating administrative tasks such as checking for adherence to submission guidelines, and detecting plagiarism. Tools powered by natural language processing (NLP) can quickly screen papers, allowing human reviewers to focus on more substantive evaluations.</p>
<h3 id="enhancingthequalityofreviews">Enhancing the Quality of Reviews</h3>
<p>By analyzing large datasets of previously published papers and reviews, AI systems can identify potential reviewer biases, flag conflicting interests, and suggest a more balanced pool of reviewers for specific topics, ensuring diverse perspectives in peer evaluations.</p>
<h3 id="standardizingreviews">Standardizing Reviews</h3>
<p>AI technology can assist in developing consistent review metrics, enabling more uniform evaluations across different submissions. This is achieved through algorithms trained to recognize quality indicators within a manuscript, thus facilitating a more structured review process.</p>
<h2 id="examplesofaitoolsinpeerreview">Examples of AI Tools in Peer Review</h2>
<p>Several AI tools are already in use or development, aiding various stages of the peer review process:</p>
<ul>
<li><strong>StatReviewer:</strong> An automated tool that evaluates the statistical methods used in a study, providing quick feedback on potential errors or inconsistencies.</li>
<li><strong>Knowledge Finder:</strong> Utilizes AI to help identify relevant research papers and potential reviewers by understanding the content and context of manuscripts.</li>
<li><strong>Manuscript Assessment Systems:</strong> These systems use machine learning algorithms to predict the potential impact and quality of a research article based on certain indicators and historical data.</li>
</ul>
<h2 id="potentiallimitationsandethicalconcerns">Potential Limitations and Ethical Concerns</h2>
<p>While AI offers numerous advantages, it also introduces new challenges and ethical considerations.</p>
<ul>
<li><strong>Transparency:</strong> The black-box nature of some AI systems can make it difficult for researchers to understand and trust automated decisions or recommendations.</li>
<li><strong>Over-reliance on AI:</strong> Relying too heavily on AI can risk overlooking nuanced human judgments that machines may not yet replicate.</li>
<li><strong>Ethical Use of Data:</strong> Utilizing data from unpublished manuscripts for AI training purposes must be handled with care to protect intellectual property and confidentiality.</li>
</ul>
<h2 id="thefutureofaiinpeerreview">The Future of AI in Peer Review</h2>
<p>As AI technology continues to advance, its role in peer review is expected to grow. Future developments may include more sophisticated AI systems capable of deeper content analysis, understanding complex scientific concepts, and offering insightful, data-driven suggestions for improving submissions.</p>
<p>Moreover, ongoing research is needed to balance machines' potential and human intuition, ensuring AI complements rather than replaces human expertise.</p>
<h2 id="conclusion">Conclusion</h2>
<p>AI is poised to revolutionize the peer review process by addressing long-standing challenges and paving the way for a more efficient and equitable scientific publishing landscape. For students and researchers, staying informed about these technologies will be crucial for navigating the future of academic publishing.</p>
<p>As you explore how AI can impact your research endeavors, consider utilizing tools like <a href="https://scisummary.com">SciSummary</a> to streamline your own processes and boost your research productivity. Embracing AI-driven advancements like these will not only enhance your work but also contribute to the broader evolution of science and academia.</p>]]></content:encoded>
            <dc:creator><![CDATA[Max B Heckel]]></dc:creator>
            <pubDate>Thu, 16 Jan 2025 14:08:27 +0000</pubDate>
            <category><![CDATA[AI in peer review]]></category>
            <category><![CDATA[traditional peer review challenges]]></category>
            <category><![CDATA[improving peer review with AI]]></category>
            <category><![CDATA[accelerating peer review process]]></category>
            <category><![CDATA[AI tools for manuscript review]]></category>
            <category><![CDATA[StatReviewer for statistical analysis]]></category>
            <category><![CDATA[Knowledge Finder for reviewers]]></category>
            <category><![CDATA[manuscript assessment systems]]></category>
            <category><![CDATA[ethical concerns in AI peer review]]></category>
            <category><![CDATA[AI standardizing peer review]]></category>
            <category><![CDATA[AI detecting reviewer bias]]></category>
            <category><![CDATA[improving research publishing with AI]]></category>
            <category><![CDATA[AI in academic publishing]]></category>
            <category><![CDATA[NLP in peer review]]></category>
            <category><![CDATA[future of peer review technology]]></category>
            <category><![CDATA[AI automating peer review tasks]]></category>
            <category><![CDATA[balancing AI and human judgment]]></category>
            <category><![CDATA[enhancing research evaluation]]></category>
            <category><![CDATA[SciSummary for academic productivity]]></category>
        </item>
        <item>
            <title><![CDATA[Enhancing Research Efficiency: Best Practices for Students and Researchers Using AI-Powered Summarization Tools]]></title>
            <link>https://scisummary.com/blog/51-enhancing-research-efficiency-best-practices-for-students-and-researchers-using-ai-powered-summarization-tools</link>
            <guid isPermaLink="true">https://scisummary.com/blog/51-enhancing-research-efficiency-best-practices-for-students-and-researchers-using-ai-powered-summarization-tools</guid>
            <description><![CDATA[Artificial Intelligence (AI) has rapidly become an indispensable tool in various sectors, including academia. For students and researchers who often handle an overwhelming amount of information, AI-powered summarization tools offer a way to streamline the research process significantly. By effectively condensing large volumes of data into digestible insights, these tools enable more efficient learning and discovery. Let&#039;s dive deep into how these innovative technologies are revolutionizing research efficiency and best practices to maximize their benefits.]]></description>
            <content:encoded><![CDATA[<h2><img src="https://images.pexels.com/photos/5614107/pexels-photo-5614107.jpeg?auto=compress&amp;cs=tinysrgb&amp;fit=crop&amp;h=627&amp;w=1200" alt="" width="1200" height="627"></h2>
<h2 id="understandingaipoweredsummarizationtools">Understanding AI-Powered Summarization Tools</h2>
<p>The heart of AI-powered summarization tools lies in their ability to analyze texts and extract the most critical information. These tools employ sophisticated algorithms and natural language processing (NLP) to understand context, identify key themes, and generate summaries that retain the original content's essence. Products such as SciSummary leverage these technologies, distinguishing themselves from general tools like ChatGPT by providing document-specific enhancements tailored for research.</p>
<h2 id="theroleofaiinenhancingresearchefficiency">The Role of AI in Enhancing Research Efficiency</h2>
<p>Academic research typically involves reviewing vast amounts of literature. AI-powered tools reduce the time spent reading by offering concise summaries, allowing researchers to focus on analysis and interpretation. By automating this phase, students and researchers can dedicate more of their mental resources to aspects of research that require human insight and creativity.</p>
<ul>
<li><strong>Time Management</strong>: Efficiently manage reading and data collection tasks.</li>
<li><strong>Resource Allocation</strong>: Utilize academic resources more effectively, focusing on deeper analysis over data collection.</li>
<li><strong>Collaboration</strong>: Facilitate better collaboration among peers by easily sharing summarized insights.</li>
</ul>
<h2 id="bestpracticesforusingaisummarizationtools">Best Practices for Using AI Summarization Tools</h2>
<h3 id="1understandingthetoolsfunctionality">1. Understanding the Tool's Functionality</h3>
<p>Before diving into summarization, take time to understand the tool&rsquo;s capabilities. Familiarize yourself with its features, such as customization options for summaries, handling of complex data, and integration with other research tools. This understanding will allow you to tailor the tool's output more precisely to your needs.</p>
<h3 id="2combiningaiwithtraditionalresearchmethods">2. Combining AI with Traditional Research Methods</h3>
<p>AI tools are powerful, but they should complement, not replace, traditional research methods. Use AI to handle repetitive tasks, free up time, and enhance data accessibility, while relying on your expertise to interpret findings critically. Classic approaches provide the foundational understanding necessary to evaluate automated results critically.</p>
<h3 id="3ensuringdataprivacyandsecurity">3. Ensuring Data Privacy and Security</h3>
<p>When using AI tools, especially those processing sensitive or unpublished research, it is crucial to ensure data privacy and compliance with relevant academic and legal guidelines. Be vigilant about how information is shared and stored within these tools. In addition to reviewing platform security policies, it&rsquo;s also worth understanding whether endpoint protection is necessary when working with AI tools and research files - this <a href="https://cybernews.com/best-antivirus-software/do-you-need-an-antivirus/">Cybernews</a> guide explains whether you really need an antivirus and how it helps protect academic data from malware and unauthorized access.</p>
<h3 id="4iterativesummarization">4. Iterative Summarization</h3>
<p>Use AI tools iteratively. Start with a broad summary to get an overview, then delve deeper with more specific queries. This iterative approach allows you to refine your focus and progressively uncover layered insights.</p>
<h2 id="keyadvantagesofaisummarizationsoftwareinresearch">Key Advantages of AI-Summarization Software in Research</h2>
<h3 id="speedandefficiency">Speed and Efficiency</h3>
<p>The most apparent advantage is speed. AI can analyze and summarize documents within minutes, a task that would take a human several hours. This efficiency enables faster progress in literature reviews and information assimilation.</p>
<h3 id="consistencyinquality">Consistency in Quality</h3>
<p>AI tools provide consistent summary quality devoid of human error or fatigue-related mistakes. This reliability enhances the integrity of information processed and allows users to trust the insights generated.</p>
<h3 id="betterdecisionmaking">Better Decision Making</h3>
<p>Access to clear, concise information supports better decision-making, from strategic planning for research to classroom discussions. With instant summaries, educators and researchers can make quicker, more informed decisions.</p>
<h2 id="challengestoconsider">Challenges to Consider</h2>
<h3 id="accuracyandcomprehension">Accuracy and Comprehension</h3>
<p>While AI tools are hugely beneficial, they can sometimes misinterpret context or overlook subtle nuances. It is crucial for users to validate AI-generated summaries against originals to ensure comprehension is intact.</p>
<h3 id="dependenceontechnology">Dependence on Technology</h3>
<p>Relying too heavily on AI can result in a diminished ability to critically process and analyze information independently. Balance is key&mdash;using AI as an assistant rather than a crutch can maximize its utility without undermining personal growth.</p>
<h2 id="conclusion">Conclusion</h2>
<p>AI-powered summarization tools are invaluable allies for students and researchers aiming to enhance efficiency and effectiveness. By mastering these technologies, we elevate our ability to manage large volumes of information and augment our research capacity. For those eager to incorporate AI tools into their research routine, <strong>SciSummary</strong> offers tailored solutions, ensuring you have the edge in your academic pursuits.</p>
<p>Learn more about how you can streamline your research with AI at <a href="https://scisummary.com">SciSummary</a>. Dive into a smarter way of managing your academic workload today! Whether you're a seasoned researcher or a student just beginning your journey, embracing AI tools like SciSummary positions you at the forefront of academic innovation.</p>]]></content:encoded>
            <dc:creator><![CDATA[Max B Heckel]]></dc:creator>
            <pubDate>Thu, 09 Jan 2025 00:27:42 +0000</pubDate>
        </item>
        <item>
            <title><![CDATA[How AI Tools Are Revolutionizing Research Workflows: 10 Key Benefits]]></title>
            <link>https://scisummary.com/blog/50-how-ai-tools-are-revolutionizing-research-workflows-10-key-benefits</link>
            <guid isPermaLink="true">https://scisummary.com/blog/50-how-ai-tools-are-revolutionizing-research-workflows-10-key-benefits</guid>
            <description><![CDATA[In today&#039;s rapidly evolving academic landscape, artificial intelligence (AI) tools are increasingly becoming indispensable allies for researchers and students alike. These tools are streamlining complex processes, enhancing productivity, and unlocking new possibilities in research methodologies that were previously unimaginable. As research continues to grow in volume and complexity, AI provides solutions that help humans manage this surge seamlessly. Let’s explore ten key benefits of AI tools in revolutionizing research workflows.]]></description>
            <content:encoded><![CDATA[<p>In today's rapidly evolving academic landscape, artificial intelligence (AI) tools are increasingly becoming indispensable allies for researchers and students alike. These tools are streamlining complex processes, enhancing productivity, and unlocking new possibilities in research methodologies that were previously unimaginable. As research continues to grow in volume and complexity, AI provides solutions that help humans manage this surge seamlessly. Let&rsquo;s explore ten key benefits of AI tools in revolutionizing research workflows.</p>
<p><img src="https://images.pexels.com/photos/8439009/pexels-photo-8439009.jpeg" alt="Two scientists discussing robotics research, highlighting technological innovation." width="50%" height="auto"></p>
<h2>1. Accelerating Literature Reviews</h2>
<p>Conducting literature reviews is a foundational step in any research project. However, manually scouring through vast amounts of data can be time-consuming and prone to oversight. AI tools can efficiently parse through thousands of academic papers, extracting relevant data much faster than any human, allowing scholars to focus on analysis and synthesis. These tools utilize natural language processing (NLP) to understand and summarize large bodies of text, ensuring that nothing important is overlooked while providing a comprehensive overview of existing research.</p>
<h2>2. Enhancing Data Analysis</h2>
<p>Data analysis is at the heart of research work, and AI tools significantly contribute by automating complex analytical tasks. Machine learning algorithms can detect patterns and trends within large datasets that might be invisible to human analysis. By employing AI for data processing, researchers can ensure more accurate predictions and insights, pushing the boundaries of what's possible in fields such as genomics, neuropsychology, and climate science.</p>
<p><img src="https://images.pexels.com/photos/17485742/pexels-photo-17485742.png" alt="An abstract display of vibrant makeup brushes amidst colorful smoke clouds, showcasing creativity." width="50%" height="auto"></p>
<h2>3. Facilitating Collaboration</h2>
<p>Collaboration across disciplines and geographical boundaries has never been easier, thanks to AI-powered platforms. These tools enable seamless sharing and communication of data and ideas among researchers, regardless of location. AI enhances collaboration by creating a centralized hub where multiple contributors can access shared documents, track project progress, and contribute in real-time, making remote academic partnerships more productive and cohesive.</p>
<h2>4. Automating Repetitive Tasks</h2>
<p>AI tools excel at automating mundane, repetitive tasks that take up a significant portion of researchers' time. Actions such as data entry, scheduling, and routine admin tasks can be efficiently managed by intelligent systems, freeing up researchers to engage more deeply with their core investigative work. This automation reduces human error and increases efficiency, keeping researchers focused on innovation and discovery.</p>
<h2>5. Improving Experiment Design and Simulation</h2>
<p>In fields that rely heavily on experimentation, AI assists researchers in designing experiments and running simulations. By simulating various scenarios and predicting outcomes, AI helps optimize experiment parameters before they are conducted in real-world environments. This results in cost savings and time efficiencies, particularly valuable in resource-intensive research areas like aerospace, pharmaceuticals, and energy.</p>
<p><img src="https://images.pexels.com/photos/16245253/pexels-photo-16245253.jpeg" alt="A laptop with the chatapit logo on it" width="50%" height="auto"></p>
<h2>6. Personalizing Learning and Education</h2>
<p>For students and educators, AI enhances the learning experience by offering personalized educational resources. Intelligent tutoring systems adapt to the learner&rsquo;s pace and style, recommending materials and exercises tailored to individual learning paths. This personalized approach not only enriches the educational experience but also effectively supports research skills development among students by providing customized feedback and resources.</p>
<h2>7. Enabling More Robust Peer Reviews</h2>
<p>The peer review process is critical in maintaining the quality of published research, but it can be subjective and inconsistent. AI tools provide objective assessments by checking for factual errors, data manipulation, or bias in manuscripts. By offering detailed analyses of metrics not typically targeted by human reviewers, AI ensures a more thorough and impartial review process, enhancing the credibility and reliability of academic publications.</p>
<h2>8. Archiving and Managing Research Data</h2>
<p>AI technologies have transformed how researchers archive and manage their data. Intelligent archiving systems allow for the efficient storage and retrieval of research data, enabling seamless organization and accessibility. AI's capability to tag, categorize, and track large datasets ensures that data can be easily located and reused, enhancing reproducibility and saving time in future projects.</p>
<p><img src="https://images.pexels.com/photos/8439176/pexels-photo-8439176.jpeg" alt="A robotic arm elegantly holds a wine glass, showcasing advanced technology in a studio setting." width="50%" height="auto"></p>
<h2>9. Securing Research Integrity</h2>
<p>AI ensures the integrity of research by detecting anomalies in data that may indicate errors or fraud. Through advanced analytics, AI can identify inconsistencies across datasets, ensuring that the final research output is accurate and reliable. By catching potential errors early, AI safeguards the trustworthiness of scientific research, which forms the basis for future innovation and policy-making.</p>
<h2>10. Accelerating Dissemination and Impact Measurement</h2>
<p>Finally, AI enhances the dissemination of research findings through advanced automated systems that handle everything from language translation to citation analysis. Once research is published, AI analytics provide insights into how academic work is being used and cited, helping researchers assess the impact and reach of their work. This rapid dissemination expands the audience and increases the likelihood of collaboration and feedback, further driving innovation.</p>
<p>As we delve deeper into the future of research, AI stands as a catalyst for transformative change in academic and scientific enterprises. At SciSummary, we are dedicated to harnessing these advancements to empower researchers and students by providing cutting-edge AI tools that streamline and enhance their workflows. To discover how we can assist you in your academic endeavors, <a href="https://scisummary.com">explore our services</a>.</p>]]></content:encoded>
            <dc:creator><![CDATA[Max B Heckel]]></dc:creator>
            <pubDate>Wed, 18 Dec 2024 19:53:09 +0000</pubDate>
            <category><![CDATA[AI in research]]></category>
            <category><![CDATA[benefits of AI for researchers]]></category>
            <category><![CDATA[AI tools for academic workflows]]></category>
            <category><![CDATA[artificial intelligence in education]]></category>
            <category><![CDATA[academic research tools]]></category>
            <category><![CDATA[literature review automation]]></category>
            <category><![CDATA[data analysis AI tools]]></category>
            <category><![CDATA[collaboration platforms for researchers]]></category>
            <category><![CDATA[experiment design with AI]]></category>
            <category><![CDATA[personalized learning with AI]]></category>
            <category><![CDATA[AI in peer review]]></category>
            <category><![CDATA[research data management]]></category>
            <category><![CDATA[AI for research integrity]]></category>
            <category><![CDATA[impact measurement with AI]]></category>
            <category><![CDATA[SciSummary research tools]]></category>
            <category><![CDATA[AI-powered academic tools]]></category>
            <category><![CDATA[automating research tasks]]></category>
            <category><![CDATA[AI for students and educators]]></category>
            <category><![CDATA[enhancing research workflows]]></category>
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