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	<title>Games &#8211; The Teaching Texan</title>
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		<title>2nd grade Winter Math Games that Will Save Your Sanity this winter</title>
		<link>https://theteachingtexan.com/2nd-grade-winter-math-games/</link>
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		<dc:creator><![CDATA[theteachingtexan]]></dc:creator>
		<pubDate>Thu, 27 Nov 2025 15:58:43 +0000</pubDate>
				<category><![CDATA[Math]]></category>
		<category><![CDATA[Games]]></category>
		<category><![CDATA[Math Centers]]></category>
		<category><![CDATA[Mathematics]]></category>
		<category><![CDATA[Winter]]></category>
		<category><![CDATA[2nd grade]]></category>
		<category><![CDATA[2nd grade winter centers]]></category>
		<category><![CDATA[winter math activities]]></category>
		<category><![CDATA[winter math games]]></category>
		<guid isPermaLink="false">https://theteachingtexan.com/?p=46708</guid>

					<description><![CDATA[If you’ve ever taught in December, you already know things start to feel different.The energy is high, schedules shift constantly, glitter mysteriously multiplies, and students are equal parts excited… and distracted. That’s exactly why winter math games are a lifesaver during this season. Instead of fighting the pre-break jitters or handing out another worksheet that...]]></description>
										<content:encoded><![CDATA[
<p class="wp-block-paragraph">If you’ve ever taught in December, you already know things start to feel <em>different.</em><br>The energy is high, schedules shift constantly, glitter mysteriously multiplies, and students are equal parts excited… and distracted.</p>



<p class="wp-block-paragraph">That’s exactly why winter math games are a lifesaver during this season.</p>



<p class="wp-block-paragraph">Instead of fighting the pre-break jitters or handing out another worksheet that gets shoved halfway into a desk, you give students hands-on winter math activities that feel like play — but still reinforce the skills they need.</p>



<p class="wp-block-paragraph">And the best part?</p>



<p class="wp-block-paragraph">You get engagement, independence, and meaningful practice… <strong>without extra prep or classroom chaos.</strong></p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h2 class="wp-block-heading">Why Winter Math Games Work So Well in 2nd Grade</h2>



<p class="wp-block-paragraph">Games turn repetition into something motivating — not frustrating.<br>Instead of completing problem after problem, students are rolling dice, spinning, matching, competing, building arrays, measuring, counting, and making decisions.</p>



<p class="wp-block-paragraph">Games give students:</p>



<ul class="wp-block-list">
<li>Movement</li>



<li>Challenge</li>



<li>Immediate feedback</li>



<li>Social interaction</li>



<li>Purpose</li>
</ul>



<p class="wp-block-paragraph">And when students <em>want</em> to participate, you get smoother math blocks, stronger skill retention, and more time for small groups — even during the busiest month of the year.</p>



<p class="wp-block-paragraph">That’s the magic of using winter math activities instead of worksheets in December.</p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h2 class="wp-block-heading">What Skills Do These Winter Math Activities Cover?</h2>



<p class="wp-block-paragraph">These <a href="https://www.teacherspayteachers.com/Product/2nd-Grade-Winter-Math-Games-and-December-Activities-Printable-Math-Games-4221144?utm_source=T3%20Blog&amp;utm_campaign=2nd%20Grade%20Winter%20Math%20Games%20Post" target="_blank" rel="noopener">winter math games for 2nd grade</a> are designed to help students practice the exact skills you&#8217;re teaching this time of year — in a way that feels meaningful and exciting. Each game targets a specific standard and builds fluency through play.</p>



<p class="wp-block-paragraph">Here’s what’s inside and how each skill is practiced:</p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h3 class="wp-block-heading"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/26c4.png" alt="⛄" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Telling Time (Hour, Half-Hour, and to the 5 Minutes)</h3>



<p class="wp-block-paragraph">This winter time-telling game gives students tons of exposure to analog clocks. Instead of reading isolated clocks, they interact with time through a fast-paced matching challenge.</p>



<figure class="wp-block-image size-large"><a href="https://www.teacherspayteachers.com/Product/2nd-Grade-Winter-Math-Games-and-December-Activities-Printable-Math-Games-4221144?utm_source=T3%20Blog&amp;utm_campaign=2nd%20Grade%20Winter%20Math%20Games%20Post" target="_blank" rel="noopener"><img fetchpriority="high" decoding="async" width="1024" height="512" src="https://theteachingtexan.com/wp-content/uploads/2025/11/2-7-1024x512.png" alt="Gingerbread Time winter math activity for 2nd grade where students read analog clocks and match times while playing a themed center game. Ideal for winter math games, Christmas math centers, and telling time fluency practice." class="wp-image-46713" srcset="https://theteachingtexan.com/wp-content/uploads/2025/11/2-7-1024x512.png 1024w, https://theteachingtexan.com/wp-content/uploads/2025/11/2-7-300x150.png 300w, https://theteachingtexan.com/wp-content/uploads/2025/11/2-7-768x384.png 768w, https://theteachingtexan.com/wp-content/uploads/2025/11/2-7-1536x768.png 1536w, https://theteachingtexan.com/wp-content/uploads/2025/11/2-7-2048x1024.png 2048w, https://theteachingtexan.com/wp-content/uploads/2025/11/2-7-75x38.png 75w, https://theteachingtexan.com/wp-content/uploads/2025/11/2-7-100x50.png 100w, https://theteachingtexan.com/wp-content/uploads/2025/11/2-7-125x63.png 125w, https://theteachingtexan.com/wp-content/uploads/2025/11/2-7-600x300.png 600w" sizes="(max-width: 1024px) 100vw, 1024px" /></a></figure>



<p class="wp-block-paragraph"><strong>How it’s practiced:</strong> Students read a clock, match it to the time, and work toward a four-in-a-row goal — building fluency naturally through gameplay.</p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h3 class="wp-block-heading"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f384.png" alt="🎄" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Counting Money + Making Change</h3>



<p class="wp-block-paragraph">Money can be tricky — but when students handle it repeatedly in a structured game, confidence grows fast.</p>



<figure class="wp-block-image size-large"><a href="https://www.teacherspayteachers.com/Product/2nd-Grade-Winter-Math-Games-and-December-Activities-Printable-Math-Games-4221144?utm_source=T3%20Blog&amp;utm_campaign=2nd%20Grade%20Winter%20Math%20Games%20Post" target="_blank" rel="noopener"><img decoding="async" width="1024" height="512" src="https://theteachingtexan.com/wp-content/uploads/2025/11/3-7-1024x512.png" alt="Hot Chocolate Change winter math game where 2nd graders count coins and determine change using real-world practice. A hands-on winter math activity perfect for partner work, independent centers, and Christmas math centers." class="wp-image-46714" srcset="https://theteachingtexan.com/wp-content/uploads/2025/11/3-7-1024x512.png 1024w, https://theteachingtexan.com/wp-content/uploads/2025/11/3-7-300x150.png 300w, https://theteachingtexan.com/wp-content/uploads/2025/11/3-7-768x384.png 768w, https://theteachingtexan.com/wp-content/uploads/2025/11/3-7-1536x768.png 1536w, https://theteachingtexan.com/wp-content/uploads/2025/11/3-7-2048x1024.png 2048w, https://theteachingtexan.com/wp-content/uploads/2025/11/3-7-75x38.png 75w, https://theteachingtexan.com/wp-content/uploads/2025/11/3-7-100x50.png 100w, https://theteachingtexan.com/wp-content/uploads/2025/11/3-7-125x63.png 125w, https://theteachingtexan.com/wp-content/uploads/2025/11/3-7-600x300.png 600w" sizes="(max-width: 1024px) 100vw, 1024px" /></a></figure>



<p class="wp-block-paragraph"><strong>How it’s practiced:</strong> Students roll, move, count coins shown on the board, and determine the total or change needed — applying authentic reasoning instead of memorizing totals.</p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h3 class="wp-block-heading"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/2615.png" alt="☕" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Arrays + Early Multiplication Concepts</h3>



<p class="wp-block-paragraph">Arrays make multiplication visual — and this game helps students build early multiplication thinking without formal algorithms.</p>



<figure class="wp-block-image size-large"><a href="https://www.teacherspayteachers.com/Product/2nd-Grade-Winter-Math-Games-and-December-Activities-Printable-Math-Games-4221144?utm_source=T3%20Blog&amp;utm_campaign=2nd%20Grade%20Winter%20Math%20Games%20Post" target="_blank" rel="noopener"><img decoding="async" width="1024" height="512" src="https://theteachingtexan.com/wp-content/uploads/2025/11/5-6-1024x512.png" alt="Arctic Arrays winter math activity where 2nd grade students build and match arrays to develop foundational multiplication understanding. A hands-on winter math game ideal for literacy centers, partner practice, and skill review." class="wp-image-46716" srcset="https://theteachingtexan.com/wp-content/uploads/2025/11/5-6-1024x512.png 1024w, https://theteachingtexan.com/wp-content/uploads/2025/11/5-6-300x150.png 300w, https://theteachingtexan.com/wp-content/uploads/2025/11/5-6-768x384.png 768w, https://theteachingtexan.com/wp-content/uploads/2025/11/5-6-1536x768.png 1536w, https://theteachingtexan.com/wp-content/uploads/2025/11/5-6-2048x1024.png 2048w, https://theteachingtexan.com/wp-content/uploads/2025/11/5-6-75x38.png 75w, https://theteachingtexan.com/wp-content/uploads/2025/11/5-6-100x50.png 100w, https://theteachingtexan.com/wp-content/uploads/2025/11/5-6-125x63.png 125w, https://theteachingtexan.com/wp-content/uploads/2025/11/5-6-600x300.png 600w" sizes="(max-width: 1024px) 100vw, 1024px" /></a></figure>



<p class="wp-block-paragraph"><strong>How it’s practiced:</strong> Students roll dice to create an array and then search the board for a matching representation — helping them connect repeated addition, multiplication, and visual modeling.</p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h3 class="wp-block-heading"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/2744.png" alt="❄" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Measurement to the Nearest Inch</h3>



<p class="wp-block-paragraph">Students spin, measure, and race their way across a winter-themed game board. The constant repetition of measuring and comparing lengths helps reinforce accuracy and understanding.</p>



<figure class="wp-block-image size-large"><a href="https://www.teacherspayteachers.com/Product/2nd-Grade-Winter-Math-Games-and-December-Activities-Printable-Math-Games-4221144?utm_source=T3%20Blog&amp;utm_campaign=2nd%20Grade%20Winter%20Math%20Games%20Post" target="_blank" rel="noopener"><img loading="lazy" decoding="async" width="1024" height="512" src="https://theteachingtexan.com/wp-content/uploads/2025/11/1-8-1024x512.png" alt="Yuletide Yard measurement game included in winter math games for 2nd grade where students practice measuring to the nearest inch through gameplay. A hands-on winter math activity perfect for Christmas math centers and independent learning." class="wp-image-46712" srcset="https://theteachingtexan.com/wp-content/uploads/2025/11/1-8-1024x512.png 1024w, https://theteachingtexan.com/wp-content/uploads/2025/11/1-8-300x150.png 300w, https://theteachingtexan.com/wp-content/uploads/2025/11/1-8-768x384.png 768w, https://theteachingtexan.com/wp-content/uploads/2025/11/1-8-1536x768.png 1536w, https://theteachingtexan.com/wp-content/uploads/2025/11/1-8-2048x1024.png 2048w, https://theteachingtexan.com/wp-content/uploads/2025/11/1-8-75x38.png 75w, https://theteachingtexan.com/wp-content/uploads/2025/11/1-8-100x50.png 100w, https://theteachingtexan.com/wp-content/uploads/2025/11/1-8-125x63.png 125w, https://theteachingtexan.com/wp-content/uploads/2025/11/1-8-600x300.png 600w" sizes="(max-width: 1024px) 100vw, 1024px" /></a></figure>



<p class="wp-block-paragraph"><strong>How it’s practiced:</strong> Students measure with a ruler, record the distance, and move that many spaces — turning measurement into a movement-based challenge.</p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h3 class="wp-block-heading"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f9e4.png" alt="🧤" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Mental Addition</h3>



<p class="wp-block-paragraph">Mental math gets stronger when students are repeatedly working through number relationships — and a game format keeps that repetition exciting.</p>



<figure class="wp-block-image size-large"><a href="https://www.teacherspayteachers.com/Product/2nd-Grade-Winter-Math-Games-and-December-Activities-Printable-Math-Games-4221144?utm_source=T3%20Blog&amp;utm_campaign=2nd%20Grade%20Winter%20Math%20Games%20Post" target="_blank" rel="noopener"><img loading="lazy" decoding="async" width="1024" height="512" src="https://theteachingtexan.com/wp-content/uploads/2025/11/4-6-1024x512.png" alt="Function Machine Freeze winter math game for 2nd grade that builds mental addition fluency using input-output rule practice. Perfect for winter math activities and Christmas math centers." class="wp-image-46715" srcset="https://theteachingtexan.com/wp-content/uploads/2025/11/4-6-1024x512.png 1024w, https://theteachingtexan.com/wp-content/uploads/2025/11/4-6-300x150.png 300w, https://theteachingtexan.com/wp-content/uploads/2025/11/4-6-768x384.png 768w, https://theteachingtexan.com/wp-content/uploads/2025/11/4-6-1536x768.png 1536w, https://theteachingtexan.com/wp-content/uploads/2025/11/4-6-2048x1024.png 2048w, https://theteachingtexan.com/wp-content/uploads/2025/11/4-6-75x38.png 75w, https://theteachingtexan.com/wp-content/uploads/2025/11/4-6-100x50.png 100w, https://theteachingtexan.com/wp-content/uploads/2025/11/4-6-125x63.png 125w, https://theteachingtexan.com/wp-content/uploads/2025/11/4-6-600x300.png 600w" sizes="(max-width: 1024px) 100vw, 1024px" /></a></figure>



<p class="wp-block-paragraph"><strong>How it’s practiced:</strong> Students solve addition problems mentally and move their game piece based on the answer — reinforcing strategies like making tens, using doubles, or decomposing numbers.</p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h2 class="wp-block-heading">How to Introduce These Winter Math Games</h2>



<p class="wp-block-paragraph">There’s one simple trick that makes these activities run smoothly (and independently):</p>



<p class="wp-block-paragraph"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f449.png" alt="👉" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Teach one game whole group under the document camera before putting it into centers.</p>



<p class="wp-block-paragraph">This gives students a low-risk chance to learn the rules, model expectations, and — their favorite part — <strong>try to beat the teacher.</strong></p>



<p class="wp-block-paragraph">Once they know how to play, these centers practically run themselves.</p>



<p class="wp-block-paragraph">Perfect for:</p>



<ul class="wp-block-list">
<li>Math centers</li>



<li>Early finisher choices</li>



<li>Sub plans</li>



<li>Morning tubs</li>



<li>Partner games</li>



<li>Intervention groups</li>
</ul>



<p class="wp-block-paragraph">…and anytime you need something aligned, meaningful, and engaging.</p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h2 class="wp-block-heading">Why Teachers Love These Winter Math Games</h2>



<p class="wp-block-paragraph">These <strong><a href="https://www.teacherspayteachers.com/Product/2nd-Grade-Winter-Math-Games-and-December-Activities-Printable-Math-Games-4221144?utm_source=T3%20Blog&amp;utm_campaign=2nd%20Grade%20Winter%20Math%20Games%20Post" target="_blank" rel="noopener">winter math activities for 2nd grade</a></strong> are intentionally low-prep and high-impact. You can print, introduce once, and use for the rest of the month.</p>



<p class="wp-block-paragraph">Teachers call them:</p>



<ul class="wp-block-list">
<li>“A December sanity saver”</li>



<li>“The most engaging way to review skills”</li>



<li>“A math center that actually works independently”</li>



<li>“A resource students <em>ask</em> if they can play”</li>
</ul>



<p class="wp-block-paragraph">And honestly — that’s exactly what you need during December.</p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h2 class="wp-block-heading">Ready for Low-Stress, High-Engagement December Math?</h2>



<p class="wp-block-paragraph">If you&#8217;re looking for <strong>winter math games for 2nd grade</strong> that make learning fun while still targeting meaningful standards — this set will be your new favorite.</p>



<p class="wp-block-paragraph">Students get hands-on practice.<br>You get calm, independent centers.<br>Everyone wins.</p>



<figure class="wp-block-image size-large"><a href="https://www.teacherspayteachers.com/Product/2nd-Grade-Winter-Math-Games-and-December-Activities-Printable-Math-Games-4221144?utm_source=T3%20Blog&amp;utm_campaign=2nd%20Grade%20Winter%20Math%20Games%20Post" target="_blank" rel="noopener"><img loading="lazy" decoding="async" width="1024" height="512" src="https://theteachingtexan.com/wp-content/uploads/2025/11/6-6-1024x512.png" alt="Preview image of Winter Math Games and Activities for 2nd Grade featuring measurement, time, money, arrays, and mental math practice. Supports winter math activities, Christmas math centers, and hands-on skill practice." class="wp-image-46717" srcset="https://theteachingtexan.com/wp-content/uploads/2025/11/6-6-1024x512.png 1024w, https://theteachingtexan.com/wp-content/uploads/2025/11/6-6-300x150.png 300w, https://theteachingtexan.com/wp-content/uploads/2025/11/6-6-768x384.png 768w, https://theteachingtexan.com/wp-content/uploads/2025/11/6-6-1536x768.png 1536w, https://theteachingtexan.com/wp-content/uploads/2025/11/6-6-2048x1024.png 2048w, https://theteachingtexan.com/wp-content/uploads/2025/11/6-6-75x38.png 75w, https://theteachingtexan.com/wp-content/uploads/2025/11/6-6-100x50.png 100w, https://theteachingtexan.com/wp-content/uploads/2025/11/6-6-125x63.png 125w, https://theteachingtexan.com/wp-content/uploads/2025/11/6-6-600x300.png 600w" sizes="(max-width: 1024px) 100vw, 1024px" /></a></figure>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<p class="wp-block-paragraph"><a href="https://www.teacherspayteachers.com/Product/2nd-Grade-Winter-Math-Games-and-December-Activities-Printable-Math-Games-4221144?utm_source=T3%20Blog&amp;utm_campaign=2nd%20Grade%20Winter%20Math%20Games%20Post" target="_blank" rel="noopener"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f449.png" alt="👉" class="wp-smiley" style="height: 1em; max-height: 1em;" /> <strong>Click here to take a closer look and grab the full Winter Math Games set.</strong></a></p>
]]></content:encoded>
					
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		<item>
		<title>3 Amazing Center Activities That Are Easy and Cheap</title>
		<link>https://theteachingtexan.com/3-amazing-center-activities-that-are-easy-and-cheap/</link>
					<comments>https://theteachingtexan.com/3-amazing-center-activities-that-are-easy-and-cheap/#comments</comments>
		
		<dc:creator><![CDATA[theteachingtexan]]></dc:creator>
		<pubDate>Thu, 16 Feb 2017 23:13:24 +0000</pubDate>
				<category><![CDATA[Games]]></category>
		<category><![CDATA[Hands On]]></category>
		<category><![CDATA[Literacy]]></category>
		<category><![CDATA[Literacy Centers]]></category>
		<category><![CDATA[Math]]></category>
		<category><![CDATA[Math Centers]]></category>
		<guid isPermaLink="false">https://theteachingtexan.com/?p=1880</guid>

					<description><![CDATA[If you&#8217;re anything like me, you are always looking for new ways to revitalize your centers or new ideas to try during Daily 5, Readers Workshop, Guided Math, etc.  In the spirit of trying new things, today I&#8217;d love to share 3 center ideas that you can make.  And hey, it doesn&#8217;t hurt if they&#8217;re...]]></description>
										<content:encoded><![CDATA[<p>If you&#8217;re anything like me, you are always looking for new ways to revitalize your centers or new ideas to try during Daily 5, Readers Workshop, Guided Math, etc.  In the spirit of trying new things, today I&#8217;d love to share 3 center ideas that you can make.  <em>And hey, it doesn&#8217;t hurt if they&#8217;re easy and cheap, right?  </em>To make it even better I&#8217;ve teamed up with 3 of my favorite blogger buds to bring you even MORE Dollar Tree center ideas!</p>
<p><img loading="lazy" decoding="async" src="https://theteachingtexan.com/wp-content/uploads/2017/02/Reading_Math_Centers_Made_Easy_The_Teaching_Texan_Facebook.png" alt="3 Amazing Center Activities That Are Easy and Cheap" class="aligncenter wp-image-1894 size-full" height="628" width="1200" srcset="https://theteachingtexan.com/wp-content/uploads/2017/02/Reading_Math_Centers_Made_Easy_The_Teaching_Texan_Facebook.png 1200w, https://theteachingtexan.com/wp-content/uploads/2017/02/Reading_Math_Centers_Made_Easy_The_Teaching_Texan_Facebook-600x314.png 600w, https://theteachingtexan.com/wp-content/uploads/2017/02/Reading_Math_Centers_Made_Easy_The_Teaching_Texan_Facebook-300x157.png 300w, https://theteachingtexan.com/wp-content/uploads/2017/02/Reading_Math_Centers_Made_Easy_The_Teaching_Texan_Facebook-768x402.png 768w, https://theteachingtexan.com/wp-content/uploads/2017/02/Reading_Math_Centers_Made_Easy_The_Teaching_Texan_Facebook-1024x536.png 1024w" sizes="(max-width: 1200px) 100vw, 1200px" /></p>
<p>The ideas I&#8217;m sharing today were all created with resources purchased at Dollar Tree which means they all ring in at a whopping $1.00 to $2.00 to create!</p>
<h2>Number Recognition Puzzle</h2>
<p>The first center I&#8217;d love to share is one that I&#8217;ve seen floating around on Pinterest.  Using a puzzle from the Dollar Tree, students can practice counting and number recognition skills!</p>
<p><img loading="lazy" decoding="async" src="https://theteachingtexan.com/wp-content/uploads/2017/02/Slide1.png" alt="3 Amazing Center Activities That Are Easy and Cheap" class="aligncenter wp-image-1882 size-full" height="1606" width="2249" nopin="nopin" srcset="https://theteachingtexan.com/wp-content/uploads/2017/02/Slide1.png 2249w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide1-600x428.png 600w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide1-300x214.png 300w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide1-768x548.png 768w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide1-1024x731.png 1024w" sizes="(max-width: 2249px) 100vw, 2249px" /></p>
<p>When planning this center, be sure you set out time to actually construct the puzzle yourself so that you can write the numbers on the correct corresponding pieces.</p>
<p><img loading="lazy" decoding="async" src="https://theteachingtexan.com/wp-content/uploads/2017/02/Slide2.png" alt="3 Amazing Center Activities That Are Easy and Cheap" class="aligncenter wp-image-1883 size-full" height="1606" width="2249" nopin="nopin" srcset="https://theteachingtexan.com/wp-content/uploads/2017/02/Slide2.png 2249w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide2-600x428.png 600w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide2-300x214.png 300w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide2-768x548.png 768w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide2-1024x731.png 1024w" sizes="(max-width: 2249px) 100vw, 2249px" /></p>
<p>Once the puzzle is put together, I flipped the pieces over a row at a time to write the numbers on the back of the pieces.  I chose to write the 5s all in red since skip counting by 5s is a big skill in our Kindergarten curriculum.  It would be so easy to differentiate this center for skip counting, numbers 101-200, etc.</p>
<p><img loading="lazy" decoding="async" src="https://theteachingtexan.com/wp-content/uploads/2017/02/Slide3.png" alt="3 Amazing Center Activities That Are Easy and Cheap" class="aligncenter wp-image-1884 size-full" height="1606" width="2249" nopin="nopin" srcset="https://theteachingtexan.com/wp-content/uploads/2017/02/Slide3.png 2249w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide3-600x428.png 600w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide3-300x214.png 300w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide3-768x548.png 768w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide3-1024x731.png 1024w" sizes="(max-width: 2249px) 100vw, 2249px" /></p>
<h2>Math and Literacy Games with Ice Trays</h2>
<p>The next center I&#8217;d love to share with you is inspired by one of my coworkers, Hannah!  She uses simple ice trays that you can purchase at Dollar Tree (2 for $1 people!!) to create math and literacy games.</p>
<p><img loading="lazy" decoding="async" src="https://theteachingtexan.com/wp-content/uploads/2017/02/Slide6.png" alt="3 Amazing Center Activities That Are Easy and Cheap" class="aligncenter wp-image-1885 size-full" height="1606" width="2249" nopin="nopin" srcset="https://theteachingtexan.com/wp-content/uploads/2017/02/Slide6.png 2249w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide6-600x428.png 600w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide6-300x214.png 300w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide6-768x548.png 768w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide6-1024x731.png 1024w" sizes="(max-width: 2249px) 100vw, 2249px" /></p>
<p>Using a Sharpie I wrote in sight words on one tray and addition equations on another.</p>
<p><img loading="lazy" decoding="async" src="https://theteachingtexan.com/wp-content/uploads/2017/02/Slide7.png" alt="3 Amazing Center Activities That Are Easy and Cheap" class="aligncenter wp-image-1886 size-full" height="1606" width="2249" srcset="https://theteachingtexan.com/wp-content/uploads/2017/02/Slide7.png 2249w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide7-600x428.png 600w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide7-300x214.png 300w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide7-768x548.png 768w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide7-1024x731.png 1024w" sizes="(max-width: 2249px) 100vw, 2249px" /></p>
<p>The kiddos can play in partners/teams and stand 2-3 feet away and toss in pom poms, beads, or small erasers.  If they make any into a spot on the tray, the student read the word or solves the addition problem.  Easy to set up and the kids LOVE it!  You could make multiple versions of this game with letters, numbers, cvc words and more!</p>
<p><img loading="lazy" decoding="async" src="https://theteachingtexan.com/wp-content/uploads/2017/02/Slide8.png" alt="3 Amazing Center Activities That Are Easy and Cheap" class="aligncenter wp-image-1887 size-full" height="1606" width="2249" nopin="nopin" srcset="https://theteachingtexan.com/wp-content/uploads/2017/02/Slide8.png 2249w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide8-600x428.png 600w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide8-300x214.png 300w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide8-768x548.png 768w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide8-1024x731.png 1024w" sizes="(max-width: 2249px) 100vw, 2249px" /></p>
<h2>CVC Word Building Center</h2>
<p>The last center I&#8217;d love to share with you today is a CVC word building center using a lunch tray and letter beads from Dollar Tree!</p>
<p><img loading="lazy" decoding="async" src="https://theteachingtexan.com/wp-content/uploads/2017/02/Slide4.png" alt="3 Amazing Center Activities That Are Easy and Cheap" class="aligncenter wp-image-1889 size-full" height="1606" width="2249" nopin="nopin" srcset="https://theteachingtexan.com/wp-content/uploads/2017/02/Slide4.png 2249w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide4-600x428.png 600w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide4-300x214.png 300w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide4-768x548.png 768w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide4-1024x731.png 1024w" sizes="(max-width: 2249px) 100vw, 2249px" /></p>
<p>I love that there is a large space for the letter beads and then three other compartments to spell out the CVC words and practice segmenting and blending.  I created some simple CVC picture cards that fit perfectly into the compartment next to the beads.  Add in some plastic tweezers for some added fine motor development!</p>
<p><img loading="lazy" decoding="async" src="https://theteachingtexan.com/wp-content/uploads/2017/02/Slide5.png" alt="3 Amazing Center Activities That Are Easy and Cheap" class="aligncenter wp-image-1890 size-full" height="1606" width="2249" nopin="nopin" srcset="https://theteachingtexan.com/wp-content/uploads/2017/02/Slide5.png 2249w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide5-600x428.png 600w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide5-300x214.png 300w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide5-768x548.png 768w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide5-1024x731.png 1024w" sizes="(max-width: 2249px) 100vw, 2249px" /></p>
<p>Want the CVC picture cards?  I&#8217;ve uploaded a file with differentiated cards and recording sheets as a FREEBIE for you!  Simply click the image the below to grab your free copy!</p>
<p><a href="http://www.teacherspayteachers.com/Product/CVC-Word-Building-Cards-FREEBIE-3018618" target="_blank" rel="noopener"><img loading="lazy" decoding="async" src="https://theteachingtexan.com/wp-content/uploads/2017/02/Slide1-1.png" class="aligncenter wp-image-1892" height="251" width="251" nopin="nopin" srcset="https://theteachingtexan.com/wp-content/uploads/2017/02/Slide1-1.png 2249w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide1-1-300x300.png 300w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide1-1-100x100.png 100w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide1-1-600x600.png 600w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide1-1-150x150.png 150w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide1-1-768x768.png 768w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide1-1-1024x1024.png 1024w, https://theteachingtexan.com/wp-content/uploads/2017/02/Slide1-1-205x205.png 205w" sizes="(max-width: 251px) 100vw, 251px" /></a></p>
<p style="text-align: left;">Looking for even more Dollar Tree inspired centers?  Visit my friends by clicking the images below!</p>
<p style="text-align: center;"><a href="http://thekindergartensmorgasboard.com/2017/02/dollar-tree-centers.html" target="_blank" rel="noopener">The Kindergarten Smorgasboard</a></p>
<p style="text-align: left;"><a href="http://thekindergartensmorgasboard.com/2017/02/dollar-tree-centers.html" target="_blank" rel="noopener"><img loading="lazy" decoding="async" src="https://theteachingtexan.com/wp-content/uploads/2017/02/facebook-square-image.001-300x300.png" class="aligncenter wp-image-1899 size-medium" height="300" width="300" srcset="https://theteachingtexan.com/wp-content/uploads/2017/02/facebook-square-image.001-300x300.png 300w, https://theteachingtexan.com/wp-content/uploads/2017/02/facebook-square-image.001-100x100.png 100w, https://theteachingtexan.com/wp-content/uploads/2017/02/facebook-square-image.001-150x150.png 150w, https://theteachingtexan.com/wp-content/uploads/2017/02/facebook-square-image.001.png 500w, https://theteachingtexan.com/wp-content/uploads/2017/02/facebook-square-image.001-205x205.png 205w" sizes="(max-width: 300px) 100vw, 300px" /></a></p>
<p style="text-align: center;"><a href="http://kindergartenchaos.com/4162-2/" target="_blank" rel="noopener">Kindergarten Chaos</a></p>
<p style="text-align: center;"><a href="http://malekindergartenteacher.com/2017/02/creating-simple-centers-from-the-dollar-tree.html" target="_blank" rel="noopener">Male Kindergarten Teacher</a></p>
<p style="text-align: center;"><img loading="lazy" decoding="async" src="https://theteachingtexan.com/wp-content/uploads/2017/02/MaleKindergartenTeacher-300x300.png" alt="" class="aligncenter size-medium wp-image-1907" height="300" width="300" srcset="https://theteachingtexan.com/wp-content/uploads/2017/02/MaleKindergartenTeacher-300x300.png 300w, https://theteachingtexan.com/wp-content/uploads/2017/02/MaleKindergartenTeacher-100x100.png 100w, https://theteachingtexan.com/wp-content/uploads/2017/02/MaleKindergartenTeacher-600x600.png 600w, https://theteachingtexan.com/wp-content/uploads/2017/02/MaleKindergartenTeacher-150x150.png 150w, https://theteachingtexan.com/wp-content/uploads/2017/02/MaleKindergartenTeacher-768x768.png 768w, https://theteachingtexan.com/wp-content/uploads/2017/02/MaleKindergartenTeacher-205x205.png 205w, https://theteachingtexan.com/wp-content/uploads/2017/02/MaleKindergartenTeacher.png 800w" sizes="(max-width: 300px) 100vw, 300px" /></p>
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		<title>Winter Math Games for Kindergarten &#8211; Make Learning Stick (Without Worksheets!)</title>
		<link>https://theteachingtexan.com/winter-math-games-for-kindergarten/</link>
					<comments>https://theteachingtexan.com/winter-math-games-for-kindergarten/#respond</comments>
		
		<dc:creator><![CDATA[theteachingtexan]]></dc:creator>
		<pubDate>Wed, 23 Nov 2016 18:24:00 +0000</pubDate>
				<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[Christmas]]></category>
		<category><![CDATA[Games]]></category>
		<category><![CDATA[Holiday]]></category>
		<category><![CDATA[Kindergarten]]></category>
		<category><![CDATA[Math]]></category>
		<category><![CDATA[Winter]]></category>
		<category><![CDATA[Math Centers]]></category>
		<guid isPermaLink="false">https://theteachingtexan.com/2016/11/23/winter-math-games-for-kindergarten/</guid>

					<description><![CDATA[If there’s one thing every kindergarten teacher knows… December learning hits different. Between holiday excitement, schedule changes, themed dress-up days, and the countdown to winter break, attention spans become short — and the need for movement and engagement becomes very real. This is where winter math games become your December superpower. Instead of handing out...]]></description>
										<content:encoded><![CDATA[
<p class="wp-block-paragraph">If there’s one thing every kindergarten teacher knows… December learning hits <em>different.</em></p>



<p class="wp-block-paragraph">Between holiday excitement, schedule changes, themed dress-up days, and the countdown to winter break, attention spans become short — and the need for movement and engagement becomes <strong>very</strong> real.</p>



<p class="wp-block-paragraph">This is where <strong>winter math games</strong> become your December superpower.</p>



<p class="wp-block-paragraph">Instead of handing out one more worksheet or trying to keep students engaged at the carpet for long stretches, you give them <strong>hands-on winter math activities</strong> that feel like play — but actually reinforce the exact standards you’re teaching.</p>



<p class="wp-block-paragraph">And the best part?<br>Students stay engaged.<br>They stay independent.<br>They stay <em>excited to learn.</em></p>



<p class="wp-block-paragraph">That’s when math starts to click — and confidence grows.</p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h2 class="wp-block-heading">Why Winter Math Centers Are a Game Changer</h2>



<p class="wp-block-paragraph">Games make repetition meaningful.<br>Games increase engagement.<br>Games unlock independence.</p>



<p class="wp-block-paragraph">Kindergarteners need movement, hands-on practice, and time to explore concepts — not just watch them modeled. <strong><a href="https://www.teacherspayteachers.com/Product/Winter-Math-Games-Math-Center-Activities-Kindergarten-December-Print-Play-2890878?utm_source=T3%20Blog&amp;utm_campaign=Kindergarten%20Winter%20Math%20Games%20Post" target="_blank" rel="noopener">Winter math centers</a></strong> give them a way to practice skills again and again, but in a format that stays fresh.</p>



<p class="wp-block-paragraph">Instead of:</p>



<p class="wp-block-paragraph">✘ rushing to finish worksheets<br>✘ practicing skills once and moving on<br>✘ repeating the same task in the same format</p>



<p class="wp-block-paragraph">…students experience math in a way that feels <strong>fun, purposeful, and connected.</strong></p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h2 class="wp-block-heading">What Skills Do These Winter Math Activities Cover?</h2>



<p class="wp-block-paragraph">These themed winter math games are designed to reinforce foundational kindergarten standards — and each one is intentionally aligned to CCSS and TEKS. Students practice big skills they’ll use all year:</p>



<ul class="wp-block-list">
<li>Counting</li>



<li>One-to-one correspondence</li>



<li>Subitizing</li>



<li>Addition &amp; subtraction</li>



<li>Comparing numbers</li>



<li>Composing &amp; decomposing 10</li>



<li>2D shape recognition</li>



<li>Skip counting by 10s</li>
</ul>



<p class="wp-block-paragraph">And the best part? Each skill is practiced through <strong>play.</strong></p>



<p class="wp-block-paragraph">Here’s how the games work:</p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h3 class="wp-block-heading"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/2744.png" alt="❄" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Frosty Numbers (Subitizing)</h3>



<p class="wp-block-paragraph">Students use a spinner with ten-frames and try to get four in a row on the game board. They practice subitizing, number recognition, and counting — without needing worksheets or flash cards.</p>


<div class="wp-block-image">
<figure class="aligncenter size-full"><a href="https://www.teacherspayteachers.com/Product/Winter-Math-Games-Math-Center-Activities-Kindergarten-December-Print-Play-2890878?utm_source=T3%20Blog&amp;utm_campaign=Kindergarten%20Winter%20Math%20Games%20Post" target="_blank" rel="noopener"><img loading="lazy" decoding="async" width="400" height="286" src="https://theteachingtexan.com/wp-content/uploads/2016/11/Slide05.png" alt="Frosty Numbers winter math game for kindergarten where students practice subitizing using ten frames on a themed board. A hands-on winter math center activity perfect for December classroom learning." class="wp-image-221" srcset="https://theteachingtexan.com/wp-content/uploads/2016/11/Slide05.png 400w, https://theteachingtexan.com/wp-content/uploads/2016/11/Slide05-300x215.png 300w" sizes="(max-width: 400px) 100vw, 400px" /></a></figure>
</div>


<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h3 class="wp-block-heading"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f427.png" alt="🐧" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Penguin Cove (Composing &amp; Decomposing Numbers)</h3>



<p class="wp-block-paragraph">One student hides part of a set under a cup while the other student discovers the missing part and records the equation. It’s hands-on algebra foundations in the most kid-friendly format imaginable.</p>


<div class="wp-block-image">
<figure class="aligncenter size-full"><a href="https://www.teacherspayteachers.com/Product/Winter-Math-Games-Math-Center-Activities-Kindergarten-December-Print-Play-2890878?utm_source=T3%20Blog&amp;utm_campaign=Kindergarten%20Winter%20Math%20Games%20Post" target="_blank" rel="noopener"><img loading="lazy" decoding="async" width="400" height="286" src="https://theteachingtexan.com/wp-content/uploads/2016/11/Slide06.png" alt="Penguin Cove kindergarten winter math activity where students compose and decompose numbers by identifying missing parts in a playful game format. Ideal for winter math centers and partner practice." class="wp-image-222" srcset="https://theteachingtexan.com/wp-content/uploads/2016/11/Slide06.png 400w, https://theteachingtexan.com/wp-content/uploads/2016/11/Slide06-300x215.png 300w" sizes="(max-width: 400px) 100vw, 400px" /></a></figure>
</div>


<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h3 class="wp-block-heading"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f384.png" alt="🎄" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Disappearing Evergreens (Addition/Subtraction)</h3>



<p class="wp-block-paragraph">Students use a spinner to add or subtract evergreen trees until one player lands on <strong>exactly zero</strong> — making addition and subtraction meaningful, visual, and FUN.</p>


<div class="wp-block-image">
<figure class="aligncenter size-full"><a href="https://www.teacherspayteachers.com/Product/Winter-Math-Games-Math-Center-Activities-Kindergarten-December-Print-Play-2890878?utm_source=T3%20Blog&amp;utm_campaign=Kindergarten%20Winter%20Math%20Games%20Post" target="_blank" rel="noopener"><img loading="lazy" decoding="async" width="400" height="286" src="https://theteachingtexan.com/wp-content/uploads/2016/11/Slide08.png" alt="Disappearing Evergreens winter math game focusing on addition and subtraction fluency for kindergarten. Students spin, count, and remove trees to reach zero in this hands-on winter math activity." class="wp-image-223" srcset="https://theteachingtexan.com/wp-content/uploads/2016/11/Slide08.png 400w, https://theteachingtexan.com/wp-content/uploads/2016/11/Slide08-300x215.png 300w" sizes="(max-width: 400px) 100vw, 400px" /></a></figure>
</div>


<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h3 class="wp-block-heading"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4b0.png" alt="💰" class="wp-smiley" style="height: 1em; max-height: 1em;" /> “Cents”ational Decorations (Money Recognition)</h3>



<p class="wp-block-paragraph">Students identify and cover matching coins — using either printed pieces or real coins. Even if money isn’t fully taught in your pacing guide, this gives students exposure and readiness for later grades.</p>


<div class="wp-block-image">
<figure class="aligncenter size-full"><a href="https://www.teacherspayteachers.com/Product/Winter-Math-Games-Math-Center-Activities-Kindergarten-December-Print-Play-2890878?utm_source=T3%20Blog&amp;utm_campaign=Kindergarten%20Winter%20Math%20Games%20Post" target="_blank" rel="noopener"><img loading="lazy" decoding="async" width="400" height="286" src="https://theteachingtexan.com/wp-content/uploads/2016/11/Slide09.png" alt="Cents-ational Decorations winter math activity for kindergarten where students identify and match coins using a Christmas-themed game board. Great for winter math centers and early money awareness." class="wp-image-225" srcset="https://theteachingtexan.com/wp-content/uploads/2016/11/Slide09.png 400w, https://theteachingtexan.com/wp-content/uploads/2016/11/Slide09-300x215.png 300w" sizes="(max-width: 400px) 100vw, 400px" /></a></figure>
</div>


<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h3 class="wp-block-heading"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f9e9.png" alt="🧩" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Winter Shape-doku (2D Shapes + Logic)</h3>



<p class="wp-block-paragraph">This sudoku-style puzzle uses pattern blocks or printed shapes so students learn shape identification <em>and</em> critical thinking.</p>


<div class="wp-block-image">
<figure class="aligncenter size-full"><a href="https://www.teacherspayteachers.com/Product/Winter-Math-Games-Math-Center-Activities-Kindergarten-December-Print-Play-2890878?utm_source=T3%20Blog&amp;utm_campaign=Kindergarten%20Winter%20Math%20Games%20Post" target="_blank" rel="noopener"><img loading="lazy" decoding="async" width="400" height="286" src="https://theteachingtexan.com/wp-content/uploads/2016/11/Slide07.png" alt="Winter Shape-doku kindergarten winter math game where students complete a sudoku-style puzzle using 2D shapes. A hands-on winter math activity supporting shape recognition and problem-solving." class="wp-image-224" srcset="https://theteachingtexan.com/wp-content/uploads/2016/11/Slide07.png 400w, https://theteachingtexan.com/wp-content/uploads/2016/11/Slide07-300x215.png 300w" sizes="(max-width: 400px) 100vw, 400px" /></a></figure>
</div>


<hr class="wp-block-separator has-alpha-channel-opacity"/>


<div  class="wp-block-ultimate-post-heading ultp-block-"><div class="ultp-block-wrapper"><div class="ultp-heading-wrap ultp-heading-style9 ultp-heading-left"><h2 class="ultp-heading-inner"><span><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f9e0.png" alt="🧠" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Holiday Domino War (Subitizing + Comparing Numbers)</span></h2></div></div></div>


<p class="wp-block-paragraph">Students draw a domino, add the quantities, and compare their total to their partner’s, just like the classic game “War.” It’s a fast-paced way to build subitizing skills, number sense, and understanding of greater and less than through play.</p>


<div class="wp-block-image">
<figure class="aligncenter size-full"><a href="https://www.teacherspayteachers.com/Product/Winter-Math-Games-Math-Center-Activities-Kindergarten-December-Print-Play-2890878?utm_source=T3%20Blog&amp;utm_campaign=Kindergarten%20Winter%20Math%20Games%20Post" target="_blank" rel="noopener"><img loading="lazy" decoding="async" width="400" height="286" src="https://theteachingtexan.com/wp-content/uploads/2016/11/Slide10.png" alt="Holiday Domino War kindergarten winter math center where students add dots on dominoes and compare numbers to determine the greater value. A fun winter math game for developing number sense." class="wp-image-226" srcset="https://theteachingtexan.com/wp-content/uploads/2016/11/Slide10.png 400w, https://theteachingtexan.com/wp-content/uploads/2016/11/Slide10-300x215.png 300w" sizes="(max-width: 400px) 100vw, 400px" /></a></figure>
</div>


<p class="wp-block-paragraph">Every game builds math fluency while developing problem-solving, strategy, and flexible thinking — skills that stretch far beyond December.</p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h2 class="wp-block-heading">How to Introduce and Use These Winter Math Games</h2>



<p class="wp-block-paragraph">You only need one strategy to make winter math centers run smoothly:</p>



<p class="wp-block-paragraph"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f449.png" alt="👉" class="wp-smiley" style="height: 1em; max-height: 1em;" /> <strong>Teach one game whole-group before placing it in centers.</strong></p>



<p class="wp-block-paragraph">A quick model with the class watching (or even competing against you!) gives structure so students know:</p>



<ul class="wp-block-list">
<li>how to play</li>



<li>how to take turns</li>



<li>how to clean up</li>



<li>how to work independently or with a partner</li>
</ul>



<p class="wp-block-paragraph">Once they’ve learned the structure, the magic happens:</p>



<p class="wp-block-paragraph"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/2728.png" alt="✨" class="wp-smiley" style="height: 1em; max-height: 1em;" /> They actually know what to do.<br><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/2728.png" alt="✨" class="wp-smiley" style="height: 1em; max-height: 1em;" /> They stay engaged longer.<br><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/2728.png" alt="✨" class="wp-smiley" style="height: 1em; max-height: 1em;" /> They interrupt less.</p>



<p class="wp-block-paragraph">That means <em>you</em> finally get space to teach small groups with fewer distractions.</p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h2 class="wp-block-heading">When Can You Use These Winter Math Activities?</h2>



<p class="wp-block-paragraph">These centers work beautifully for:</p>



<ul class="wp-block-list">
<li>Guided math stations</li>



<li>Morning tubs</li>



<li>Early finisher bins</li>



<li>Intervention groups</li>



<li>Partner practice</li>



<li>Sub tubs</li>



<li>Home connection games</li>
</ul>



<p class="wp-block-paragraph">Basically — anywhere you need a <strong>no-stress, high-engagement, meaningful math option.</strong></p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h2 class="wp-block-heading">What Teachers Are Saying</h2>



<p class="wp-block-paragraph">Teachers who use <a href="https://www.teacherspayteachers.com/Product/Winter-Math-Games-Math-Center-Activities-Kindergarten-December-Print-Play-2890878?utm_source=T3%20Blog&amp;utm_campaign=Kindergarten%20Winter%20Math%20Games%20Post" target="_blank" rel="noopener">these winter math games</a> describe them as:</p>



<p class="wp-block-paragraph"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/2b50.png" alt="⭐" class="wp-smiley" style="height: 1em; max-height: 1em;" /> “Fun, hands-on, and so easy to prep.”<br><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/2b50.png" alt="⭐" class="wp-smiley" style="height: 1em; max-height: 1em;" /> “Perfect for December when students need movement and novelty.”<br><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/2b50.png" alt="⭐" class="wp-smiley" style="height: 1em; max-height: 1em;" /> “A lifesaver for centers — especially right before winter break.”</p>



<p class="wp-block-paragraph">And honestly? That’s exactly the energy we need this time of year.</p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h2 class="wp-block-heading">Want Winter Math Games That Practically Run Themselves?</h2>



<p class="wp-block-paragraph">If you’re looking for <strong>winter math activities for kindergarten</strong> that are easy to prep, meaningful to use, and exciting for students — these games will become a yearly go-to.</p>



<p class="wp-block-paragraph">Your students will learn through play.</p>



<p class="wp-block-paragraph"><em>You’ll finally get breathing room during math.</em></p>



<p class="wp-block-paragraph">Click below to grab the full set and get your winter math centers ready:</p>



<figure class="wp-block-image size-large"><a href="https://www.teacherspayteachers.com/Product/Winter-Math-Games-Math-Center-Activities-Kindergarten-December-Print-Play-2890878?utm_source=T3%20Blog&amp;utm_campaign=Kindergarten%20Winter%20Math%20Games%20Post" target="_blank" rel="noopener"><img loading="lazy" decoding="async" width="1024" height="512" src="https://theteachingtexan.com/wp-content/uploads/2016/11/Kindergarten-Winter-Math-Centers-1024x512.png" alt="" class="wp-image-46779" srcset="https://theteachingtexan.com/wp-content/uploads/2016/11/Kindergarten-Winter-Math-Centers-1024x512.png 1024w, https://theteachingtexan.com/wp-content/uploads/2016/11/Kindergarten-Winter-Math-Centers-300x150.png 300w, https://theteachingtexan.com/wp-content/uploads/2016/11/Kindergarten-Winter-Math-Centers-768x384.png 768w, https://theteachingtexan.com/wp-content/uploads/2016/11/Kindergarten-Winter-Math-Centers-1536x768.png 1536w, https://theteachingtexan.com/wp-content/uploads/2016/11/Kindergarten-Winter-Math-Centers-2048x1024.png 2048w, https://theteachingtexan.com/wp-content/uploads/2016/11/Kindergarten-Winter-Math-Centers-75x38.png 75w, https://theteachingtexan.com/wp-content/uploads/2016/11/Kindergarten-Winter-Math-Centers-100x50.png 100w, https://theteachingtexan.com/wp-content/uploads/2016/11/Kindergarten-Winter-Math-Centers-125x63.png 125w, https://theteachingtexan.com/wp-content/uploads/2016/11/Kindergarten-Winter-Math-Centers-600x300.png 600w" sizes="(max-width: 1024px) 100vw, 1024px" /></a></figure>



<p class="wp-block-paragraph"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f449.png" alt="👉" class="wp-smiley" style="height: 1em; max-height: 1em;" /> <strong><a href="https://www.teacherspayteachers.com/Product/Winter-Math-Games-Math-Center-Activities-Kindergarten-December-Print-Play-2890878?utm_source=T3%20Blog&amp;utm_campaign=Kindergarten%20Winter%20Math%20Games%20Post" target="_blank" rel="noopener">Winter Math Games for Kindergarten</a></strong></p>
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		<title>Kindergarten Thanksgiving Math centers: Fun, Hands-On Centers Your Students Will Love</title>
		<link>https://theteachingtexan.com/gobble/</link>
					<comments>https://theteachingtexan.com/gobble/#respond</comments>
		
		<dc:creator><![CDATA[theteachingtexan]]></dc:creator>
		<pubDate>Thu, 03 Nov 2016 11:30:00 +0000</pubDate>
				<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[Fall]]></category>
		<category><![CDATA[Games]]></category>
		<category><![CDATA[Kindergarten]]></category>
		<category><![CDATA[Math]]></category>
		<category><![CDATA[Thanksgiving]]></category>
		<category><![CDATA[Math Centers]]></category>
		<guid isPermaLink="false">https://theteachingtexan.com/2016/11/03/gobble/</guid>

					<description><![CDATA[What Does Your Math Block Look Like? No, really — take a second and picture it. Are your students quietly completing a worksheet… or are they buzzing with excitement, collaborating, and truly thinking? In my kindergarten classroom, math is loud, collaborative, and fun! My students look forward to math time because I use math games...]]></description>
										<content:encoded><![CDATA[
<h2 class="wp-block-heading">What Does Your Math Block Look Like?</h2>



<p class="wp-block-paragraph">No, really — take a second and picture it.</p>



<p class="wp-block-paragraph">Are your students quietly completing a worksheet… or are they buzzing with excitement, collaborating, and truly <em>thinking</em>?</p>



<p class="wp-block-paragraph">In my kindergarten classroom, math is <em>loud</em>, <em>collaborative</em>, and <em>fun</em>! My students look forward to math time because I use <strong>math games and centers</strong> that keep them moving, talking, and building real understanding. They think they’re just playing — but I know they’re mastering critical math concepts along the way.</p>



<p class="wp-block-paragraph">And now, we’ve added a festive twist with our <strong>Thanksgiving-themed math centers!</strong></p>



<h2 class="wp-block-heading">Setting Up Thanksgiving Math Centers<br></h2>



<p class="wp-block-paragraph">While everyone’s favorite dollar spot didn’t have Thanksgiving erasers this year, I found adorable <strong>Thanksgiving manipulatives</strong> from <em>Oriental Trading</em> that were perfect for our games! I grabbed some storage containers from Dollar Tree, and we were ready to go.</p>



<p class="wp-block-paragraph">(And if you don’t have seasonal counters — no worries! Printable counters are included with the games.)</p>



<h2 class="wp-block-heading"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f9e9.png" alt="🧩" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Kindergarten Thanksgiving Math Games</h2>



<p class="wp-block-paragraph">Let’s take a peek at what’s inside this festive math pack. Each game was designed with differentiation, collaboration, and fun in mind — perfect for your <em>Kindergarten Thanksgiving math centers!</em></p>



<h2 class="wp-block-heading"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f983.png" alt="🦃" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Turkey Trot<br></h2>



<p class="wp-block-paragraph">Who doesn’t love a little friendly competition? In Turkey Trot, students practice <em>addition and subtraction</em> while collecting turkeys along the way. The player with the most turkeys at the end wins!</p>



<figure class="wp-block-image size-large"><a href="https://www.teacherspayteachers.com/Product/Thanksgiving-Math-Activities-Turkey-Math-Centers-and-Games-for-Kindergarten-2859580?utm_source=T3%20Blog&amp;utm_campaign=Kindergarten%20Thanksgiving%20Math%20Games%20Blog%20Post" target="_blank" rel="noopener"><img loading="lazy" decoding="async" width="1024" height="512" src="https://theteachingtexan.com/wp-content/uploads/2016/11/1-Turkey-Tro-Kindergarten-Addition-and-Subtraction-1024x512.png" alt="Kindergarten Thanksgiving math center Turkey Trot game for practicing addition and subtraction." class="wp-image-46388" srcset="https://theteachingtexan.com/wp-content/uploads/2016/11/1-Turkey-Tro-Kindergarten-Addition-and-Subtraction-1024x512.png 1024w, https://theteachingtexan.com/wp-content/uploads/2016/11/1-Turkey-Tro-Kindergarten-Addition-and-Subtraction-300x150.png 300w, https://theteachingtexan.com/wp-content/uploads/2016/11/1-Turkey-Tro-Kindergarten-Addition-and-Subtraction-768x384.png 768w, https://theteachingtexan.com/wp-content/uploads/2016/11/1-Turkey-Tro-Kindergarten-Addition-and-Subtraction-1536x768.png 1536w, https://theteachingtexan.com/wp-content/uploads/2016/11/1-Turkey-Tro-Kindergarten-Addition-and-Subtraction-75x38.png 75w, https://theteachingtexan.com/wp-content/uploads/2016/11/1-Turkey-Tro-Kindergarten-Addition-and-Subtraction-100x50.png 100w, https://theteachingtexan.com/wp-content/uploads/2016/11/1-Turkey-Tro-Kindergarten-Addition-and-Subtraction-125x63.png 125w, https://theteachingtexan.com/wp-content/uploads/2016/11/1-Turkey-Tro-Kindergarten-Addition-and-Subtraction-600x300.png 600w, https://theteachingtexan.com/wp-content/uploads/2016/11/1-Turkey-Tro-Kindergarten-Addition-and-Subtraction.png 2000w" sizes="(max-width: 1024px) 100vw, 1024px" /></a></figure>



<p class="wp-block-paragraph"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4a1.png" alt="💡" class="wp-smiley" style="height: 1em; max-height: 1em;" /> <em>Teacher tip:</em> This one’s a hit during Thanksgiving week — especially when energy levels are high!</p>



<h2 class="wp-block-heading"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f342.png" alt="🍂" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Shape Voyage</h2>



<p class="wp-block-paragraph">Students roll a die, check the key at the top of the mat (ex: a 2 = circle), and move to the next real-world object showing that shape. This one builds <em>shape recognition</em> and helps children connect geometric concepts to real life.</p>



<figure class="wp-block-image size-large"><a href="https://www.teacherspayteachers.com/Product/Thanksgiving-Math-Activities-Turkey-Math-Centers-and-Games-for-Kindergarten-2859580?utm_source=T3%20Blog&amp;utm_campaign=Kindergarten%20Thanksgiving%20Math%20Games%20Blog%20Post" target="_blank" rel="noopener"><img loading="lazy" decoding="async" width="1024" height="512" src="https://theteachingtexan.com/wp-content/uploads/2016/11/2-Shape-Voyage-Kindergarten-Thanksgiving-Shape-Game-1024x512.png" alt="Kindergarten Thanksgiving math center Shape Voyage game for 2D shape recognition and real-world geometry practice." class="wp-image-46390" srcset="https://theteachingtexan.com/wp-content/uploads/2016/11/2-Shape-Voyage-Kindergarten-Thanksgiving-Shape-Game-1024x512.png 1024w, https://theteachingtexan.com/wp-content/uploads/2016/11/2-Shape-Voyage-Kindergarten-Thanksgiving-Shape-Game-300x150.png 300w, https://theteachingtexan.com/wp-content/uploads/2016/11/2-Shape-Voyage-Kindergarten-Thanksgiving-Shape-Game-768x384.png 768w, https://theteachingtexan.com/wp-content/uploads/2016/11/2-Shape-Voyage-Kindergarten-Thanksgiving-Shape-Game-1536x768.png 1536w, https://theteachingtexan.com/wp-content/uploads/2016/11/2-Shape-Voyage-Kindergarten-Thanksgiving-Shape-Game-75x38.png 75w, https://theteachingtexan.com/wp-content/uploads/2016/11/2-Shape-Voyage-Kindergarten-Thanksgiving-Shape-Game-100x50.png 100w, https://theteachingtexan.com/wp-content/uploads/2016/11/2-Shape-Voyage-Kindergarten-Thanksgiving-Shape-Game-125x63.png 125w, https://theteachingtexan.com/wp-content/uploads/2016/11/2-Shape-Voyage-Kindergarten-Thanksgiving-Shape-Game-600x300.png 600w, https://theteachingtexan.com/wp-content/uploads/2016/11/2-Shape-Voyage-Kindergarten-Thanksgiving-Shape-Game.png 2000w" sizes="(max-width: 1024px) 100vw, 1024px" /></a></figure>



<p class="wp-block-paragraph"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4a1.png" alt="💡" class="wp-smiley" style="height: 1em; max-height: 1em;" /> <em>Teacher tip:</em> Play this one in small groups to encourage discussion and descriptive vocabulary!</p>



<h2 class="wp-block-heading"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f9e1.png" alt="🧡" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Thankful Numbers</h2>



<p class="wp-block-paragraph">This fast-paced favorite builds <em>subitizing skills</em> — helping students recognize quantities instantly without counting each dot. It can be played solo or in partners, cooperatively or competitively.</p>



<figure class="wp-block-image size-large"><a href="https://www.teacherspayteachers.com/Product/Thanksgiving-Math-Activities-Turkey-Math-Centers-and-Games-for-Kindergarten-2859580?utm_source=T3%20Blog&amp;utm_campaign=Kindergarten%20Thanksgiving%20Math%20Games%20Blog%20Post" target="_blank" rel="noopener"><img loading="lazy" decoding="async" width="1024" height="512" src="https://theteachingtexan.com/wp-content/uploads/2016/11/3-Thankful-Numbers-Kindergarten-Subitizing-Game-1024x512.png" alt="Kindergarten Thanksgiving math game Thankful Numbers for subitizing and number recognition practice." class="wp-image-46391" srcset="https://theteachingtexan.com/wp-content/uploads/2016/11/3-Thankful-Numbers-Kindergarten-Subitizing-Game-1024x512.png 1024w, https://theteachingtexan.com/wp-content/uploads/2016/11/3-Thankful-Numbers-Kindergarten-Subitizing-Game-300x150.png 300w, https://theteachingtexan.com/wp-content/uploads/2016/11/3-Thankful-Numbers-Kindergarten-Subitizing-Game-768x384.png 768w, https://theteachingtexan.com/wp-content/uploads/2016/11/3-Thankful-Numbers-Kindergarten-Subitizing-Game-1536x768.png 1536w, https://theteachingtexan.com/wp-content/uploads/2016/11/3-Thankful-Numbers-Kindergarten-Subitizing-Game-75x38.png 75w, https://theteachingtexan.com/wp-content/uploads/2016/11/3-Thankful-Numbers-Kindergarten-Subitizing-Game-100x50.png 100w, https://theteachingtexan.com/wp-content/uploads/2016/11/3-Thankful-Numbers-Kindergarten-Subitizing-Game-125x63.png 125w, https://theteachingtexan.com/wp-content/uploads/2016/11/3-Thankful-Numbers-Kindergarten-Subitizing-Game-600x300.png 600w, https://theteachingtexan.com/wp-content/uploads/2016/11/3-Thankful-Numbers-Kindergarten-Subitizing-Game.png 2000w" sizes="(max-width: 1024px) 100vw, 1024px" /></a></figure>



<p class="wp-block-paragraph"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4a1.png" alt="💡" class="wp-smiley" style="height: 1em; max-height: 1em;" /> <em>Teacher tip:</em> Use Thanksgiving manipulatives as counters for an instant seasonal refresh.</p>



<h2 class="wp-block-heading"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/26f5.png" alt="⛵" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Race to the New World</h2>



<p class="wp-block-paragraph">I’m not even exaggerating when I say I’m <em>obsessed</em> with this one! Students practice <em>skip counting by 10s to 100</em> as they race their way to the finish line. Perfect for small groups or math intervention.</p>



<figure class="wp-block-image size-large"><a href="https://www.teacherspayteachers.com/Product/Thanksgiving-Math-Activities-Turkey-Math-Centers-and-Games-for-Kindergarten-2859580?utm_source=T3%20Blog&amp;utm_campaign=Kindergarten%20Thanksgiving%20Math%20Games%20Blog%20Post" target="_blank" rel="noopener"><img loading="lazy" decoding="async" width="1024" height="512" src="https://theteachingtexan.com/wp-content/uploads/2016/11/4-Race-to-the-New-World-Kindergarten-Skip-Counting-by-10-Game-1024x512.png" alt="Kindergarten Thanksgiving math game Race to the New World practicing skip counting by tens to one hundred." class="wp-image-46392" srcset="https://theteachingtexan.com/wp-content/uploads/2016/11/4-Race-to-the-New-World-Kindergarten-Skip-Counting-by-10-Game-1024x512.png 1024w, https://theteachingtexan.com/wp-content/uploads/2016/11/4-Race-to-the-New-World-Kindergarten-Skip-Counting-by-10-Game-300x150.png 300w, https://theteachingtexan.com/wp-content/uploads/2016/11/4-Race-to-the-New-World-Kindergarten-Skip-Counting-by-10-Game-768x384.png 768w, https://theteachingtexan.com/wp-content/uploads/2016/11/4-Race-to-the-New-World-Kindergarten-Skip-Counting-by-10-Game-1536x768.png 1536w, https://theteachingtexan.com/wp-content/uploads/2016/11/4-Race-to-the-New-World-Kindergarten-Skip-Counting-by-10-Game-75x38.png 75w, https://theteachingtexan.com/wp-content/uploads/2016/11/4-Race-to-the-New-World-Kindergarten-Skip-Counting-by-10-Game-100x50.png 100w, https://theteachingtexan.com/wp-content/uploads/2016/11/4-Race-to-the-New-World-Kindergarten-Skip-Counting-by-10-Game-125x63.png 125w, https://theteachingtexan.com/wp-content/uploads/2016/11/4-Race-to-the-New-World-Kindergarten-Skip-Counting-by-10-Game-600x300.png 600w, https://theteachingtexan.com/wp-content/uploads/2016/11/4-Race-to-the-New-World-Kindergarten-Skip-Counting-by-10-Game.png 2000w" sizes="(max-width: 1024px) 100vw, 1024px" /></a></figure>



<p class="wp-block-paragraph"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4a1.png" alt="💡" class="wp-smiley" style="height: 1em; max-height: 1em;" /> <em>Teacher tip:</em> Add a timer for an extra challenge — students love to beat their previous time!</p>



<h2 class="wp-block-heading"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f33e.png" alt="🌾" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Number Harvest<br></h2>



<p class="wp-block-paragraph">Number Harvest practices <em>one-to-one correspondence</em> and <em>number writing</em> from 1–12. You can easily differentiate by letting advanced learners roll two dice and add them together to record sums up to 12.</p>



<figure class="wp-block-image size-large"><a href="https://www.teacherspayteachers.com/Product/Thanksgiving-Math-Activities-Turkey-Math-Centers-and-Games-for-Kindergarten-2859580?utm_source=T3%20Blog&amp;utm_campaign=Kindergarten%20Thanksgiving%20Math%20Games%20Blog%20Post" target="_blank" rel="noopener"><img loading="lazy" decoding="async" width="1024" height="512" src="https://theteachingtexan.com/wp-content/uploads/2016/11/5-Number-Harvest-Kindergarten-Number-Sense-and-Number-Writing-Game-1024x512.png" alt="Number Harvest Thanksgiving math activity for kindergarten one-to-one correspondence and number writing practice." class="wp-image-46393" srcset="https://theteachingtexan.com/wp-content/uploads/2016/11/5-Number-Harvest-Kindergarten-Number-Sense-and-Number-Writing-Game-1024x512.png 1024w, https://theteachingtexan.com/wp-content/uploads/2016/11/5-Number-Harvest-Kindergarten-Number-Sense-and-Number-Writing-Game-300x150.png 300w, https://theteachingtexan.com/wp-content/uploads/2016/11/5-Number-Harvest-Kindergarten-Number-Sense-and-Number-Writing-Game-768x384.png 768w, https://theteachingtexan.com/wp-content/uploads/2016/11/5-Number-Harvest-Kindergarten-Number-Sense-and-Number-Writing-Game-1536x768.png 1536w, https://theteachingtexan.com/wp-content/uploads/2016/11/5-Number-Harvest-Kindergarten-Number-Sense-and-Number-Writing-Game-75x38.png 75w, https://theteachingtexan.com/wp-content/uploads/2016/11/5-Number-Harvest-Kindergarten-Number-Sense-and-Number-Writing-Game-100x50.png 100w, https://theteachingtexan.com/wp-content/uploads/2016/11/5-Number-Harvest-Kindergarten-Number-Sense-and-Number-Writing-Game-125x63.png 125w, https://theteachingtexan.com/wp-content/uploads/2016/11/5-Number-Harvest-Kindergarten-Number-Sense-and-Number-Writing-Game-600x300.png 600w, https://theteachingtexan.com/wp-content/uploads/2016/11/5-Number-Harvest-Kindergarten-Number-Sense-and-Number-Writing-Game.png 2000w" sizes="(max-width: 1024px) 100vw, 1024px" /></a></figure>



<p class="wp-block-paragraph"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4a1.png" alt="💡" class="wp-smiley" style="height: 1em; max-height: 1em;" /> <em>Teacher tip:</em> Add a simple graphing extension — have students tally how many of each number they roll!</p>



<h2 class="wp-block-heading"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f9e0.png" alt="🧠" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Before and After<br></h2>



<p class="wp-block-paragraph">This game challenges students to identify numbers that come <em>before</em> or <em>after</em> a given number. Play solo, cooperatively, or competitively — the first player with four in a row wins!</p>



<figure class="wp-block-image size-large"><a href="https://www.teacherspayteachers.com/Product/Thanksgiving-Math-Activities-Turkey-Math-Centers-and-Games-for-Kindergarten-2859580?utm_source=T3%20Blog&amp;utm_campaign=Kindergarten%20Thanksgiving%20Math%20Games%20Blog%20Post" target="_blank" rel="noopener"><img loading="lazy" decoding="async" width="1024" height="512" src="https://theteachingtexan.com/wp-content/uploads/2016/11/6-Before-and-After-Kindergarten-Number-Order-and-Sequencing-Game-1024x512.png" alt="Kindergarten Thanksgiving math game Before and After for number order and sequencing practice." class="wp-image-46394" srcset="https://theteachingtexan.com/wp-content/uploads/2016/11/6-Before-and-After-Kindergarten-Number-Order-and-Sequencing-Game-1024x512.png 1024w, https://theteachingtexan.com/wp-content/uploads/2016/11/6-Before-and-After-Kindergarten-Number-Order-and-Sequencing-Game-300x150.png 300w, https://theteachingtexan.com/wp-content/uploads/2016/11/6-Before-and-After-Kindergarten-Number-Order-and-Sequencing-Game-768x384.png 768w, https://theteachingtexan.com/wp-content/uploads/2016/11/6-Before-and-After-Kindergarten-Number-Order-and-Sequencing-Game-1536x768.png 1536w, https://theteachingtexan.com/wp-content/uploads/2016/11/6-Before-and-After-Kindergarten-Number-Order-and-Sequencing-Game-75x38.png 75w, https://theteachingtexan.com/wp-content/uploads/2016/11/6-Before-and-After-Kindergarten-Number-Order-and-Sequencing-Game-100x50.png 100w, https://theteachingtexan.com/wp-content/uploads/2016/11/6-Before-and-After-Kindergarten-Number-Order-and-Sequencing-Game-125x63.png 125w, https://theteachingtexan.com/wp-content/uploads/2016/11/6-Before-and-After-Kindergarten-Number-Order-and-Sequencing-Game-600x300.png 600w, https://theteachingtexan.com/wp-content/uploads/2016/11/6-Before-and-After-Kindergarten-Number-Order-and-Sequencing-Game.png 2000w" sizes="(max-width: 1024px) 100vw, 1024px" /></a></figure>



<p class="wp-block-paragraph"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4a1.png" alt="💡" class="wp-smiley" style="height: 1em; max-height: 1em;" /> <em>Teacher tip:</em> Use this game during your small group warm-up to reinforce number order in a fun, low-stress way.</p>



<h2 class="wp-block-heading"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f967.png" alt="🥧" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Ready to Gobble Up Some Math Fun?<br></h2>



<p class="wp-block-paragraph">If your students are ready to <em>gobble up some Thanksgiving math fun</em>, all of these games are available in my <strong>[Teachers Pay Teachers store]</strong> — in both full color and blackline versions!</p>



<figure class="wp-block-image size-large"><a href="https://www.teacherspayteachers.com/Product/Thanksgiving-Math-Activities-Turkey-Math-Centers-and-Games-for-Kindergarten-2859580?utm_source=T3%20Blog&amp;utm_campaign=Kindergarten%20Thanksgiving%20Math%20Games%20Blog%20Post" target="_blank" rel="noopener"><img loading="lazy" decoding="async" width="1024" height="512" src="https://theteachingtexan.com/wp-content/uploads/2016/11/7-Kindergarten-Thanksgiving-Math-Game-Activities-1024x512.png" alt="Thanksgiving math centers setup for kindergarten classroom with manipulatives and math games." class="wp-image-46395" srcset="https://theteachingtexan.com/wp-content/uploads/2016/11/7-Kindergarten-Thanksgiving-Math-Game-Activities-1024x512.png 1024w, https://theteachingtexan.com/wp-content/uploads/2016/11/7-Kindergarten-Thanksgiving-Math-Game-Activities-300x150.png 300w, https://theteachingtexan.com/wp-content/uploads/2016/11/7-Kindergarten-Thanksgiving-Math-Game-Activities-768x384.png 768w, https://theteachingtexan.com/wp-content/uploads/2016/11/7-Kindergarten-Thanksgiving-Math-Game-Activities-1536x768.png 1536w, https://theteachingtexan.com/wp-content/uploads/2016/11/7-Kindergarten-Thanksgiving-Math-Game-Activities-75x38.png 75w, https://theteachingtexan.com/wp-content/uploads/2016/11/7-Kindergarten-Thanksgiving-Math-Game-Activities-100x50.png 100w, https://theteachingtexan.com/wp-content/uploads/2016/11/7-Kindergarten-Thanksgiving-Math-Game-Activities-125x63.png 125w, https://theteachingtexan.com/wp-content/uploads/2016/11/7-Kindergarten-Thanksgiving-Math-Game-Activities-600x300.png 600w, https://theteachingtexan.com/wp-content/uploads/2016/11/7-Kindergarten-Thanksgiving-Math-Game-Activities.png 2000w" sizes="(max-width: 1024px) 100vw, 1024px" /></a></figure>



<p class="wp-block-paragraph"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f449.png" alt="👉" class="wp-smiley" style="height: 1em; max-height: 1em;" /> <a href="https://www.teacherspayteachers.com/Product/Thanksgiving-Math-Activities-Turkey-Math-Centers-and-Games-for-Kindergarten-2859580?utm_source=T3%20Blog&amp;utm_campaign=Kindergarten%20Thanksgiving%20Math%20Games%20Blog%20Post" target="_blank" rel="noopener">Click here to grab the Kindergarten Thanksgiving Math Centers and Games pack!</a></p>



<h3 class="wp-block-heading">More Thanksgiving Classroom Favorites</h3>



<p class="wp-block-paragraph">Looking for more <em>Thanksgiving activities for kindergarten</em>? Here are a few of my favorites — just click the image to explore:</p>



<ul class="wp-block-list">
<li><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f967.png" alt="🥧" class="wp-smiley" style="height: 1em; max-height: 1em;" /> <a href="https://www.teacherspayteachers.com/Product/Kindergarten-Thanksgiving-Literacy-Centers-Beginning-Sounds-CVC-Word-Games-6226122" target="_blank" rel="noopener">Thanksgiving Literacy Centers</a></li>



<li> <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f983.png" alt="🦃" class="wp-smiley" style="height: 1em; max-height: 1em;" /> <a href="https://www.teacherspayteachers.com/Product/Thanksgiving-Thankful-Turkey-Craft-Glyph-Writing-Math-and-More-5009437" target="_blank" rel="noopener">Turkey Glyph Writing Craft</a></li>



<li><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f341.png" alt="🍁" class="wp-smiley" style="height: 1em; max-height: 1em;" /> <a href="https://www.teacherspayteachers.com/Product/Turkey-Thematic-Unit-Kindergarten-Literacy-Math-Centers-Life-Cycle-Writing-10311752" target="_blank" rel="noopener">Turkey Thematic Unit</a></li>
</ul>



<p class="wp-block-paragraph"></p>
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		<title>When it&#8217;s OK for Math to be a Little Scary</title>
		<link>https://theteachingtexan.com/when-its-ok-for-math-to-be-little-scary/</link>
					<comments>https://theteachingtexan.com/when-its-ok-for-math-to-be-little-scary/#comments</comments>
		
		<dc:creator><![CDATA[theteachingtexan]]></dc:creator>
		<pubDate>Mon, 12 Sep 2016 21:00:00 +0000</pubDate>
				<category><![CDATA[Fall]]></category>
		<category><![CDATA[Games]]></category>
		<category><![CDATA[Halloween]]></category>
		<category><![CDATA[Kindergarten]]></category>
		<category><![CDATA[Math]]></category>
		<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[Math Centers]]></category>
		<guid isPermaLink="false">https://theteachingtexan.com/2016/09/12/when-its-ok-for-math-to-be-little-scary/</guid>

					<description><![CDATA[Is it ever OK for math to be a little scary?  I say yes.  While spooky may be a better word for what I&#8217;m sharing today, math centers don&#8217;t have to be scary.  Yes, it is possible to have math centers early in the year and be successful (and it doesn&#8217;t even have to be...]]></description>
										<content:encoded><![CDATA[<div style="text-align: center;">Is it ever OK for math to be a little scary?  I say yes.  While spooky may be a better word for what I&#8217;m sharing today, math centers don&#8217;t have to be scary.  Yes, it is possible to have math centers early in the year and be successful (and it doesn&#8217;t even have to be a scary process)!</div>
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<div class="separator" style="clear: both; text-align: center;"><a style="margin-left: 1em; margin-right: 1em;" href="http://3.bp.blogspot.com/-EPgiyZgWiy4/V9XXs30RE-I/AAAAAAAAC1M/r3BL8UgC7fsp8sG_1yRnBsowgIrse3kJgCLcB/s1600/Slide12.png" target="_blank" rel="noopener"><img loading="lazy" decoding="async" src="https://theteachingtexan.com/wp-content/uploads/2016/09/Slide12.png" border="0" height="335" width="640" nopin="NOPIN" /></a></div>
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<div class="separator" style="clear: both; text-align: center;"> It&#8217;s all about setting clear expectations, practicing (and practicing, and practicing, and practicing), then getting students to buy into the centers.</div>
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<div class="separator" style="clear: both; text-align: center;">When I think of getting kids to buy in to their learning I immediately think of giving them choice and making it FUN!  Queue the math games!  Math games as centers not only give students choice and make learning fun, but they also meet standards (shocker, right?).</div>
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<div class="separator" style="clear: both; text-align: center;">Here are some engaging math centers that just happen to have the added bonus of being Halloween inspired.  Speaking of inspiration, the Target Dollar Spot was a huge inspiration for the following games.  I mean, who can walk past ultra-cute Halloween erasers when they&#8217;re only a $1.00?!</div>
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<div class="separator" style="clear: both; text-align: center;"><a style="margin-left: 1em; margin-right: 1em;" href="http://3.bp.blogspot.com/-DVvtbsykDgk/V9Xabi_iIcI/AAAAAAAAC1Y/Cyoey43zGmEIAsYsAGdUJTsnrOW73tAmgCLcB/s1600/Picture1.png" target="_blank" rel="noopener"><img loading="lazy" decoding="async" src="https://theteachingtexan.com/wp-content/uploads/2016/09/Picture1.png" border="0" height="426" width="640" nopin="NOPIN" /></a></div>
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<div class="separator" style="clear: both; text-align: center;"> Throw in some $1.00 bins from Dollar Tree and it&#8217;s all google eyes from here!  I love organizing my math center manipulatives in these containers.</div>
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<div class="separator" style="clear: both; text-align: center;">On to the games!</div>
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<div class="separator" style="clear: both; text-align: center;"><b>Grow a Pumpkin Patch</b> is a great game to practice one-to-one correspondence, counting, and the concept of addition.  Students use a spinner to spin a number from 1-4.  They then add that many jack o&#8217;lanterns to their playing mat.  The goal of the game is to reach 20 jack o&#8217;lanterns.</div>
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<div class="separator" style="clear: both; text-align: center;"><a style="margin-left: 1em; margin-right: 1em;" href="http://3.bp.blogspot.com/-n_eT4vU4vsI/V9XbowPN4RI/AAAAAAAAC1c/UDcA00QD8aQSo_mvcfnQiFDxdOHLERK8QCLcB/s1600/Picture3.png" target="_blank" rel="noopener"><img loading="lazy" decoding="async" src="https://theteachingtexan.com/wp-content/uploads/2016/09/Picture3.png" border="0" height="428" width="640" nopin="NOPIN" /></a></div>
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<div style="text-align: center;"> It can easily be differentiated to allow for partner cooperative play as well as partner competitive play.  I&#8217;m even thinking of adding a die with + and &#8211; symbols that students will roll before spinning the number to determine if they are adding or taking jack o&#8217;lanterns away.</div>
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<div class="separator" style="clear: both; text-align: center;"><a style="margin-left: 1em; margin-right: 1em;" href="http://1.bp.blogspot.com/-OxPZkz-lDnw/V9Xbo4DZk9I/AAAAAAAAC1k/-32p3WSL4WsVm28OJVqpQKtMa_BG3VWqACLcB/s1600/Picture4.png" target="_blank" rel="noopener"><img loading="lazy" decoding="async" src="https://theteachingtexan.com/wp-content/uploads/2016/09/Picture4.png" border="0" height="398" width="640" nopin="NOPIN" /></a></div>
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<div class="separator" style="clear: both; text-align: center;"> Next up is a game that practices subitizing.  Subitizing is the ability to see a small quantity of objects and know how many there are without counting.  I&#8217;m always surprised to see that some teachers don&#8217;t work on this skill with their students.</div>
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<div class="" style="clear: both; text-align: center;"><b>Ghostly Numbers</b> is a game where students draw a card with varying amounts of candies from 1-10.  With repeated exposure to subitizing, students can start to quickly recognize the number of candies on the card and then cover that number on their playing mat.  The key is that a given set of numbers (Ex: 4) does not always look the same on each card with the same given set of numbers.</div>
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<div style="text-align: center;"><img loading="lazy" decoding="async" src="https://theteachingtexan.com/wp-content/uploads/2016/09/Picture5.png" border="0" height="484" width="640" nopin="NOPIN" /></div>
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<div style="text-align: center;"><span style="color: #333333;">Again, this game is easy to differentiate and make a partner cooperative or partner competitive game.  Students can work together to &#8220;black out&#8221; the playing mat or competitively to &#8220;black out&#8221; their own playing mats.</span></div>
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<div style="text-align: center;"><img loading="lazy" decoding="async" src="https://theteachingtexan.com/wp-content/uploads/2016/09/Picture6.png" border="0" height="388" width="640" nopin="NOPIN" /></div>
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<div style="text-align: center;"><span style="color: #333333;">Ever played the game Connect 4?  This next game is inspired by Connect 4!  </span><b>Black Cat Race</b> is a game where students roll two dice, or use dominoes, and practice adding the numbers together (this adds a great visual for students who need it).  They then cover that number on their side of the playing mat.  The first student to connect 4 in a row wins!</div>
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<div class="separator" style="clear: both; text-align: center;"><a style="margin-left: 1em; margin-right: 1em;" href="http://3.bp.blogspot.com/-T5K-yhvftM8/V9XbrZ5eKpI/AAAAAAAAC1w/gsl8AW5dJwAp3T-gWiKsPLKiGKxBqO5TgCLcB/s1600/Picture7.png" target="_blank" rel="noopener"><img loading="lazy" decoding="async" src="https://theteachingtexan.com/wp-content/uploads/2016/09/Picture7.png" border="0" height="426" width="640" nopin="NOPIN" /></a></div>
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<div style="text-align: center;"> And we can&#8217;t forget an engaging game that utilizes a hundreds chart!  <b>Halloween Dash</b> is a game where students race from 1 to 100!  I love this game because it exposes children to 100s charts, practices number recognition, and is just plain fun!</div>
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<div class="separator" style="clear: both; text-align: center;"><a style="margin-left: 1em; margin-right: 1em;" href="http://3.bp.blogspot.com/-XOuGQEmKMCA/V9XbscPDsLI/AAAAAAAAC10/gVYia68SMqYH2LWUrDyl8wm_-xi80hxLgCLcB/s1600/Picture8.png" target="_blank" rel="noopener"><img loading="lazy" decoding="async" src="https://theteachingtexan.com/wp-content/uploads/2016/09/Picture8.png" border="0" height="462" width="640" nopin="NOPIN" /></a></div>
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<div class="separator" style="clear: both; text-align: center;">Addition and subtraction games are a must for math center time.  Especially when the game combines both!<b>Bag of Bones</b> is an exciting game where students collect skulls, but beware!  Landing on a subtraction symbol means you must give some back.  The player with the most skulls at the end of the game wins!</div>
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<div class="separator" style="clear: both; text-align: center;"><a style="margin-left: 1em; margin-right: 1em;" href="http://1.bp.blogspot.com/-4reJDAv4PsE/V9Xbsgzi2MI/AAAAAAAAC14/CE_P_GEcSs0uhuSiXjIWQkrcgEp5uqUPwCLcB/s1600/Picture9.png" target="_blank" rel="noopener"><img loading="lazy" decoding="async" src="https://theteachingtexan.com/wp-content/uploads/2016/09/Picture9.png" border="0" height="418" width="640" nopin="NOPIN" /></a></div>
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<div class="separator" style="clear: both; text-align: center;"> All of the games above are available in my [<a href="http://www.teacherspayteachers.com/Product/Halloween-Math-Center-Games-2779747" target="_blank" rel="noopener">TpT store</a>].  Each game is available as a full-color version as well as an ink-saving backline version that can be printed on brightly colored paper!  You can check them out by clicking [<a href="http://www.teacherspayteachers.com/Product/Halloween-Math-Center-Games-2779747" target="_blank" rel="noopener">here</a>].  <strong>Update:  don&#8217;t miss out on my [<a href="http://www.teacherspayteachers.com/Product/Halloween-Reading-and-Literacy-Center-Games-3404614" target="_blank" rel="noopener">Halloween Literacy Center Games</a>] available now!</strong></div>
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<div class="separator" style="clear: both; text-align: center;"><a href="http://www.teacherspayteachers.com/Product/Halloween-Math-Center-Games-2779747" target="_blank" rel="noopener"><img loading="lazy" decoding="async" src="https://theteachingtexan.com/wp-content/uploads/2017/09/Halloween-Math-Center-Games-Kindergarten-The-Teaching-Texan.png" alt="" class="wp-image-2988 alignleft" height="304" width="304" srcset="https://theteachingtexan.com/wp-content/uploads/2017/09/Halloween-Math-Center-Games-Kindergarten-The-Teaching-Texan.png 1600w, https://theteachingtexan.com/wp-content/uploads/2017/09/Halloween-Math-Center-Games-Kindergarten-The-Teaching-Texan-300x300.png 300w, https://theteachingtexan.com/wp-content/uploads/2017/09/Halloween-Math-Center-Games-Kindergarten-The-Teaching-Texan-100x100.png 100w, https://theteachingtexan.com/wp-content/uploads/2017/09/Halloween-Math-Center-Games-Kindergarten-The-Teaching-Texan-600x600.png 600w, https://theteachingtexan.com/wp-content/uploads/2017/09/Halloween-Math-Center-Games-Kindergarten-The-Teaching-Texan-150x150.png 150w, https://theteachingtexan.com/wp-content/uploads/2017/09/Halloween-Math-Center-Games-Kindergarten-The-Teaching-Texan-768x768.png 768w, https://theteachingtexan.com/wp-content/uploads/2017/09/Halloween-Math-Center-Games-Kindergarten-The-Teaching-Texan-1024x1024.png 1024w, https://theteachingtexan.com/wp-content/uploads/2017/09/Halloween-Math-Center-Games-Kindergarten-The-Teaching-Texan-205x205.png 205w" sizes="(max-width: 304px) 100vw, 304px" /></a><a href="http://www.teacherspayteachers.com/Product/Halloween-Reading-and-Literacy-Center-Games-3404614" target="_blank" rel="noopener"><img loading="lazy" decoding="async" src="https://theteachingtexan.com/wp-content/uploads/2017/09/Halloween-Literacy-Center-Games-Kindergarten-The-Teaching-Texan.png" alt="" class="wp-image-2989 alignright" height="293" width="293" srcset="https://theteachingtexan.com/wp-content/uploads/2017/09/Halloween-Literacy-Center-Games-Kindergarten-The-Teaching-Texan.png 1200w, https://theteachingtexan.com/wp-content/uploads/2017/09/Halloween-Literacy-Center-Games-Kindergarten-The-Teaching-Texan-300x300.png 300w, https://theteachingtexan.com/wp-content/uploads/2017/09/Halloween-Literacy-Center-Games-Kindergarten-The-Teaching-Texan-100x100.png 100w, https://theteachingtexan.com/wp-content/uploads/2017/09/Halloween-Literacy-Center-Games-Kindergarten-The-Teaching-Texan-600x600.png 600w, https://theteachingtexan.com/wp-content/uploads/2017/09/Halloween-Literacy-Center-Games-Kindergarten-The-Teaching-Texan-150x150.png 150w, https://theteachingtexan.com/wp-content/uploads/2017/09/Halloween-Literacy-Center-Games-Kindergarten-The-Teaching-Texan-768x768.png 768w, https://theteachingtexan.com/wp-content/uploads/2017/09/Halloween-Literacy-Center-Games-Kindergarten-The-Teaching-Texan-1024x1024.png 1024w, https://theteachingtexan.com/wp-content/uploads/2017/09/Halloween-Literacy-Center-Games-Kindergarten-The-Teaching-Texan-205x205.png 205w" sizes="(max-width: 293px) 100vw, 293px" /></a></div>
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			<slash:comments>2</slash:comments>
		
		
			</item>
		<item>
		<title>First Week of School Fun!</title>
		<link>https://theteachingtexan.com/first-week-of-school-fun/</link>
					<comments>https://theteachingtexan.com/first-week-of-school-fun/#respond</comments>
		
		<dc:creator><![CDATA[theteachingtexan]]></dc:creator>
		<pubDate>Mon, 01 Sep 2014 01:56:00 +0000</pubDate>
				<category><![CDATA[Back to School]]></category>
		<category><![CDATA[First Grade]]></category>
		<category><![CDATA[Games]]></category>
		<category><![CDATA[Getting to Know Students]]></category>
		<category><![CDATA[Uncategorized]]></category>
		<guid isPermaLink="false">https://theteachingtexan.com/2014/09/01/first-week-of-school-fun/</guid>

					<description><![CDATA[Alright guys and gals, I am checking in for a brief post following my survival of the first week of school!&#160; Woo! &#160;If I can make a confession&#8230; I fell asleep at 8:30 on a Friday night!&#160; My first thought is to blame it on the fact I have a birthday coming up Wednesday and...]]></description>
										<content:encoded><![CDATA[<div style="text-align: center;">
Alright guys and gals, I am checking in for a brief post following my survival of the first week of school!&nbsp; Woo!</div>
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rnu8+3qXv++Hd1p7/iEAUZsvAe93fMy7v3f0mI3NsfB+/46VvE0/9iQe2Xr0Wie5cOLrESq/1Ha98803Mncc46Q+b+m3CJC0CJqib1j0An16pcdXeV/7xz4E+hC4TAhcFkHS2gxiU9KiVoo7p47rNUj6eNmTtW+Silu83dPNv1r4SvagRe7hAMeVbt7ByRaEsfXy5rl+34IkNq+/E07eyW3z4PP3wde7b+vxDZ55DVF6g9+3Pv6a87dr7DSPmCyiTy0so5pbXb8fiI/3Qn4TH6Pib3Kic73/LbTBES33TtXWL30I9CHwdkDgsgiS4zLxrNCC37QJOczEWu9xrl6aCF/PhqTLzpgusYnSUbYHhygwEItz5domURLC6CEQ3fua8haQyGuef7u+eO3z2uN9p/5NJL31XZfe533fes8/1vkbwddrj3f02uL1yzv2rquPkkpU3NjpZOuzl9yvn9+2Qt1kvEI6l6ebRBtezHfJSi0mWpuP21iS786DjgZKjezHa845P2h7lc1Gv75Vbvy29uX1t/Sv9CHQh8DbCIHLIkg+EEGggQ+FkI6HeISdtOi5KC5SbuQqPfqEJwZSFXjAETDua9AClwpPzzjs1iNK7in+eCzt5gtUWe+63ilvjXdYUTdUBIpu77vfNwlt9+s792+v/Q7k3rmO3hhvabn66KQFrkna9ca1O0ZbbtSpnu/VtwkLr/5Lbv2HfBWRaSpFCRW70Owt7fNSX3nTo82JHHC0e6XmIAEL3Ynn7ExcUD96fXHVaOCkc1b7trT7H9Ku/j19CPQh8NYgsBVfftc1iBC1N8oufsmIvLUSaEBHbSEIlgqQrDVQbVs9V7aEj12Wyt0krkrIp6Cp/NKKszc3QQpl9lSvkCU2EI3YGhs4KcmrNg70ENhm4y4DgW3W8TaedNiOV0SzyY6HHY7Ie+ZLxm1hZdkCHIWwvY8jVEJu74ZCO7uE1WeFDXJREeBW03go+S6Up1UlQJqj9s+qVGsWZPvhAPEH1TppQni2WioTowZG13h9j8ZMKUtWS+zVNTLKviu8V68LRqxUqeFWqgjysLVQzfnZBVmhCvP5nKVGhi1fo+3O75R0JxX6lElbvdUkXVbLyoyjnz7WCPgrkL/RcVLKr09EujYZc6XHJPl7zNa7YTj7bexD4N0AAVbZWy9CtMFBNu4TOyokhQG5TabXpjI/sIjb8aCFUzGrlCFKyiWRDNkayC0ZiSFZsafS5LDVQmybnogTx0g6CRZ4rrBuQ6PDhD7VLTpAyomasupRLkVqnsjV/fX79tcX1D4dwtMha6G+LNUqVt9Yt4lrD9r88eM2Mjz8atvEcXtFhEl98o7e9e/nUe3ptUnESOOrPe/T2QHXqogC3oSUkUoCIfrN+crysg3vmrbc7JzVqhUbH5+wGol3o4ODjJ2Ikzp4Sem945Kr3/VXtTExNmQbZJ9PJWK0XZuyIAFBUBrk2OqgGybzFYlGyDzMTI+QbWSjVbf0GGOy0bYGczE0ELcmc065T5T1PsE9a7mcpdkjLMG8hEvahMl33cD+A30I9CHwXUHgsghShaebgwkrwl0qCFEcY4PzCsggyIKOD2ZsIZ+3aipE5vGwpeCiCys+y8STlptfsrF03IqzCzYIkpicnLC5s+csFQexgPgKcLMGccuw2+DrihDaO6R04Kh9zqMDiZC2x8kCkKavVirZINy4h4/VZIfg3wA/v0O6sol4FdvsqeFqMAYRchY2Cxs4sPBDEwZBuapch9o2vHPa1iFKiTQSkogVhEqSokq9UrFw1Auxfvt7KVVvKxGy57992N47vMsiCvNm7sUjUVtl2+QgTJEPRslPu/ych0gG/NyJY7Z/epclkOyU6DGUilunWbESUp6PfV1Wi+uWGsqQQ7hsS7klm8iOvBprtGXsXEzf29+lfo19CFzRELgsgiS/hLmFefbBCFsmlRLjbGcuzNq3nn3ajlcuWg7VPHs2WZ2FHEdlt9quWozvY8G05Vvsq87zYb5HOH764EftwZcftJ+75TPYBCBag1lyIqEGQ+q4VBhyeIHnVHqH7pd/7L80xNdDuG3UQH4IUblcsTSc9a//zW/az9KX4eyQa5XUm5ttdR3gso6bF/+xG3/J+9QO2uMRIzVNBLSG2i3CpwrhTdBXHyqwJtJskK0eOyB7H1LQbzz6/9iv3fFzSBUpW19ZsbhggsOAJJXvZWkw3xYrG/bwy0/avusHbVsSGxHEMpwZtBCSTTTC/it5MtSzAWWEscl3qvaVZx4mddC9tHWbhZCqfusrv2X3X/8JG5kYd8Tz9//6d+0Tt30M4ha2qZ07rYm05zQA6ohg1IPT97Jf/br7ELhSIXBZGCOKCurq7fvN4CYbbEeh/F7x2JhN33oPSfSSNjA5ZueWl2wNPX8wHLEvfvULdmjHtXb1nv0WR8XVhvseGBmymYvn7foDV9mXjj+ICQqVH5aYGpx4hzx7kZ5b+WsQN0hBBmoX+wTRe81v3+eR7NpdurRGSN37LmTvpA61951YgKlrL8yBJA+1WxrGAMxGLr/mthv2SfIjHUdAtiGQvQ9p5PsJe7Wviv3x5dqqVSCAaNyYOTQcO5LfVyHXYhCiimqRIFj4GuZW247XcnYn7VewdoD+BMhCLEcHn1R2TKgL7IZcg9DGkKAsFrFWsbQZX+sA1Bs758jzThzHfpv6EHgXQ4Bl+daLXGpXDx+zwpmLZjguKNfdsD9mQ4GYharsRLuYsx2pQdtBhtc9Q+OYlWu2LTZgewfH+IzbMOdJ1HijExO2BNKLsC+TbEiZbNaqODiExeH2kKNaKSSpj3C64+Avq/Vvvd9bn+zIuC9DuIzeiHJx1HZtuPR/9bF/adlBMtv2blY/3nFFbfI+ANTBmkuCMUPpApr9qCOPHDvmbHzqlyDfEEGCIWj1CNO/+NAvYntJWRkVXQY1ZR2HACUhlbTyvSRYamcomyIrPbkXkUqVyFe2PKl6pUJuMof8OGM0ylWrIsm1sYfJqS49jio1EjLtlvxrn/0fLJ5Nk5y4YYtId3ui49ia4tC0sM2eP9edbzzTL30I9CHwvYfAZaP0ISSc9OCAhZCAWqjY6o0aBm92lmXL2gAEZWl1FQGqhBcdiFskiUStTTjShZVVK9Urdu7CBSviCLACQQrBrepZIbGmuFghNDBIB+QnBKhEli6+SVhF1y7V5X3v4fW6N/hAeGBBd72Fuq4IR720soQDR8LWVlded/878gKgdMSe2SCiJCLqEX7Zx57PH8ZJAA80IXX+aVsSEaYqUuw8SDs7OmIbG0XGmc0bRQR64xKNYQ9Uoc7XFV17o+uvu/HNL6it8tB0yVWZDw2cF5SJ25C85Vbe0s7Gcgqn7T4IpOKSQtrwS9IQvexg78vhgLKEvTKUjFmNjSlXGnmbX15kTP2ojQe7sNAqEQekoiOvUP390odAHwJvLwS6mPQt1ikVVIMgw5CQMsQmgF5E9v0wzg3y/i6WKpaNJdmQqWYbECIfdqQy3GpIViLil7ah0ivgAy4iVY/Grcy+SxFccGfhVGWvqFJHjQq1+CNK9Y9o5NR0ai9ZyNmCwxpsOyAVk+xZui8qptzzJOj1y9lvJFZxn7ORgJh0j4tL4TmVCDjWe05ITgZvoV0Ug8StaNMpHIe7eLhbD7/rhZ06thKM5k36IxfoVCJl2VTCTuNht2PXTjzucCumXapPWWxk91c7g4rhok9Bb5sEqtssjjrwjfbWMLI1aKNiZ/i6iRfVZyX21Ed1vMbIzm+qQm7R6q+e10cIXLAI04+EDHtb4CQaov41QcSCpdraVB/xkjwpz8Eke5rg1BCMR2E6GpaA2bByyEYHBmx1ccVGcUppwkDk1nIWiyPpwmDEuEeweU1h0ri28T6Nn0CqorvY4dgiEnf474rrg/rCCUXPCXZ6rsoD+ZjflislVGxs9gXDUwUOsSBEEM/MAH2XrUs7UrboUxLi2MZuuYFeb3F9zaZaAzaQyDA3q5bFbTzOuA0MN22uUbXMduxLRNy22UBMdihJiyVVRCGDvpuH3lxpM1cE10uL5qrucXNP/dFHjffKGzzj/dQ/9iFwpUKApf3Wi+NQ4TLrYMU2lp8O3nKINXxaFuaYrIFwN6qWYG/1csKP/n7J0hCcTrFqKT3MbrPNlSL7srdRdSVtCf19CwTQQndfBpH5Rgctl43Z0XLOyvG4rWGorkHpKut48Q2M2XKhAlIKWXE0bSf9dVtnu/XWQNoKEMnAQNYqxJ9sgEQXkFosmgShoc7B8D6znrcAzgaLqGly2YjNgqHbqH70XCMctUXZGiCis2NJWxynbrZsb4biVi8i3RVwZQ7HrQSSbKRj1A/mwQutCkEiLwB971huvWCRsTFbBXE3amzZAWVt8N5F9uBZxNOrMjZoC9GArWGfqSMRCikrNXtb5yJuIlLEb1GzLUIlFpMgXghvIRGxeWw4y7Gg5QYgesCrDvG7CPJ3KB04i1A3IJ4NvN3WGZcVNihZYYffM6MheyHdsCOxGnACaYdjVp1f5UgbiBlC/KHtbbyccQpgW/pEJmtLMBQvrq+CS4fsyfkZq43TbrxUOpNDNsv1xBDjs160oYkdtkTs2AUkwnqE/bLGRqyRiVopzjbF8ZAt4cziZyzreFW+QD3r9H0V77j8cNJWJ7P2fKdoi8CyMzZq86sbVi0g2aSGkcD81oShWYPB2aCdBRwN8sBnLRG1V9JIbjzXSkedraiG+k1quyCMjbI2QFZhlHi/DyZnJGUlxkSEWzKTj1i3eChiG0s5W8mtWxIpf3luiXT5wJUI2hcuzlh1ZtkyZdSOqyVbFUHeO2YrUymbhYHKwxWJbm4wz4tyMcctvgjhPl8vW2UgacvMiVKUfus52ttRzJO2cdGcv/RDe/qlD4E+BLoQuDwJiUXpuGjWGcvNcfCOE+S68HSYjzhFSUs1bqgIw1LECaMdcRkbRvGmO59fAv82LRscROcfsVfOnLUnjz5mS801pCZUJ4EBu//Gu+zWXVdZjOR4hWWM2OLEsTUtQiy+/vVv2lxuxZY2LmC/MtsXm7bxxLi9/wN3Eh4VsInJ/bZ+YcFOnz9rf33mG/aZ+37GHjt51GZAjn8x85TtYMPBQ4nddv/d91oRzvr08oL99eEn7cXyrKUg2Tcn99nS4Ha7966PmM2vWHF1DWJWsOnMbiQ5VD18T8aJx4JTF7e+VizaFx9/0g5ee41dh5PHBNLD55981B47+ywcOkQEzv096YN25zU32A0j4w4mgAgUKqlNEgRSFyhVwZwViNi//4v/aD9y8wctv7zCxosFe3ztsOiV3Tx4ld1+/Y12w4G9tjGft6gQJMGrsZGsBdkQ66UXnrWnjr5gr1RnbA61lTY7lBPKnfuutZv8Qza1Y9JqRRC1NlEM4kFHG4JIE3WcFV5+8Zj9+ctftpVWxE40CuY//LR98dkHnFfkr9z3X9p0LGUnTp22HXv32r/60//Rfuy6n7Drbz1kpfKG/eof/c923zUfsZ1TU3b69En7+qnH3CaQh6Zutbs++CEXC/TEc8/b1448Qi8VtNqxbCBje9Lj9suf+GnrLOeB8YqbM7li3nYd3M8Yf93OnDtlhVbOjlWXqI8+jo/Rz0Ek6aaNct6CUakTQ5TIpIgcCNEWNpRkAgaYjJro4Z5EKElL6YakWvzjb/yZ/cQP/ZRtj2aYQ6jvUBUP7JyyieqwNU/NWWJ6whbqa3b46BH7y4e+ZHvCafvZuz9OrJ3PxrZP2he++hV7ae0E0lgTO1vHBoIZu2bXQXvfoUM2PLUNgrbh7Fa4V3SJkiZ+v/Qh0IfAG0LgsgiSapRKQh8V0RuZd7yihQ+ueU3RNV1yv3HcAAmEUHU14VoXIUBf+NoXbIBt0Xend9mn3vMpO7M0Z98+8qx98bm/sdlTZ+zH3/9hS+/cbhV0/8Vayb76+CP2YuGEXbfjkP0YBCPB1rkvPPesPbz8tF18tGwfvOMDEMeKdZAKhoYO2AvH/tqu7eTtueNP2xhSwC994MdtafaCnZo7YadW5+2Jw8/Zyco5mxzYZ//rp/+5nTxyzGor6/blhUes9kDB7rzxdhsACe4LYxgvo4YkK8XK/EWL7N6FhFG2AFJMK9a0v6NNO1I3WB5t5te++pf2fO687dx9td1yzfVIiBWbPX7WnjjyTbvx7k+hUwIixNCIeXbgEhABahtEugFSzYOEz5w+YyfyL9kNQ4fsX338V7BzLNiXnnzEfv2Rz9knDn3QfmjHNbZjYNACRSQjgo2//OgD9rXT37JrU3vsjt232/XXXGdziwv2+PNP2xfm/speTO+xX/sn/4X5ZpEgRN1oQxV1qpJtZJC6brnhkA1un7CLibb9wRf+2O664TZ733U3OkeBBIMXXCrYvj17bYX+LfPM6L6dNruxhmqwZTm+h0cG7KGnn7Cl9QX7lZ/67+ypJ562Pz35uKWu2m3feOpJO7Vyxu679i7bHcvaKMHDT7x8xJ48/7R9/rGH7D0HrrV0OoLUWbf45Kj9xaNfta+89KDtjYzZJ9/zw/aTkJe5ixfthaUZe7m5CjEAfEiEft6t4GQHRA5dFTJKV/oWkMqVdiNDdjVngFh2yDmkzBISYjg+bEkkXzFWJaStHNKlj7GU/FqHmH/5kb+w94wdsk/f/VFLEditOKd//8XP2QpS/1Rqyg5ef70jgEeOHLHnTj8H83PEfuLO+yFQka53pd7nFe/cO3rX+8c+BK5wCFwWQYLB7OrIAaLWlkOmAuh3WGjiD2UDgDV290VQeSi4cR2xiYQOIISAvf/QbbZtbMJGR0Zs28iYDaFCevblo3YmN2fr6PiDGwXnSn587pwdRyr6sfs/a8Oo6KQqbKHiOvj+2yyZ22V//thf2aHGLXCpTZvETtCBW5a09vjRw2QUGLF777jbYqW6XTc1bQMnhu3pmZN2tpqz993xoza9a7ejE7ffdQequrJFHo/aQye/aWP5HTZWTdn0xJQVZhfxKhuzMMhQcTdVbCh+0gUl4gSS8p4xOOSxcNaee+Cw/dD7P2k333qrrRMIPDYwaRPFoKW3H7AQyFtwU5YLFb66otisDoRpO4GnkixPr5+0//7+XwHxovLDueCqHbttct9u+82//GP76otP2EcO3mIr2FPaqFDPQlifPHfYbpq4zn7x45+xEu2cBPFfvT1r1+zYY4fnTtsDzzxhv/mnf2C/eu+PWgdbSQJ1ZhTVVQpHhfxqzrLxtO2Z3mWV4gJDRQwS29oPoOZr0JbaUt7CqF1bkaotQjSSgWG7OHfRZXQIjGccY3Lk6DEIW9I+9mO/aLPnZuyHPvBBu/vDH0EiedCeXTppv/DRT9vOgVELLxUhSCN24PprrZYK2x8e/rplto3avftvNMPj8mtHn7fPH37Qfur2++3Wq6/jvQRRxwdsOIBUe8tN9tXanJ364iu2jEQ1FB6wcJbsHnKG2aghzXV3ktUWFB2IkqROxzBxTjeImwsifaPyQx0cRN0ZZ+4oLq5GcHch6rPIcMKOnzxmD5//hv3ornvszttus8VXzltxOGMPzRy1r+SO2n91zyftqv0HnNNOvRCxew7cb+dhnP72W1+0+1CXolHGPZ53MZ7SFrjB1lB7C+Y7rBU3Efp/+hC4giAgsnBZRRVslZK2VubW3xssOElHkgZkmG+QbqaItJNvlCzmj9t1+66xm64D8aA6OgW3uXHuIi7jo3bznbfZ2fqCFTFCLxdzuPB27Plzx7DjpCy0f9yCO4asEicnXpr93feMW5SP7PaPP/GYtStVi3JeJmuEcEEEBHXXtTfaWBMnhGLLkiDb62+71Z5bOmtrwzGL3bjH/DtHbRlPh5eLy7aaCtjIXTdYrpO0M+2itZMEfpbrlkHVR7I0S0+NoRrEvoVEU2vhiUY+t7gAUyjiPGBIfD6LrZWteXbefGeXbBjbxMHooE2lx0CetAhipqK2iWgq5Y2IkZwuXjl10raFRuye6+92ksvi+VnnlJANYXPJl+3+e+7DnlEllsZnS+WCVbFRPf/SURsPDdkv/PAnLTlbtLEF3NJnSxZfKNtgM2w7RiZtGAI9s7bIeyA3vF/qLblLK3VOCI+0lYUlu3DqFLCro7YMQ4zInnFx2YqoLFMg71R60JpIeourS7yfPHBIkcO4+wv5Fxj4Nva9j94Owa907L37rrP2QsHmXzphszMX7N7bPghxOWRD6ayNXbvXZjpIlhMQyw/cbmWA8PjxF+zYyVdsdW3Nzq8sYCNKoh7b5lzr5ysFW6G/BaShlUrRrr76aovSno0S46K5pvRGSEly9fbjjCLHER8ESNm9nYQEnNykl9MDNqY5VL5y/gjCCFUYL82ZCAQqx/z69vxp+/zph+zOvR+0u2CS1o6ft73Yy7Ztn7JHX37Obr3rHoswV1bGY3YqXLOV0Zilbtpjqet22kWI0CMvPmNlJMgqbF/TeaUwzmqjK260u4PuXeof+xC4wiFwWRKSYOeIkShPr4jYSHLSEVzg1CPuni2/63YhD91Th1iUubGWjVoRpO7HC2t1cQmCFLJrr7oGq34eqQckE6rbDBbpOoh6ND1AHEnATlbP23o5Yv/m3/6G7eb+CKxoGCcGBTueQRUzTOqIIAh1uBOyBlz99vEhkGbYbtx7te3AZlA5P48XYMIunD1nocF9dq4EoePz27/9W6AnVFdgLproPM4K4A/RjqMnX7a79h604nnsGBjcK3WyT8DhV9aQGkCGDRCyECA+HFbM5W29nrC7h+7AZvW4HT5zxD6w/z22XisSQByw0tKiDWQTPch0DzzeVd+BuyQtjW+btJP1Zfv50Qkr8I69O3Zit0pYjnQ9cdR8aAd5V9TW19dJWRQlwWnEDsO5vwd7TRBVXAhHDKszzNieDGeCIKqwcZwO9u3bZ8cuHLEl6tlFeia/v0mWBdzV23ibEVMUjJOLDocE9JIQnJqlIEjj27ZZBymsMDtvMfwgSu26je7aBowCdmDbbovhmZGrtWw0EEEi/CD2PgSV4gYqMRq5WLCDe3bbymNfsBNPoYZ95lHbGRnCkWTD1nCGiRGDtt6u2UgAaYUxVHqp9FDWvvblp+2zH/uMjSN14jlhg9xXWcnb5OCwbaCavIj9DjcLAniJK8I2F1JcGN5sIqrKr+hzLvk4rTDHQuS6k5Sk+1s4JviQJhkqpO2iVQiklR0wBXGan1uwxYWX7cQrL9p//dl/bjFi6qq5oiPkeTwK5/ML2DfX7clHHrbHvvmw0uI5ycobyCxjjwMgiVsrTiryPEM137c62rnJ5T3UP/Yh0IcA6/MyigiNdB+sYRBXtyIRGqknevbj7kV+06LksluQWpi6T59MOk2C1abNg6ArEKTJyUlL4ylVJBfcOtJJDC+ncHTUhqZGUK/geQfi2SB+Sf7MIhq//KGPWRrCcGhkh61cmIMIdkj2OWVnSmsWZsUPLdcs0wxi9F+HUGqrApBohDx76O6ywzgUoAKbHojZAh58Smv0s6jr3n/dTba9GbUcBCuKp15kOI23G1IPCHJtfs4GY2SH9uXwZqtZnQSyLQhMCw44DjGokWk6hotxkHfHCK70Qzg//BM/aqtPJZ2q8Hde+IpVDlfsrqveb5+4/S6LgGSjSBGgSOABsoSIgkcxxgM0uHSlY1K70gQQh2hzB86/VqpacWHRotvGQZJjOAQkrFPFFoS6sJBfB/YQhaERuka/cQBJ+UX0qCSVJmi3YS086XZv3+HUV0uLi7Z3Oo3XYtbINIizhI88biXzI31YlczZYTKw82gTuF48f56YnoYNSQrBIy6OhDW5Z6fNY8epLOds297dthoCeUPAgvJYzJUsg5ovgZ0tFU1bcW0DCaRu//Sn/qndlJi0UL6EW7bPBvG8VBjAU0cO28DB3dbGbTuO88qZs2cgemZDOL4kSAE0kMPdHOLZRmXpp4+lDaSzSbeRhMsS79zckfYUeuAAJ5Udk7MtgAoCTjqiMxS5cstnPolULjf3BlJpAk/IDN/rhZKViJMr4oDSovNzqAN3ju222jJzCLvS5I5tFvzPIftffu7n7fbIiLXwVhyEyCtfXo22Kd1VHNjnllYsA30M837nmq81AkWC53JzX+1wajyd9EsfAn0IdLUXlwMHx/H1iJEIjU61/EVsVPzcINwqHCHEJiKiZ3SvysKFWdK0RHE4GEIdx31QshjuvSJKflRI4mk3FlftHFKMAjLXCGJUHIwPz7AdYTys5kGEwaTVL67YBB5Qw0hHK6cv2Fgyg+s5CIfnG6tkg4b4lAtKEIp6BptPFaRbAGGszM06o3YVF+AbkDyuQY1WfvGs1V6ZtaGK32LYOIKomwKzEKCZBbjlpq1cvGipnTsgjmGLDeJmXis7xKekolXsTTKgy2MuhVothH/wiZeO2Y2HbrRf+me/bD/z879gh254nz0O9/3vPvcfuva0Lije8O8qBGVbaMCOvvCi805sYICPJNM2JWJK4KcyCsxBEAYIRB7FSSMAIZgIj+MpOGcXmqgMD05DPMhmAHLVQJAD28UmRfBEW0cK2z69AwQKEZlfgLDWnMouDvylRpRtbHh4CMlQkoafZLFZiHLKVsmubUiSJYjL8ZlTlvanLYqaS6LxMi7oAexRZUmOeCCmeE8hz/1IsCFsNlKJ5Qig1ZYWPhB3NVew0gVUh3NrdsvkbssiVWVgNhJ8riPF1GQwjrfgC8QnIQkytpWFFcIEaLiIFu8czAy4uVVFddrB8BZAqmvJk01EiPGRF6g+LSYdpInxpwEUXVMM0WqrbHHgGcGRY4X4tybqwJv3H7R7br/Drsrstd/5f/+dTeJEs0DsUhN1aByHltMXzlsU5mb91AU88eZtew2m5ULONl48Y4OljoVXkYCRCtNIjHEIreYA9K5LjJj32lTQvZ9F4a0D16j+nz4ErnAIiE685aJF5gIEQWgdkFZArCmEos2iF0L2SXTiHnk5oUyCoICXQB+KnG9AVMJIR5lUBoIUtDz7BzkPKGKDKqiXCmR4SIFkZaCOUM8YBnepV5aJoh8aGkDVV7Y0LrYnLp6x2RzSQhai5G8YPLjFxzLw+jUrsxNgG0O5ZQiKlO2HrOMrVHJhfdGCXAsQFxMmbiROIGeMug/Ettsjf/dXlgJxxvbthQPXtgTEBZEJOoMaKi57ECQyg5qvnsOjDPa2gHQU4J44UlEHYkC4ELFKxOZQR3N13SKVpl2VnbD0etWSy0UbKfvs/mveY7/6w59CGqHdUG4EI6TK7tEnxMlH9g7kQeCLJNBatzGyBpSQfrJICC3UbB3ivJRBXTaVlrAaDh0FCGaYPadGcZ9+buWCzY2G7bHAmm3sHbDWftIzkcctiLQnx5A/f+jLIFX2DCKFTp14mQjSp1I1NSGoSrkTU3wSWTdcsCvjmyYDdh7CWwbZCzEjlloD5N9MgPSByVwpbxUkuiDxXE1UpAsbeeBOHQSU1uUpAIzrxE8NJ8fty9942NpY+5vMldRoFjsWJjlsWDWYBElMw8CXLHNWmFu0/ePb7DQEfR2CYINJbDK41mMnbKJPzYeYK0iphP/yTogqbUOwYqMTESNeDAH20cZCo+Ik1XWcYaTS9WHzks0py5xSgvAyakjZ0sI8kyBprCHZXT28zT71kR+xERIB/99//Hv2wrmTeGoSE4X0t05C17t332QLeGDGCCuQNBwFXsNIeoX1nLOjtWEW0tg3e/Svx4V1D45tg3nRGumXPgT6EHgVApdFkFTN5oLjXFKRcONWrk/pW9ogT0k8QtYZIuJD6KHiuM7W1lZxaiCJC9xuBmlCeCuLHj8GZ56BGFW1UR/nYdLwxNBzaPlKRUXqTMumM3bDdTfYS8XT9szZV+xUccUqBEk2CaSdq24Q27RsyzhKPPHKEYhQBbUgXPcwEoTegZuxVDEtCEoL5FQh5Y/ee92uvY7bfvilb9nMzCsWObTLLsZBdBMgWYjZoqSOmXPWJIg0HAdloqIJ4HbmK9bIJEEoJn0ZInOBpIIcHPsAed2kEry4ijMA3mtrxPyoDEJcGrwzie3Hsc5IFpswA1EJpnIOECHftW1KIcfg4jRZEfAkhDgEemma5BCiWJo09Yj4+ckKsRMEvgu701xpwf7T1//WqgNR+/biaXultGLpvZMWJE/b8y8+b0tnZ+zmPVd1bRy8D7A4POkFlUqaUDvK2pSPMoMXXYcBCpGxoUzM2IYIITBsYANsg6SHUGeWIWwKQCUU1CbInl0o5J3UEULNmlvgefr20XvuQboh6/aXv0QC3oSdW1siIDZtyYM7rZIK2sszZ+zYseNWxI7jJ6haLuCFZt6+8dITtlpes870kJ3HcHbKT7zV7gnH2IwHszbI2EZwNmlhV6rDKdVxy65CUIvYp5rEcoVQeU4BFxSJwDJDZifUm8QsbYPg+CHAs/Pz2ADDLog7igRWm12xKB6Yv/ATP2NZJO9vnz5s33jmcVutl+zW299jtx3Ajb4+Y2fXLtrZZsGWAnXLEW/czLK/EnPwbH7eHnnqMXZEZmyl23YABpAAVWo6aLD7bF0/gnO/9CFwJUPgsmxIDnCstUsZPdabtDduDSrLdw2JSOolSTh10vnXQ0g3SEfarVNph1rYP3zED6mqGpH/VbjuBL/Xcd1lpz6HhJsEPWoRD5AapgTyDRIZL3XT5Mx+e2L2hB2fP2PvvfZmu+Hqa8hHVrUHn3jcjsyetn92433mh7MuKZ6EgFWF3MD6Iz9hqJcKCSSu/HmZoWE7SAaAwxfP29+tvmRHDjdsT+OA7d+33xbOvGLnnn4Ot+5lu5kA2lEM6m7fH+rLop6qy2hP6vPG+gZpc0B0tHmWS0sQszpG/T978i8sPLrNrr79ZrjpgD38+LN24sUjtis85Jw0xKWrODubuHokLTH5Qerwcy6jOSkfIIJ4hmE/CuIG7/MXCfT02365TmOQT1PvKJ5zjZU124sX3V27b7Rvoeb7W2xUt+2/1oaGt9uRhXP2zIOH7ancC7Y/tc9++WOfNt/MRfduN2BqQw936qhgzjYEcDvu1CdOnnRSaSCJZQ4GI4sKTkHMUzgbBH1F57k4ig1mTKo+H5k4kEQGUdltrJcsu2unNfOnrQh8br1+v83uvQaHgSfsD//s9+32u++xp9Yu2PzsLIToJYhvw+6evNZunJ4iuGnE7tt5wI69fNy+tfyynfrGmu2+6RYb3b3D5tn2ZOElCMTpGZxd1mwO78PkxCRMQoTkE2JZurYaRD+mEMwCno9+AF0ElgHUrkmITBN7X7VTsIlU1oYTSGpI+RUk6UE5cJCZww/BLeEo8rGP3GvPPPm0PXXqGefJ2KSVSRiRj+78kP3GsQdsOjVmH/jAB2wbzMArx47a808/5TwRbyFANkeuoThTWJnxu2miHE1yqaAc4D1C1R2F/t8+BK5oCFwWQXJODVpQoiQ6QIWEO8XtOy5f15GGgkgLsKt2NYbtsFRULGapnORJ18Y4AC9uwVLDDkYITIRqtdG7g/1RIWmLCjzwcHaQx9gtsQyGfdRwSAZSscRwhLj/fR+003MzduHEGfv20Sfs6y8+qqbY/qH99i8/9rM27U+Sd40daeUIAHLcT/CjPNMCND6I98Uwnl85jOdzR49aBOP5h+6406bWD9hjp4/ZF77xgBUeecDGoYS3JbbbD133Ybt+chpkg4cc3HWD1DoR1HUhGUaQjtR2bd1NJiSX/UFbaGzbsdv2Tx6wZ+bO2vOf/xNnQ9keStqNO67ClfsWp+6Ri7dXfJKM+OjGANeLq3naDOcPPOohJCIBF8cC2Y4SqLzmTs7gmSaEB8xQb1Zx/d5/zW77b6/dbbceu8oeeJhMAk8/Zv8ZO5MYguvSV9kv3fVTNpXF6QG7jVSDjgpBsEUF5RTtx7bjQxWldgyhUr3j6tvs6Ilv28tHX3Tje2OWDBQjU3j74XyCoX83yL2Kna+ekKqtbFPAuDa/bM1hCAFECPGKnHZBPOBqFsJr8hM3v9/mAiP29Jmn7fce+CPHaCSxQ40PTeD2f8BuwoEAH3vbeOUEkl7cfvZTn0GaydtfPfgV+/PHv2b1x2BMkO1Hgwm7afSAjeb8NoUNMoy6TW3mVUjd2pKcHuES3mEyVlAJdrCRXR1JWZTfgqj6gszFYVSVftSUbaTMdZiHFE4sVcIDWqglmzBSRVKMDKBe/PGPftS+TcD13x592CLA+dN330fsG1LrLfvsc1/7kv0fX/q888qcjipHXsr2Edt2YP9V3rACT4DPf2+tuB807Lr26vC7y/0/fQhcqRDwPXLkqc77r70FbptVAdIzEQEQaoNFTQY3FnjLUmtVm/2137axlQ3cY4lLIU9ZFftKDBuEs5Bj4O3AfUqF0wTJSzUjxBARoi7C86LqKezBGHxxxvb7siAT8ohp8eMVVsVdOTKMoZwcPedxMDg4MGExDNp1JCVlcNAePPK+q7H9+TzbZI/jFjyA+qWNwbqM1JDCEaGBR14Z1ZEcFhKgeGVq3sDvtkNbYvRLUlcSlZdcfZ9bp46pSctgfA5hd6mj0onznhCed7iSWR6pRxJOGXuH3IhH4dJFTNMYwBSvpG25a7yvgxooqnaQ5sYREDkCiAOX3YUcbUcrK7h0Z22qFmbndmwsqJB8SGItSX0Qx+0Dw9ZGbRfEO68F4ZLXl7awANwY7RtsMAfsUDMuZAPYY0gGaim4cmwVSGANpMwQyWflHeYfJkccaZTCbOVRPXuW4NZB7DNBO788j8pwxBK4uSu1zhp2lCqqrBCegAleNpDHhgd5aaZIJEub4+Tb8zMuUjG2gEOA3e9ajNtskK3kCQRtr5dxc2e8kGDCMAMZopvlAh0Erj689hIgegPJN8gXtc7+V8OkFnLIFnVmDaktQswRgLalCpk5sLVk9R3CoD6WiAVaxf7XBH4K14kyZwZxr1Om8XNRxAvmRxOYhGlbElWvApXbwDACARoZHrWLOJmMkqh3DbtjiLEim52btz76uowHp1Sf4wQDdZgLp+oblmAn4wgSd1RSHm7whWoZ6Ym6Caq9sEKwM+7h43Usmkh5s3gSTl1zwFrYBc8yf1tI2xGk+hDjmMbWVWKuhJjHcqQoMHe0eFLY+VLY44JivAg6DvN+59Qg4iOSLgLkiJA05u5EP/RLHwLvLghoPrMukSzAFeBs+RFwTX4CfjYca4NH6jDvZ0YidvD3/jVZXdqW7uCBrLRdMILCMz5ohsvQT1XPPPOMsPfbV0TTFOwKPXINczXzYh9YtgPSunoXNpqzJPRUQ5CQoDjOk0vSVIA0PNeSRcBHsKcCNFtwoWH0/CKKhC7ClQZ5fh9Idw48gf2Gl/lx1V4/fxY8F8U7TK7WLPBeGggFvG40UQlirymDvKgMTrxlN0/vszIEwDDQ15G0Mhi2S2QmqMC5J+DwBxJwuFQj3b8IRG4ux3Mk+US1p0wIkgpiGPgFuQ046QRuwA7xymMDJITPtEVBRLfsOUhKojkLrGBTgetul/POLTpIItb8ygxIsmhliHFyGzFVcmgAWI6QQ1SFQAUj+dNLZXfomhus+PIFCCPtBp6SvEKkV/IRd5W7cAGHCmxRJdnbqAVC7cdmM0qmBUmGjWW29QBJZjOosXDiaCNVBbCNROWJph150/JK430Qb6+4M9mqcNdOoAKrk5UhCLOSwP88CNzL9KmBdDEQQRW6tm6J8XFrLmEPxOvOD9EZltqSWLI0R4NgRRoQJ+CprSlGkZ5K2ODy6xfYwHE7khB58mA4UrjPh3ERl2dlHZuitkP3DRAXRBxUi0lV4/1jSJaxStBK8127VpzkraTutgSEWt56klLjBCsDDex8TZfxOyKiI1EeAtRkvPeTF28d22WQtiQYX3lUFPIQEohXHuYkg72yvJLDiQ84Mkendmy3leMnIVIh25sdsxyLKgZBi2Z8duGVk5bECzDRYuYB13ibtFFalKTWaGP/LOGin4WIu/nBcLqigd4sukgf+qUPgT4EHATeVoL0hjAlqzLiFBwue9TIsAR3GwXRRbXNNao5P0hcxEpuvMrRXIMTbYHsZIsRQi7gPhzC+6lNZgREExApnCtxIg2yTrehfOnpSSeZbWAplmdTEkQkr6cmnLcfGwZ6HLzpkH4wxBchFgHUfEE4byE9SXhVEHYCjpfgIscRE0hkeVySm7RVGwWis7EsiTttmA8eVFU83Rrs/RPCyyzFxm5yo66A3KIiKtjEInAEPtpQR4WVRA2ZlH2JmJ1p7BoXzpyjXwmSbo46RNghq4NoKIKYKyIEiqNyEpeicJHo/CDjMuqqNjCSE4UkNNlIRPEbfA+Sv26ROJkdIMToxJgV86sWQCpDLLP5xYs2gi0khh0khjSRx/a2gRQTB+nGk0EkQdyg4VA6cCxiJGQzccWplziHKEWRmso4KmSRTPyMQUxwRcIKEXAsKppIDUAMkVBB1AkCluVpWQMOLUWGYtwvLS2pi2wJrvgmbEswAAkkJLnOr+QXMcVFmAZspscmhz72vB+g7hiSqCKzZGOEPMEk4ODCuLTXSLhK7JKIdGzXJO3Guw7JLctc6kBYEhDhAH3FE4OpgmSCG7ikFxkOW0jQPql7l9YgRhBXZdlAmqrlVvFKTJgfb8sV5mkZaSnO1uYR9kcy2ttA6hpmo0U8U4irumjR6WHCBZbIYVe37Xt30nfmFRJgDQYqAQENMg9KSEoRmK0sMXXEKXQJUhey3b8MbV8w2gqQ/nkfAl0ICFe85QLd6Banj2CNsdCCILmwE93g/jg6NQ4cfRbiEIBTT7P4fSCKIBxpCeRZx+OqBjLSfjWSDOQqKw4ffZ7JTVeuzVlsO3JDlt0GVh+tCJucY+dIsk26VGR5XK8bSAtRXLkjZD7oIClozSuORvvzxIWUqCeJiiWImi5KYKsQdJjvzuAlhAY5VGySnBUGyEgwPDTq4n6Gt01ZlcwAOdLotHCGiLLlgvYEqsggDtJT3rMK2QHwL0ATh0SGYV+OHEXiZbJ4c2l7h/a5cwDGb9unpqg361yDZ3AjTu2bFhWAUENonDsyxBOQOXD2YDuMA0MO9+cwhECbyFWBVQibhrZ3V5BrDQIzhDdfhfMW8T0x+iJX7Trc+cQUAZwgySqSgYI9lYtuhCDiKNTHj0SUBn4BGu7j0+K7JFzvw2A4pJkEHs4NHglzfX4RqRAVK1IYvvLYtYAXCWUbSBZpVIUlR8xBwJQsGc43UOsmtk3gPgJhZdxSYwOWI9anAQGNAcMM10q0X9m5x4eGLYXas0OuOii8q0P9UCaNjogfnwT2rMjQCLZDxhOYVVF5aosJhRo0SGNUKsBIwEzUaEcLeIUhJJUC6j0IVwApMsTOxDWIRQI4QImthMoxgkNDB+KySvYJBfEmkQiVKSJHYKwcOpydFNih07OQPERhFKKQ2DBq3hXuKZLdXH2RO34QAidiOUgAchS4VZaWXT/cZNSZVpv3cb/oi2aqPr2DhCZ9vMscvVPvNu+CrrdgnPRBKciNfLQo9ekNpK5797zhfdTxA1sEIJVLj92rr/71APydjl49uscbo61H79lXa+2eede9o/f7pd+961f48bJsSGH07orCUHELgqOIkuP+vEUlbptbipJo4B4jXA+i3go4LhxVGPhEGQp0+9aipapraGNcwZtXQoFD2LqAmYk1h44e4iQdoWwwVKXkBj19PYuUa4p3CgjZSwVGCaEyK8H1JkCAdRB4C0KlZ0UM1RNx/6rPxVdRlyu6xKJX+zu8gDc6NZtepBipgO6neoe8eo8IJ7jvUr8JILRXUogIV++Ku7MtD8ReUcoh2VAcQZIKkPtbxN1I2pO0qLgun0M6SDYgRsgyMT7YnehfhDbofY6gUV8b+CoA06nKVL/gzUfPOQM756pKaQ1aIHRJhdouoYG6SpJsEI9DJXEVHBToS8hPdxxJ0tdhIOJIHX5Ukz4kAdckpLmt/dIrNYLa5uGNigigEGStBxS6yaZ4vfFVRTyGGtrppgVvFc0BmZQ2J4vcEmXwpOOaD9LWaoxUZZvfdNR1zck4nnaCrdSibh4J7HoPTFONeRAZHSbAO6CCAABAAElEQVS7Ut7iMD8ihMrhF9X8FtxUekeZEesAGRNbzw0EsLCPVIrkIa4+JHJtCNjgpQr8jegBJLIGDEQH71EfquUKKYXCZJ6Iov7dJFAwJtIYsMugGukk+w7EVnp5JdTtMMZymEnKzqe2MO5yb2+jklQJ6hpzXPn72swjjYb6HkC74OBAexQnp/s0biHu0fArfdJrJq6r7V30pzc8rjNqtvddp3RQY3/pcWvvlMXD/c5cVHHqc86BkqtSKac0zZzWQjBW/ZtHxkrw06PMuy5AOerca4fGVOeqn//6rbteeI7i5peuvxuL+vVOsyFpsquAptzguy8M4OaAsPrVbiEbxdNoreHA5QbY5zBvd2C6f/nNVdA9auBEJLyid6GZeU3pGsSIjveugvGF9L0SguNtylbCc07lRXZq7TnUwB4kw5raFuQB7RWkrvgVDKUjPzgVI+dCYo7AcC41oarX3je6J6zJ+QZFv7ni2tL94k7poNdHN/mlhnM1clWYEji5Cd/ruEi1Yo2aQrSyw1ACIprAzgeyR1Pm2uYaz2/uDq7p/VpIwt/eGOlNWqCuASxE5CT3LqcyBbHVQHjK2hAEESuvIDKXxbjLITsRVklRPCxC4hgA2iPXcBUSZb9m4buLrl/ds0v/SlrW+wNyjNGRvxIUNx+hI9BKR5x5bbdwDVOiA5ObOr0JImZBp7pN3VOR1OcID80TTAQDcDoIoHuv7u/Cgj5IfQzxVYYKzdMK0lYdSdSP1B6VLUsVqm2ugNQdDAVk5hHXhH+U0LU7SZgXAj73i4FoIaEFUDlKxavMFhukZJIEph2R3WJGhewaJm8WwVJ1e53gtKl6eaFg0GRsFEhXl0RO52TjdASZnovfQpnK3OdGAYKiJjuyoyp0AQDrGo6HZN7gIw2Gpy/W7z9AReOrcumxe/XVv27s+CoGrhvID45y8OsyWN6dnp1369i4QdENgqObvJzrvUJyzMl++e4h4Obpd//Yq0+4sWPU3eK+dAy2fHdrFFZX9+teh/45iqMX0vUYaf2+uR43T7rj/OpbeYbnXGArC1TI+tWy9RxTCmqWKmqaACoXOQRUQYRhHBdKLOoBONRArgzSozLZTyQtcNQWDq5Ob1LRDnFIHmfpkI8QtIiREs05ILzagtee8fuWfrjfek3U5QYcNW+nwJFRH+Y1BxM3qfU7kBLnj93ccW+6U98biD9CnnpYNQiegsml7+pKVLS990497xaLOHIVVIo+EN0AarMqsTpJce2om4J4Uwaw78njb7NSFppcpfUOEUknaQEzN/bcdelR1b9ZEaIQcXAIkfrEMHRT/HDOZdUlsDrpzBORepVprnj3yhNPReOjZ8JIc9qIb5Mh8J6hTvVb6YJUfx2AuEsVUvuQTFaJUEPEvsnLMI4aNiYVH6rBDpKjK0IyFJdJg6PLHs475XEYEnUW7LtUgUZTt+qH8AQGMmx/soqaluglHD6C7PQ7gEovwHYrHVR+aoObRzqqqDuad70Bcw4rIoqogeWurh2PA0hwPjlrYC9TPkDdLycceSk21T+eDQFbEU4/DiTKfuEYHcFK9XJfQw4wvCwIB6+zd215k8Z7c7HLDr9J7zSkIvgUN4uExwQNXacCN+IaC/63OQquKr2pwJxze0RzBcaWnySRdivSXZxy0dllVZGrrHtULZJkXVH9/bIJgcsmSJs1XXriwdk7sngdd8Y4uMmigWCQlBpHtzjVjthesSf/0CN1aiJsqlVcG7yR706QInaFKtxviAWtpJyaTWkhCRBNqYE9QRskqRK3UEHsLFa1QbFBuqzi2isVhxAOCM99eLdb5R1ks97cch1xT/T+9J5317ld9bhXcRQuVpGaTpPYqdqESAUCjt69jmyofkcA3SPd33WJ5+T15qpSe7x2cOqQGj8IlL115E5E8Pzqg57iWQXaCpEF+JTJjBAhRVKAQKoisAlBkLDsdV+qv9SlWCsVSR9dpYb7Sl0c1RDv2Lv8ZofuHOBX1EfuGZ4TTJyTJJcBv6NVDj7ql+pVASBayy4fHPeEhazpu2MYuN4NKlZl3CuY6Dkqc1IWgJBU5jE/QjBFnGYGUE+u43qeIHdhm/0vRGzklGDYCNWlzXfrnOIIv6uQc0Qv992Nj97L2HEekCpH74bIawCGyTBC4BKONexKu7Boad6jpKth7HGSOh08eO+mirU3aFVlwqCaYKTpHCeiSPi6EuAYAZn6pNqlBs2DHlviiLHGRwyLi+lzBJ2eaDJ47QIOUnm/rnNc+UEqbvy2dkjg0kUdLy2Cv4rGkv9ySe5ORM11YMlXl6xXxMndxpEx1HzpEiPGQI9ys1u/3KXrmh+qavOdqpuvrmyeeBeu7OPbQpA2kYtGSR8BeXMAuicwhN2B5rCJIUWUcDJwDzmxV6PJjW40//6jEreGHXbRO3rFNUbnXON/A9fdKKqYICJGDQcIqfDkIz+shKwYxR2V1CxSw2mKbPl+cIhjIHtVuoNu2Vo0Q6UD8iaxfvPu8Zqj7z3Eop+3FqdS410B+u9uEXw8BOraw3fVI67Wq8/jqjS7+S/IteXAQRukMnN6bu+degb4CllLm6AYHP0kCdDdr/dxTxCVYQCnjyKccgCJICQvRnHgNWK4kJTE9YvTd2+jrgArzAcydrhMNapSr3jn3lFt0LmOb1Q27+MdtEfaUtmSXNk8cuI936tPnL8QLtYUnuOi7tU4CG76OISii70iAqy5BhwkDQcAuEAotVcGD0jMS2wySDonVLtNMsnHIEZ+7EClddz6pVpzVXn18SD/hWTcuKleYNvFVtyjc26QvcrdqK9Iozm2yWhgo2oyXnGYoyQfR2mwLUm9KDg71aMYIo2bxos6Qsxdp6qD+CRR/eVx2EhqexDe0aG9TGxXj8Y5wteI1pPapEJznKSoyaz2uC/8DoEKSf2ngoS+Cd/ulXfXX29YvFb3uu59dXNh8wsnul/3eEcmQgumWKBxj2osVPS7x7i58WD6dG9wAw8Z4gHGjEkgRsBNQ353ZgWHE7oMuFMD6lbA3V3nVKy69VHRWLl6u1+v9L896L8NYNgEsIDcHRjp+8UhuJ80uB6y0FFFb5cIoJEWaXyjo7vnO/wu5KO6ddz60aTgewDkqeze8sSSzl1u5hfPn0MFwndyl7W15w871mJAYDXTGBCRmyRawFs/mjj6TffoXvcMz3F5c3Jx+pqi31RoyhsV0U7nPKH2S1JQ+wUbBx+O3oNqh9dHx6aJp5Z6kVu7q2TLZNdzFPfurvQkYqWixdKEuMgW1UGycJQKxOjD8H1i9jzeieoffVNWBWAWJo5JC07PdWEhgsSH9nSrd39d3W/4p9cUrxuvu0ePC1kKrt5HBHjrRzY2fRg/7yNjv3fuYOQASV2qj8e7dareLR+9R7/pHvfBrVyIBunopbN4UFKniLVfQdKaLxDnmBwGtvbh0nMRH80LFdWvuSEY8pHUSRJwWyFzRnh6gvRJ20hIS7wciYGT5N2rw/kUldtQjzNXxSQoeZb2+6pTlzhxlSBtUEYTSaNiHE6eP9NLVhtz46KAxDZeq27tqC2ShiQ1OcmTgUJNCIXFoQK1kuxVDnbcLwmvJ+W5F/2g/dFYvW68ep3sXW9DhaTqlNpc+Q6djba3njbB4XAKcNQa5DnHiIDUnIYA4uXvGbW1j5umoVPj9ep3xIkh0fJza1WVdoe127befbrcL10IiAxcXulxhG7wBWAArksNBlYDIpwg1wGJtW6xuEHQRSYBo6rMDrIHCMmpbAo43a8O0Xr0y72qd12ETsyhouCdyoQqVdrcpMHnqnu/3KQbqJ+a6ILkxOBvluzzx79q90bus0FcsCNkppBuiP3pnJQhNUcQs4lLqeO9uIeU2WC2611F/VJ9RSAO8RINUZ9cvzj22qG26JL6s7XdW/unPrSEfCl6r7PJcC6HiQYIWhPZU0nJO06ESt5WDUSEKkha3lyCrTz9nC7ca4PaLYIjNMap1yRHkLguM70M4JI0qsTs1HnT1448Yh+J3Mv2DYNksCZOC5tKkXu1zYcPiubWqTrCODlJTMhMFW/tHF/ftHhtu+QGx7TQSEkpbgH3flfVTgoSXDiXBOUECe5z93JNnnoCstS9zhbJuSQspyLh6GyD3CdDv+qWMK1s4KLpgr085eoQjP/0/Ffss/GftDT2tDTSUSFHVnWeF5FwYormJve7sqW/yJ5WE0IDTiEAJKLh7I8QJLWxAcJrjuPqjufJk88/aw+/9ChbfpBJnd9uTBwgm/hHcbjBC5SxdQSJcayIsDEn5Gij9leIeRNxqirGDvfyB85800JkzjiQnSJj+YaFyEAu4MgLUh6sIS04jT/P1OlfK8JcoR3qr+aCxk5zLcI7nVTtoNvr27v0oCHZuq7cwqOvroigbC3c6xU5WSnpsvbR0lzTug9B1B1SFHHXuGviqOggGPKRA5SkV6k8FT6h90kDoV0OOoyb2sNf97izcfK9JacVLUnewRN6QH/75RIIXD5B8ir04AvwZVhF4+MQgNaGiIZ7kb64ImLFYu1x65pNm95z3CLxebNwrrmhooHWxytCUJoEQlaaO/ouJKHF5+rmWobdXNcJiFXcUgzDfROD9UuVNXsvMvT02LCLbQrRLiEEISyZicTttlxbu/YBXZek4GzXnDv/G72Tful21161q9c21xavnTznFd2n9tPkzaLMCSri1oQghCybnNeY6O69QnO0XUiXK/wGbEFYZXZ/1QQPEX+k58A76ny3DdTh3qNXe9d4WhKAkJRqCgEkqfKixPa04NZPszXFnQIkEkKUoFERogASZElZLRinsHQOgkkXyFR8SdG73qyoDW9SqixUjZcWuIoHG3fkuZYwgPuh2xUJAN5aFiKXOkzzQ8ZjNZ9WurnUkw3do248eEi4Rc3s4hCepe4kOfBOEUvVETEiFECxSLnCOfcSuUwruwTgerWoL2qTO/YuMyZiLJz6BiZBqrcWYyh7WAcb0WPPf9u+DjGaCI7bZ3/kXuYc26uQ2SKoLUuUrqtXNPba7lxJYPEUdyrJGEHMcrQIEfcWZs+m07R1g7EIIdnF2Y1YFlgZ3MX5SaPrCA9HDZM6W2e+dycp19QuvYvrYqiQnRwR4+u7s2gMLi2XXlPnvGuce/jDzQn9BEw0bmJiBEb9LqaPq91x1g8CpiYkCwbWlXnETW5dsy567xc7onXYnZy6B29U5oBe7T484mij1p/38t6z/cOrENC0vaxS1coBgbXxAGoqHRBebQWkkjb73zx/6hW7SHQ9uh8WjBY3IyFvNwZPklEUCcWPzjsOpugUqmjCYgTA4vlGGiHlwdP2AyGyHUT43WUJ4BjBCSEeTVkL76IWkfRK66NtqrWY/VI1ZQfJ98bvYDhNrnk8nECpBECmbGF5hcQLbGnOe9Zx+9bWF4k8QbulgKVJqZ0mC1pQ72D77AIOEGGCYJvK7YcKR8Gr+i1ODrwsxm89k+S8QwwKMxXMTkoc6fQ5+vkoPseHejBAwGSBIFVlI/DRNh/bbJSIcaljs1H+NCGMAml/6iAcolpRI5InkGtV3K59qFuqLIQKAbkFBWfuPUCwcIkdc2u2QGqaV+ZnHJcvwuLUWpKKWCgimGUQaUUGdVZDMbeBZyGeZBCUVYJ3Z8hOsIqLt0+qMFR0FbYiVwkCoxR91gLaQHLawMbG5iD0gbETchaXB5culZ7b6E/qqUzC5RqUCq0KcSzxzgY2KCUq7UoYVAZ4Nj+cusJLHNGUSopsDQMdPpWAZQpkyCgGLU2KoCSJTaNg9Q6wi+KZFiMNkZMECmztwY6+A+jEojNr5NWLk+cP9/5lglQzQ6QZou8801Q75U3IOyrAPBYl0W47bJGVqmUauHTnq7ZCsPUAjhx1kEcFG+MGnm+yqzVlXwQxNQjc1l5OItQVAoCdqhBbDtHB/ExdBMqlIjjJkDEilhywBHtBrc3Ms4sv3opsH19dK9rJEy/bzvCkfeaHP247kyM2jRR6y55rrI17uUCzxlj62U4loowUqNTOri3bzPwc84gAa+5puO1OkraknIXM+Apw36BdPmLYEhsEa9OfpJ8cf6SE8gFLeRAGmIOFlXXLAMMscB1mvg7hMBjF20+xTtpDS8RSm14KiSoTSB0HCkfVIM4AwWXP6I3Wu/fAPBMT6kR8Yrckffo4itlyG08ieWZJrNsm40a9RAg3DIJjZsABRc0B0pcBPmugLl2BcSuT+7A1krJz2tKGnJ5FrQlU28W1AnOHwP0MOwGQX7MC7MPEjMnJRjsIgzrcfO+qo6lQjGiPGX33Avftb/llE6QISLeDx4+L6QHh1VAj+JnoJfRzf/PyQ1aEHdBidzYCcRVCmnEIAhH6J155GUcDFrmQs7hd0gZVLi7yXYuGDehIDCrOo00sR4vJIgcIeYWV2LsmQiBFkrQ5IoQieHp+A4+61fNsTDc76yaBAnc1GaIsUm2gNww3LARQauPiC7JSBu2wZgrv6bCRXp2cdgEkkRYENQECv0g9IqDqY5gFHiF9ThAkVEelU1tkwziCHgPUKeTcRhWjDBO5AlnAQeIrEJkOE3+DLNPpQXY1VWT/zIyts+NtgiwGYZ6bn5vDFBVhOwuyD5BSqElm7yqTWs4EEQiTS9ZJe9MsjgH2WZp96GE2gRu0yUM32e9+/fdtiNQ0CsAsQzy1zUWbFD/aI0kkMgwHHVWGCpiFKsirzaLMToza//7A71mVRbnt4D5bAhEWlZ1CcOKZhWLOzly8QILZEobzpGWnJs2ndjBWkuDYPtYqEPgaLvM13lsCmVUgcHlia7TfkwhoYnQIlVLWMmRoaHKP4zip271Axy1FhnsFJobEgSo4TSKfkspeXLL2BbIcgDjzC6sWG5+w0ydO24VzJI+FmYiQomjuyFHmA4QqM2JGSqQmO+smlDOQ7AvaX0uIVXFkBfIFKqu7PnVgW+U+5SXU/IowlnLtJsaX/IZKzUTuPhCQYo/akgyZBy71EES2BjHSvlwizEVgnSOdU4PfN5gzDd6ZYH6tMPcE/Ol9V1mBlFTaHkQONWvNFTuwbY+NkxWisZiziQhZwiGODZgwBZYPXXXAluibbGNl1ML/10OfswxwbDKnkuNkDCF4uw2Dobz4VWC2AWKUWjpBQuAOzFuMRLWdQoUcfTk2MsSrFEZLCHKYbVI0r51NaZ0gZ+ZCMk72EAiZH1iVuU/brktk1PwMM9b8wP1IhcDDL0nw3VS0uC8pdcYuKGaKftbBNVUC6TuOGJC+jHWdkhMPwExBVNKsQ+GFJTbf1D5pyV07bAkmpcmmluebFUtdu88uEJ19OtCw33n0i/a//eUfWhX7XKFATsrp7Ww2SSaQ0+ds49Q5S07ttKrDJ8Jg3SJU42lAHCLS5Tdoc+/2K/IgceUtFwFXeeHy5OvKktNMiUwrJBEtKaiSScAWR1YGkWmn0VSbdC0iRuLaUaJnJkYstWPcokhBNZ4vg0RiIIMYyNfIdVZXuhyQimxB0hRF4Y5JowxRIIqe3UgVzKgcYgouJAGOlfMb7Gk0yLPKOg0yAcEr59jUyITlSEF08txL/D5E2qA4e90M2q6x7UToYydBqsmyZ00HiSasnVAhbsrFFiOjQxy3Xz9Ib2FxgfgcdpZFmiixhUWcurXzapVdTFsk7eygpkmyORxYGgmB3GokX42hlFYePj/cbB5pLAwCGCbXnIJQK8tLtNhnk5NTVgCJpFkYwooBJKmguFMRYuDXBjmIawtSf2M5Z1MT03DudcsfPgKMgS3wyYCsgsRChUnsaeyX5AepSSG+AbFQtoFMJ2rD26aBATvBRlE7AsvM1HhXjYkqSNtY1Em7JESnLNzpFEQbzj4HcxCYg7SSjy4AA7GSW7FR2hwkZVCI5KLFKvsxQfACSB/OY4s+rOFK35abPdLV9NQOpFCS1xI341yymWXQp1cJk841f2AAFkhJNKTEqYx1DUO/JAU/0iTAtoGxSYm5tmfvVaRQusjzfuC3apP7rwahC/kCM9JQxRRDpKwbEGTNRSlT15lXo8oqrswgcKphpBB28rPa3DyxaTkrpiK2WFy3RXIKrsEoFJGstd+WMnsIYTsDKJJ2HSQmaUtqzKYoLHNvgO3ifRDGEG2osDdTbHKEbSrCdurUKRsn2WxWmR9gzuIQ5yIMUJb5hO8eiVfhwPmeJ/+f5nueBL0puOxBspbP44mXG4OJYWzXWSdJmKHyzKxL+isGZQMPu3Xu7cAstFhLFxeRopj/IzBCQRimqcntbq0otVYTQtVGspKXaYSgXLYrtBZEtMm9UhMr3myd+e9n/ODaGAsNBvNf3nc9Dzy/nDveiJPg6rulyCMU90SHE0qMhxwX6kjdbTQbSvMUXGOt2zq8LinFxsbIaTgEPmD7FDQjKwU2hMRGN9eu2ucee8iWH/6iswHe9L7b7alqjrlQs4NHD9t9B29A60EWeUAYAf9ExAhSoi41mRTtrO2eylhboTiQuvnPAzr2yyYELosgqRaRjKRsMyCG4vlV6wwmbHzXlC1FOzaPdDKwfZxUPWVS/CMpSHXHfF/B/XWpvc5EiVgaj4YY6VRS5EIz1DIrZ85ZiPxgeXbm3DE+7TjdEhy7Nm5r5decp1yI/Gwh3lleYCdakJDEamWMhmWEY122hZVl27FrNwia7Q4gXmEQSCw7YKPTU2zstmRLTbI503NZtlLTY7aEZFH1122IPHstMHYMxKTF2kLCUQbosZ3TbqEXkATieEz5IUyr+YLlfTU2odPkI24HtVeA98VCbGaH19a2qSlyy5HkUyrCEZA8sFiFgMoRIwU3XYfYLczN2iB2LOXyU/Cijzx+Shi6So6/DVRSYXLN1bAXtKlXfXPGbtRHQ9tIb4PR7WI5Z+ODO5zkqKSwpnxu0KM2xNEPcUmhXmvOsbcPyC8xOWQXYAyCvpg99twzduf0NbaN5LFREG99Y9nWUHFVIWSyM0mVEQCuw9sm7dmLJ+3qPfsgzGwUuMaWISD1BgR/hW0khgbjtgZRVpvjIOck3KJSITWWgSxj1GacxRVKjch6RPpEbektQF2HLNfgxqf27gFJtJHY8hZhc0EfyKC6XkHtSMCuVJcgTGRgpBR2cqV9G6hK2mxJcTFAuqOR7agHkehApmU41YwkHvqpHXwHyEeIro7X8B7GqMQ265FM0qqjcYg56jQIWYe6RnD5HmW8IkirzskAQs/tMBgwNoy1nm0BG13yYV/0w03nkdQ3Th4n+SwbI+7ZZsfYxHGIJLx738fW5hfJ8o4Us4HvdxSPzBbqyDYednm2ACkT7zQ0OMTWIHjaMS5ZGJvc4jJ2JbZzOTBlmR0DwB/+hLfFYMCSo+NWhLFSGqcoc77F1hiz60uWY+uTPXDwIfIBzjDfBnlPjH5qzy9J69lxbKeoZhPbRmxhfdX8o2ybof4iKdSQahdgkrYxvm2IOwFOTr0aEDPkxkUd5QSGxUlLfH3HF6/dWxvKNanuQ2gIasCEASb/pdStIWzFLUtKOpJRFTVbFGJVQptRYXwQI5337Tz3PP7s4/bw8WdsYudei4/swyKRsHN4QB362I/Ysw8+an+EFujGQ9cjpRdsJ8QsIYYF7U3j4gKB1sINsmqroCpk8nuOS+6SOG3BuV82IXDZBEnR/EWSaJJa0gb27rMTp47ar/3u74Kgmc8A+9/+x//ThhjzgyQ0vTt9k11z03tRnW2z2dx5O3rhnH3z24/CwNZAEB12Js3YoZ3X2b33fNgiExl7GY5OXnBPvvCCnZg/xZbRqHJo+vbYDrvmhuvsjptvswq6++WFZRZ62fYMjlsQHe9qYcke++aD9lj+JTcZhtimOuyL24+iw5eKotQK2zm2w14DgT32zJO2jEoljCFmOjzBzqEZ+9THP4FBElUdxGUe7j1AZuxvfOtb9rVXHub9IbikqqUDGfsn938KLVbWJV/VPkpJNmyLwwl/7m//g/3kBz7p3HWffuopO106gZ2lYnemb7EP33E3bQhbFIIyvneXLVw4YSGQSRDprIhU8tLpk/b42kv2Igi/QGfHsb39PHXtj4+gghm0f/Hn/5OdheNfJa7q3/zln9guRvADZJ744YHr7MD2PWzTPsAag6gh5eVJhLotxb5LcPF/8NU/sm9szEHWg/bsyy/bQy88Yu+Jj9mHpt9rKbYCHwyknGT71POHbf7ccZurXZBGjO0cJuzU7Izdu+8GJEO2s4BAK63Q0PZtVkCyODF7zp4//qzNN1bc2Fwbm7Z9qKcy5ISTGsjlfKMfXooj6MkmVyhitQ6yQHdmf/XiY/aFFx9xGjtJf9NITP/NJ37ariNB7frZWQvPXLDJa66yf/3//brdcsdHbDG3aA8++02bgcFAKWXvyU7aDRM77Rd/7JNWPjNna+fnyIDOjrU4EKT+f/bOA77q+vz3T/begySMkLD3lr0RENxaR911a9W/1tVaq61atbWuWnerVgUUJ6KIIjIEZMiGQCABkpC99859f74nh1J77+292unLH5ycc37nN76/73jm53mebl3wu/nYm18st88pea/n8sPOH4YANHrQGPqyGhoCkcIkrJIRIXLKCcItTRsm20xNozby7QRSZ6qMOZmXU2C5mDazGw4xbylNv45zfKNt/rzTLIZaTuEJMCyfFvvpwqcMmckV7nv0s0WO0Tx80hWg7jps955tNnbMaCulVLs0mm79+tgd7z5oa+kOLco/rnzFEpDmaaqd14/xHzHS9uTvtxwlo6X2U3VxvT3+yWLmSZGVIuSMDe9pg1N728xxk1xmklLKDRcGoilRWfiTfRtd/NK+kv0QaLO+kVRapkDjebPmWAJj5IuPUvn7OnjJH+vMdhonMeb/xk2dpvbzCpZfDrNbAwzJB1eCEIeN5C5sYGyxW2BWJSsHmng18WcyNQdh3SiGKe0vLbC1Gbtszf6v0JBa7FcP32ejTp7PxAEYwjnyL/UCMJVA36+vOGzjKTfTHhBmFTklFsocCkIIZSBog2whksnkmcLeoy8ahGNdyw7t+35zPeB3yXVX3tsjkdLP6hWkVNlaJc0K4aXknYqTCcLMUL18A6UdVEgOaVXVNDEp+GKuK8SXkpDSFUm0ycrwiXQd0NsmjptmPQYOgpFstyvOv9zOGD/PpiQOty6RaAqk9s8pzLG3N6y0FdmbrX/3gTZ3+sk2pOcAqy7DAVyYbTmHj1oS5ail8u6BeBZj1hiG32T21PnWLbGnQ5qt3rHButLuUBhHBCaM5O7dbF9Wpr28bIFtyd9hCZFJNnHoeBs7cKzF4Wdogoin9UPKQQvZjsmrFu1ly/4dNmbcBBvaf7j17zHAaSqZJdkWATEMxtQkJGBCSoo9++qLtrM4w07oN9HGjJpkvdP6Yob3sXfWL8Wp7IPEi88Em38RmaxD0Aze2fKJdY9IsezDh5iPvjas5zALqw+yw018r4Txdu9B57bZwb17LDI5lv5EswN1tWvfDstvLLdU+mLSrLk2ffpMKztaYfv377WBXdNdpu1p406yU04/x15ZvdxuvukGmz90DOXKh1lqLKYtRrEZTamaxSeHdSSL0acKCscY9qUI48SxU+yDbevstJNPt6tmnmezhk1CQmwlC3ecvbR1hZXShnZMg8NS+tsJ6aNtUO8RdrA039Yf2WbRwL/6pqbjAyODN4u2BXPX2x99YJ9lbbSeUd3t1BmnWr/E3hSxO2KZ5futKKfUhg8bxjzBF0HLtOaEXdK7d/0J2h7cM8UeXfAn2wSxHTlqvI2cMNkG9u2DJOlvS75Yam3lTTZu4ngH184qyrPVh3ZQsLDB1u3bjeba3ebNnm39mH8hmNS2ZHxpfti70uhflTdpQcKN7JVqCz9aaO/tX452GG5TJ820KTNnAt5AQ4EAlxSWWS5lMKb1GkbNI7R11kCI/CiSXGEU4g7yl4UlxmJVbbfVG9bbxrxtXCvY0uJ72YTRUy0RAauKY5dsXmEl1OsaMGAAkniEDeo1wObMm2P7MjLtlKlz7ZLpp1pySJTzYfXo0QNTZT5phKIwFARTgv2IjZ98oqVMHm6rN22x2+ZeZBeecJpNHXES/g0AFGoO5qOXtqy1fPrYDpVYGv0+duosNNj+Vs64bc3bSjXjaDdvW9GW4vHjfbF9q604sI4kEUk2Z9Z8G9J7qOUgYHxVmGEJVFNOxfQooIR8wB72xwBBA9wN6Z//aAm+cyK5t87PtP4vE0z7MDfLrCtmpIzvYkTtrMlAMucrcW0U5tVqaFo5QlwzlQK+yj9iLyx9xxbvXGWbSvKslmNiu3e3ZxcusFcWvWbTZp9IUcgkW/LxJ/b2u+9AI1utFCtMFIJo9oEs69sjjYKhCChYZHBasSQ16zGzagClLSF4uwTKaqdjnOw/vu3a/9+0YfnRMyqzjeLotNbdOoc+qpSOULIVYRTSPGWK1WNlCEKgV0olmVL1uyfFlqcD8uEfEsa+1RaJaUibLwRAqnEVfoQaFnQ9lTRzIYyH8nMslUUYjWQiZ3hbUYPtpDy4MkyfP+ds64Nk2zsZfwP286i+7VaQm2e7ineYTwEoFUz+YyHO3YKjLbVrT1fvptWnymK79rHNGWstOYCcYDBJaUdRlEcoyMplbJtsVg+YRv8BTkoXii0Vp7iYVxx+oJwjOZinyqxrbYKdNmK69YBx9OqRil/X3/ag5wVXtNjm7ettWO/Bou/25fqNVtJSaCcPnm/zTplnGTvQurjvrGlD7bO2CAjk5xCVMJuEtlN7NMc5TaMprX2UyqNBaEKjho+ypJg4RyTr8GkkgQJzyC3MT72HD7M8tJEUTD1hyd1tCrWLZCJswbxSjORagOY3a+p0e27BE04L60uBwgZMNlu37ea4FistK7WuSGVVoKtiqz1Qbl+k+BBqITXB5JQBoAnkVDjXb8DM4E8JkFr5C/CXHc47io+nzdITE1mQmLNYHOGkVOoXl2aD0gYCGvGh5k+dnX7eebZwwQLbWbDXptt4a4K5+UOYl32+wlYX7rNbzrrcAUoi0N4i8fuMZi40UPDui30rbfPW7TaYcRAcWxNN1gw+qlvd1sxEXr79S9uHlH/W+Pl21pyTbO/mHUzZDkucONI+bYuyjw9/bn6rQ2zW/JOtOlflGmEa+Ljunn0BuQiDzZ9nj8TMVx1Sax9ApL/KXGdzJk1FLQmzA1lZVr0nx7bWHbahCaNszuw5LoakAtNpWkeSBY0ZbLsxJZcfzcPsTGFG+j86AAaORmn4olqZw60E7QQgREmby8jOsn1l2WjHMTZ5wgwbkN4LsyymaObO8EFDbMiunrZh+0rLXrPZpk2Zat3RyttaAqyovMhiatqsly8ZFij53lyCbE5cRFcfikYyRmUQtO4906wIh3lIJH5KxuJoQaGV+mOabSwipRO+KBhXdSxoT3ouJS3VBgel25AIfB5U5g3DbJeIOzUD81PG/j2WPm02JUb87OCmnZa5b4PdN/NKS+3V2zKPZBHD5mcTLr7adu/LtEUrXrJBPhEUHow1X0yALFBXYkXB5DJzChDkkJid4/Vf90Y/NgFAkbkuHI24Bk3pSMFRi0fDFJDoCOCog/kHLFD+Ssxrla219uGBbbaf4pmX/uQnds3dd2EqB3yCL/i1hW/aHT/9mQ3qO9jeffc9NOuhlN1irkT729qjBdYtL9N60P/xB/ditcCrXYJPivsHguBUphOXNZ8OFOQb+cYJpFBjDzPSoH6/uR4QQ/vGGzyGOnAB1P4BGYfkEREbgQQCHJIBTIrELs/V+8BsglmwdThfg1GJLTbSDtQUWAG+hwEs4kiQQgWHc60MpNIIJOoTZ8zEqVuDsx9zHYvVlakGTScJLg/ncW1Low0eNhQpNhBQQiOSXwyoqjarQIs6Uk71VOCvsyZPtb5J3a0ln1VaVmPBEN44iE0kYIFo6gGlBgrUkGyzRo+HWVKCu6DSajKPWE8c+lMnT7aclmLMM4GYhcrsk71foCmMsy4gzrL3H3S+FZUNaAH5N2HUaMwqMXbo0GErowqpyosrUK4R81x28UGbNmkyK4IS10zCUEw+0QA2InG+a71Xgf5qpN+SgQG3osUI4dfID/74QNoJJvHnlRATT9E3judfcno6iLFqoMKNlpaQZElcT9mpU2BwcRClAPpYFN8fnxAGQIYDqDgQ8XD6u6m8HN9CNQhFEU8fEgYEWx8qoXZPToIG4WDHNwfewUaPGGEn9B/iAmNV6iASIqWy7UMHDCJOqRzEUR2AgxC0Zx/bfeSQTRo6zoOmw6xaznX88OV1h0gPGjHcamCs8huKCWn9iaCLHYFhZAcv3hWrsWTLKuuP9hbVJcH27cqwaNI6RRGBXM14Dho6zGL9E1xQaDn9G5OQ6BhxLzSQAXEpFlvaZEnwjsDD5dbbL9LOnXCSlSKc7M87YuWAI5LTU23Nvp3cK8JGjRrFHMB9fTjf4iAcA/3jLAq4dCpQ7Qb8mfkwm2o0XJf5XFIffesP0dJY+8PAj0J0du7ehRk6wObNnG/DRo6ww1mHKEBYbskg1wLL6mxSv6E2JHoAAtUuq0aYiGSO1uNrTMU3NSatn+Xs2Gu1CF6BCEgdhC34kzNQmnIzWqQQpEcPH4EZYyqmr7p36+60vGjAPD0AiCThD/PDj6dxSkcD7MV80FwOKWuwoKJaG57ez+ZMn2lb6vbDjKliC8ji412fW1oI5lNMk0cPHbHu5NPrndLdKmibqiPH+0fb4VxQYTA8tyFsqFyLM5EgkHgT13p+/NpfDeo/YtN1/ubVeXHeNG/cNyGo9HJZhpnfzPcmtOImTIwtvFoR1MhTz3wDMYsPR+8Coohh+8JU6lgXG4Hfv7jpfXtm6WJ76q3Fdsebz9lDyxbZPQteslte/L3d/fKz9i7zRSCGJoTMOjRsPLgUJa6wSy67zApZr5fyfsYZZ9riRW+A/WizKbNmm1+Unw2fO8N++LPb7dXNa21POz7zLtFWjY+8CStAG+1RrkGsqJ4YJEloksocd+p8fj2bNu+C+Zs+8fzsOUbHdb6O2/1d+PitNCQFgrVAtBVcWAnB8A2KsMgusZSnLgWh5mddGYzIOhQ5fC6hSHE1DHAhFWO31R8hNijSbnvkHusPBLalnQJ7DIRw+w0MpoZmb142kiBIOOy5AV2ibHXGDtuG4zir5Ig1fPZnph7xGx1AwJkUwRDOUhy1h5C0Tx46l9RARy0tNpl4FrQCJmVIYhRFa/NBHtUzB/ATtFfaqN59rR7/UDi2yRYYWxcc1UUw0sYoYqSIJdmTleF8PKsxoa3avcYG7VvvGFoBBE8mYMBQ+F2IN8IrA1YdHxTIOCZcXVUt+6NtQp8TIIPcOzDc2jFFhgooIKc5UGsR5ugYtDvmpU8jCLBA/DfxOOWZ/oE4lrfgd8osyrW9tTm2F3BHVxhpdmWxxUuqBuHXTAE7/YtC+goobiCWigYpEhmi1ka4uQJ4A1XkUHFCShnAvbtC0PJw3HZBK4mpJQ4KyTuSmK9amFT39CQ9hcUDCw4qpa2gkHxYTFU8SzAEs09csn1KWbojZLnoCu0KBexxlDiMj7Z+aR+j4UTCHIn6ofVI+NxbRDOCtmUUHrSxPtKZtLmMXx7pUAMM8ZN4WNJWZ1u2fcF1vrDuEJYEBA+BKo4Q00T+UUsHRNC9NNZCMV2WgQipos/KY6h2y/1jMLsEazAwF1TkMgYAagIhpPKh+QAaaUOT21uZbVOHT6DwH72LPykGhKDMlHj4rfVoCVB1Q8sMpeQ7zm5MLT783oQJLwgzLGgJgB4AVgAU9OyeaqWr37UJfSchLABQgXkkMO9iIHgFIOuiMNH5Y5oYNWOyffTGdqvETxETlGLNgEtL8bUdxpwzIjnNqpinLYBIYhIxIyOhByPEReMnq8X03Q0EYIV8UPSP4mHEmQS9ruK3OJhPPMCIeH6LxcgWCYH1ZewCEYwk7JRgqg2MJVjWN9R2VeRy7xbb0lBsexAk3nlnG4ITsV0Ia+VtIM1cl7HW8N0WNRWx/tLpQ+YJ4xGEiUtIU0Hem4GFB6JVe6gfb9rcuOmdl8YR4eQbb1yjCSBOEIIckgqCZRNxfc3IAiwuNPwWTDwsICe/NBbVWHjXHtbGmNVzbEMUUHj817AcgDkwJtC6Cj+JgYHrUVSduBnNqJoxDesK+pf1kDh6jN129pl2kLWVgEXjpvEnWAXzLLkPJmJpKyBU8/LybAtmzlXr1ltqeh9Xwv7xJ56wrl16IGg32Ut/etFORls/++yzLB8T8oeL3reTTjrJbv7Vbyzuj8/ZawWZdsHMubYjs9LOwl9eW4gfF/9kR4UQtKI1CCIAlGr9mwANY12SOuykNTgUgloHZuM2TIjqXu/mulm0gp0+0C/nWmFuK+xWaFw3Dt6D/8vfvxVDEpHxkzSJrTkIJJjycDWhwSg0MxKCFA1xiSA3TACSYEkNwAECL2O6phiVqu1HZ56P+gt6Cxs+wSzOhKfS2kJi1VcBH1aQqZN8zBa88bp9VX/Ipg+bjnN3sA1Dkr/zwbtAEiVStKwJ+20EZqoENBsWJxpFMNH2LUimEfigWrh2AwyqlYhKxZfEU101HFNJHYwhkvxe/hAmIb0qK4px7icRv6PYd7IUMOD+ELdkiM75F11o3QpBy6HNBYGyq8Kx3Q04dTtBj+EQRdUPUhCqNCDZRatheKn4wNp4BpemhTmkND1OVYdsu8wESEkuqSamldKiMqvDDFiBI3zpklfRsJqsT9IAO3fKRIsf2d9u/cWtaByNNrz3IGvKK3Fw8Hikb2lL7Y1AiZUPB2bnyrWToTQYRiQfoAQwQdhltgxisofD7KivhykBxBjmmQqCbaVlNaJJxXAJVdONEVMC3daCxBZJ/4nB9knFpIrU2MEYxwYgcYL0y2+sth9feolNTBlkDXnFINxqrQuO3JS4BEx2lQ6SHw5Sz49gaFiMS83i1oo6wa02GkdPx8PUf3TNlRYA0iABgaRXcIwdBWJe2QW0nJhlOb4/fB2BNYwz4JIK2tE1vaf5Eq9UX16FX4Cxpu9jMLu04tfy8wmyEiDcPdASFIstmHRqn96WCnOozIH4gqpTctMOpN4I0FS1IMlaOkAfMm5gCJjSwMPx2YiJy6Si/IexMI1qINRZTTV2LkSxO2MbCCilqq7UDuzPsF4pXTHxtdhhNOXYcQPd4wXgrygqLbGaRAAsaFWRaFr1IP7ayLDh4mBgTH6YZStJDaRNIBfFRUUwHwW2boO45h/Nt96YkwUZb2GuKWQz0o9Ku8yzWlB5fgB6kqJAEjK2gWjXlVxf9boEJOnAdKtE9jdfdA3CEOuQVyiCjcxxDVxbQZnJMMKKLTssHoCD0HSqAeXHGvHjXc/v4pLcWLkmev78776r377JxnlBrC9t7TxDC/fsENFmsfiyPpSBopJA5XDaKfSoH8JZfWIETLTODtWW0T+gZZnfSoYltGMMft/Q2lLSLaGZ0w+R+AnVa3vWfOV8RPF9e9itN14G6CYeLRJBEb9fCjD/auauLBd6/q79+lq3/v3txFNOs0efeNLOPfdce/Lx39uyDz+2226/DfNegM2aNR2/VL3TYItz8u2ZJ5628bNn2MVXXWvbDmXbc8uX2OkjJuCGqLRrJ88mhi7XuiGwhsNAA9DWagBUBcSD9tS6pO085rFN7ZblSetXXX3cT55jdLBeMrNw7Hdt+5YMSSxJhI/8WHR2O5O5HnCDnFYBTJAAFnQdpqKe/QjghMiVYBqqK221NOKAqoqKrQAYagLaiD+E268SGR14uAJEo7D3NkD0FPW/buMGUHAF9rsf3m7xZGbedWC/VWccYSJFWRaSaXBMEiWoyeYQGMP9zIqAfQ8a1cvaCysdUxNyRqpIJLFP1ZiVGpgE1ZgElUpI0mAVWlMkQIQ6NIFQ2tNcV8bCaMTMh3O7hmBPJN2OQ0XWJ7QHVVJ9gbaXQriRxHhGH8xLheWFFtYlBsQeMS84SDWhgpByIniOQCS3DpiMm3DHzR034Zhu0s59+BLfNdFaWZfLl3xIzEszOc7OsWQC7Q5WFFpW9gHH3BXkumvvTutGVoAITG31FHtT1udITE6+SFs4hHjeJrQ/QbcVU0VMF8Gx3N7dR0y3BQ2jHgLdgQgZjtM1GCZQSwBnfaWCIJErYN4eagjTBAQSKFQdppE2zhXyrZrA0qiUZO5NQDHHC7LfuOeQ84UEM6YBiK5tIBwb8W0F89CJySAQgfBL0BUfkkboNs4VsddbHcygZv9hEII9LYYx8cGfEsdxKkLoi38svL6CeKoK8yVOq0tyqnVhHSYQRBuERNwu53F8HHBupH4Ych1MthGGpdLmgTACJdWVtpZ/9KjVJUe7PHN+jLH8RU0wkwZiwgKZAwy1S1Lritsx53w4RhK7nPuBxPAIVFPLOPWm72shgBkHD2CqDrYkAoXju6cAsY+y0oOHOTYCs3K+0+xE2GMIZs6qARkKofWTX1UQdJiJAq0b8FMFMccFHAqjn/0YQsWrqJqshOY4zJO9IxKsNK/AEoETM1iyIop8kYGcsonELcQQMkAjyceHsMBcY1LDVDtgPiBeYUAJCIglO/bbuAFDgM+DIgQeH4pJWGu0GmbvG9dq6Wm9ndlQdZ9ckDJMUqXbxZiVKcKTS4vb/BM2LYkOEJYNzC+VcWiPIHME6EaZcgN40hBM9snBaJmC3/eOt4+zd9sTK9+3KtbYmDHjbPveDKtCCG0AIccR9AQuH17wLsQ+D0EfM/QEC+yObzgxxl5ZsczuHLmYicsRjGe39L72h/t+Z6eeOI+j9cjA+5mDTWib0pTeWLTImdZz83Ltww8/tOeefc5WrV5lw4cP55gmADHF1qdnb3vrg/4uw0mfAQPtsQcftoyNX9mKTV/ayb0G29I1n9stP7zUyjZtgyExqTA5SjNqBdtfS+ySfzAmeUcgWBKMv2iDnK5EDXg2MR33uyYkG+tG+RKlHWnTs36Xts6n/OaP5DJpM4GVbkXEuA2CL9ermEQrRDOexXo4M8vKYUBxOGYbCGAdkNDL1m5cYfEEMIZAEGLRWroT5RwL6KCJ3wWFVQaHyMRY21K0wy6fd4VVFZdilinApxBs3bHBl7aB9ooIBeEGSo0FLtv35O5jbPnuFZadl+PKRbeCrMkvR3pHVRBzk9QRiQYVgXM5DjNjTR0lzCFYAbQhiJidOqRVLYIIpI8EpDLKe9qZI2fYjtVfkNHBLJF9TWhvcUwogTDqIJ69UgFEwARSiBepQytrhSmI1BbmQZi4niPGEDzmmGeFaH555pLr9BaktCb6TO3IqM+0icOmuGDVAoJxpeH06ZnuAjdF4Pr3629RAA8UtyTTWC0R5cWYR4uArdZxHV/iucIwBao/lL1BQZc1EB5JU4r2D8bHI2ZZB5NV6qRSNAlpd9FcU2acaLJTKKmsFqYmhgi7MhdoPGSiVKkMZUHQWIzrOcjeBnUUDiPowhiHcp16gnx9GYceIBMTY2EU+AH9IMZ6XpfV/GvTTPc4e8A027puLeg4tBw0W41/IsivOrTGGl7p+E+UncNpe4ARoiG8JYfzgKMHOoKvUuWohMQsqSowncKWnEDmC7ScVghvD6DtX25cjwmnDtNMb0xi1XbwaI6DrrcSY+TPuUp2GgFzD8Zv4OJQ4Jwd+EQZRs98JiO84O4pod1syYYlTsvumZ7mfJoNzPGjxflWi1muW1pPW7N6NQIXaY64fxNmQ815Ze4Qmkj976oQQ2CUpRu8l8Wj5Wv8K9DYNE7xzDGsxiaf2cGsbKcltGJWksSgTBL1+Cc7MDlK0xGDa8fMLJ+efJdx+FMRHywWzVbYuWFRfazsUK61VqDJS0hhAfgz0ImYBpNheJqrNcRAwdF5VHwcXF+wb5d1RYRQKLt/6oZ5lbXD0zmG6ofm6sP40h0Af8icIqKt+EZMXI8tW2yPr/nIpt90lU2+4VLb71Nvh30arOvUMXbuz26xFz54mwTB220Da38jAdSvfPyxXf7TOy116lj744oP7ZHXXgYxWmhL16+015a8b7f++teWR4D0G/iS6nh+pRcSMtNVSyaEY+fOnXb/Aw/Y7t27QUnuQ0sLd2tv9OjRdtlll7k1prU475T5/BbJmsLVQJ8tJ5vKxi+/tOefftreWf6RfX7oK3tv5TJriw23wvpq6BBCH+OjeMRoLC6iHaKbEiY8G/OZr3/z0o8wI6cZIVBKqHRSpOek78xfnupbbhAGbdAdJpKYEZOeyd1EZoBAOlA1h+KRxrvhUA3FlhqDKWM4hFWy4VcbNlh+SZFlHj1seSCR2oOxBwsYAQogB+1A+xXAWFJXjsO/DYhmHPnW8GUU5pr8wdEs5homTyvEIzfnMJHqKa4tmUeynImrjlEPTIgkLiSaOJQ6suhAuEDdFLaSJRmTRRcc6bEQ01qgzI0QDzGQLvgO4kDJhSAl6xhJILktJbbnSCZmqkqcnTA/AkJbE8IIkk2yLO5bQDR9B1kRRKwTOT8SM1QEkqgIkhiSp5OZcJgl3KZ9moQQD+gIUr3yzmHOYVcgRDKSgNgYpO0o4OzZSIHxHCNaW4L2p3xrtQAiQiU1QZiSe6K5JQL1xX/RikCr+ki6KclvNCC6EZoG48H1KyBywfgbFAAYyCLv0oP0Pmg7sTB1ziIwGGkNxqNaQKEw8w6YuB+aYxhESvWjkgikVY63Ju4/fcxYTELN9Mt+O4CZpBzbZC0m0HLIbE51qe1n7PYcPqDkFTigaRdE0+u39S428ZIAOqAGUEEZZjrVq1JtmgYkVJWm1/hk5xyySuI5mjHjVJEFAwMlvjjg7bRTTKAYQh4Goi4UTUZVb/X48TxHu0y1mGVnTprkfJRrN66xHLTrILTGhK5dLCQO5ksfHMzKcs8ugh6C+U/l7VsZG2VnaMQHUYnQIgIdzRweOKA/oIoq27VrB+0tMzGlMDRwXSsAE+EXG7+wbQW7beKIca4t9Whu3WDM2troy2iEIQVHyi8q0Ewd703EFclnoIDLSBhWHUKC5lwr2l6Pnt3QlGKYGzBk5kWY0kHRl6qIG4oAVVWLFUCEFIFK+QCieG8BGaiy8z4wsbEjh1t2Y5Z9tXubVZDx3icu1PZXHLXthFaUh5CGKzrI9h866JCYUFjH1BSLpA7xU1Csm6Ou+f+0P6IVMmn6Iyj5Az4KLWm0iFIyjNQqu4aflcG4F+3bYm/l7bFD4R2WUVloq7ZutRGM6yFATh8s/cgevP9h/DqnES7R00oQivZlHkDDOYpAVmNvLlxk3aIT7de33YWJs8Hmj55ipw+fbFeeeLo1Y+147bmXXNhFEajGP/3pT3bjjTfaPffcY2vWrLEHYEjZ2dmOYUgrkqB38imn2Lbt24k/jLftO3fYqwtfA4H3quv/zD17bB+vnbt22q33/gxGtNx+/sAj9si6xUCfAWjJEsK6aoVmOZMDoQ2+WI7k9lAFWU92etEFXpLiGOu/vLSPBaPdvOTa8GhT/7Sh+bdcmFn3LTYmrmzRTqWkQ1uR3INjiNBn8ckBmBrc1VZs+8ROHDSDeJoiy0FyOWHyJLI3RNsZw+faC1+9a+NyB1gaRDWmW5pz5G/astEONGbbgJghNnXOLOsf1dv+/NkCu/3cm+1IWZGtQGXOKSVVC4O17rNVmPkK7Yczz7KBffo5VNyo/GH2UeZKlwVheP8h1q1rV1v95TpbsX+tzR0919IgIt0xBVWCqGom31dKfBerR0KKBXXUAYEqwmdSheNXqKSBo4azqEc7089bW5fZhoObaP9cq8AZLCd6Po7q6tZ8mxg/BjUcBB0mGvmNqiFaiXHxmMuUZcAzjxwRVlfzXQte+7XJR6Hg30AI7pDwvrZq0ypMMmgyMPqtxNp8emgTfpZg27FpC3F2xXbB2NOQyHDCwzQPbt9pcSSf9aEMeyQmriTQiNH4UkRMhE4UQMLfzV4i+NEgKrDHi1lm7NlLQHG1JYAwJD2CS3UihiefTEMDlfKvQAAAQABJREFUNXsQJCSNK6+XFkk4mksxBM0XMEUwFDERZJ8P2tisgePsFfpleMYeGzVkhCULXg5z379rN8yjFJBEpPXt39ezvjq1Ls9T85fnl19tPP3bRjvf+uIt+yowwc4+YR7ggwrLh3Cu/mwlQkKOzU+ebClK6wJRrsa/pnpFyvPnDyPnsk7zwF5HfrkKx9SrQWzGB0Y7f8ywLn2sauAky83eYos35Fm/9HEut2DFQbRoGO9epOZ6rlECwCC2C+YwGKEkT6Vwwr2HPxIGDnNTTr+e3bvZOa1n2ifbP7ZdOTvspNFzMAPXExgO+pF5s7EcQhnXzwamYTJGO+sWm2D5oPCcNguKsi0+2Q18M9prILFxvkjVApWodEgYAgiBd6RFymdsA0HwZVuPYGJb9h8gLi7ERvcZQJ5ChGuaV0kWgCD8nQndursExGpvKz6uJtogq1ATsPuaVuKx8HcNjR9sXxZvtuyPsm3GqFmgGeOtiEwgn33+MVD+XXZdr1lOK5B5UppxO+dp3nikccaJvvlnbVoDHSLIMCNBzCVgBQmEQ5iHhWG+i/CzrQSdvrBlhR3g58mTxtsU4q5+9+gZlkz/Lf/sE87zsVdfe8XWfL7GGhA2GwBJyKAVRYC7fEQDQYhu3LTePlyyzB7HJ3T+2efb/ff/0vr27ocPtt7eXfauPfH0U7Z+3XrHeMIwtQcw5hJQFFv03HPP2bp162z58uWWnJzsNODikmI7+6yzbcqUKc7KMmv2iZi1WwG2RNmdt95uN1x9rS1e/LZd8IOzrGDXPvvhV5fa799eYPdcdjVMl9AFjlXKNSMBK5Ir8w1BFZMutl04DX0iYVPzkE1ZO5yVhc/OyiDJX591rDaOFz35rmzfjiGpF9QxEApJUx3yw7CYlHRSucBGpQ2xnYe328o9y5HQKmBQaaR4od4MJhhJ2HHAUZdvXGard++3JTvaMZUFWp/I3ja3/8nWB1RTAqi96SPGWshWP3vojccgFiQZDYu3k+bOsw+WvWftpdV29sT5Tis7mpntCu7NmzXbYjdH246DX9mrW9+2xi1GpuVYG55MJoP0XlaC+SmctpXmF9mk0eMAM5ShDYDWQULFzsJiz7L+IckEt9UhuQDJRc0+de5c69JCnFJmhr2/cqntb66ynvgQ0oLi7dTB82xY34FoaU3OSXlw/36HMBO8NwETipCI0oSObV5OpElE1/mgoVSSHDQAZ/5pc+bYoqWv28srXwYVFQZMOdnuOO9a+8MbT1lB5SE7fdAsi4iPJYlslZ05+kRbvPlDe5MAx2QY7PDIftYVU2akAnqRcqWdtUBg2iAwQewLR2tIQCKf3H+srd+/xdZnHILWtNjJCROsogQTXGiK1ZdgciMuS2PZgiYUQj/JF1iP7y0dpuQPwfCH4knTDSLx6Sh8E8P6DQYlt9UWbXnfCX1JELbUwESCgYcCix9JnA5aFmtI/jLPxgetJe6hhVaHWXH2tKn4jmotr+CQrdy63LKbMFf6RDHeoTYxdbz169WXgONYUioVkbkCWDymKp/QaHyKQMLRkppFhFjklcUlNhSzmj9hAEq0EMEYFReW28mTZtiRgDjbeWg7MXDb7GgGYw49SA3qBhotxkZadxK8svgxYfkBxtHmh1/HFw4glKZyF+YiwAg5N5TEqeFomTuI4l+y+V2rAO3HpZgLSTYscoiNnjsdcyI+okPFQO7jiB8rs3FhPUj8io8Lk244iM8SnOjipGKsAdynvKAEJJ8qwYYCxoi38yafats2rbTn1m6zbvhG+4amA8IhnRYIvL5BKeZfjTk2vxjNFgbnC4GDEPsieDTAGIeH9QIZiWdK/iLW15kgwlK3JNkuMqi8s/Fdy8eaICI3OHWgXXXqZZYCbNFpQzL/0SaZhvUu4ucjLemfudEOVb0NBMiBDcqlnVKMnBB2xZgmtyBY3PPxn20/8ycoLgThcKx1FNbYj076gWXmHrYUBNmMvfuc5p+ammb3P/q4zZlzEuZ4Mi4IuML6rcBHGss8eX/BYlu3drV9+N5SGzN0tP3w/AvsmVeeMbx6lohl5dZbb7X/+Z//sUTi8lS7SOjGvXv32nXXXedyE65YQdBzSQnplrravJPmOUaVnp4Og5xq77z9tinQ+QjaVI+u3W3o4CG2ZcsmGzhypF18yw228PkXbGB6Txu/c4uNjk4Gig+toZ+xM0MatB60QOgMpEJZESQI6R3vgfudX5xFRQKcOw6gkOc8doRyMMd+Vzaflbs2dkwkDiRQFMNBTXFq8rzQX/Jp4ZdgcCLKGy3v5t9Zl1IkEB/ijUAqNdaQe8uHg3B+QwVZzS1WXItmQEoZ2en9WbRy1nVgW2vBDhyJbVyLvBmpsBrTSyVImPikeIQDJj4wzzqoVh0mGyW2jGSChjBWrThr/Rk4Ck1YfkO1BWN6S0QKz9i1x9LiSJ+CpJgAHFZlJMLJqB0Kymv//n3kJUtGaq2lnSDusAtrIkkS0/gqSlpouGok1ihMJPW0LQr7cBv+ogCY0uHKUjcBlc1bySWbk0AisdBDJLnRRdVAcQMxEQll5cs54Wgo7bRTeb/CMLHJ9xWI1igkXpx8MorW5p5u06TT5NFLjdFG+YJ2MUJE31rMLfH4T4qJeYlC41I12GYoaz19FoJTPwZNKQAtpRDTXbfJYzC37MOujbOeewQzsZXyRlnRW5D8QmEmQTjvhWCUtKVs3YUAL5L6pJKeKNOi6Cv5K5rzMePx3AXA7Wvx+QxNSDMG0JnJwgF7kM/cZfNuxCQYFhhsEZR+KCwuJO8ayDs/fB8QPtnX/dDI5C+SZtYGA+sAdRaBpteONqCFpES5MtGJCXn6w5M3r5rUPDUQ0FDMIYqzwfnlUHwNMkFCULpFJljZviyLw05fSoxbcSxQeuZRYgPF7IiniQHUUAZDTQTcUUWuwSauF4KEHwGcXsjHSmhdCONiFeTzw4xaAHRdSUp74POTjy2U/mugvyKA5AXCcIVAbOGZhAhtw8+mlDMBICnrMY3FgKbLzjwIdDweRk2+PRhWM5zMT/5TEI9JAD52YgLrgpYa30hRPfq+gcrCSjbbDXRiI4wouHd3yzuYZQkwi0b6xk8SOX0SpISfSPQ7gGr3Gz7EKrJIlRQRa0VFRSSIBbjC7w2YnYuj/VwgbGNWgcVBdENot3yhyjwh9NxRNL7IOLJKcO9Y3ut5tliEmHLKsYuhRpPjrgWneAlrNQbhsCsxWWJw8oEEohkIBdaBuVCJh2UK9ExUDVrn5pXM9dXNZf7o/ZtsUF0VHlS5GEksjYyLAnfLWaQrCg7YBwd22MryfJty8ok2fuw4Gz54KFaBTPxt+EwhPSLcj/32UYvFnHrd9dfbT267DTpDACwCsdenHep8UgQ3Q0c2r9toUyZPwNytNLc+duLcOdZrcD976LHf2UiYRzKMafy4cXYb15FfR8xZyLv33nvPoe0+WLqU4OrZLoXWH57+gz3z7LO2fes2tPIO++j9D+wHZ55p9959t/38l/fY+Rf+0G6/404bMmQoqbsq7Llf3G/Zn2+wy8ZNs8iCavqdBxBtIDjJZdJHI3NmbdW1gm7K5yiS7OgjfSufk/NDy64vhiT3noRbguCP0ZJvMgbf5hxNC8YP847HJ8r61/oWFN8XwJe07WYE2uyEIBv4/M+tlPxhkR0ItvgyZQaXsOwDjZN5XtvmzZvtWzEkER9fMaXOGanqn/IXKA5GvaT+UgP1chBn9qqTJRS0wf6pYmQBYoI0SpUbmxkMWZgCEOGCRZwkyrG14Riox5bcKnuEGs/+UBihymnLGdsBpROUWvd1LyaqvkvK0MZHrsk7lxRx1MsrtSstjOz6QTqBrYHGqpRFmKDUTLQGaX9sYpDaVK9Gc0G52fR8kkzVyjYurmf3bmJ8ItD+mjz8PyYFqf20zz2HWgY2VxmIq4GDqZyyUFRqm4Jp21n8SgKrwxRUF8IDkezc9aH2q05LM7NUQyAwgj99Iuh2IPdUHzpTqhqEaUpOUJXVVi6vJl66pyaOkHYak3oEU/VPHME/uDQksLr+U1tUcLFB857PYcISs9XAQJUUCFeEZ3yZZOpHbV7UkHtwmIq2Y6CGzjHRPh2t4EUtfh/GUg5ep1HyvA2MtRZoMJqYn4QeLUTMhRURQGZoTwSZD3xhICr3rfsIdELzXIE7dW9w53jVIUHSNIrZAXXnerU8h2DRei4VPdRl1RCdH8R4Bciez7uTRLm02tZOX7VCJPS8HTKtaGP+drC/SQ3mud384njNJ83LSGDpep464IhqYZjaw31Eh9QeERjNT2XtVnBsiMpucL0aMWLWguaNslEHIOj48Zx+6nd+rwrneXh+hVL4y9zF7+3MAX49tul+ej6XzNY9oOcn3U/n/mWNMqf4Xcf+zaaLaNPkOP7q/0CGpNVbA1EWmlOFIg9iriyM8reH319A/FQF6FqzT0G3jZs5h47Cl7tjt23AjL16+xZ7+tmnGLBg+8kNN9odt93umKnK3nCYE45U40tmN7VeFptoYu4+XfmZPf34kzaGsJFzzz7H+vTpg3YW4PyBffv0tTNhKAK3fPLJJy6QWv6kYWRTUSiHTHc33HADa7LNfv/7p+ymm26yDRu/tPGTxtmvf/2g3XTtj+2en91lTz75JEhGAnG5/8233WzPvPCcvbtggUUz/j+/6Aq774KrLSQXJHBwPIhU6qARYaB5LcEhDsaquKwaGG482d9VvkLVCVz3I6w4a5QYANYAHs4xAucy4eO/ZdOk+09mSI4J0Dma+CxHNxnEYESnjhEkKJ0YCD3qFoKP6hnpSNalFqqOdwOg3VpM6mwRcRZyK0RV68NDTNivjWt514xOxQ8KV2bMWLwiPLqejheBFhNxkobO4zoqXSywhLZgV4+H8zsJSgASroiSah1JMtF5apfyYEmV5tKeBwO9pu9iSE775jRtYkaOwIoxiMDx3xE5PQ9E4S8MiQtD5GrQvMQwRMzFzIJEhNlcclKdwksOYBE+dy09I22vh7uKYcjEoFiaIBzDATBzMRW3uRM5WBOY26p+knitCLkWbLDaxybmpkOlWXivr37V2On9mLAAYdfWRHu1+ZG6R8zS43PQb3pAHoDncJt8jNrcwPLuOd3tcn90cfWNe/Gj2s3zUEePSzCHJJiIqes8mFQziWh1ShAao7RyIet0qoQebRoDtcA9P58V16JxVgl4jVM9zy2hRVPKPRtt9+UHCUdKiaT4MzdOx9rJB3ewcnXxEwxEc1ulqtvp+2ZupPsH0ygu6eZLAPNWBSZFQJQ9XZsj+uxyjJ7vnb0E80HT5hkD9Dz0WRu2RO3TepFfRSZDHzRIXzEkfm/BedqOgCFm5dCQzBkxJF1RjFSCn57BR4tQnaZ6SJp/uiOAEYfO4nhVVO7guzLh/283T7M5p/M63oP+oQyJRwLokVOERYCQibVo/PevfdcCMD1vBgG3/otVNjJtkG3+8DN7Y+EbpAvba42g1TaRg3LK6SfbH578vfVLIjs8/b0PU3kjzzNsyBArQVN+7oXnbdHixS4TiUyu2v8/MJSR/QY5i4NKxIcCEqnDFymE7qOPPeog8T/96U+dqW7QoEHOpPrII484oIM0pQsuuMC2bdvmSozEYI6/6Zab8F+G2O9++4iVYNXQGoskwF4hFiiePJzG1Ozw0SN2740/sbKdmXbd7JOtf0CMFa7baumpPWw/GmB8ajIWmnpLRhMuzcqxnnEkicaUqbpdQQoS1hhoPXmJo4YETdK9mBv/to3p9Y9mSDztt9zUOWoY715Ji7nOLi0Ct9vzR8ewQR7cQvWcBE1hQTkNCoLhpVluZbOQpRm5czjXp1P6d8SB64t/CBHlxp3Fq8WvRSymoxLQHiLCeXyXRqSIfhElT1s9v+t4EQ8HxWUyi6RI03DtcExTtNHTBsdlPQ/AQhYR4FocT1O4rwgAt1Sb+Kdfjm36wXMo73zwXu8vB7AfCV+Tzt0bpqO2cpqeSc2QVOsIG+ernoq7BN0oJisJt5ns0SqPoCZ5iFLnPUUM1Xw9kF5cT9fWbhFyXUd1WrRREsqd777oodg6H9G9Cy7s+kXXYwvk3k7iZmcbWofb7W0bv3t7wc+dxA7PbToP1BU6N+3XjfTSYLp7u518oVFeSq7Dpb0ioaqr3G/8dWOm4zo3XeL4TWMsRq1NpwXx2U0Pd0uIMv2oJqJne57Pc6g73hFy1z+cyaR2c4Hj3VBxBO6/zvHgmpynuePHc7hik539+jft4TzvPpmnmTnOPOMGQ9dAANaYSDiTVqbNZRHonEcBTuP2MGH1mdqt470ILTf+6mx3Ku+yKug6mhICD7BLJbh54/E6B9rd5d/zpx3zbjAm0RLi0bbnH3TLNg+AyajoeHvqujutIOOg9U3r7/I+fvHVVzaWFD1vLFviguI7AI6ouONFZ5xtn69Z7eLQ6jHTgnclJyAB3GiPQi2iPlnW9j22ZMGbBKx3xe+0F1g5FQbQSmRuroUpXXnFlS4prvx60oSkGS9cuNAuvvhiW7JkiS1btgygwmIHXHj99ddt6YdL7dTTTrNn//gsge2ldhrouwULFtqggYPtqx3bMOc9T9LVcrv31w9Yz66pklRs7+o15ptXZg/cfKdN6z3QDuRkWmOXcPvyk/etBYDDjKEjbGz3fvhxFfhcSDwm2hHasZuHbtIwiNBEhQyQXcvJmJKnvcLYv2cE/7F3/fYMydsezXDmveiHJr3Tko6b78wbR7T51dEe/dEpLZg0lBUgRF/EMLRBLJvYr1LMWlcBEJEg7+8iLuxvRUpUapFAERjOc6gTiKZO0EOhyLiFpybIhOKYka6v6zC4ao8OFjFydloWqdatiI3uCiIT+g1xwYGvffJA6dRWEWB9YHPMz0nUrknuuXV//ndunQe6b52f9SMvz320jw6DUEifFBNSG0SbxTx0Q0047ZO9XJof31x/uIBFGhLIScqc26S+4nh3rg7r3FwWXvrTMThdl3M4HMIMUeK6nRYnp+C4U9h3bNPx2nQcbdO7e3W+qe+aMWEe0wIQ/132Xt49RJ7bcZ4+67xjbTvuumrD8agi3UI/H6OVNFaMXrOlg2fU8dqcIMMPPp0mQc/e4/66vuK79176ic/S5sSQtYlZOV4mruTp9M4feJNW4W3MsWt4Pjh2wG+aJ850y1g5Ozj7XD9rwHR/jaF307X00i69u03avY7lpUZpfro5yr3REDWJNU9d83SOzpVALOFJWhLnen0Mnh/5zfvAPI/6ygVR8i7N0QkQPLMYkza1VZEBXkHS7fwX/lGX+6BxNpB1oh0wx3BMaSUK4SgoprZQD4Ji4+2iq+bZxozdtuD9d+3Oh35lU4n7+cOzzwHLXguzuMBeeOY5y0I7KsPH3Ktnup11zrkUOiy2fQcP2uGcQyS5nYL5bbgNHjTMBg7sZ79/7PeWktwFM12FdSF9UzVms1B8yQUwQWUF/8UvfuE0I5nk5s+f7zSiiRMm2lVXXWVPkEJo0RuLbN68eY5hBTH3LzzvPMx+vrZq1So7cviwnXn2mbZ5x1fgvALs+quvt7vvvseiE7vYwj+9ZAMmTrAc/FirKAOiUA9lma/GfxyK1jd69BB7es0y252RbeNT+9jk3gMQGklHBuN0mwYKAA9BAix9slowoD70lcr+HDeh/oWj98+51T+AITHTNfM1u7Rg2PjmJjnL3LOg3E5+dItUX9h0LAtKJQgkTWs9Yp1wl5EvSj4LSQHyqbSiHelUX+6hdwEuGhBJpTl4OB+Sv0xcIjC6LgvNI616iLTTAkQcvASCjzJziXj6YyrxBis6Ryant8LomnkmEVpfVq2eQ6Y8Z5KjPY7Zci3KzViMJFrRLhEJrqssFfrdNUJv2rx9o8braXlu+TP8ZL/RM6jB7HOOTDE4d35ne/msUt8ysajNcoAqqj1QBNM9kxgUjEGH8/AaCkfgdCuOb0GaatE9OEY+Js85/IYnXYxJTdN2jCi5e3v2edrR+VlvOla/6123p/k1UGT5s9xtublInet7OkGSW6Cek2Ol6enx3f10vhrK/1baIVOvxoBDjm1iFup3EV1Pf+oOaqfnKJ2jAOxABTp52+WO6PzjbnbcDn3XxrHeZ3bn6Vzvplt4buNprPYf//tx99FHMVoJO27Tm+Yf7XUn6X5iNMcuyEdtnYe7jxyjeaAGBUjFEvf2PDTdw7rgBs1IJAjtTrNzpkv9zj3cZehsHy8D0wW1dbZfpusmXvIxCo+jPtR6UT+7+c6hgXRiBLc8NvbuAv/KP1Q2zsmz1H5p5EYk8S/+5Gsmz7eyYgo7EpfcbfAge3TJIislvu3p9xZaLUjW0cOGUjqGAHRUjj2bv7LiZtJ09Uqzu6+43e688w57F3DB09dfbb369rU7fnGnnXnWOcRvKTLLz1599SWbMHOyPfXM74ljBETFTSJAn34CpHvq1Kl2+eWX2x//+EeHthsxcgQAiCnWl+tccCGIvGeecfD4F154wU488US79tpr3b4zzzrLxbRGxgTbPb+8FxAVFalhQL/D1HfJpRe7lFETThhHuqHZhG1QdHTCWDtQXG4fv7HYHv39k4xjmyX06WWRPUAAr/7MPq8iX+feQvJ0NoNS7mWJAFeiAZ+Q0Isy9jAjmW+ZL07wkb/zXzlc/4J7QUq++ebRMjrPP26hudVCT2nBav38nzYtK1y0/KzFx1p1C1jEX3uYQpys9a3PHhePmBcb+1xgGO9iErqHs+55iYMIsA77epu8v2Ozceuae4oOeFQbPnB/7znSLGQe84cwSDcSK3Q6km7IJl4AnfDsc3v++o/nKO3rbIR2dH4ULdZHZRnQ5JJ6ou9qk9MMIDIBjrixQ/v40TmiITDazU1hSHwQAdMXHkL+Kp37F82Cm/AM8v2oPznVjYeO03N2WiTZy6Zr6qVNB+qz2nv85t133LsIWYDjgB5NU+dJgNCpepfPS4zFeynXt/qia3g3/c41tFvD78aXzzpWYyzggBckoXRP8p246+D4V1OPbbqA99q8ewEmHo2l85F03+PvrS+djFHXUdfI9KmNrnTz71jjtdPdQwIF85DPmkWuLW5QdBI7dbq7P/OH/W5+sctzVc91vV+0z9NOzW+eUw/E82nAVEdGWqCCdNWYAI2Z7q/v/HdMXBKFekwXOn7TcZ2btGd3GIfK5Kj2eoQDmDnrwdPz3qP/9e8CEeTv2GWx/XtbfLdeVgySN5J4n3ag0Xc+/4hFjxpiV918nf3pw7ftqaeesu5oUsGUmmkAqVvTXG1333eP/fTnv7B3lr5ng8eMsIxtO23slIlUcR1mOYeP2DU/+pF9se4LZ2orJxTjXpjGL+6928aOHe/yBR7OPmI/ufkW+1LZFZ5/3tavX+/i2RRnlJub64Jhf/zjHzvm8+KLL9oJY08gJuljV8J+5coVLk6tCeRrDQjWd99736RNdSV7y6bNW916u/Dc823fvn0Mk4+98fY7dt/9v3SJqIUeVv48v9BIW7lhk723dBkxggBYAF/sJRA8Y+cnNnh/nM2HmfUini0V/1IU5wQzN1xCYQEbQOg6BelfP2z/tDt+K4b0f20VE9+zLjwfOumgIzgeQsJCgnqGkUhMi1uoL0mL+iybv2DOYmhuY5+0A8ew+E1SaThOXvGGhnBpAEiQLFQxOLc4dbOvb9qnxcw5IhQ6hzXPIhXRYKejLJzEog3gwpB3dwUtWpm5Qh135bMIhqR0LzcWJzyGINApnvPcyX/nD1dzREzsTgRJErEgpFIt2vjsJ+mXzSHk2CfN0Glx2u84iu7FQ/DVMWY9G30os6ITuPkucIeIV4u0TPbLEuQor66rzxzjPnibzbF/tekgHaONz3psb1eJg8YQ18nd2akfOi+mN3fOcScf28dvukfn/YQWc9+d5EG/6zjGyplgNWbqf9lftYFGI/DIfQyAITmEkW7U+bOXt+h5pWVrUwZ2HtuZPOWGcdqAmuXdXDu5Je86T+/aNAztcDNnDj6e9fG7Tte99Ahimsf6p/Nc7ZBGrbHw7bygNBa1g7JUx9orIUvCgjanjbvPujrjxV1Eb9Qmda/Od1NNDeO/9vtqTXCMt9vdiZ7THQhHzyrwhY7RvFGfujml+aOX7gco59+6ATFPQaNoAnkWmMAawNJwpKXabnzlAbv14UesO+a2KbNnAW+OtKjUFMvNy7eYOOL/TjrXEfSpc06008493baiLZWVlbpH2bt9B+mo1oGuU2Z6T07B3P1ZPKqf3Xr9TW463U6i1KlTp7uckz+CaU2ePNnWrF3jTHSTJk2yTZs22e233w6C7teY+ga6rA133XWXXXXlVQ5ochbZvhctfJ2M6C3WlVIfqjRcRmaI7Tt3ErRNXBjiamkh9cqow/YcaYQG9h9Afa5Mu+bG6yhCOdp69+tnQ4jjC2ghLpMs9A/+5tf2+arPbd/eHYQ1EMvJumqk9lvx3g02Ib23TQvub/2oCpCkBShzCDFppNggSSwpzpgb35VN0/0bb1rgf7VpMWgButXqeZcO1IzNugXurnfHVPS760XeRTC0qHl5F43s4no5E4UIFotHhMEdpxvqN6RlBb5pdfOLe+knt8i4rJqmiq/el6MGui2bCKok5+NNFTJriOCLUendmTc4to34DJUlIN0z9im9mCk4Q4HqEKDJZzGjYxSaC3du+qS54wiK7stLjy1fkJd5uEM50CulerpTDAU4LCi2WvxozqRDn/pxknQ0UR8lp9eLK/L4Inw8Cx9V7M2hrJyPQHolPyB2S6IXxDngeIrL2Z6h8lzDc4HONnKadxNhV3vdxgMoRkKoNfcw7OwgoFIvVQwmqKvzRRkB+szFZ6mZ3o3P+uqenwbLXEdeZle5040pC81HLzF94OskkmPs+ex9yaGvfXqX+VFEVVtnc7xTz7Pz//Gvxk4vmUDZvI/qOVsa+XGdwU7PHXWsV2Dis0766xOPaSMam+M3N/W1o7Ppyiivlza1X7dzcSl8lPYpdKd+l5nNneLmmlYVo9t5Dc/9OdFdhnftd3OBy7F+fAnA9IWA+VQzTtWMUSWBuZX0PC9vOzjj/23TPTzN/fvHu3Zw2P/pXVfA10IeJR7bj9ioGkrIVNq9i16wU6+71spigkDTzbMAfD0qHlhFeh8/Ygtnn3my9R05FDj4ZLSSd20AxH39ug12A0GsocRONRKXJWYUQxaEZuZRWXEZGVkSMAOSzZ7YwDiI+FuLFtuUSZPJS/cjB9VWhobx48bba6+9Zhsp/zJh/AS3/89//rNLpHrHHXdQon6+i2sUAzty5IhLNRVD7sij+WTg5yGVcUbMSMAIlSP50WWX2acff0LUhb9L1jpg0EA79YyzbAxajx9xdxn4uTaQISKWlFwPPfqI7di13XKry+3me39ufccMsVwADVvJ37gVFOJBaE0hqm4V91HcIZlZXWzd//f4/f1R+7ce8e3jkAhibYbDB5IosJlg0EASpiqvmxz1TZL0yT3nH81vDFl+LqlbuqZaq5JwykShyYiDThPcSZS8iylpoTkQgta9CJMIIMfr5bQofWafPtdzvPLlxZE1XItUlT4ReyDoZFlATRDhlo8lDDizbOY0w21KG6N14sPgihA0k66/lSDURjSPFtRhhc6poF+AUvPoPOy3DvHCeUpr0i7fDG3312LnOkL8dUiE1XVFQHRtaQ0Q0OMZt0MH8psuScka8yGDtg9BrM3kx6tGOmyH2CpWxSc5ziUVjaWCrbIiNJJAoB3JqY14JUW3xxKgKsBDG0HKdZyn7NiEzcK42Cnotgg2ufvKiOtoI+A2sQ14L7brZoIzA+NIGUQ9mUa4sh99qEWkIMAQ0ic1AlltJ7YgugOHKvuqYYpK5ClNVsJDCw5cJeAU6k6VNH0op+BBHDJ2CBWdZJPGqndpH1qN81lwH5W8l/3I+TH4TYCIWmDHzaS8CSukBAbBpq3k3PMHjkvkqjUWIzXThr8yL4p4i8p7Ls+c4ELqbO93PmrzEv5jsoJn998eq3O9W+c1dO6x5/D+5m7S+eVr93J7j78OO7yHeO//V+3xHstBmgfanHCk/ZqfvOt4CS/aNH+0Jtxpx/3uftONHEPVr+7LX97dzY/b77Srzu+eh/Rc1F1YV/v/2HSrr2/e63T+5n3mrx/m/e4OVxwi87QtMcaeXrHUXjmy1fqMn2zr8rIsH/RbG4JgcCRZ4ynlcPoZp5Ndv8i+XLfGZp1xCj6fKyiWOIvsL6wBCkpeddXldijriI0bdwLaUoVjLokwoh/fcK1dd+0NVlxSaG+9+TbmtC9t6Ucf2/Sp0+yuu39uM2dS2HDLFjKIj3FBr08QS1RYWGi/ffg3LgXa66+/TozSGbZhw5c2ceJE13wlYdUmn07P1O6kgKonIS6Z6bGehBJXpWB2bdERMXbtdVe7/Ix79uy1Tz/91FSapIWQBRYCJXEoswI44byLf2hTp0222TNnkGg6SSvZHvjpXfan5/5IkD9ZX3yC7MFrbrIECkGODoky/wrilcgWEkH81L/NbKdx/k+KQwpkUBQYWw+3DkOlbibCP5D3doiQLyUkyPdtJeQea4QxBJPNIZmo+sqsPIgZZjpQIwIChDN4gk1r8oqg6Z/8DvIfufUlaUCLEIKml0wbrRB++UaEfFONGMGfw2Bc/lpwMqdhhVCkv2KMWsDmSnsIJ65IQaVwDs91RRy1ImA+0qJcZoBgasiw+jXJwjDuR5D0sYP7+4tjyVQkuy2mog6K1zWiwTRxXDjivqRYMVIRZpnchM4TI9Q+lw2d23g37yIVrYBnmk8VEqu81jAkaWftmCLriTXZ2VpJcV1Kt1dgnkS6FbSiA+LfACPsAKETCYNQRc9a4nIaCZoLx4OtmjrOBoQZwV0shFpLMWimHJ9SzwKSVIWkaVGU5CawtdqniYDEEOzWaLBoISp9II1K9XMCqyk5waJqSSDbBP0co/UFs2yij8SQBB9vhiE1ktdPiEQxGcU1uXgoGLFjOoyXxlRDp75w46t3XmJYNTDvHMYqJS7RUiq5vlKpkBUDjmsd3FelvZUB/JiZjeu0OEcLXeZsXVzHzQvev9/+PT1wfNdrPWnr3Oed61o+Yqhff9fhrWXVrnje4t2bbEHpLstlTTSQoDhX2c9hRKoX1FReY1decqkNxnR20x032yNPPmKXXn8VgBmywbAkD+8/YHf9/OcWiT/qzjvvtHXr19n9993vMq68++67JOklDyJzU4i6MDI5KLbrjTfesPNAyEmbuf766+yxxx535jmZ5bRvCHFLQtYJAq7KsO+8845Nnz7dXUsxSWI82iIjoHfQL0HHFbtUTnXmAhB7KWR9KCXdlFIRyRel44uLi12bShC0SstL7XmCbVd8utp279lpYXFRKPyk/EI47JuaZg/97D4747wL6Dizl5981m69/UaLhqLeO/dCm5nYzUIzcy2qRyprhvXSKdS4Bv0r/2ic/8EMye+S6668twd2TqddyDTi74lVEN0WGRRzCCK4rnr5BmrTEKyFiSoIotQK3l/SbiPMQX4Kle9ugMr6hARaA0TClxr1hc21VkyF1ffWfmLPb11i27dvshVZq0CPjLZEMi7XkspEju8ONA0NmNReDa4j7iLonYMux6ykCQc0kJbETJbpSK8OYg2CsIO7OBlJ5UjU7UgcikFQ5VHIN8RTxJ828X5MdHaETKPnWUWqhaO4EB0TBFOIhG4LMSeote7rfAWOMUJsJbXrUhBlpY1R2+SYh2c4G71jpvym8fKFeAvlJkYqU5dDoHGs/FRapCr0pezVrTBxMb+W8jqyQDfbwtXLyUEXZmmROHEJnFRaHQnMdLUzXQpm3CFGonf6SeY4ZV7wPA8XVnvQ+OqiCdzlxOB6GDNtcn4XxsxlGUBQePCDp0HfBYFEijDFcLggUtocxAQIAQ5biySn+wbSJ74wJPEBBzcWcyaoOYh9wWhjgfASle4IYHBUB0uBh15ggx/7nMmR/pHmK+i1xkvCxOOfvELl2hiLR3UMJv0Og4+5lHmHNhiIpuSSb6ojtXHvdq6tTdf0dDDv/P9++w/oga+Ng74eezGG7vNx72qxL0ylnbWaWVaM3y/I4nv3skxqStUh7AUi1CZGxVqXuAQS/1ban197yWZNn2kPPvSAhYBmU2Dvnu277JqrrraVn33mSso8+OCD9uabbzowQmZmpkuKqlpG0ZjFhsJkJCipPtYYwAmv/vlVG0dKohWcu5UM4o8++qhlZWW50hNiHio1IU3mMHBugR3E7Hr37u2uqbZLE1LpCtVGUkJaJV8VdFzWBqUr03cBGsTAlClcMU8qcxHOuk6g/MfcOXNdmZo9e3a7dimvo4TvKt7fe/c9e/uNxeSnJKHv5RfYpRddbns2brfP1r5vo3r0I3kwxRaVGV41q77W72rbv2wTsArB2IWXsCC1OqGQWJVElxDMWa8VKAcJp0yxejQDaig4uiqart9dmAhjoi0/P9+d77580z8BEGRJFKLVHXwW4W2AoFSBmd916ID97rMXLLl7D7vlpMvt9BlncZSvHco7QkLEcnIo0pk6z/31/PFCovWALoYC5tcBYdVL5jBJxBpwET2ZgOTsrcZg7FKwaGQwFSrjtpiC0q9Ie5HJ7pjGpZvp+bmU2qxr6jpiONK0RPyDyXbgUwuFJQuBUFBSLpwvR5RZ5+p6/OyCarmHIurFRCWFKS+fL+lIgjBFhZHaROACaUKCiAeLEPNdbXJDwEAEYSbzITBQzMWPXHGBmrjYs3Mpi64qmA5VpkHXxjOrf9zG/eRrEZORBiGNSzxI/SOzoDhXC4ynoqXBWsnv1ig1UQfxu0oh6FrBZJdG4cLWTskNNNsYUp5EksuMH90ikrYUIC1Y6B9pcdKOeLYO0il1kKZFphY/2u4bHgxaiLEkF5qPGLSaqzbTN+4lQYf+lfakhJ26hg/94895BSR8DY6kEB++AWmfKlmt8heNLGJt7pncp+///Ef2gOac9+VtoPd757vedMzX393hjHU9RH8C/pzJk6ZCSyhMQx6+GHI6NpN93pd5VAFz2LFjq82ePNOWfbocrSTa3ly0CJPbDDtxxkyX7080QUxDGorKqahcxN2/uNuGDh3qSkmccfrpjuhrjZ5DrJLM0KcQzLo3Y68jhAp8VbJUpQiSRiUriWKSJk2c5LSgnJwcu+iii9y1xWAGoK3V1NQ4hnbllVdCy4IdIytAOxKTkuYk5hgEwxAjkpak/So2qJRg8lVJQ3r8kccok0Ii3E5aqD4ZMICCf6RS2nMww0754dl2/Y03WRild177bJkr3rg7N9t8iF0yhP7v2uYxhH7DpxLdI7+mB7lDokkSBkBwpYngrAYBsvtIhs1IGmszx09yyUIrKdJ37uAzbHS/gQ5ySjEjCCQMBCKpTa4BJ/m7b54/rZ1akrOhc31tYgAc6uheDXj9A9mHbERSqkVAAMNEOEWsGfRAiLfS0+tYEUTH+XQr9usKst+L2ErtFDPSBVGq+M5n1STA6d6OhiENR/nMlC1CZjLOctpQoNQF7iUi7/VviSFLYlA/yPbvL3+arslhblOncbqzOKkVaBo+aAKVmDb9YByhZPmOiI102agHxnSz8Eq4F4hD1TpS+esGCUQww6Bq9iMhBmE+1LUdU6KNPC7PBZPls7TXzQQVDhw8gIB9TH/4yRTR34hfLJh2BsK8b5h+JZJlvHUQKd6GyS4sFRMEvqVGYLXtfpQToSSHx98Gg8N00aCCPDAkaThNIfjbMF3KnKjvigUL4aW0OS4+Rs8tZtTZP1K1HAoQv1QbfVSPP0q9GU5iUP8AakxRDkRwWAkVTTybNGdNUClDGv/vt/+yHvh7Y8YaEYLUF7NsCHnc9u3cZNv2bcMwxTxxSYGpyJxzFEbWZuldethvqcb69iuvg1S73kopSpncPQULb7XLVffjH18Pw7jY5aCTiU2MKR4XQRVlVn77m984n84LL77oSkkI4r2QOkm//e1vya6wgBihWa7u0X3334elAGEQ5pGQkODg32JUJaUlBNF2cUxk1+7dTjOqJt+ctslTJtsNwMIVnyQtScxK2w033uAYnsyDGfsyTLnyxDS9m7StQjS1EDy/eI0dU4whQbQfDHrX7n1u3oeHRjkh9+nnnqHQaCk58V61mbNOIoN9meXVVVo/TPptCM6SNb8rm+jBN96cs152f3wWyjItk46YkaQPSfIFLYWUdgixOhySFbmUFOC4E0aOcqih2pwCjMUQVZiBD/sdYAATkA+YfvcZhEkHxFqxJ5K25ZdSWQWZiXx1HOfIxFUD4Vq3f6tVkgm6kQa5irUEkyGGYJ3yGLFErN2GhO7kNAicgAMKHJRp0kGtRThpOz85ScodD7Nxp3YyTBFW5aiSz4S/7h6O2HZeQyZCtVOgAGlpHUhDaofTFjqfw6EDuZcr2cxEqsX/00K7qwnSq2qqxyfTClgN0xm/KYu5kjmK4chUJfSd0im10L+uodI6uLymudqtTf0uxKBiWORn+zyDIojVZS6hagcajVL7iymIyCuHl2q/1BVXWG0R6j/j0QazUqZof2dS5Hiyb/vU0h5QdEq3ohIN+tzOftXg0TWaMUPI5NjG8ytuxq0P9RltcWAU1zg9BAyM8WpiXBvRapWduoz2F5aXWDFlQKqwwysiUgxQFW7lOHbX8jza93//E3tAA/T1QfLu+3vvzIsq5k4Amed3Hjxon2V8QQFEUgkBdmoAnKSyMCFoDsnxSXa0KMfGTBpjl1x+iVP01RXFAA+6detmM6bPoHJ0nNNIXnjxBaYZlhHmjlL5bN+2nSXXbildu9pPfvITx5DOPvtsl5dOhfjuu+8+KgTsd2CD3z3yO4ewE+N4+DcPOxOgKscqPmnrtq1Oc9pBcT6Z6GQRkWVIZqYAGJHup/LwMs1dccUV9tCDD7l6Sh2siQFAvnVNAR1kCpRZLyMjw6664kq6rsOSyV0Xh0ZYgVlSsVIyMkhIrKyvcUIzcD4yjr9tJ5801/KKKWQqCwLrqIiCmxLiv0ubI63f9IGc1Ar6TGS/hQHSd1doC2KkapxNENuRpANJCIu0eoiePx2pTVKEmAm58yF41JMR8dKs1psjYnzjUBFNaRvaxPzcCwlcvhodHsBghyRH2fbGQjsPYutLeYZWGJof6nObSlnAmP4iWXMdd30IMQOuZKLSkITaRhHCBMeP3LsN6V8JLgM7aBu7lHjTD7udgA1qk7I3S4oJ5zz5b4TOk1lJ5rsgXr48luMm7FNgreDubVi3pBGJcTj/idouPgM3aYxD9e4SbQGl1BpiX7gf5cfFzLh5IcEIySHxSFG6qIAeMHwJYPSFMlwESBtjU+40XVubg5VzbhuNkskuj8J6zRwrJtbM+TIDAl1zC6gW/14jizWYFRAT3wXNJwgINloQjCZKqhZ+pxCh9tSJnCswimI5/GV3RDYIk4CAzVRmTW/wqnxkrlX642YXP7LBgt27oPsK+tWz1nNMDH3oS/XTQASXoBiux8IGH+mYW7OIkudq7tzOS3g+f//3P6YHNP9lDT5+qP5mrL7+O4crtrACc11LU52t3rXVmaPkeXSAIH6vp7JxTFi0FZRSPDEYZBnzuLK2mvWB31XrFwE4Ly/PvT5d8aljRMrUfesttzpfjZiAzGoymSWRvFVAhV/+8pcuI8PHyz52GpL8TBKqzjnnHHvppZfcMd4sDMpvJ5+TzlHlWFWJFSMSUzl8+LAz35WVljmToWDjlZT40DZt2jTXF6XERUWERzjNyYu6E8hBm+75NIzu7tt+btfdcL198MlHbn8SVbDzjxY7xtSFKttFJcRWOcLhR3HANZaMuT19wAiL5rpJvsFA+TtTC7mz//v/fCuG5B5fDANJwQdi1YZzXqaWRiTzlvBA8i75U/mzFDNakPMd+OM7yK0sIRW8CJC0GAgQ5QSUxVs0T4MPrRV1c74hgRac6UbEzWkDQq0pWJExEkHD5BOenGjlnORHPECADwyJoLogiFsj2kYYDEKmOZcNwkMX3fUbGeBmhH8ugalL/h9S8ejGaCHNINMaefflWTy+GfxKOpDfRaOV0gjwnWM84o1NKsPAtQP5EcXN+asU46RN+z1gBk7XM7CJEOslJihtq7C12qJAqtWiGQSj2ujUWvw+PKmVtdRbawSgCDQqB/pg5et3McZW+lLX0I7jVXYxMgcXpu90fd02OIbguUZ/CriR6p8rOwScCL84MuW3q4hHCSRuKJCxK4Eh+8areinPQ6Cfv3w6MDOBW5phTs34gFQSQSY63ISOsQUgKagPtYk4eT6JhfIZoiNmrEShThvllu6d32oYv3KuU44TtwGzXZBEQ53DmPjIFyit9RirdT99/+c/qQcYYI33X20adL282/Gfvfs631uZV5Fp3WwP9YLy6qusd6/BtulItsvCkNozzXLJ+P3Diy+0h+57gMLQxbbg9dfs3gd/aTEkXq0rL2byGUCF4dYnvZcrGSHmo5d3k9Zy4YUX2tsU0FNdqVKIu1B3AiZUC83Jps+ab9J6pEFJYxo/frwrTaE0QsruPQKh+rHHHnNzXb4l+Yd0fhVmu+SUZHdsFUUz5bsS2k71lB566CHHdMR4pBGJIU6bPo08eikue7iADbpWcnoPW7BwgbWzFn5wwbm2HACG7NjhADpKS4pooR+AjHgyRTxtw9NS7ZoZs0DBQvcIFVHxS7lJvkvbt2JIInyNECmhJZogPCr6Vo5UcP/7z1iumAYz5jefvWoTwtJsWEpv6z90ILVOnrELp59tYxKTrQztqK17rN320v1242lXWwwlgFev+pysv7uQnBrt1PHzLS45yRVe+2D5EsxBzVRSjYLxdNgp4+bYs8sXWSGCRSiL4jcLn6CaKJI+XOTqsZcglfhTIbjCTZJ6wAlhqMS1TEg/8lr9edUii47saTNPPJEHgGlhqlLFV39fSpjjy7l/yVN2z9m3gLZrg6kRn8OrnYneAlpkDc7VtYc32U/nX+3AAzK57co+YJt2ESkOVLuK7wnEFpw8ca4N7kW9FWhqC3BrlTgWsiSEoncbtn2FrXyP7Qa4ACrbegZ2oTx2ms0ZN9lqK9EOOK62s09rIfY+QLtlfiyvKkONr7PPNi+3OGIvLpl6DovS11VdDQeN5xYW8PciFusne4GT1hc45vD0y89aEs6+AcGRdkrPGdanfx9XNK4OZ9StLz9s1536I4tiMSkw8a53nrYLz73c4mAgBSVZtjxzBcX+oqxbUrpNOHGGY8iHDh+yd5a9ZVEIDnEs+tTAeBvWfbCNHTHSqglCjMO2XUd/BRKkGJYYZ2u+WG3bcjIss7HAcmAyomGq9tlnwEBir1CUCQmQWcUP7a0JP1YA4IkaCEQwwAkfxuAvWu7Xlt7XieHXfv7+67+5B0QsGVcWI+8IMxDxQIFmQKe1UuCzmrWa31hnb6z51DZX5dp1F59t2R9/aD+99WZ7/uVXbdrcWXbrz+5AOKWwW3wUYKgchEGKCvZMtSdfft7OOOVU24NJbQdmOTEdgRHS0tJsL/E+QrMJhPAb/EePP/G4DRk8xMGxpS396le/cgxFZjUBDUaNGmWrVq1ypjslVVXxvccff9xlZ1CCVSVVVcYGbWJsTWgpXn/RmjVrbOnSpXbppZfayy+/7I6pIHGrfFDSipQLb86cOcQwbbAl7y9xwqAg5NKUFJjbQjhJNXTq4mvIo/fiH2nDXnsUX9nyD5dTSDTaIij2WIRG1rdrKusN83ptuc0cfYF1UHAyiEKDHpHT3fY78edbMSRJ/YEQjQCYhg/qam4hqjUSw20X3WHbG8rsDwtftLvPvcZ6hQNdxvzjC5S3iolJeKZLyNkWGmBHaiuwIMXYvpI8O7hmJVJ3k82ddhrZeg/Ya+s+tN7JvSwfSWHUqLFIM72siiqhhYdy7YuMHXb9ZT+xXTVF9sGSD21CvxE2b+gJlkIAWT3gCcnW8V27UaWzyrVRtXP80CpkoO0RkW47Kg5TBRTij5oTikbnj4ZV0Vhj6yCc8musOrTHRnRLt56tBGliXpQZQZURN+fusnEjZ1gzlUDDgiKdqr0if7tN7DnCpg0hgSJ+o4OYARavfcdKiibYCYOGWTgaYQxO2wZigN4ka/HWin2WFtvLbpp/uRXl5Nq+PbtsbdYmqyUI8MITTyUMh+qtMLZ4JnUt/poQGFwV2lJAYqy9svhVSw9KsZNOmEG7pJIxhLRXyDkFFyvtft+BAyjbTNXcSFLpv/qozZ5+os3vOtgSQVUrbkp9oU0CRDXn5uN/681lAuOi4c8hlllVaD5HK6ziSK6dPu18KtMetI8ObjL/7CTblrWf71k2etBQGz9gsMWjhq1a8ZG9feBTyy7MtfPP/AGKLzFNVDdtgZC8tIj0/K21FkINmMmjZ1hs7x5WC7Z+/Y4t9s6HH7t26I/GS5qfd/MyIWcK8u78/v0/sgdEB47X0l0jvZI7lhMFh0ttUgC4pH+BcVSNGQeRbQUxtjE3C7TaZFu1eZMdzM+zy668yi4neWmPvuk2Z+5sy9yT4XwwqaB1X371z3bOuT/A8lJiF1x2sX1AoGsjgq22yy+/3PlmBFpQoTzFEHm3H/zgB/YsFV579uxpp556qmMosRB7MQ0xCDGOt956yyVOvf76652mo+wMt9xyi2N00rwEUBBDc35T3A6yHBw4cMD69+sPfRrpzhWqb/DgwbZ7127aeY4z8TVxrNIRDRgwwBUBFAOUBrX/QCaovj/SxHZ7YeErFpsQYz8g+PfSyy6z8cPH2q8euN+SCcn5zXMvWncCfE+HgaWHplhCMEz9KObBaN61lun/78r2rRiSiEYzDCSgtJxBwrmBFqCiUuHRoZbAYKufOgA7dOCr6MBZLkOz5qlilfxxWis1Shz+g+LmCju0fY+N7jvQUpO6WhIY/V5RiTYmvb89t3KBnTR6jg0cNgR4cqQVQADHdO1ttUjiqnbaFd9HI1K1VGdniiJhYWXWAZP9tRH1uYnFEIV9t4VJK5OhzIP9IKSfrd1ueZgE0mNSXBxVIya6eiSODVnbLSYg1pZv/dL69+1Pk4FMY7oKjo6yXbkHrQST4JBhw8hbVWuHYcD7ig/YddPPtSG9+wPawA+ET2322D62J6ynvZm5xMYm97WgpAgryC2wvZn7rK6h3K4cfbYNZAH4AXNuHZr0v9g7DwArqmQN1+ScmGHIMENWUFGCuibEvAbAHNacXXOOq+6qu2tac845I4oBBQTMpEVFUXIOE5ic0/v+utPjOGJY4b1F3j1wp+/tcPr06e7zn6r6q8oG9e9vUwhZP+HLj23Q8oHMALs7V6IGhl5qfHtXJ6yqLrU73rjL9tp6uO2xzXaWWgAAoWqLzkr3JGFRGIIbGnBmrYIdhy6tBp+xJmxh0AxI0Z5i2RhJ49eWWA2sJEmDUudVVcdYEeNFFYNEHMEsY5G2ChvKbBGAPzAq3bbZdpjlJLW3HYf3twN328smz/zcapcvsfOGj7Kt+/QnkkQFabKRng480nXsE76aYLMXzUO1EeUzwDzSCsyvXmm75e7is1A5UlfArNSLPKzXrnZklyH2l7ee9HdJ45RshCoORjwoWqePPzT+4OhH6Ofm9BKGrmrz/CtfoQjpaBkMYnjvRbpp0iAqWy2uHNPnz7XlTVV29G472RsTJ9j5l11sK/PW2KDtt7eXoUZrpqLIBoMHbWenAlRyKxjA+/ftwgVoN6qxaUpKYKIFUEiK0bMliUZgJMKBJBGp7hSrTiDVHVCTdCNCgjLEXv/X692JVZKPonhfcMEFRAV/2hQySJJUGlobgZHUbtJAyPdI6j3VKSloe9rZs1dPX58FaGi79pNTrMqkSZP8I7KDjpMkd/755/v7IKbdSSeebpOnTrI5ULyffvRR+zt+S+jG7bA/jmZs62RrCJf0CCk25hGfr7qozHbecSerY4ztCPW9avkqSyAl/eJYKiwAAEAASURBVOb0Lvj77j33G/5oAEnAma2+pIJItHHWHXCIZCDMX7rSY5llM7OP5bf8epIxJKShEkvCzqPBUwyycgYs2Z7aY3zMad/ZtkRtlU0kXyPiQ5eYZBvYOcf6x2djYwEsVhdYIg+2ztPA+fp06mbp+M00YdiUETwJKWTtitVWvGQZzDOUhTjCaebkJnYengaYb9Ey/jAN78CD1DWms30x+0umdhj8Mf7nNRIcEeeissZyVE9DbEUtKgXC2IgAUQHzzTKTbPyCqTYka2so0wAbPTf+4ynWp3N/2xqfh3IG2rw1a624sMgqCM/Tu1cvl2SmzPyQwT7esrt1tkUwhWIiEqxH71ySkiXZqrVreGlW4/zWxXZg8MccZUsXLXGnv1jAsQJihsIZzZ73nT0w4Qk7YLt9iLG1AzNOXlL+SXpoIqS9F/pQ6pBUaKtiOcZxzfJhSkTM1wNenFdgeavWEgyyBm/1FFwYkvzF0TiPtcwSUUtGiGXH78SYeOuX29d2G7qTZXEflCStnHhdC75DOuy0jY3YbgfrmECkYuYgshGm9uhkWX1zyGVTZ/ML9ZJkWmJWhr09+X3rEtvF+vXs7funQKVPLaq1rKJ669WUatukdkTtEHqfWDgQtQYjXd9PSUiBTc6vPfxn0+sB3VDdWwBIRWQA0IP3BpcQHL/FBC3Czruqguje6ZkWk55u07/8wi6+7AqCrXYMsd7ICNuuQzZkpUj7jLA9V1xxpZ1++mn2LdRrBdo9G/CQWi4enzbZbrS88KIL2ed0t88IMFQk0Yi8oDJy9EiXiqTSE5nqwgsutClTpriqT0Ai3yERHLp16+Ykh92GyzcKP0u2qX4tt9tuO1fRrcbn6Jyzz4GXVekUcUUuD4gUshd9/fXXft2il8tJtkuXLq4WVPTwww873Pvm008/xuZ0ESGCHrExb71p9aioZaMd8+YYKy4uQeNSYZ9M/9huITpFGfZmnV/2pwjGUGUi2NzKBktIsuRHSxRXOICSSkugQ/tDxVyTnczstsZykXQ6RyBaEvCwAYo4wTGI8sBIhjVOzKwqjk9hNp6JRCVv/kYGzHhiyEUDAusI6Z6T0MXGzXrbBrXflgi41dgyurifjsIV5ZGUK7N3Z86D/QGmWW9CaSRjL2qKwGAJ2MVRjxhxYohFUrdSHSs3kthqu2y3oz33+cv4K+xoSRj9a9sl4LH9kfWJy7HBZHOc8fUcDJqzbcBWu1hce5zU1q2xudUFdu0fjyVyBXYnHNcW1K4mCdga++Rfsy0BsK1hppcUmQQfgBhyDUWWGZXMgB5ta6BvRkGv/nflUgAizi54/harAMzbwwqsI0xO/HjUZ/RhBnejvizfqvOLob/WWjnx5p4ivlfB2iV2+NDRNhTgK4D2mYD9aDWzyK7YqIxgjJG8nHXE0oqRkyoThCQ+6ZAEqsgjIxpECqzDDhmZsEBguIliD2EggpFeFP1UxotkcgpFEbxRElJOdAq2r36WEZdsa1DZtSOmXd+B29iCohXY9biHULSP/dfl1g91ZR0S7lc1TCp4KwQsInksKimwXFSTsQD0opoVdmD3na1dbDJq1CLIIRGWndzOHR8bmO2trCz0YwVCDj7Uo3FLRb+1PgCokGgd2hb++zvqAeyCig4il41olrU81yIqeVRvnuUv85fabU8/a3+/5VbLRvVfh3o8BjtROyZM555xhpVi97391tvt3QmTXFI5BUC64vIrPUjpKy+/YG8jgUh6yczMdCfYG2+40UNgpRFAVRKJIqmISi3qtsBi9KjRRAlP4flHGwBtWnTxN8aOdUfX7t27u3puNtRu5T8SkInQIJ+m9LR02o9dGsnHHbwZu3TOEXuM8JshQBSxR8+vzqMi8FC4oosvvtj23Xdfe/bZZz0ahFjG7bPbW/ce3e2aq66x8y84zw44+CA7nZh3C5cutJv/dqM98dBjlgTdu6a80TLTM6ygaK1BcbIFSxdbZa/+uE7UWBwq9s2tbBAgqTPqmB3EMKPWQ1cNmCjcvjPuUOFhobH8VWtIMJXOAIXPSiIx4wAa+cdEQgtXmokGxKz8+kLcVaLwN0C8Zj9JXJHM6rvl9LLDkCy6zunuxIGnprxg7ZC6hnXe1g7e7wAChUZZIQDoF4GDWHQaAzPRjBMZ3JuQzKQi0pDsjq96MXhAFBqoDmloq35bWMr0ZFs0b7712X47K0uKtPeXzbLzhoy0zjinjsBm9faHb9pBWw5Dosq2d8ZPtKzobOuQmGrlJWXWmAojj4fv5H2OQhrq43RUkRakOqjg4UygDfFE+a0mcGgakkt+ER7kANDJR55pEakJtg76anse8s7kP1n53XxLiU7wXC9lKwstjpcpHslGDKavV35nWyR3sxTqqAZ0uuCTsYicL9sOJKzJ/HkWA/BExtCn3IdIXvp6wLIMG1RsdBUBJhX2B4Yeqr8ajo0iGncE4BXNOnoZMjmMPO5hbGQs0hlSH4OBJMp4GD7RrKtDJbcQD/VO1V0tIoW4eCRRO/HI0+y8zp0BXRz4UEEe24kIW2A+0I96keuCDZWVmEI6kEgnXuiedsKpsArafyR2MU0OavBzSgIg+3RuZ5HTm8GHdsgOofYIfAKQ0s/WhU3eL1qGy++gByA7MUBg6qj191TETjEv8WbDFrmI5yYa4lJnW7Z6pX304YeWjISvQKmKk5jBJHXv4SPs7lvvsC9mzLSLL7/EzjzjLLvphr+RBuIsQgk94YO+ekFBfMWQE/NNkpFCAOXk5LgUpDA+is49YsQId3wtR6vg0gxjgkCnV+9ebgvKzYV8hTpQERpuu+02zp/h61W/KN3yeTrkkENs8eLF7gh73333OegFYYG0HzjlY4C+ix4ehBOSXUnS11FHHWV/ufZaG/v663Yn8fP23H1vu+mfN9mzzz9j48a+bo88/ICrFhPRpDzw4AP0UqSNOuwQ6865n0Pl2IjbhbQ265hAdtK4y/k2p8Lj8duLWHYxGSnWAMW7kQjYCR3bWXS7FMvDi3oFZIVoPGgUoVoDsPbTttqmeAb/KCuC+1wcgTMoER5SI1NMs5MSHMPWoheNQRytL0NdtnKNFfDZmXhTB+y3HySA021Yt8H20cqP7aVXXnYn1GiAq1NMAr5OKVZE6uMGJKe4xGTOmcbsCP2yRi6IBgoIKuWUKNnyGYpnwNyx6xBbVLjQCOVpny34hplPrG0BkSGlvMn6ZxIlITLBFqPD/ZYIw1OXf207jtiTYJDYbUoJKYS0l8GgXblinXU1KJzz11j/iHTrV480MG2BdS2PtnQAoQvbEomqkFLJIMuZln72laWvq7PudYTtWUHq5uUFloU/QQozwjL6oowIF4vwcZDUV5tXYledeomtg5327scTrYE+/nrJQuuH/anp24UWA+26DvDTTCySmWAUYBjHJwGafSpOeglcfzukNElClQBjLQQJxQ7Ekw+1YDyBVYnuTf/UusMslHkmCsWNlc5qVIgfzeK22Gpr6O9N1r19R48eMefzGVaVD033m/m2dVon65vXZIPzmUwsgNG4uNh618RZ+2rCEpXR50Ce4oaVoIMvREqs4pqIGGtJzFDVjLV4n6vonXLVHG1x4zhLrfOHU/dPn/WUsNpuPZ2yia1yVR2jdC1kJuLIu+9fJM+bfi9as9i69ci14XvsYd26drM+PNfr1hZaEu+vJjj5y1bYqP0PxO5YQpSGm+z9t962u+6927buP9Aef/Rh1Fshx2wBz3vvv+ehfwRGolP3gInn7gpMnGTHkQ+R8ht5e+gjSTPpqAmljqtlIiZpR2D20UcfuapOUk4QFDUBSUX7HX300fbkk086AUIUbzHwAtuSpB6pAVW/1um7wEhLAZbaJPadSA93AyxS+513wfk2599f2PVXX+Mqx549c+2Uk85gLOzh0lvPXr2xM8fZSUiFF159iaV37GBlSJjtunWyEohIsKo2sbu94c3ZIEDS6WsZDJFlCdRci5aM8DPoZZXGIBbjfhUqrBiYafXgQingUwzFswEVVQRGOT0scQTvlNGxsqnSaZj1EBBSNFgxM1LUgwikrlTYacsZ1BJTkn1Ws/PupBre61SbXjwLVSF10IYm6kxgQNaolsCAV4Neug7VUk0pPgk8+IqegCKa0Y7LZR/ZgCpRi+0waFsrgKRQh3fspx9+ZLtsMxRVQSKqJfTFqLYGd+gPOCy02d98ATuw1nYYMpixER0vD13HhCTrHd/BFiyZC5suz/ojJeUBpgXYsbbu0w/bTrWHzq+vqCIgb5lToQcm9rPiAoJIIgEmo+JMQ7UWgwNuE6JQGRJOMeSMDrnd6aMm64DEpE8C+WyuOukyJKgku/ahv1kq4UUqGutQA6KWFC0a4FDsvEZJHwCOwjGJZs77TKigeO4B6kLIJilMBpJQPdYzw6qpLGcWGgpsi6DHC4n6E/20fKzaRSVZRgRtYpZaTDj9ZUhBSYDbuvw86x3XBfUhkYr53hV1QyUzzfJVhdZIls+IIoJKIt1mkkSscNkqq+X6ByYPtG+KF8D+Q++dnYXPGbp+QHdFdQkp6KFb4IvmwAPgScqqYs6gj+4T2j1uLH805dRHe/JbgOXSE2tcnccyXP67PaD7IMlHPnAh8VX3i8KCWPp+oxQGqolBuZH3sAFJuohndz4ZX/uRkjwNYBi07SBVQJDmBD9UY4gcU0vQJPTu2cv+8c9/2ipsNmKsfjdvrqXw/iXGQZ7KbGfPv/A8DNzeDgCShDRBEyNO9isBzz85Vqo2kRZkB5J0lEfEbe0n2vfEiRNdHShCgqQaAY2idQs0egMKo0aNsrvvudtJDkof8QJx9O69916fREs1qLFMQBSkWhHhQTHrVIJ2KJyRJC4Bl+xT1/7lWktNToMpeKxdc811TBjRRny3CKfei1DLF2JDGmtzFy7AtzPSDv3TkQSirrS/3HgdRKq1Nh9pMqVbVw9irX7/wYRNkzd9ghL8DpZt1we/N5GlLuc3F5EaYPZik8G/Bo/9zHR8WbBtRBFpYOuULBvIAxODvriS8AV1qYjmMMJ6E+lgp4QO1i0+xcp4SNoxoy/jYe2QlcnDiACPDwqGJHLloHpC6VfUAAWa4yvxmVlH9HDFe1tblOeh5urQo3bEh6WCAW3ZmkWW2DHVChoZHLOS8IsiqgC+C3J2jcR+o1dDYWk0UEfzkCbASIvis/Og3ez2l+6xpJpSG5bZBf1zOYMmHuLMaobgJ7OEHPfT539kl+53uFWhjqrEKzcxO9UaVuTZsbvsb8uwk7w1c6otKM8jhxHqvCSkDFRo5fFQn3GQ+veiueh6ky06JY7wIFk2v2qxfbXgW5iGPLTEpltDqJRyQCIOFl8+FPUPpn1qub1ymSFWYM9JQgqCOcfM6vADDrJ9eu5qj732qH2C8bf9roOtuFOKx5ZTSB/1nWcl46VPJzZefU05KrgK6wKoxTEzLY6osiUNxbakdp1FZCZaUjpsxBUrrRv2KHyTrSwDgkJTEbasWutQUmXtAOVG+iKzC9kwaWMyL/IQqPUrq1fY7G+/cvXdmmhUgZ2JwtEhxRqJNrGIEEUzubYoBpMIZpSDBw9136wJH32M1FzKdeIIy32N6tXZ1mUhKaMGTOEJTAJQK+mrifNm2eLaYivA63kNKs5ogLBJE4ngg1o3irhNMQ2AsGyWDme/+fENH7ihPQDgSMWrgV2RWhp0n/SCIZF7UF3es1LScaPLZZ3CaWEf4nmsIIfaHRMnWFm7zpaZ28PTf0uC0e1U1oBCVGyihc/65hsHsO/QGJx2zll27CknogFIZFRoRJPAxKupzl5/Y6wHOBXIiMItCUksOqniVB566GH3HRLzrrAQ0wCSj8AhG+lf8xzFrlOYoC1515UlVpKMon5/iPpw+vTp9vm0zz3e3WmnngoBaaWNHj3alKBP1HGVQOKSFBScV/UnMBlUUZsEitquovpVDhp5kD30yMPsl2IviXaOXei5R58hesSt9qcjj0XtXsMkLhM2bI0tLlhhhx17hHXr3tViAOwHnnzW1qFiLwDrqwE/RUHxdjAOOhixbKpFfQ/4ofbxyYIn2tSkgfvEH8bY5g+LTalsECDpQqIAHZ5ImGVII8wK0lGVJSKtVBL+ohrJR9kbG7EbKTtoMYNMAhJKxbwVVluIZzMRpvOWrHDH1nLYaeVE95UdQzP9KNl/mP0/Pv5JmzJ1iq3hIVUojvHjx9ucL7+yXnHYc5hZlTKj6cMDvoasivMWzbcFyxba/KULPGhjEcd44cHzsatlyaDIDZF9JR2JKj0y2rpjeO+Z1I7BnLxEsIDiGJC7YkxMRi2nRH0psASTIU5EMmNR/qB2qMMykQy3breVzV+12N4c/5Z9u3ihx5lavnaVvfbeG3b3u/ciPMbwwpVZCm3db+99rE9yT3tr0SR74PkHCLr4rUdyUBy3MWPG2tsfj6NF9CUJDxUTjoRAFgWRIwo6eSa+BwpSu0O3IfbB/A/t9scfssUk7qJZrSZEzA64F4oQG8kykhlDWWOVLYVhNG/xfFtdgW8RQVMLmXXqoNyO2IZQI3bEPhWF820qEhTxHCwHh7xMpLfOTBKSUkh2iMpEUeWGDtyKfupgExd+bk889STS4QJsAY02i+CRr3/wtr335Qe2dPly+jrCbV7pSak2cosDbU3Janty/FM2cfJkW1VcaN8uW2wvvjXW7njhfr897ZllVtCutxZ8YO/NnGIx3IPe+HaIfBFKutE80AmE9AIFHx3tuj6vJvznv9gDDajAXaoNKVpDLfEBn8BXaCvSsEtGIfl6BlcG229L1tngP+5rhx13rIOEiAOiV4tRlwlYyFFa7NR6JqtJTFq75ebwLGA7wYlUpQsSwtPPPmN/+MMfPNWDpBJJP5JypCaT64HKFVdc4VESxJwLWHeieOv1UpGabsrkKXboYYd6vqNLLrnYB20BiCSfANjefXc8UlgfT+Yn25HOIxVcwCIUgULgo/PqWJEm9Fv76bvGLgGTfksqUzniiMPsuhtuQN0Oe4+x5eRTT7HjDv2TPfHsU87czYWNe/9jj2K+KLZ33xxnow8/1Nby/qxqKLFP5s6xSlTvdbxrYtUrOEFLYZ1S5KhPpNbm1oRemeal79f6HWo58L//RQqSDSw8Jgx8DQzijcyCkvArUrDQelQz3WND4BSL6i2a2ZNE9n4JXRnc2B9HzlRuTgEdvE1CN2dgieSQJL8CpIJUDHZNDPpHDB0Jy26SPTPuEZeEOsek2U49h0Exz7a8pSsts1u27dhriH25eLZ9kzeb16HJcuM624CefVEW8FAKhILO1/dWRWNZp4xM2y67n2WT8TYLO45UjYmohmJpr2Z8w7puZfl4mHcAPGN5SRqZeTUxyEejBpRK8YgDRtp70z5G6vm3TZj2po2fBphyjkFJA23kDqe4IXQNYva8abOsHWqrow4abYO+29I+mzPdPvpyghX+u8LSITtkx2Ta9l0G2W6kN5bNZ2BitjWg2szsirTHC5a3eJklpqXYASP2sPYz0+zf82bbAoA5d+j231+Rrq/VNer6ztrtKPtgxjR7csoYp5XvDm29xzbtmLE2WiX+Ve0B1Soo9eXJzF65lVlIZcXQw6OTIIfwgicDFk3cj5K1JBvr0dWOH324DSTKxBdzv7YPZ75nk2e848d0j+9mg7oPtb65va09QFbP5KSG43p37uq+T3GFkbZ63SL79/vTCZPUiLozx47a7SB7A+JIwYoV+IlVA/7Qz6PiIA4Wompk9spkIBHVi5dW19VywW2ut2V9+Mv/XQ9wn3xOsL77QyvimVysYYLWMbs7RCU0Jbw/haiM86vy7HAS5G05YIADksgMstVIupAUIzuMiAAiEMiWGaQM14UJWN4nZp1sTgvmz8delOPbe/To4YO+9hEIKC+SQEMOqXKvkISUw76p+CoKbAQYUrlJjSYVnOw7itQwdeqHHkZIbVjBBGsK0Rhkh5JUJD+iQMrRgK8iAIxFCxNIQTqniuoOQCkrM8v3qyE+o4BT4PT13O/s3PPPsnvuuceWL16ES0gkKdlfswvPOs9mIp3FEMassuxEe+ylF+0amHoKfRRFmLEE3FqW8b2yJ2pQwEeabUlCXgRMrJNmqPXcILRx0/+7wSnMsVQSgYFBE9SPJSyP50NCIhLNeTkDTQaDkx402YeUjnotaiI5kCkZnuxNlfgArVi52vpmdYaSTDBPVHlYwaFtoUdCxbO8uADSRJxlkNBPoWiKUJspB1AHskkWM1sqxB6RkZVhpaQCz0QKiWNKUF1GPpKOna3om3mYo9BFcY/8o3umj35TKsC+aupeiU0kE2JEFj5QcuyVTxMGGB5m1EapibaakD2Z8ofgZteRvTKNgdJTl9OeElRxdajfdG0a5OuRaOTzFMtTonA/+fga5fTuC5GAdN08qO6cSwPWkVxLUR36DtjCVtJPWUhjsdp/9VofzBOY/WRgOF2zkpe5ezcrYyZXgm2sQ9fOHil7OeqDRPw6MlFrSZqLZYblU0hNIzUTgslUQRfOy19J2JV2+HPgtEew2Tro1jX5JWSfJB4dLD8lUazmAc7GbifCR2l+IRMCokTQv0yxcAoudqfgeiYb6yAmxECEkLqvAEq+XtZ+PXqRFomXkbbXAirFXKPIEynMatPQ76tU8eIrKkYk7U3geD0jRUhphVxTfQTngikYhzRUw33rnJGFmpekXtznDJybm3C6lmr4J0vYkPSTXfN/soHnXBHpq5hMuHQgYyCTU0np6J2ZVUR56vBs1OECm9U8pxNXLrbrZ7xlC7CbLMO5vPcW/Tz+m1hokjSCcs0113gAVA3gAgcVkQtmzSTNed8+LQAgNVSgOlPeItloBGr6KIacHGQVf+5ipB/VqRIAn44TSErdpu8CHkUB//jjj93mI3AROeHqq682BV1t4FplF9IxaouOCdmqmlza0jqpAVVcUmNfLeUbKJCUelOA5udjn/zSCjvhuBPss0lTIW9wrgxFZ6myQ4861PYauT+S2yh7Y8J7tusfdrQhvbew2mWrXYORCJnrphP/bN3Lqi0dQA3le2MMqG9+WTifQErSkzJZa8jT0KdAzKwKjRVaybvYehKrTb+66HjGOii9BJAW6xh9ButQqDP54FppSy3PxaL2cbblQ1dbAXHUUokEE02jIrk3ilUZwflDwbXNVaTetl/dgPXsqItVURoD3ZwmHromBjQNUP0wNMaiDnPmFLMjDXi5XbojGeHQChW5ieCA8dif+uFbhNWBAKXsQOc2ILoztWCfKuvGbEiqszIG6jKAK0l2BDqhrpggqnRuCn49YsyJZq00GI3oTkW3tryCH4NRm/YraHUieoaeGdnWJaWdD+py7PWQPICjGHwpqOvaQ/WOxckmirhTcjRFmEeliGMq/5oExLQnEiJBPSrHeBx1s3n4U+jwUmZl3RlgrYj0GwsWAwZs5wWWh1Y2Tr19YdOUQ4uvw0+iGpWlMSDHA7aZ+A1lEPqnijBJGQIRtqcADl2ZZdUAvKVIMF0AjJyePZmdhh5ATYy86KlrLur3/jm9UEMmm1SikihraWc7HGPlO1bDYN8xBSdWrrkGQ2oDfZpFu6LpwyporrXMKOu4B7x93DsII+isDaffMogb7fAMHrbd9lZD20q4L2W0KRbyRDaG2k7o8+OQIGu4B1UwHxNoeyZG6AZUlwWLllptvijwsZZD33RMZF/6NoZ+M9JclMCyquUcDQB7OfU2P17BJYWWusbg88Mt4V+bWA+I4i/SQj2kHRX58EhNlhaRgutHos2bP8/BQaChogFdkoekDam3VCRpqGibgpwO3GqgSx4a6CWByNfH1X0Mwjk5OU7R3ukPO3k9ooJrXFLwU6nvAmBTfQIVAYzAQUXAssceezjTTnVO+/xzV7WpbWeddRZ7NGEjD5kBAhDydc2mAbH2ZHsSGUI2sUMOPsTDFSlGo8BI9eg4nU9OteVM4DJITqnstUWAURrvtOzjFYQwe+3V12zfPfe018aOs4P22tveJS/T/MVLYPoOt4X47y0ibma9bMVSAgl85G+pl0IDgcZREbkYG352vqZ3aBMrG6yyi5axDhAR8ofQVpIBieRAfk+Bjk5YANEEKirKdT3+BVLfyR8mLY34cURTUOoB5deJErpLuuJ4zfYjOK6WQToWNV0yRjxgwFV5xZAOKplhpxLLqQ5GmI4VSCTwPUIiP2BRRg6mFAZwnsD1drnEXEdzAKmSfcSei+B4UaYbYMbJgTYF4Kwtx6eHh4jsdJwdHx3AQsCnMEl1qB1jkZAiWUZxbDR9UFtexgtSYsnY1hTOiMpdYsmQkZOno6msnBRDgC3AqqyuEUhJOUhAVdjU1hWvQsrL5NoxfCJZxTMaR0BHLVu6mBkINO32GUw4SfXNQ6zEZgXfzXP9+novkJW6vgoAJY6YYdEkQVPIoESuIpK20l3Y0aqsBltfNqBfBbAktEtEXbfa0qHgN/E7ghdHqo1G6tBLncJ9wskCkacKibTYqvEtys7p4k7PmoTIcI1R0dMqRzEh8Zky96IOG1kNL0oK4WLawTTCoogaT3T1Bq4XIkglgSK5HqloleU3FlVFBqAm3zR/sYILbH6BdO+C4oDV6newPrz8v++BtrNbzZFqid6RgiReBuElMR6SCv+UP0vsWQ2cK1au8GesimdKABFIHBoDevXq5dKJBm9FOVCGV8WZU9GgroE+AC0BSKAeUxy574huIlWckuM9+NCDtmDBAj+umMmhpKPlSPcCOtUjVd/uu+9uw4cPdxuWpBmRJPQJAKwYTYEAR9KS1Idi4YXOh8sJ74/aLYZeTk6Os/qU2O+dd9/xKOSSrBSGKJDOtK/qKYalWklf7E2eo79eeRXz0TIbut0wu+C8c+3u++5xH86999iTfjI7ctTh9ubRh9vzY8bYqYcfZR+Of8/e+WSyHUeE9DqBqoMel8i74PYkzhHR/KK4hqHtzfHe2PT+bHgzo3HUYqCL0uCqYR1x3fP0wK6rFbWYh04iWRS/FTVBqj3tB9mOQRFDJCNjBIM7Qw8PA4MYHUke71BPMZjFYgxtZLYs6apRVGoGeBEnktinFjBTevA4tolKLZCoRuUmtRnyEjeSjT9TdKOa0OnGIEJHQFuHq8neSEJqm9gwEkEBmUREUhE2mnjAfcrOtQg0GrjuJBleAa1KKNLKNZSGvjsVVZt3LD5Cqg+kc/WXz1x46ZIYlJN52EugiwsICCqHhIcUoZdUYEwf1PJwRqASbGBWlZKSbPFSPdKmegZv9YXgOYYB26XP4BrVbn2aF/rqIA1YyA7kgI/0I0BBX8i1sZB6VJZPid7spz6V/lkqVtUVLVBC5x4lcKZvy5csR62JShTCQjrrK5YsxfdL95SiPsPeRvjiEEhxXYhiqNwwUNMNccxw1S+aQMRSfwbgFidpLL/A70EWA1cq8c40idCEJTTB4UBN83yqx3AGAkkqb+DCA+lcpw6X/24P+Duznia47VhAwzPl9GgmJgIBJbXT+1XGBC1QrQUkgkCttdNOO7kkIWlDYKXoCYqIIClFajE5vIogoG2yC6leFQGLUkho/YMPPGivvvKqKW/RV9hclT9JJTc31+uQNKZ04gIMgVaIph2K4iD1odSFCgGkiN6SbuQvqZQUgWqugHoFfAIZAVa/fv2cXi6m3rTPp9mypctcMpOzrY6Xw60AUXWnJicxeS0jTt9W1r5zB38Np82a5ip8gcqwocNwUYm2f8ACVBk37m37cNonduNdt1shDMOx0ydaORP8KkBfJBB/CRlrVXQuX8GrE5SfVX0HO/2Xl4y0v72IvSE/n3pAJwbJQaBTDjDoJicjbsezVOc7UCB1xKO20QBv2D0MCaoJ0T2eAb2WgdATvGkwlvRBcc9uBjhlja0AKFIIIlgDwJXiPJuhgIkMZk3lJR7cNYlwNFGE6okGvBTgVLPmaOxa8qWJkC0qKKF7FfzyMa4CgEtOQSXAMfWAitR10YCF9K/VDK7x8otixqTYe3roZOsQEwjxCfUb1wEAy6mV6b7bjiKqCeXD/qrPP1xTHfXESLrA76YeCSqSGFWiRqfSHxE9sqxo0WK378RxXaXMvlJx8vUw/Vx/FCQR1d0kdhH1qp/V5w2oQNKgitcJJHWq4Np03ubv0itHwwqUA2EUL38cdinZ2DxxE/dM8bDS2nN9ADiw45JuNjNRA2DkBxbT/JCXwkqSSjSWvoit5Trk7yTHPJ5wxcVz/y49B5xHGWwjAVI1QtKqVAjRmmCoLqRMgbIiaCh6egNArv1SIHXEIcEZgFfKDFYvtnTMdYClAmsGRdeo5gesoRC6BVvDy02xB2J45st5VmX0j+C9EYs0jmdYkpImK3EM+AIOSTqauAb2F0k8ubk5fkkavOfMmeODuCKhaLCVui5IdqcxxtWASDz74UCvupTp9aSTTnJVXs+ePZ04oHqkCpQ0JulH77OO0/MmYNO5A0koGTW39lV4oQEQL2KZTClO3odTPjRFDpeEo/OOGDHChg0b5tJbTk6O16koEVVM7FLRACm6g4KoKvDrY489ZieffLLbo2644QY7h5BB2UxOl/J+XXLJpXb5BRdbOlLk3fffS5zNf9ugoYNtC9imD+IE3Ktvb1s4b4EdfuwxNmfWF/bSuDft/ING4UxPoGTsdvVM7mWXj6APXYUnYHJQ4n2kq/X6/R7KBpEaQqF5JNVw8ZRgUNSgERSf2PKjRbUSDNTBDgw82l8hfbzXtF2Fh8UHVoEUY2WIUhrapOo18HmRtKISnLNt/aGtoe2t9gna6oe2nJNfwXft6ycKJbxrvTpkQGyuOLhA/Qx2ar3UdQQlOP9P/db6Vru3fG99XKvvugYRQ1TUplabvB5tDwZw7aMZkqQirzdYigyhA/VRXUx1/ThhavMDreR86m+/h9i4XE+tduoYibq+ge9t267trUvzb6+f9ZwC1iISdPM+QTX+M6gLMkhwYVoVXE9weiVrDLY3VxNe/F/2ABMMTUjqmdxogI+uQVXE5ESjYBNSbG0sjulMPyJr0ZIwAVuFWn7C6iX2XlWBPffJB4QRQj3GREfOq+eee67XIRAQK01RExSlW+uvvPJKjzMnFZqAQOChpUCsksFfvz/7/DPbG3tLv7793KYttVyfPn1gzU116enEE090Jp2kHklXksTyIDTpXJdddinjd4jmLXKGvqtoH59g+q8QTVxqQKVGX7hooX049UNn8iltuQgUYsyJtCA1o5xxBbZSCSqyuIBM4KXrEXW8/8ABNoU2p6N9UIqKoVsPssXfLeBMSFBcm8bDJLQjyfRPu2zyIqFRKUKjcvzxx9kTjz1ugyCAndy5rx221WCSniZALorD1p5HfzLB5n64NgUiUfDe6BI0XPlrqJXBS9T2PdWOv6boeGlWNiKpYYMkpLZtDgYU3crge8s+uuigE1pWtv6iEY/fQedoX5Xm38Hq0Mrm9UGHtq43OK5lx+/r+MEq9tPAqKKlf9Wf4Pjm763B1fflj0ImaXBvjUUtx2mnoB6vVCtalTbrgjZoD++zYLvaEXz3jfoTKsExNMHbEaz/QRu0jTr8tQowO6gzWOpAnUMfgVHz+bS5hU7Kd23QjNY3B/si+fjJm1/c5t188YM/zXUG64K2B79d5agTrq+0PrZ1m9lXm34PKoj1XdZmte6n7h0XqXutj3zqEhggJRWLZdqAdNOABB7JQFaFFkNAloBUHbDSMlF5S2J5DYq1VGMjDxrpYKTtAhOBhLaLvSvg0DqV0049zSWiTz//1FVvAgap0yQxKWyQ8h0pV5KkJ9mkVhIBRvYf0b3lp5Sbm+PnU10qgepQ7RMoqS2yO+1AKLPth0HoQeLSOp1H25WET+SH448/3o8XQ++DDz6wN99805YsWWK77babS3WSluQ/pWy2Jx9/oj3z3LM8yzjr006p7tZix92XqBLK0/QJTuXb77QjoN/kYNQXRuJz0MCH7LC97Ueg2KTvVroWoQpgUAQaORa7ZMR1B7R0b8z6/rR+v9a3/b+wbuMAUhv08etse7HBg/uj9aiOuOE+ULFNN99L834e/pNVOkVrcNAY2wJ8Qd1tO7DtudpsV51NzajSUkWrY3w27juFDgwGU+0r4UHbXeJYT70tq1rV17Ku+UtQn4BFRZjQUlp/b1kZ+hLsr1+tQTGor/XtaPmu+vTxxutIin4LEfxcLJGO5PXtjnZcYNDf6udGnUggDBi7J76WoQND904/Wxevs/WK0PfWbfc1qrx1m350iDZSqE9VeluaK9H3oA3+Nfxnk+sBDdRNSOHRAh8GbqmJi7GPVjag9uUZU6ggSRADthzgKVxEdBLIaKD/DtKOJIx01FoqFaiSBQiqU4OtloGqTTaer776yv2EZAdS0VgiMBL5QIQCZY/VOoGU6tfxKlIPygalc5XCdksRC5X69Y7LLqVjBE76qOh4ObuXY0KQTUmqPe0T+FEpEaAASHmSJK0p2reIEJKSJK2ddNJJDkZz5n6NVDeNSCmk5SCjc5eunZC8ZhIRLM7p50pbfg65k8QsvPDii1DRt7Nq2MrZpOc4jxBDWZgbbhw0HJN7LAGLCWYNYMdKxc1AUI/9NtqBuvn98ZY3/1nPqtab/5vfNxCQfjS8/IZrERvE+zA0APIUuH65uSYfL5s7UN+DQTcYLJvHRDZwgEasYKnj2/7WOpVgvb4219n6Stw25juyvdUGHabSentojfaj3Rq0aaAM797QX1qqsbog7UejBAZasvJXLXU6P1RHBI1r9b25WtZoZWjh1etry/7NX1h8v0toXQB2+oVmmr+hOyPfgWBnyU3/abtDB1MjL7GX0OlC31v/DZ249Rq/XsfCYO1PHRtsDy//93ogeGB+4Qz+bDKTqcEA34j9qAhbbVQ7yEAQV156+SUHla222srtOkFVUs0tXbbUCQ+rVq+yfhV9PYq2wEAgEYCApCPtKwbe0CFDbeTIkQ4OCvmjZ1b1al8RJ+SMKrDTbxEVpM4LQC0RCrpsUxm4mGidwElUcanztN6ZvzROdTggYQtWviJJWtom2vlqJJsgsrjo36pDajs55Cp9hSKG77DDDk6gWIeP4/i33/WMtGUAm2xWubm5fvnV2MxzcnLs4isuh70U7U66jz36mM2YOcOuuvoqO+300y23Ty/SxjTa0hXLrGHgICTPWEiuTNP1PmBPcqadzB2QrzQO+ERufe/K+tYFN+G/sNxAQFpPi9s+pMEFB8u2h7jqh5Xeac2zckSFFpWYBq1Wdaoa/VQn+5KHxW+C6g3OESx9h+YDtF0l2BYstYr9JJ0Ie1qDjdqgQVPbg91VpZrUAojBF711uhbt6QNt81Lt02pfr/q+/+2rWR8a+FlPadT+Xta/jGxBHm2nhubdvD/4HjRHVegh9M2hE4V+8N2b2nxcVNB/zVVptV+frl2VNBcHv9ZrVHlQr68P9l7/8oftVqXsp+PV8UE9waHaHC6bRQ/UAjqSHmTv8QeLwb4cdVuPwX3dAC8HVIGKSAZBkQpMEotsMnJ07Y6ja0B2kJpMRaARSC6PPvqog8xKOYsjEakugYCIBwIfOcoqRbkkFa2TlCWiQiAZaZ2KwEYgo2MEegKjYH0j77aASedV2/QJAE6Sk37vudeepFzfx48PHRdyupWEthoHYElH995zr938z5vtlNNOsbNOPwMbKgDLzprWrQBckiEqlQOEEag2j8FWpDZ/MOkDe/mVlz3L7EP3PWjnn3OeLZ6/yJ74y/U2457bkJpqLANiVX1ppdVAvorDbSJaYKQ+/6midy14735qn//C+pDM+htPHJIeWokQv7IeH5ODwUed4gM/Sx/IuTnNVWqGo4HWO07rmj8OIPwMquBr6If2DTo66Oxg6Tut58/PbFfntEghrc/NMVof2gazpRnFtHTwal6yR6j9zdcR+AV4Izlev0P7N18n+6lObV/fMhjUWx/nfePHhMBITWluznoulm30j0DLPbj9AtVhfByYtPT/ropUZAp9pJbUXv4n2C84hqXa1ba9oZP7Ub7dD299vepPfqvpapN/9L3Nh5/fl7Ybm6/7+x3C3/5bPRC8s23PL8dTpUaRVKHI9JIm6lAtbbfdYP8u8BBFW+AiSUcqOAcvKpJaTZKHwENFA7vWCSwC+418fzRo67ccTwU+YsqpiFggYJK0opTksvuofh2jcwlEVKfOJ1CR9CTGnVRvqk/AqKL1KtpHdizt75/m36HYeKE4dWITKm6dpKNQG6MBwFTr1bOXHTz6YLdfKTr5ww8+bCfBuIMMD4Bg9+FZFkminLiRsey/juVjTzxO0r4z7a2337JZM2aSqPA2W7Josb3y8iswexNt7pxvcGUk4oG3nXeQfq6GAk7jUI3+AiD5FW16fzaShKTRpbmExqDg14+WGng0GKooSngLYws1kMa60MCmh6C5Ig06Pnj5Ic2DIt/Z7Ltot+aBSXVrgNeybdH6H5Qf/JYdi3NzXDCn8EFY+wgkffmDo136EOCEtrH8qXPSSN+kOlqXtr/ZFlSh7vH2tFm2HN5ybHNrgwNbdvj5L+p/db33lZat+zeoWzPClmpYqc5RCVYGP/3Wh5Rordsd2jn0t6Xvg7q1Wt9J+6H73PRTo5nv1+ognVM/g1UaKLwe7Rgum2IP6P7GASCiQcsVo5b3qQZXiS0HDuTVb3QHVSXI040U0Gh/AYHo2O+++67TpgViAQgIkFRk4xGoiJ2n/RUdQSQBSTsiE8hfaZddd7ETjj/BgUrAlsjALxVbIFlpKYlKRaAigoMkIBXVLwDSed2PUhJHqxLUobbpnJKW5B+V1T6rRbJSO/T2KxafGICdO3byc4jcMAYH1wnjx/NeQYWnb5qwsbXPDKVclz94Cey/+6F7//Nft9qUyZPtpBNPseLSInvumefsgfsfsG8JzDzmvXF2Zf9hBHyOxnODiPxi1nn7Qy9IE9KpqPa/p7KRAIlL1rRcA0vbpQ/dGrXUMaGlIlG3kH2DAU69Rj/6Tx7KlkFHgBCUVl+DVd+PkN+v0TcfbKmmZTD84eb1/JI0I0fYUDtDUg/tlTjB+hD4sNQgKA60iyE0yAFLwKCWq4HNJw3QkchOxFNivR5olopYzUC83t/aj6cxonn/tsuW41vqoZpWRWBO1/5iUUvVL9o/NPvTdbFSzdeX1n2uVSrapvui0rzQy+TOvmrPetrt7W193S3tDq4/VF3o7/fPR/CchMIi/Xh9y3PW+vDw943fA/48/Ey1wXOgZ879MFBR8WApyjwWG1YSJotQW5FRCVZZTyRsIoRUIzGVkQVAeYyqsJ1IQsnNyfXnUOw7AYFAR/5GKsqwKlCQ/UXpxgMpSSCkVOMKiqqoCZ8T5kfHBv5IOlYSyjeksHjuuecsJyfHk+s98sgjTiWX1CRA0zH6SCoSGKleLXXOAKxUl34LhFQEmgKpYD+dR/sKeFQUpUE+UoMHD/bfU6ZMseHDh/v3ffbZx0499VTPPLs7wKR3KRIVYaUi2EhSwm9LUUwi8Vs8nxTu55x8Oplxn7VhQ7azvf64r40Z+4ot+OZbe/v1sdYzNtV2gCquKDZKYphBlJdG+V2qnUwoxWRsPcAHk31vyCb6p3V7f0MTNVjoQ+Em+fe2Sx+9tE9ou4z/GtSjfMBmtQzkQWn5GrrxvjpA+FarvCptDPZvXjr48L3tMqj+B8vgWBenfty+oL2h9rHd2/v9fqHrpcagXVqqTi21m7+kWjL4OlJspKXAqnV9wXk5la5bxI8fFLUpuFZ9Zbt8d1q63UGw1RHBvn4fW63XV+9YlsE5eEmD2/+L19m23UG/0DgH/6B/2y698a36PfgdtC9ob5umhn/+yh4I7qV2D/qyeZ2/Gj9Tje+u55yBL4JnQ+4Q1dFEZWBmnsA7Hs9A6SmJiS6iZV0K9xryANw1S1O2U4WgWldgO+y4g6u4AulE0kwQ2y4Ve4/UXwIjDfwCDgGJAGDGjBmu9nvm6Wd8m4BFajhtl11Kx8keJKKDaOU777yzA8V9997ntqmAkKBL1HEqqkOlNRgFTD5JTEGdUt2J9ZeP+m/2F1+4GlC2KaXHefrppx1Uhw4dahUA7hcApzLS1uPkr+36KHLD9ddd7474Jud1bEYLIHEk4pNUicN4I8kuSd9pl8Cu++ett9iEWZ/anjvsaJOnTbW9thtqp9z3gG1N3MjuMWSGriRHWwyBAIhkE6ewYLoxMdiR+AT3NHh1/eKC+xwsfeWm8WeDAOl7W0VwZb9i6bvwp+2uP9Ufv3Y/Hd923+D3T9XdckywI0v/up7fbdcHdbbs2vwWB3c+mI78by+D87dcS9Cwn1g2799yWMuXVvuvb12rzev9+luv0yvjhH7O9SyD7cEy2G+9jQiv/N/oAc0hfQ7UZunnCqRp3TpCg8XiC0NQQkJBsVUHVmLTgEGW0THTviPyfGOHNJtXV2ilgJEG6WyIC3O/mQtxobsTF6TmUmZVZXEVQB0Eey5Q00lCkXQSjYpK4CR7kYAkioE3ID3IZiU1WlAEJkF0B0k5NxAh4YgjjjClIG+9X7B/26UASCCoIhWjAE5gVESwYklEkngknanoelTUXh2nEEOKCqE0Goo0oevR8Wq7QhUpE+6xxx2H9FVPRIhiyyMnVCUBmAn1SMxJ4jrSfXfddrudfcG5ltOzh51zzcV22OiRdtCQHQnftc5OPOYoMkoDoswLWwrHeAmWwYa2v4P1m9hygwBpE7uWcHPCPRDugY3YAy1zK+rUd5dTWy19EiGkarYvap9o135IIY3oRBT3OuXFqioMRf0nKHAlyS3jI/CVITFmWU2FFTTbewQoAhwN4AIkMefknySnVUk8Ag9JKCryM1LUcNmNBGCy3Yg0IXWd7ECNqAwV7UFSlYqYemLsyUalOsS4U31S/7WWhHznNn8EIvoIzMRgi0qMsokTJtrbb79t22yzjQPL25AOPv30M884q8PVBpE1RJCQxKXArSo6lwBS1G/RzhWK6FDC/yQQYDiJJKNp5Dsrh5CRQJDh+GqkMc6nYM/XXnmFPfrkU3bHlTfYw1fdarM/+NiO23EPw1vqxxoRP9Pv908YkH6/9y7c8nAPbHgPrG/m3Gad/+RP26VOLh80xR0UKEXgB6P0L8QDYgt74xAb0zOX1CwVVoguuRq70OsfTbJO/ftbDmFzlO20kLxgnr6cIzToyx6kwX7WrFn2Js6ukkYECAKrQFLSOoFSYNP5Gunj4INHt9Sj/T0qP3WKcSfnVVG8JV0FdUiC+SUw4nAHSElYArBAClMQVsWlE3FC9SkckKQh7adryOmRY489/phLTLo27fOPf/xD1YVo7LRH1xADCeFVokf86eQTYNoRZhq8jWad2qnU70pkGlMXZS8/9bydc+aZVgX4dmNWMIDU7wcO28kyiquRXNefzcBP9jv8o0lPuIR7INwD4R74cQ8g8bi98GeWFRB0amMESjiP1jRYTBlR5bFpOI2T2X0h7LVSUrR811Bpb86ZYS9O/8CWV5QQrYHUC3UKvYMtiSKACAFPY0vonQP239+qiTggySZQ14nNJklFRSw8gcpa7Dgi50j6kM+ObEtKiS5VmiQnFUksCjwqCUngonOJnv1LRSAjSUp166OiFBjzyVSr46+//npv445/2NHVgCJhjHtrnEtJYt/pXAKuoHTr1jUk8eEonJ3V3iZMmAB2R1oyZIRaiA31NdXeF8SGIBp+hv3tuuvsoTvutNMOPdKO3H+k9UnKtGuOO92SSwlkXFxOFuug5s1jGZaQNo/7GL6KcA/8th4Q2Ki4+BP62kJaCbY1r267kA25BpVdtIwd+BE40U7MBiQCuMjWgC9MI7aar8nq/Pq3s2zct9PI6dXZOvXubekY5JXH598zZ5JZermDhUBiCSF3ZPzXoC8pQtKCilR5Gtyjo4kMDxNNkoiAR2Ahu4zASaGBFKdOvkcqDkJcmOp94sknbP8D9vd6JOlIaokjusEvFbHuZPORGlElUPNJBaiipH9B4r8gpp7AVfUH9jCdT+rEgDCh36pXklQ+mZFBW79OOeKuJdFlAznhhDO19dV2NPau9vThjRdcYD2IwHDIDsMtYvU6SyYzX3ZCGklOvwc7b9Dv/E8YkH7nNzDc/HAPbGgPOLFR4LM+UAoqb7ud9U6YjY9hCQjVMoTKuB7BIA9oyFC/oKIMAkO93T95nM0hy2lJXLSV5q2yikWEDSrBL4lBW4ksZesJ4s9p4H/u+ec8jYSfGnNTAEwCJJVAXSdSg4qo3A8//LATHNxplOjYCmo6b948W7RokVO/5Y+kdC133XmX7bHnHi5xSbpqxjuvZ31/BCKS0FQknQXSjuLHKTyPgEdFIKT9BJyVBIwV4UGEi0C9KAaeSiBlzZ0716bNnG6Xnn2eExmakmKtK35KXxPLrhFiiCQznWvc2LH2+TvjLQW72MhBu9nhOw63wi/mWjZEkbVz51mHrgDjZqTnCgOSPybhP+Ee+H/YA4DMj6jdAh59gtL6e7Cu1TIpJt5n941NqMbkm5PAkIJktKSmzL4sL7BHpk+yWfVldsoVF9rx5/7ZBvQdaIuWLIPaXGVpmfF26823Oi1bEo8kGUkZymmkosFb0kQgaWidVG4CEYQKE61axwgU7rrrLo/4IJ+fq666yiUo0cfjCFR61913uTrtqquvtpGjRtq2227rdioN+r+2BOcNcjA50CgaAkV2qiAorBh5arNUhQLQRk/PEQJVOQdLapM9K4HrvODc8+zMM860RBJzNuAWkdMVgAWMsjLb25Z9e9lKUlH8DXp4ZF2VXXfYKdYnHvXhkpWW1QSLb+Va6+BS2i/coF97gZvIfmFA2kRuRLgZ4R7Y5HpAYx3qKlACNRxDBVIAU/7Qd0Chkd9V+eWW0bUr+8RYXuU6S2yXZCurK+yJT6bY+OL5Vssg+tbkKTaAFAoED7J99t7PPnxnkk2dNNkOPGy0/enoY1qkDF2/0jLILnPAAQe0dIfYaipSnUk9p1JF0r9ANSf1mSQiRWrQgH/6GafbiN1HuB3p5ZdftuOgVovpNn3aNPsCn6Htt9/eKePats02W1tubk+vMwBAl8hoq0BSUo+ARQAjsJTdSKo1RftWdAdJPjq/QEnhicQI7NChg4Nj3759ODbWwx+pXVLTqUhy0uf2O+7w3x6ZOwGvI/lA0b9/gs59HirL/XbdzdYBRocOHGa5Ge0tm+SjkcWVlhRFH0RAZkANaJkh/ymvaDP4EwakzeAmhi8h3AMb0gNSvf3IoTqYeGNwN9RvAiMRC5ogLzjLG98fSSYZOGYWLFppEe3SrP3ggTZ14bd24xsP2DJwa59RB9v1999tidCgiYiIZ02knXXKafbOq2/YrDlf2B9HH2CxyXE+2AtslJ9IFO3A7+fnWHCSjAQUShWhaAyyPU2fPt223HJLb5dYemrv66+/7vYl5TvKbp9tRbD6BB7dkEZEQFDZbtvtXE0omrmKiBSB9BSAlNarjdOnTbeJkybaxx99THqM77Ta2ytVo6jcKvqu47W/UpmPHj3abUiBHUr7SB2nfeo4V0x8rFWj5uvasbNni36eyBKPPXi/1ZZU2papmda5XZZ1Tk61jLoKi6qFWCF+vWLW+Y1QbZtPCQPS5nMvw1cS7oGN3wMy/EM+kJem4qKJqdYgfRkGoyi3HTHjT2tnK2Hafb54rt34+rO2FBC75ZnHbPSRR+B/xGBL3p5YpI1opI3dthvGsY324VczrSKObLHo36QOUyQFhQeSFLL1Vls7mASEhuCiWv8WGElaKisv880CJPn/qIzF7nLyySe7akxx8uZ8NceUVlyUcoGcKNo6lyjZkr6+mvOVHXPMMfbWW2/58WpDwPqT+k2gJFuUVISSmsSeO/yIw73d05C6pFJUZIk0MrWqjfqtj0DzfPIZKTKDpCcBpNSIko5kmxJBIgG6dynRvVM5tke3LlboQe+oAABAAElEQVSK1JOUxDrAqEtaslWUFlsN4GWo+yLx6YrEJuezhxhsdvgrhaKntDb++SX8bv9sRuaw3+09CDc83AObXg9ojAvGOQZW2YVAAIIwQK8mOGopqqkqJKf62Ehbx+ZiQgFd98rDNqe+3K577nEbevAfrToy3lYzMMdjZ4rW4ImEFAtTLAsSw0czP7O6KKJmy9cGSUtEhTwYZ1KRiRDg0pgDn7omJK4FgKRtAsZ47DUCM0lBApaVK1ZwXKPdeeedLgUprfi3c7+1UaNGuQ1JJAepzmRD0n6SyCTViBChNBiiiksFJ6BTmwR6YsdpKQfdPffYs0WKU/RugZH21Wevvfayo44+yh586EG7+pqrHXB0LXLCVSihu+++24EtkP50LcoQWwujLoVzXkcCwadxfs1sl05epbW6aIC83KrooRKcfKuKiGBOVthYJFSlDFe4IWMSsLmVMCBtbnc0fD3hHtiYPeB2D9xfAYGGhlorx3eoFhBpJOJCTVKMrYhutBlla+zsp/5p1YnpdtODd9tOkBJi4tNtaVGeZWdk4qPEMIP9w6qJLQeI9Onfx2pK1jHUAkfUqwFf9pUvvvzCVVk6lySUAICCy/n+N8fgx5NIAFIBjJLwSQXWBVtWWVm525Mk/SgFuKQmUcIVDDU3N9cT+Uk6Ofvsc1zaEZjI7qMSxM8LgC2wEe2xxx6+Xf5FIjUIYJSqXEXhgl4h1fohhx5iixcvdqnn8ssu9/xHaq/sXIqhd9/997mKLrqZCCHpSUX5zwQrN9x4EwA3ndh+xQRJTbZzzz3T7vjXHdaDLLHZkB7iOC6SfolmQgCqW10skSMi6NNg0uC1/f7/hAHp938Pw1cQ7oH/vR4QmQHAkJ2pSnYkwCUhNRnbT4KVo8Yb8+1Mu2nyi7YaSeXvgNEJp55hGidTCAyak5GtYA2u8bO0WAgB+cTPibaddvuDRVNH3uqV5EbCFkKRKkxSjsLqBGAkYFJpXrQMvvqtwT4edZfIBrIdyT4jAJG67dJLL3V1nX5LRSbpphQSgsr999+P1FNsN954o6vvZE966KGHHNiUQVaSk4BN5xA5QUD5ySefuEpPgCWbkEgSKs8++6xLTPp+1ZVXuWruxBNPdAlM65YtX+Z2Jh2/bOkyW7NmDYBVpU0OwsVlpWhCo2xlwVrL7tAeO1IFESai7d2337I9R4ywHjk93FepXbsM1KOkqWisIxqTVHZkrWW/psSYH7Mkvfbf758wIP1+71245eEe+N/vAc3IUV/JhtSIuigaA3wEg+FqonRPmTPTXpj7mS3AH2fcR5/Z/kcdjX9RjfVNa295ULsbxQoDyCrxmFX+rfhuoThzO++ys0UAJKsWLCYTC/YpSqD2Og8qtFRd+ihQ6s8V7SOV3S0332IXXHC+g4rW3XTTTc64k+R02GGH2RvYlKSKE/hIFaeoDgI0gY9AUFLPkCFDmkENR1VKwOC77777LCcnx4kLj6Dau+iii5yhl1+Qb0cffbSf/x9//7u3XyGKVBTFoT1RGBKQ4B7GR0pt7ArILVm6xCnhAlwBcBrSXVkt8fQgNyTxqUUFess/b0al2c7OJJus6q3Gr0mRKZogMQigFapJ6WvqY2g/zEb16+ZUwqSGzeluhq8l3AP/SQ8AFiJsOcOO70H5Poo/0gmDYaRy7FCw3Fg1tp78+hqbvHyhvTjnE1sMZnyyZIH17tHLykrKMezDHCN0UP8e3SE/IB1he3+f8DiLly6ys047zSpQ+4nNVldWS2icNMwhsi2FJKT+xLjr16+f/9YfBVBtXaBV+M9AchK4aHD/Zu43NnPWTFd5TZ482UFHURsENkHRMbITifl28MEHO0AF2yQhibyg+iQVtQRppfGKW7cEwsT+hDE68sgjPZeS0leI+q39kpKT7LzzzjOx+FSkwgvATKA3Cr+nozhOWWpzURmqSGWobfUAYnJssuUX59uChYvtmosuJkPsOZZAf+89Yncb+9KLduAWg6whuQOBL2JJ6UG8u8hKagCMakKdG6W4gXwNpcfRF0pwL/nZ2s9M99q3+f6h79ou6VdZnyMkFmqFdtQ+rYvq1Kd5Fz+mebtWb6zywzu+sWoN1xPugXAPbPo9AFgYseeski/1DCsMNjVgTxkB0orJH1FidbYO9ZZBPW4sxouonrQP8Un22LSP7R9ffmKLSCnxwddfWC/ASEWkO7cJYeMoR/0k6UgC1l+vutouOv1Ma6its+Qo1GyV+DZxynUFRZAZQmAnO5LXwUAdFNlZJMVo8FZpvY9UaVtssYWvO/OsM10V99VXXznQSG0mwoIkE1HCr7zySme8nXDCCR5JQdJJEONO9crOFFDMda4gqoLOrzQVAqoHHnjAA6pOmTLZBm410Onp2k8gOXz4cBsyeIiqclWhlgqmqjoFXF27dLUXX3xRqz0Kuc7hEcwBXA3AaSmZ9i1OsH+95RYbPHArax+fCBiNtaIvv7OKdXk2ZMA2VkXfldWTcC8hxSoKqyw9IoU0t5UIS0S/KOAeKbGooqtX0LeRSE7oSisA61puQB0U/QZsfoQO52yAGZOMhuIy7HilVo8Ktpp96qWWFeLomVDUjQpUg+U8GwK+Wj78xOQHEYUguXwqmUfoWQmyf7N1oxT1R7iEeyDcA/9fe0CDPeqzWlRDVdgoahiRpAaKhDSQFBdvWd1zrGjeAoshNXcD6REmzv/G3pw3y/KSY+2Rt9+wXkg1ggsBhxhkCrLaxAxbJAJV3QBwiBkmySOJqAkKKRQbHee9XV0dCnz6n3a96tVJNbALXLYftr2dQXbVqVOnOgiMI0q4chAJSETV/juqLznDitwggoLC9ki1Jwnnl4oo4gIsUbe1fxV+Q1L9ST0nIoWARdtffuVlJKVz3Un22muvtcsuu8y3qY0dOnawYUOHeRghUcNVtF6llgjpFcWltnDBfNuBfb6e960tI5IDxiZ7eczrVo7NaA1qveT+ObYsusaWNtVYVXaGzctfa9Xt21lRMll4u2RaNQFsS+jnIpFOAJwoQjIlAV5NFQIVkgmWVNialav8GiKQYqM6Zlsc91OSTlBC/eo3HzUtANY8SfAbzH7aF2giTXoIt35eoRrU+p8twyq7/6y/wnuHe2Dz6QENRsya62oarZrZbiTfY8TmIoVEIuMYDG0rz8u3jD45NresyL4sKbSHpr5r5QzmSq+w29bb4+4aAgVJI1JFqQiMJM1IPSbAqAHwBEgqiv/WHgaciqSY31okmei/fIIENKJdDxo0yIOryuF09hez7TNyFElKUey6zp06u+QjoJA6L29tXkvK8Z9rg1R2UtfJj+nss8+2M0kDoTp32WUXW716tV133XVurxJAXXvtddR9i4OdUqTvuuuu1ptAskpVoQgU6ouoZpZdLGo5BZFNpM/qkRIvOP8CW7RwvuXm9iTLbLEpZdSYz6bYEoSVC1582LoT8SIDdWk2jsC9upC+AnLEugWfWmMcoEtepl4ZHSwXFWXHxmxrWF1kNXn4QUETj0eFaOhgY9mW1p57UFtlxWTwbSIobhLZe7VPIkjj6jo9DxJU9fFbyQrZrUChJu5pg7Yj08kFivmHq3pdDajVG6mEJaSN1JHhasI98LvrAY03MLbq4/kC+y2GQVIRuyOgZzfgzNpUxTIx3kqQhr5uLLW/vP+CzbcKu+Ppx+3QQ46wKlIlELfBwUfSiEooEGooM6rWSRKpQJJQEUCJ9twJB1WRGBSV4ZeLj4JtdpP0FfoIFORLJJadHFjl/CqH01132dWlJoFIxw4dHYzEsBMY3Xbbbe6IK4D4pSKVn3yJlDBQoCvmnq5RQCNAleOr2tKzZ08A6VqbSfTyv/31rw5GAiFlvtVSRfvJ5qV2ilihUEENgH9qWpKdjx2qHhLH/MWLbC42q3gk0ve/mmHHXHCmfbV2qV30wG3Wed+dLXX3obYkO97KtuxqCcO3tW4H7WX3fzrJLn/6IfuoYDlSVL2tjIAyjzo1phMsR1iMRXlrbfXCBVa0ajWgEmlpWRkWA6gqBXs06rkIVIFu7JP8QxDXRsCnDhJLDcSJKsCpBnCqBSkESAIgHhkHpRi6b2MDUmhK80t3Jbw93APhHtjsekDql9KmOmtUFAYGo9qqGoutaySqAv4uxGCrZ/Zdm5Zg78+bbXdNfdvyOeCSm/9me+BzU0HMteS4JO8T2XM02BJYyCNdSzoSSUA2GH30OxajvPYTEEltp/01wP+aon3bFq0K1iuAaWiQhyhA3YotJ7BRRASBYDpRvscRhUG+QyImXHjhhW2r+8nfIinI3tQDkobsSTpWEs/jjz8Ogw6H2o8+trE45r5EXLwxY8Y4hVznVPqMW2+91WnoUvEJmCVZqT+0XR8Ffo0SrZ5+ffe98TYcdeIaVHEXXXWFvfbGGCeF7HjAHzFyZdqwg0fa3scdY3EEYFpTsMI6ZnWgjkqkrEa74s7b7aqTz7ArH3/Cjt5uVztixL725ap80sjXIQUmWXbfzpaBmFO4dg1p0ostlagYSbSnqQHGIfdE53djH0+BmJS19C15AWUyQiAK9X0UkhIuZ75SgKREwX6c9tmIJQxIG7Ezw1WFe+D31ANuE4CAoIyvEQxshk0nJoL04MRNa8TYnQ+9+LVZH9sDX39oK9j84KvP2f4HH2arcWrNSUM1JFYWs/paDa4AjVR2AgGBgyJay2lVoCG2m+xL+sjWNB97iQCjV69ev9hdAei03jG0LjRQaoBfV7QuZL/iu86rNigNhFR3AgL5/xx4wAEuPT3//PMeIDUxIdF9lAJVYuv6W38XY06+TSoK+qrP119/Y1tvs5VHl9htt93cPnX7v/7lCQGXLl3qKsLUlFQHHwFkwPaTvUl1qV2S7DpiWyqFmfjGG2/YW++Ms249c0y+Sd2I9P3nc89Fao23XCSxm4lkLhBUNPD777vH+nfvZ8vyl1uX9l0skfBL8uW68eFHbPe99rWrz7/QXr31SuuT1tmysAGmY0vqAZAO6zPAtoLdmATpoXQp/l+lECPSyfFUCyHCxZyQsqwBlPHbyq11hh73T5uDj2esFxgJnFT0fSOWsMpuI3ZmuKpwD/zeekCDezyqtVQS6yUyWY5UJGkS4M2tKrExC2bZ8998jtOr2b9wej3s4MNxd420boBRNcBSzcgVIfID0pAAYPny5S5N6LfASFRrfQQKtTWw9CTWUBYtXOTLAQMG+PLX/gno3q3332mnnTzOXKOMGhSBkUCvprbGmW1bDtjSgUgqthWEFhIxQfmXqqqrWuxaretr+z09Ld0GbTOI66pzG5LA5MADD3AwKlxX2OKMq9h1w4YNdfq30qdLNSnJsAFJUkVgJBCSyk5F7ZTarpa0HXfec6c1YE8qzC9EwqyyM0451V588DHbafudbVD3/pYdm2JbdMixGe98YLtusYM99/AT1jcrx5Jg2MVA+85frlBDkbbnIYfYuNnT7KpHHrBF7WLs05hy+zS61O77Yqpd+Or9dsdbr9pcWHtxWZmWxHWRAdAIAeGRH5iJuJ1I9ygKqSiaZksiSmDWoo8y00YLmFyq5YdQS5+NXMKAtJE7NFxduAd+Lz2g2W5jFXl7qhl9UHs1MvA0QAFe01hrk1bMtcdmTbY5+A29NHGcHXfaGVZUXgYgMThxgSIzxCCRVJbLL8ZsxvQZ2GZutacIqxOoz8RCk1pOg3Jefl5zBIaQFCNpSvaeDS2KV6eydrWiIFQ6800DfQazfwVQXbJ4iYfuUXbZQI2nab22S4X4S0V2tdVrVrsEqH3nzJnjPkX33HOPA1sgYQmEawBdFQGwvuvaQypKAsuimsvNzXXmn9R12l/b16xaYzNpWxRBbMtKirxfR+2zP4CVYelQ7KXCOu2oE2zqO++779F+O4+wv5x9iU1+9R1CZ9C35bXWuXsP9oqwcupt17GLfblsiX2zYqm9OJWo5BAlZq9bbZdiN/ssf5ld9fq9Nm7OLFuXEmOFCVD8sR1WxcPUi4siHBF6OkBUZHRFZk+AbhkHfupDpCIHqRbA0BfNL0JzDL5snNJS/8apLlxLuAfCPbBp9cD6Rg3WSRXDJ6OJgXBVAVP2dhZNiJqFpDj4bN0Ke3D2h5ZPAM8Xxo+xP4zYi3EHYzhMr0hJUUyQC5avcWBKwTFUZdLkSQQ1vcvOPecct6NIEpAUICmhGvKDpBt99+R0qO40KBcUcN7/oAQSVutDZJdRWYX0IZWgmGOSkDTYn4qkIeLEO++846QGSSlS7wmwJNEFrEABlVRrKtpHRWCqonbLBiSQVRGQKI+SIja8Sgy7oAiEAtWeyBz6LnWiiupQ8FjVoX4REAaS0oUXno8dKdIaBGYM+rMI2FqAE20VNO1TjzkRRgFsuEik1ko24mL08uPPWBT+RtMnf8Q9jLICJD75Aq3OK/C2zZo522694WbOGo0jbRz3LYqAuHF28Fln2H1vvIy0G223fzXeLnr9SXtlxde2MoWgtpBaVjcQDYLo4sXclzLOHZPeAd+zKouo4rzyUZNgByMP5gVVq058qXCQ3tgyUhiQ9MSES7gH/r/1gEYSxhb0c5bRb4B9A1OtMCnaZpSutbsmjLFaJINr773Lhu/9Rx/UFFVAA/ijDz5kLz7xjHXv2smWf7fIqpoH6r323MsHYA2+Ct2jwVjAoKIBWgAhQEoEMJS6XHVJetjQIqlIJYoBX6UBSU+Ao3NJjScfIanZFIdOS6nrBDoCsqB92jcoAiddg/ZVHDwBUJcuXXwpcoO2KdnfHJxwVdcvFdWnvhCoqS5dt5bqk8KCQpvw/kSPU3fJJZd41PLu2ImeeeppP8/gIdtZBKo0ORtXwohDPLXFK5e7H9Coo4608nVFlk04pgXLlkNeyHJh5c+nnGYZ8am2wzbbWdeszjZ71r/tqGOORgJLsr4wD5cSaFBk+/crVtmd096zW8a+YDPz11hDp/b275VLrR7CQ0ZOruXhqxUjfzEFI1Rg3BqACTtjEzbDRiReNLwWnbjh969t/4XuYtu14d/hHgj3wGbSA+ubwzavQ0VnpBJviCi0hL497NVvZtmd09+1PDY/9twzdsChR1gZA34dg2pCgiShOhuL8X08Ua+POO5PBP/MYZCkDopSOsgnSIOvbEmfffaZ+wVpANaAr8FdReGA5CyrwV3gsaFFA75KLQ6hKgI+FZemuA5JSPIRkk1LEoqAQNKJJBiBi4p++3cG2TjsZwIP0chVh7bpGNl/dH0qitCgT3azb5Wv/Ik/unaBpvaX/Ur9ob4Q0UE5mASFKbEJtufw3W1voqQ3cj1333sPPmA41Hbr5PHtolNjLS6FuH109dA/7m5FDST360NuJxxkq7kE5VSSqPLK8y/Zl7NnWu9uPe3TKR/bC88+Y8eeeiLIEWnHn36ybbHVFp4eXkkKX3nuBXvhgYftw6LVNnPiq3b4ul1t+179bWVdrcVhX0vt3MUiYpE+IYl4MkBdH9eiaBwNOOvWAUpR3GuR8EJPwE90wH+4Oiwh/YcdFt493AO/zx7QsNFq6GAwVsy66oRYK02Nt0cmvWsPzXjXKcbPT3jLdtp3H3ZHTZeQSqDuJNyUYpkxx9gNN93ogtU9RMvGEq+R37sjGdWdnFM14MquIp8fqbEEGKJLa1AWWGj3IGxPI7PtDS2BlFKQH1L/BWoy1StAERhJPShAEgipTfouEoIkKanPAgKCjpFqLZDcFONOkpUcYwVGco4VWAm88vPzHWR0zM8VqQJ1frVF1y3AEy1dtqj3J7xvvXJyrATb3Nw5X1sFQLWucJ0tWbLE9t3/jy71NaHOK8emJx+g/kMHWznOPwN2GWal+BsJgotJ4NcFKTAK/6ETmCSkACJfLZpvxeSWOuXUU2y/ff9oC5cstQcfeMSOPP4EmHz9LXeLgfaPW++0Q04+0aqTUiy5Q2d7fNZU+9urj9r7c7+0b8uKrY4UGAuWLkQaIxwR96kJEHJqeBy0FkltXFcj919k/41ZwoC0MXszXFe4Bza1HmiWAn7QLK3jU8EgV945zW5+51X7qHS5ZfXd0p586w3bfvcRlpGSZYV5hT7zjgJ3GghHo2ymW2090PoO6GuXXnc1JK0qZvvQhpvL6Wec7lKAQOHLL790yUKqMTmNaqDXeoGAQEGSg5YbWrp07eJVSCrToC9AFAgKaHQO2YIEIir6HdiCAtCRLSlQ8QlkBJpqs6jiSjWhIsdbAZN8kiTZqH7Zx35NEaFD0pakIi2LComiAECNHDnSOpBSfb8DDvRqlHYjCaCcMXMG0lGUnX/heZiUGq0SX6MKPjfdeYvNXzTP6ooKbNyEty0eZ9ri+jLrkJZqZaT1GLXPvvBS6iyvssSaAL72PbvY2ZdcZM+8/rJ17NIV2bYRNiXUe2yBqdGJdt/td9v9dz1kywHDr2ELVhAaoioh016e97HdOf4lm11aYAmEK1oXH2lF3KZiWlODzUjSkkgPiUxO4nERcMb4r+mIX7lPGJB+ZUeFdwv3wObRA6AQxZ1J4fU+On2ivVoyz+bWV9hf77vbth4yDHckZr/sk8EArBKJFBWNE2daYhJx0irt4ksvsipGjm+WLbQEJCOptRTjbYftd/AIBlJvKaJ3oD6TlCIwCn4LGPRbA/OGFuUKUsmHCBAUnSdQ5ckWpE8ASgIkRVMQGMqWJHuOigBMarWgiCBx2qmn2pNPPunRFgZsOaDFn0jtFqAFBIjgmPUtg2sUIOm6lQ33pZdecoB7m5BHArluPXJs+1129sNvvvUWt9HsvOMf6C8ciTXwE8PpK4AK5oONPupwy0TFlxUFtDgRo8leG/uavY209fzzz0KGWMcEIMdGjx5l1//tr/gpxXMv5ThcSVDVeitYnW9/v/p6u4rI4mef/md75LnnbcxHH9rLH35g/3j6MXv0hXHWgVBEF712j82vLbfKTOLedcq06Ox0q4OJV4VKDwYIIK7m8mfjCkihiEXr68jwunAPhHtgM+sBDSIaQJCOpHaqwE7x5Nef2AoGGhDK/o7H/xikozTUPnV49sfiHCutWkMpIWZEFmBWHkcEh8OOPMpOvfJ822nUPlayII9cPeQ9AmBUjjjiCE/tLRWdpA8N3KnM4pXbyFVW0JsFhgKxstKQXckP/I1/JIFooK9l5h6UkCQWAl61Q1KS1IgCKUVrkCPqvffd6yw8HSNgCSQjqdiq8AVSWom/EApIRbYfpZi44oorPAdS4D8lEPulEkhSIleIVSgp6ew/n+1p1fv372fHHPsCqTmW2N9v/odHAv/ggw/skINHQakPzPsErSV6wmxsQvGVdfbao89aBWo6AUx7AqQKbE6CQXfh5efaqCMPt7iIGOvauZM9eM99Hgmisa4eyQg7XkwiYFJlg4fsCBgus0/HT7Ft9/yDlXHbyiF/pCK5VuKk254cTnfsONRuv/RKu+L5O+2cfY6ygagYe6SnIBeRsp77pr6KVARe6pb/08YsG7e2jdmycF3hHgj3wIb3gNRzP1HgjBkma6SdBssmNM7YsW/Z+UqQx+AUh7W6nhBCfLWYpASLYEBqJD24wCyJGfphEB6qK2utqKLUAUH2GUlGilwgtdmkSZOchi0JQYnqVEJSCwRygE5FzqkbWioBvUDiUl06hwBJbVCR+i0bqUTlsssvczBS9G9RwgU0Kmp7oMJTMjxJTQJLxa0TwOq3WHBKKaGkfwJTgZgkr18qAmHtK2KEQEn9Uko0htdee5V4eok2b8FCi4XZduVVV9ltN99K9IpcUl08aHVcVxNg24i0+vB999vqZSvtkXsf8AlFUiKEivYdCd8TacN2GmbpHdvZP/9+G4w88jl1zraFAFwG52qCpq0oHGCWTXr/PcskFXoukmsFUs62wwn2SoqJaiKBRzD5kAdVCrTv/Moyi+iSbRfddbsN2mUfe2rqe/bBAiKQE5S1DHJErSvsqLMJyh8UcklJiugQespCCQRlm1SMRMcs3Ws9ROwb06Q07Ir8EJoshBY/fD5DT8Yv9Wp4e7gHwj3w++wBl1xCA4DAxIcO1kWhspJfUfck1HIwp99/4x2bMvEDu+fuu+za6/4iZQyZSgEMvlQwsxYdLBJDNyOrR3r+xyXXWePaMpv09nstqrcsongPHjzY1V9SiUlC0mCufEBi1wkkNLvW4KyiFBEbWpSeXOWNN95ssRsJMAKVnbaVCUgpL7/0sqsSFXBVJRTKqMntOwI1+UgFICXJRkA1efJkb7cCp6q8//77Dl6BROgrf+aP+kFtkapQUul555/n9iMd8gJhjGLpk8sAuzsIPXTHHXeQjn2mZWFbiopjEoC6rhpQOvuiC/EFG27HAKIa3N0Ohk1uzOtv2BfTZhM4dZXtMWKE+4ctW7kapjZx67CbRUBAEMD+7a/X274H7Gfncu73Pp7IOqXQwAkXmn8WpIlsJh+pPBqClzRAS3JPY2aq3T/xXYvo3cuehzE5p7jE5hWWWEI6z0sCUR6W5cPAw2eL68PLjGekmqgT+FjhqFbNpw5GeFNKgtUKEKNhAVY0WFJjAomHSb0OCOq5qmb/ZmzijKESBqSgJ8LLcA/8P+sBpRzITEkzeZP0gdCw6+7DYWodz+B4h91N/LQUfIYU7SARUKmsrSb/myxLKG5qG6xbdheLjYyxm/56Q4h2zBapxwQG5zPwSZ0VUL1Tsc3UoVKTBIWy0CMdqKtlP9nQokFeEpgiiovUoKJ1SoEhPyPZjgQ2KqKAX3rZpQ4oamdAqpAUlU+aDYGQokdIxac61q1bZ1tuuaUtXrzYj/kDdh35WGm7jg2uzyv/iT8CD4GyPnKo/Xbut/bEE084keLZZ55Fyqyyv153vZ13zrmuFpRKT/VLipS8MWyH7em7Rhh5Ex2MylHVedgfgOngQw6zxx55wp5+/Cmb+sGHAF8TgFqGn1ecZRItXPTuAZBQ/nL9dQDddLvtX7faosWLLC6ZGHdQxpsgKkg6imSSEEVfecBUrkN+sAqwqrxH78z43HKHDLYbX33Ikrt2tkJCMq1autgsJ4dHgYkFUk8s6TOSsVWJiRlNv2MEI8dfIwCFv5ImRCGRifNoG5cB+OlJakAyb1vCgNS2R8K/wz2w2fUAIwDDzw8Lwx2DxtK1S+zSCy+xKmbAdQDKXQDRscce64PjPfjDaCBViUWqEdPMv2MXqkcVdSpG/3nz5vngKulCdhdJPyeddLIlJ4XIBNq/U6eOfq7vvvvO7UdK6aDya1RevuPP/NE1JKeEnFgFPIGzq5hzYIqDjK7h888/d4lIQU9V1E61WdKLjhMdOygCK0lzubm5DjwKsKrfhx9xuE1ulpi0bwB0wXHrW2ofgZ0A7vLLL/eP2qsicNB22bcUTSJoj+LwiZb+/PMveAr1N/6HvfsAlKuq9ga+c3NvEpKQEHoL3BuQjnQpUgLSqwIWFDGEKthARJoYKYoFBQGf9KCiKD6KAoqCBKQpXZAWCAFSII30Xr71W5MTLhESP1EevHdWMnfOzJyzyzoz679X3Tf+Js4OE2qAPJ6Zs3u0dxSM3XTTTSP44sjM+wK+TI/6Qh/4wAfSZKngqy00mA5FPA4fNqwR9g484n8+5j8BpXZvpYvoFzdcV1bstnL5deSgjZsdGxKus2aZNDq+C5EuEIMqHQO5OkambEvEpneO3WU7z4ryUpFE2zE2H7R3UkWpDUXjnvNtx9WH859rQFqIIfXLmgP/uzhAvATNF1ILxE28FlywytKrlFdiszqCLPfIiRX9hRdekPsG2evnu9/9btah6xhFVFfrvVo2NTJ2Hu0UWoVdWqeH8LzvvvsiMTVq4qV5MGQYk2CELr9CI4p+RJYxjwEiK/+nnn462/l3/KEVCcVmmmpQY3NAx/qmtfEFifrLaLvQ+LwHiGhEHfk4ghwT6N6npTwdY3zq6afS72PjPyR/yWPkyBGp7dGsFkfMfuZ/2223paZFw7I5IPAZMmRIAt2oiBBce+21k0cASm6VfiTO8sntuNOO2Y35GJ+6fPfee2/51je/VXYKU923v/3tCFbYLPmgXTz5yEc+kkB39913l969e+f8jIXGtkIsEMzx5ZeHx82K70eAd1yUfXiJI9VjRvgJS49u5QcRgXnPsMfKuNBqRnWIfKq2VcrkCAPnZ8wirbF3Vom6eh2i1FFzqFid2P3C/6VAa1Nq1vPBJ9qnKAGidliVffvTuBsLXtYHNQdqDvyv5kBD7iRAEW5jYyXeMQRSU2T7TwktaflIAKVd9OvXr5x11lnl9NNPL2eeeWayhNltcoQvr7TKymGVmR1Wm9ayVJj8BgwYUJZdJkrXxHWEfddw0qO/BwBZ1ctBAho0JMejQyATvNVKPk/+F/8AP9W1kfYI4wpkHAMhfUtG9fqcb50TQQM/TqHfv3//HLMx4gUtyLiGRmLqaaedVjbZeJNy9dVXZz7SAVFJW4TeOmtHYmlbn0yUHTN2zGJHTSuhIe27774ZGGEMzII/jSK0+lLhYrNNN0vA9Fnek8gL+uhHP5qgdN111yVPfUarE6l38MEHZ+j4hyO029boJ554Yu7EazBC1yUi4wsQBLRMpUjbtKu8B5FzBagAQ/VwDnMaA2fHePZV6dS1U6iTTZmUu8EGW5Zr/nxbGd2tQxmxxLwyfenQnmMhE86uAJ9Y4KjHF+bcRJwoOdQhQKo5+qtMgVXSkmAHxrqobph9x+ECqgFpASvqg5oD/ws5QKqEoM5HNb14z1biGYo9b3oKr3mxvYLEzDlhrmKyEqBw0ldPSu3nogsuLNtGnsysMNN1j3MmxSo8o8zi+Nvf+Xb5wx/+kHsMAQRaA4HN5EQQagst3WvpBCTH3gMShOzbJX2K1qORVT4dwEjwan5wmBQJfiRZ96STT0rtYd311s1N9oCSvCTnAC/7Dm2++eZZOLWKDrTtOWAAElf99KrUMoSHA+HFERC4/sbrs+2vfe1reTqz4i0335I18mhCxq5/mhK6c9CdDb5fdFFqrsuFPwjhKQ3r17/+dXn88cfL2mutXW6+5eYEPNUmzJXPa/fddy8///nPMyhD/wCQ9odXfF9MryL+vF5gnwtm4Zc7ko/5B96bERGHLauuUC685qflztHPl0tuurE8H+WLhpaIvOsSvI1QfsDUFIuNN5B8pegiKfxJr9Nbw85bf/L61fVRzYGaA+9xDgCgBKX5ZjXCiND2r0fPJcv4cOCHzS00oIm5Eqc1KE66eUTNTYj3Hv/b42WT8Fc8G1oO6hrC2zlHHnVUCr4vH//ldMa3ZxNA6kRYBXVbslsCkn4Jc8L/30HCqglqpNJCRUAPML0vfCfGmaaq8NUcdeRREQa+fAp8pq4bb7yx7LrLrgmOAPKwww5L7efm2GFWUIBw799HAqtxD4xghHXXWTf9arSMCkCqPt/smf9qh+13SAAxZzxXw48Z0ZhUhLClu2fA4X3aGPA7+OBPpdZmHkCML4jfSFkmu9ECIwEXTILyktYKs99nDjkkwQgQobzH0SftyhyYZvWT9zf0E3hRYUZeEH+ASPWYHe1MjpDvskRL6RhmupvC13X78GfK+b+5pgyNxcxzEfY/Jsq/z+4eOwFHsERpCYCab6LrGGHib0Y0Jp+oIA/32tObX9H+jPq45kDNgf+VHFBFeloID0KzV+xeOiHMQT3Df0GYE2BCtQlDWs/Tzzxdhg0flgVT+WtoUkxcEiU/85nPlBuuvyF9IAQdck1u8TB/1Wy7bgAlgox2xaRUCc23w1xtVYBUPWuvGgeBzK9ijsyJhDKTIjAANoT6sZ87thwVwMok97Of/aw88ugjZc8998xw9u985ztl8y02zyE2xHdjtPoCbP8M8Q8xGeobyOPbQw8/lEET8oS+9a1vRqj3smkeVElcOPwZZ5yRTeOR69wHW14MCPOo6L9rf31tAjvfmLkcEkDELDg0QMs26/hvvu4jHpm/Y3lhQtu16/6iMKr9AyjlB4EWtLelopL4q6PC7BcJtmvu3Ldc8ouflRm9epSz/ntgeWLSqPLi3GllfNcIRw/Qmhx4xEfEzNeyRARYJOKEt6gd8gA7PdvGZGFaSMda+OP6dc2BmgPvaQ6EMAtpFmb+htkqJFFOpymES/duXUrPDrYVj3OCCDFE6yC8KiLcV1pxpTJyxMiydI+eZYWoEDDk+efLKrFVAuHGJ8PUdeXAK8unD/50tmcnV853bQMhAhm9GprAU7G1wV577hWg1E5KVZ0t9FyV6fF2wz/VNdurtA0mLz4T4/Vcnc+Br2/ABzgc0w7MhSYElDwrd7TF5lukJsHsRXIyZRLYzvds11gaCq2oIkEB2lyc2dF1wAQoOFebN910UzYDKEXYrfW+tZKHp55yapkwMWrRRbuA1HVNoU4Yz3X/fV3585//nJ9dc801qcXFXY1zSunXr19qcRYAwM8+TeYpkARV99Wx/j2Quz45/IJLRLi2ec8NLXpe+IAyOCUApaKpEbCy1ArLldHjRpflwky5w8cOLOtuvlH56XmXlCv+68qyclx/zrHHl5YJsyO6LvLNItquSyRPTxg7vjR175Qh/3Yhzl19IyKvOTTxsOZFSSTbPL6RXu/1je/Xr2oO1Bz4P8CBjuGQJuiJp2pPofZghAVW5ASrkOkpkyOvpmv3sv1225fBgweXZcLXxD/RLercnXjCiWm+c73twglgwhRo0EAeeujhKI8zLl+vEQmXBO7iqNKkCOlKsFZgQ8D5nCBGbW2tqX045vzXf6WREfD8NMZGQ9F3Zc7SNiKQkw/RZuV38tw4JrDDNBXmRsK+ARgLi9Ns5g1/ZkV5HSBpzNV1atkJZgAeouUUb73gggsSjBR01Ycx8YmZw7PPPJsVI4Djn6PuHHA3ByB32GGHF+ZFJMxbePs666wzf46LHp/ZdgqQjV2O8np90YiwY04EJEyJ3YDHBUB2Ce22KUoSLbXM8uXJ558to6PA6/JrrF2OPuXEcvIPzy2PzhxXzr7qkvJarGFmhdludmhKk8KU16V712g7OJrDmK8O6SoAS9BEx1ClqqoNOYD4s/hvRHVm/VxzoObA/zoOEGxMPrF8bZSZiRkS2oRfYw09L7WjCbGaJyiZmMZGFBhtab0N1i+3R8KmAIUfX/zjLIkz6I5BCQLCjh955JEF9epoTBvE+bYc19+WW275T/lgjIUJEbAR0o6NGdFYKpMdIa0iQ2PcDU3AOUxVHPnMbcZfgQqQAMSVCU0/gAdQVUDp3IoIa+DX0Eoax9Vni3rWtwfSnzYkyAosUEaIz4p5TgSiskTHHXdczov2CMhdc8CBB6S2w5y44gorJsBp79zwIw0fPjy32ADKwEiUXTXu6tm5b0XNscERHJ4ewDk3EnADeaIEUQBygIrdd6sdgUe+NqoMHzuivC/2TOpKYwxOdIux7Hn04eX8SM594LWXyt1P/q3MXKK5DBvzaum+zFJhsgstNSBpbmyNgRKXAFI8vLUg4CE/bfypAakdM+rDmgP/1zjQFIU758olQXJy0lTU0Aa8NSbABxgwWxGOncLc0yGE6oww46BPxW6ktBA13whA9eKY03baaacUnExbfEfAhAC2DxChKVHzn/XBEOKVuYw5EQEe46GlIZFxTFoTJPgGaAFJoANIcuUfbTBFOdYWs5Vxpj8swTfkZGhclRD3rB1aTaVB6ed1jalxvvcWRdrQJ/OcEGxjAn40OMAsIfeWW27JJu6555589j5QND+gQ0NSRw+PW1tbc+wDI8Bi0pTJWarJPk1C0I055xygUm3HsaixAQh3Hsx2pgkKQvAGYKImBTVHkdepsfnhir2WL888/VzZec/do4rHBWVG3Id5wc/RkyaU3Q89uOy6137l/thLaW6AWdceS0Yh3p6R3zYi28g/0dn8b1njvTe8eP20GpBe50V9VHPg/xwHQgYHQDSqF4QUfIPwxYxeAUSE09TYdoLJjg8oToudQzuWhx54sLw6elTZbbfd0mzH3PTXv/41Ez7t70Pg33nnnWmuYn6ywgdC6sIJT24v6N+K8QCh0ogI9sps5z3gcN/996UmoQyRZNZxrzEvNqQd4dwAsEZQACHvM+8T9h40qIZJzghenz8QBFr6dA3tCrhUGlijnQY4vtXYva8vZLzaow0Zk3ZWXXXV8qtf/ipNjnxwlc/HeSIGhaOrON4vfEQHRYV1YwKaNCHgu+kmm2b9O/4lics+pzEKVpBjBAQXRzNiTi0xxwX+vIgAnBUpANPDNKsc0/SozNCtpVM54eQTyqGH9it33XpbueDcKCsVW6KPGDYivju9wrc0rpz09W+UoeNGROj5kEY4fIBl7HrV0IoSikJXytC9GBEk9HgTqgHpTZhSv1Vz4P8KBwjZ1VZbfcF0CWBEuFXPfEsjwjQ0OYTMCmEaGzsmNu4L2jRCwu+84870g3z+859Pc9NGUdVABQeCXlj01ZFYSkt66MGH8ri1tbV89rOfTWBpH6adDb7FH2Ox+m9oDh0yRBogENy/vvbX+f5jjz1WRr4yMo5DiwsTGaHfNUxOLRG8UQENYe66Tp1asv8K3LznM2v4qh9A4j1gpX9alc88ED7RdBZHQBkw6EtkHk2nAqmhQ4dmfT1mO6WAgBZAUY5JntD2229fttlmm4yuE9rtur/+9YFMWD7ttFOzvNOHP/zhss+++yS/gT7tUxuoR2gqiyN16JC7PieKnuJFS7fOpUuUN+oSJrfmALpNNtukXPDdH5Qdt90hTI0jy7133l32+tBuZfXeq5d7H36k9IrIzGUioXpyrAOa4vqxsVttiS08lomxiN/LxNjoIKPvdBRfrSxvp+OF6PWwkYU+qF/WHKg58L+fA7PmzSitbW0hJEiKoPnCnyDmdyF41Vxbc433NT4PobN8RIapZdcUAnT7HbbPBNNDDz00gaB3rPpFkSnmiYAOIJFAi4448sgUerSTf8pkN39YfCS0JXTppZfmtZJ3aWBAQtKrNkX5IUDbLbZeByo+NxdaRFXFQVsEPD9X1wjI6N171QSBFuHKATQNU1tTBhbw5SAAWGlIXr+uWXn11qSsEvrlL3+ZY6n2ZmK2o9ldFAmwxghIBD+sscYaqT25RtIxcEdq6knQtZ8TEBMUIQHWXIzZ2DyACp5X1+XFb/EnLLZJsyPsTRXwbrHVCHox7vl9f72/HBS5UMG6Mig0su232Tb9PvN6zio3RG7W+yMn6yeh2W0fARm/ChPi8gFuG62zXpnxzAvBrLll8vgIyqBhtyfrnHBPxhChevxx8DrVgPQ6L+qjmgPvPQ5Uv+f4bVeHJpEOY793y1IvhDrFs7ItVqcR6FRmRJTz9HlRcSDyTJJoCWHuIRwbGpIGSukTgKXgp2grWpLCqdNCeEksfWbws+mkJ9xpRoQ2oXrXXXeV/fffP4MemJds28Dkd0hoAkDOeVb0lbDPjt7kj6g+q37nVwKWAJdAWlHPCEU3XqDUbX7oeqX9MNM1ZcJLI+JvzOgx5dFHHy2DBg0qTzz+ROYhAcZddtml7LHHHmnqElUochDgMC2u3rr6gqoMTFsNbUquUxQPXYyWBBiqig62lzBOY6/MkL/97W+zH68rILnwwgsTyJUXMudGfx3KLZGUqmzQ5ZdfnlGM+JoAGbdJeSJalHvXCGlvSg11caA/jSYZyctC3puWDODjf3pxaDn/gvPLD877YenX/zPl0ssuC5OlMIb4OgX4zY48tE5dW8rfnn2qjInvQXAk7u8fSu+lVolN/qaUlZeK/KyZsWV6bJ/BHRUeybhSkEyQw2jI19J3UJvtqQak9tyoj2sOvJc4AIGigGXYVSzXw6HsRx4oE8vP5hAITaTBrHi0xNbTYUJZYuVlYp+cMaVHANDYKePLH/72WG7MtuHmm86XDAwsjcRNJq+MTguQItQ7h+C1EmeCQkuEOeyc0Ho23mjjXNkL65akSagDiFtvvTU1GYJddQEC96yzz0qhS5MRdLA4MNIPMELAgbbFlNU78p+mx5bpcnYAwq677ZrbjMuJWmPNNfN8ZrLq2nPO+XaW2wGUwEj/qAG6ZYFpUfQbavidGtGGNKX99tuv7LrrrjkGIIuMY8LEcQk2QAcIWPXzYQEg8za/NB3GZ4888lgRfGAMwBsvbRS49dZb53iMxcM5qoIL4QY++gcWygl9+MP7lbvuvCsTeF2PgBjeVhUxMtcnxgEkgBGe4MMLofG0tfXJfi0IaGPALpYfC0BhWvgJW8I0+YmDPlnuDd8c7VFhWV+zeDvBzrqmU2zkNzvmMCcQpVvXzjH+KWFmHFw+vPb6ZdpEmmxLLCAk4obW5ftDKwq7XbPyQQ3VKBdG06Lh7gt6N5s4rfFU/605UHPgPc2B/KE3ZqACg31ownofkskaNExV8To2NCKFy1Qbo8V25KOmTS7vW3fd0ikivZi0RNNZ9aPKHAWMGtSIVnNMCFbmoa223iqET6eMtFNDTfg3oFABnElt3NhxuZoX+MDPVIERwPhnipPqiyZlbAkCIWAP/OiBZUoIQeYu4eRtbW3pb2ltbU1AEIBASIv+c7xS+Dcefvjh9HVpz7gQMBM9SJsCBsCjAmKfAwOgLFDj2GOPLaecckqCk+tpLTQ+7QMHfAKYwAgIAFw85D9Dn4tqEM7TF95JxlV5AVVjxZuDDjooXwtc8NoYL7/iynLZ5ZflucLClTLStn6q+6QNc4MeVUSiC4ARzfFbUVQW/0XyucY4lCLqGoVpFcw1bwD1iU8elGA0ZMiQBCMA6RvkHNGAx0UVCG+MiujLlgh2mDxjcviaQtuN+9E5ru/SrWdpjjbHDn2xzIkk29TUUy0KjdLgPOJ6R29G1bftzT6r36s5UHPg3c6B5vh1kxjxaArAoRVJOmQbmeuA9hSg1ACkyKTvGA7/qMps2+wRY0dlrTdnk2XMPVbPaEHUVX7GzuK9hjnPMaFKWHPUE8YEIrI3D4ENDJTdsYeQUjgi7BABTdDSFCpTVn7wFn+cS9NQi4/QFDrNr0K4M+PRAghN/hWft4SZiK9IxBptThSb8+Xr3HnXnbmlQ+vqrWXN0KRoKjYg1Ie5ACfj0g7SBiEtbF0/ffv2TZ+N8805gTkAnNAXZs03hFRFR8aIP1+IbeEBND5okwb5q2t/lWBjDAIvzEuwx/BhwxOo7FkENETa/ShMlF/84heTt6d97bSMatS3z6v7ZdzuSfUamAJN7XzsYx9LbfWSSy7JOXzyk5/M82i0zsFfY7XVCP+UBQAQR/xZgFZ//SLa70c/+lGG7Lufd997T9RV7RTbjIyIffpCi3vgL6X7SgH2XaMCyLKx6+3SvVLjaYBS8CMOfDV915rnPxrftuwq/9SA9Dov6qOaA+8tDsSveZ5gBL9qNv4Ao+Yw0XWM0v9MK3N4rENQxP4SAVLxU49w3s5h0psVG6fNDHAZMX5s6bXcirnKN3GmoQpYvCbg8jmAChF2FWg5b7XVVksTmPcIRBoPYU0w0x6YpJiurKwJXGYibQI2fhoJtosj7SKaAiFrTyX5TLQjuUw0pEHhD9LeCsuvkGWJ+In0QQO44YYbys033Zz9b/vBbcv5559fHnjwgcxfUoJHdBugMAfgVEWoASfFSvnFtAFwlOSR93TggQfmayAGFGkqK63cEOAAoNKStAl4FENVN08FBe0AadfxYXmeE+fRSH7yk5+UtddZOyPxVongEH4hZZnOiO0/gG7fAMQjYhtzIAI08EQfHrQeARvVQgLAoC8EkEm6da1FgsoQv4it023EqB3Aqm9RlLaxAEgSYvFd/zRZgOX+8V2plm4/J/7DHYKfPVu6lC222LxMiIrrj772chkxbWJ5cWLkRHXqWGYqHRTAk9+9gCKhJXNikeS7ya3XOb5eFVjlYONPDUgVJ+rnmgPvMQ5Ybc4ODWg2ULLsDCAKiR8/9tj3Jt6aG+/PDjxKCsETSSUlCufEy6bySiQ0jpk7vfRuXS01JgKccGpPAMjKOIx1KfQa7TTOsKrn/yCMKVVW+gQxQcjfMn1GbHkeAMJMRLt44YUhqYUQnASpygrV9g7t+1z42Pm2HuenIYQrLYNwBURXXXVVWX+D9VNoKopKo+Hc1zcNgOC0Q2tra2sKZFoFrQXxd537vXNzt9URscqnQTnfHlDA59HwoZx88sll5513zrHLs2KWZDKT54M/THY0MWYyPLBdO0FOayL4jz7q6DTDSWqVJ7XOuutEmyeVD33oQ1F2qbGFO/7amgIIilCsNLQvn/Dl3BF2nQDeoREi/oUvfCFB3H2iaQEiYzBX5H3g5h4AFaSskDn/+r9/nYsBGk9l8psRmjIA7tOnT4Dkx1N73W677cqY0WNzLvgIMKvFBl/aV074So6BGfO2228vh3zm0PL+DTYpc+J7qIDTyZd8p/Tss1qZs0TUsAvA6zg3QDLjvUPDDfTxCAhNQGoOzHzjN+4fX+ck6j81B2oOvPs54Hc+O7Sf2KAz0CfASABDBDPkcbw1O8x5syxB8+HkWJ0SYlEM85lhL5cp8dFGm22cQqeaLQ2GQCPcgFQgXa6+CT9UVYj2OUHNFDZ16rQFmgVBPGDAgBR+gIegJdTa2vokuGmjqq5gH6PFEfCgiQEaWzLQjAj+3QNMEP/INltvU3baaacEjdtDSAIwQl00W1tbW2pVVvquFSbObEiTseoHCtq2S+uWH9gyK2V/4xvfKDt9aKcFgQk+ZyoDToAIOCLaRuXHoe3RmGgTvcJUJS/qc5/7XIKvaDnAqUrFtb+6NgMA1PpjFsNv5jxbmB933JfS96Qd5k6aiyCKa6L2He1Fv/aVAiJ4KxQeIFULB2OaEybEBlA1lb8/8WTySrmmTuHvASwWB9tuu236xLzm/7OPkgAG2qLxAyL8ArbunTniD756bZHQp09b2bFv33LV5VdElOWvyovjxpSTTjm5TI0Fz9mX/1cZF4udcFDFiOJ7FN8zalEEpAcgBRz5WtGOfKUspNrRwgDV7qP6sOZAzYF3MwcyfDv8JbMBh/I/ourywVYfBhIrUq7k6kcfoBLyL3aHDXNRmLNik8+yRpilGsBDNjRAJxbsSa6rLiU4U1uKzxyj7bbbNp+Zcrp175YC0zmqORCYtkOwkkeEGkFJy2G6Ysoj5BZHwMN1xvbpQz6dviKbBd5w/fXla6d/LcGToJT3REDTQp5/7vk0PTIdAiYg+aMwmwFaQQPA6ycBEkyMhLxzaBmN+TYqOQAswHnqqadmTtDZZ52dBVGHhqYiou25+EzSqjmoS+fZ9UyW2ttrr73yGNggoerrr79+anjMgN//wQ9yToQ7kx7gVZWBKRTQ2RTQ9uP8X/tHXUBtAkbg07gXDTOpPhvJvw3B7vPK7PrDC36YfQM3QFPt3+Se2H/JPbCwOPzII/I85kwgZG4CSJRVooki7VoY+K64H6+88mq+N2UCk16P8vLwl8oxUTZqcucItujUoTwfte+a5mtpTYlAsV6Kb6UFUgY3+KrN/7plB/P/1IDUnhv1cc2B9xgH2OM90kZHJuUPvSGc5Hmw23MmR1XUWJRGDbo4nher3JejYvPsiK5bIrL5CWqCDRGQVZRWZQryPiEo0g1Vwru1tS3zd/hHXKMuG+D5SKzqreLtbGoVTsgBBSBFMBKEzEj/DBkXpzrB+VT4j/imHosQaoKaaa1///6ZcCrPicB/4K8PpOnNSr7hZ2kEW3wiTFLmoOjrHXfckTuvrrzSyqktEdD8UcxqAgCYBVcLc5/Qazu04o+AA1oMEjTRFmYu8wBANrwDbAQ1gb3Hnnuk5gj8hE3basNn1/zimjR3AbWPRz/mpGSQ5FYbIDqHZiIikf+LxiLXSC5Uc5hIq9wr450Yu7i6V4BKOx4IGBmDcUkg/sQnPpGvgS/tCA98DnBEAj719FMZSs7syFc2NSpdrPm+9yUQAUD3yb1zvfuufeOk3c0IzbhbaJnzotzQqr1XixjubuX4s79e7h/7Ylk9NO8pYcabO39cxuZ7Cox8LxsU37mFmba15wAAQABJREFUQKkGpIo39XPNgfcgB17/cbcffPh9QpALspsVJhxVlyNhJGz8scdPCJdhkyeVZ8e8Uj4c0VZLhAkIUFgBV0KtaonpiPBChBPQcQ6QaZzfoZxwwgkpFPlXfE642u+IaYywRBXA5Yv4QxBqGzVW+43KAl4DtAoIAUEVJAGU/uu/fpzh3oDROcyHtDNABIBEz9n4jpD3OfDjU9EHgWvM5//w/BCoc9KPQuDz5ay19lqpMXDo8+EAF3Xi9txjz3x93333ZoAGbY1gBhrIPPAO4JqP8QI2uULATCQa09wtv2sUT+XrOuazx6QZ0dgAjHByO8S2hQkMr7VpN1hbUtD6aE94gIf6R/rXL7AGSsix/hvHc8u3zvlWHguKEKzSa6le+XkFYkAF7bvPvvmsj1dHvZpmTJ9V96e6//yD+vS60sC6WFSEmbhDjG3ihEnZzsePPqI4uvG+u8vEsMl1DJCaGYAVmdQxyKgoNGNSJMzOd2wG+C1MjeXDwu/Wr2sO1Bx493MgbHYdGtELGUmXpjaKTgjeRpxD5Mp0XyK24h5flurQpXRZdqkyPn7x9z36WBkxd2Y56PD+ce7bm6YABmQbCjuV8hltscUWWYW6EnqL6oGAq8CtOo/gqwgQCrtWkJXvCPgwPalmwCxGEOvzsP6HlTsG3ZGXKclDQ9M/oAIYSD9C3rUvOm/LrbZMbUe7hLn37QdEcOILTcg1iMDWHh9OJaQBl/HRxByr9iCKjsYkgk+bzHOof//+2Za9kIAEn9M5ARrGf+6552Y7xsRntM8++2RYOi0JgLwWEYQ0Fcf6AlpIn97zMGhAYd5ytL71zW+leZIpFVV+J8fONzYBD8yNyK6/tndP8It2jOufockxhu49uqUWNSny2rot0bUc/vnPlSvi/mzxiTVLj+kBmj1i8dG1e+kRlcPHltfCdBdbqgOpMB2H0v4GWujlGz6rX9QcqDnwLuZApQWlyIRAco484rgpfC4tIVOmhVmle2hHM0LwTwq5NSqA6E9PPVTWWW/DsnFU5H67RNgzSUm45JshyNS1I6hpUv8MuSaBYz4ouEa7lVAUDCB0nLYgqIC2JFKMUPUQhn3U0Uct6KoS2AQv3xMzVAVKlanQ+w2NL3Y3jXHSoIzBewR7ezDSsOsAkTFVDn/CG7AIWnj/+9+fmqFzb7v9ttSCvvKVE3Kc3uOLYlZEqlrwOX1o511SixINyH8jck29O9GLIvSY1fh6hIADH2BknCh5FiZS2h/QnDRpcr5nLid99aR8X7uNeTTEfAO4GoBkrngIqPjaPve5z2e7S4Q2TbP1ubYXSfGV675U1PkLvgBxtfBiU4rymS8enQEzL0yZkFrSLKA+NYrVhsEOD2ep2GDNEXsnxaDf0EVjpG94q35Rc6DmwHuFAx0iuk6SYQqFlvg5e0TkncimphAocpKau3QqE+fNLDO6xuZpUyeUZ2eNL5876cQyOUxXWc3hbUx29qzZ5aqfXhUFV5dP38xmm22WApfAr0xbi2qe1sEER1h6VCCmXcAguIAvxvu0Df4TDyHSTGMdAnyZ+Tju14xkV4KURiVvR3tMjEtG2DeB2TAPBlCHJkQOEvKIcPcZMx9tiUCuwBCQAT1gUJ2rf8AFMAQ7SFqVB6UNFRaWXXrZHMN5552fApgPSGg1LcRc8MW8dwvtEpia45e+9KXsf8cdd8zgARGMSJIxAvCAFvg4PzWZGAO/HarAA6hdFrXnWltbA2ymZZs+N2b8qMyh5ic/yTiOPOrICC/fJP1W+FWFjAuNWRzNDk3HTrtzY4fZZXstG0bhDmXZqP13QORLXXbztaVl6SVL5+5dy7zJU6Nyw4zSNfKWOnUIIEqzXbQfWNWeakBqz436uObAe4gDQKclouuyMkMIkhJh3vmgIYVFxGc9ItRZRNTkOTNLx+V6lj888pdQoLqUbXbdOUwnKaff1owBhXwi+S0CDjJSKwQ4SUOILo5S6xCyHkTYek1IatfrP0ekGTCQNIqY3ETTSWK96893JTDwxwBAlQgACiEuRNv1XqOqXT4lwthr43Od8whrQAXQ2vvOXhv7WgJjBVrac57xCBL4QUTL8e0ABFF/m266aYZN808tvfTSORcmugcffDBByvYT+tCndtCqofVdfMnF6fsSJcj/ZmwCDoAywEXABDj+NHxTqiogwCi4ogKrr5z4ldTmlGzaOsLh9YPMF1WAZCt0oenMi589+rP5GY0KWAIlUX/aXhS5azb1k4yb9WtnRLpA2OCmxQLjyK8eV16cM7GMmBoVvwMMO4SPrVtLFMiN715GgMYF8+bGN7AGpEWxuP6s5sB7hwOC5zoE6HQQ/x1CoWGyi2dIFf+bJMqGEJsVYNRzxeXK318aWv449OHS/4vHls69YlfP8JG8XSKgOdCZf74+oLHxHiE6dOjQFPKLa78Cg0oj8ZwFQuNC+TE0ih122CETMpWtWW311dLEBDT4aQhOwpYQtWss85k2jUdQQUP4+zwAOgCAkKWRpdkthHsFUNlvgBUwrAjILL3M0vmyMpWd8+1zMkCAtgM0tcmEKGH2y8d/OQFEYIR8KFqTLSIkmwpcYMoUOl0BEg2NT0xFi098/BPlsNhSQqkg85Fcu+4666YmpB/n6uuKK69IsAXK3gNQeGHO/Fe0RtrQiiutmBGFrjGPymQJeM3x0ksuTV+cvldccYUF2mL1+VJL9VygJVb8eLPn8TGGmTMAS3N56fkXGvgS5ZtWie1K1lrv/eWWO24vr46N/ZHiOxq7K8Xn88r0OeHfCy2+Q5eI2Fuo0QZsLvRm/bLmQM2B9wAHAm+aI8yuY/yqM/S7AiWrzvhMbtLs1ybkBmrzurSUG26/tXTtuGQ59NhjovhqCKYQDwsLhP/fWStaetaZZ4XJ6YtZlcH1gg7a2tqiOsMLi20OEBDAQKLSVkTPOf5h7LNDuAKWeyPSDTHLEfTMakOGDMnKCtoQ/UaYSp5lgkJnf/Ps9ME4BljMXNoFSjbvA5yOKy2CoNZWe9LmCy8MKaIIaYHmOnHSxASPwwNAgEtra2tqTMKjnSt0nNbG73T11Ven70jwgDD1igDJLwJQRwwfUU4IX9Oee+6Z8wRYSHKq8WoD+FTa5qmnnJogpqKEHCELAueYl7Bt/FLXT5UHYITMK8R/PuO1hxB2/rhDDjkk2pmSoAbc9QPo8Ms9WRx1j/ObO4UmFXxabZXe8X3yr6mMnTet9Nlow/LMpBdju/toJ0BxTmyFPid8mFhsgWAdFcN6Ay1aJ3vDqfWLmgM1B95tHMhs9xiUFedcCk/8wAlYO3dKiW/uHEIphOaTw14sD018oXzm818uy6wWgQEzItghimC+3RWp5FDFQs8++5sLBCDBTEC2tbUtll2ELYGKCMHGc4fUOpi6aBpMYzSUV159Jbe7qMxOnm/8zY2pYQhL9hpADPj6gPKX+/9SbrvttozE89quqjQN/o6QnQlEQAEBHTwDUBUR9Exh3zv3e+XCCy5M578xiCqUA8X/YuxA4fHHH09/EkF+0kknJxgBZSHlfGrat/sr8xiQkVirwsUxkdskxHvrLbcue+61ZxZ+pbmpIIF/AgyczxwHVGhZIgirBNeqmKtz54Qvh//ImGhMHz3wozlm+UuuBU7OqwAXaAFOr53vc/3iYfeIzANOVZh5xZOFn0E3yPrLAw+WF+59KKI5x5ar7/p9WWbVFcoOW25VHrn7/rJjz9ay6iqrxHcwEqQjC0AUY0vwOcIbyrRZ00v35ojAa0dv9/vYrqn6sOZAzYF3lAMhEeaEEAybSSQghlM+fugzApim0TDChDI3hPP0MJ+MmjWt/H30iBACLeV9m2wUUiH2N4qKDmLgFicACDHC2TNi/qmE2qoR/UWI/+mOOxJUnEfI+xy4VGaivPAt/ljRIyVvtJ3H8czZv8nGm2R1BO9ZzfOt0FL0Sci7dsjzQ1JIGx+hynzmc6V6ELDYd799MwqOtiKqDBkjQY2AEfBBxk/7UqoHgFx+2eX5equISHSt9wRM0HjkXKmqwPeivcefeDwBFGDgDXMYQPW5ZFcEfPmlKjC4+OKLy+577p79VZ/jQ6MSQkOb8f5fH/hrakDAEPBVfiVjAkbmPGjQIKdmkIVFAQCmAeKVNitN6LLLL8/zmEDNHSBVvHAucn11P/AD6bciQHz1L39RNt72g2WXj+xT+h9/bDn97DPL0MeeKnf/4sZyxUnfLPOGjywf23mPMmH0uBJ7VJSW+D52b4pIxtgORTTe3OgLqLWnxX0f259bH9ccqDnwbuJAOJEybyaCGfwjFPlECJd5YcNjqJkeGlNUPMvdQMeFE3nJ5Zcu48O8tUTn0Eri/MXR7PlAUWkvL730YgoxTvXJEWosum3jjQPkgiotw6ocCUBYHLkGcNFsCEDAQvuQXDvylZGpbdASNtxww/Lk35/MAAeg0a1rt9QGCEtVs2k+lYlLn4BD+R0r/i233DKBiXlKFYa999o7NRP9PBt+KkQL4YMRpGAsqmETykBOXpWwdmWA7PB61llnpWmrb9++GaKN3+axz977pLmMSUwuketUWmC67N+/f4KGMPEXhr6Q2ozrRNWdecaZ2R4gU7EbKPDr4AugQQfsf0DZfLPNcy40NWMDRgk6cQ6wlYRr3qeddlrO23UCQmhV2mRGBCrfj7wn9e0qUHNeDD9NecbuXjdMe43CrY6NpTLnCd7YNvxilwVYb7fdB5Mvs8K8N37m9PLS04PL6OdfKpu3RSX2PhuXbk2RTKuD2EhybixY5kSB3xlTA0TjfjWlDzM6bkev66jt3qwPaw7UHHgPcMAvvVuYPAiR8B+1BHg0h+YjmKEpwGpuPOaFcOkaJrWpI4eEhhSnd+9ZunPUh6CYOCv2F4qim28UCW+ctyz/ytyjiGpbW5/MlRkwYEAWDz3yyCNTeBF0zkNzJT3GQtvK+58huVKEJfBwzQXhO6qEKN/QvPCFHXPMMQu2f6At+Ry57vobri8fjJU6ICF4mb2AM0CSdArM1IV7X5TEGRrBFsxlN99ycwYHAEHaDGFOeyHk29ra0jQnb8gmes7ZP8xla8X1ouiuvPLK7Jt5rAIFQtqYmC8VV5W0K4cIgNGUmB299gwgjdU8fIZoHD6rjoHO7Lg/ip+qPE4jA5j6BNovvfRyal6qPTDdCRsHHIItmN5QZf5bIva+cs20qJYgnwvYK6YKkPCpQbGkgUoLUXVP8U0QyXX/fV2Os38EaGz6gS3K8yNfLXffPqj86I6zypMPPVymBSgddfCnw+Q3vmy5zqalqVNUspgZRXSBdtwbY2wJv2fc0hJ1QLKiSPsvYK0hLXQD6pc1B94rHCBK5nYOM1Nz/NhDa2ieGWWCZobWxPIVH6ppOdE2ECEInhoyJM0jwyNHR30xusvYKCFUiaO3mrPVspX8zJmzcoXsmKZBoKqKXTnbXQ9MCD6mO1St7vPFW/wBQtqwkvc86I5BGSnndEDw86t/XpbqtVSCCeE58KqB2RLNiCB2HbDRd+UTkndEg+ADoenYpO+5555LLUctO9qVsjyejVF4ttpsNCz5QsYkOk4dO8m4tKhDIoxbsiqQ0q4wbX3SUIYEby/84YWNcQWIEN4ASVg1k6ItOPhkbLnRr1+/7BOPABtAZWYEQHjnPMcIr4EI86VaeoQ5HjHRMQMiPFAlHG+cf8aZZyyoeWdsCs8y282KvC7Xu3facj4ABELVIxuc/8dY9MM8adsLuVRC6e0lRZMDbF8JsL7w+z8od/7+ttI9KjTs2Hf72OpjyXLKN04tT4x4JvyXsQVF6OkzhXeHhtWBthcaYJd47hTfUcGgC0NgrSG1vwv1cc2B9xAHVA2aHqAzL8wl3UIzyi3K7UXhhx+azYx4NEfx1L8Nfb489crQ0tKhc9S161rGT4ySMz2XjCz7cJbHfBe1KiWcaR2egZDwZmBwxhlnpDBurLDnLQAmC26CDzmP0F4UOYeQJUwBwqmnnZrPruEjkmhKIBLc6ssxz9HGaES777Z7GTBgQK72+YCcQ9B7NCLP5qXwve6668q6sVW7/Y7+O/YF6tfv0KxRR/uipXTv1r3cddddaca6//77Y4fWHyXY6oMpzL5Jyvgo+8MUB1gOP+zw1ECAxxFHHJF5UcaMVyLyAIu8qMOPPDznBsQUmxWWLl/r0P79slq4MdgWAwGNSrvBF3PAb6DD34MqM1vl4wHITGc0LHwCPvKw3C+8XyUCCmhK2jrl1FPy3gikoGlNigKtovkWJvcUGAH4vn37Jr+dz2S4wYYbZAAHMBPRuFQkw/ZcMu7f2CmlKUoIhTpbLoxcqwvOPLs88Pe/lb6rrRuaXnwn4/15AdYdOsd3M9Sj8HKmGbAlNKj2tKjvYvvz6uOaAzUH3mUcEDYblvn4fdOQAlrshcQWEvb5GfHZhDCbjQ7t6YrbbyivxP40nbp2L1tsulXpEtnykZoZABUmlMXMiQZRrcxFmNEQ5AYxh1nZW13z3zSAqdEYgEGE4uLIKh6AELBnn312Bgnok2D3/q233ppajvNa21oz5LtL5y5ZqYG24zr06COP5jVAk1DXBnMan41waLlA+39k/4iQ+2MGPGy26WZp5mK+s5kgDUAgBJ8OULzu+usyUVXJH+fYQ0hEoei0WyPHCU+AEfChCekX0bBoROPHv5aJsCd+5cQESv4nApw2Zovz78XGgMxty8RrbTHHARDzNm7Hxn3fvfdlYATgQubroRoFAD/ppJMSOPTL/+WeaAMBeW3hx+DnBpeLLrwoFwlCxgFkezBy/6pHqtfZQoTOxz0B1gDvrw/8JevwMTMCP2Deo3skF0+LCuLmH1rQrDC/fu7kr5aPh+lwfATTzIovWMduEbgSNRVnx/ck9+yKtjsGcHaK2nYL0+K+jwufX7+uOVBz4F3CASHfHQMQOvLZAKIMUmv8pMfGh8OaZpWf3PXHMnj2lLLlNjuWPQ/Yv3RffpnSOZ3JETU16fWoqbeaklUy0xmnvJpyggKuvvpnuWpWOofQ87mHVX0FTJ67hu9icUR4Tp4yOffgOe+88/J0fdJatE3z4Yfhyzj44INTm+i7U8wlwqRbW1tTANMCRKFVviPXASK+FzvCMi0qzgpMmNJoWNvvsH3h/yJYaUGi6gCpTfX0QxNSU8526eZJ6wCKNupjltIGPwxgRsx6fEP6Aoaf/9wX0jwmWMK5toFAQNr2F8CEmZBJFAEZ8+Zn0g9Skuiww/pn3hHfVAVKKoG7lkZIa8Nr0XeuN1Z9AHOvjYXZbvvttk9wsoDwHqoWDI17Ft+f0Foa5juBFeHrCZ4z8UmyxRtjdY35AMy54bOM5sroV0eHRh7zCGAdMS6SYKN81R4f+3B5OrTyv7/0Qhk3O6p6h2bUoWuYdOnkLgrFqINrFqJ/hKiFTqhf1hyoOfDu5YDc944R4l3mRciC33cEN0wKK9moMNKPiOffPP1A2TE2yrv0p1eHEAhBF7IAIDWFE2nlMLXEy0USocRHMXDgwExKFUaNCDuUsiXOIcj4HZCILLXoKsGab77FH+Ch0ChNgpCmaRCmU6dNTc2B2W6DDdZP4AEmufoPAawytd1iCWYajOCF4447LpM5aUJAzLmA0rOoQIJY4imhCiiYwmh7VvzbRZ4QP5OSPwBO2843z8232DwTYSXlnv610xtjiPnYYsL4+FmYFgnvD3/4wwlwIum0jX/6BgrOVY9vo402St4AGNXDVaaoTHXGxCx3bZj3mOPODQ3MefKsPPBIdQefCbjw/KW4P8yIQAJZGNDeaEf4+alPfSrbZBq0d5WkWSBkbA2iHTXu5fw34n4CpVjjBP/0697a2pxWlfc3+NIhQCtuX1lu5eXL7KhVNyu+g73X6FNGTxhTtt5157LHfh8u90bi9LpNGwRg8WnGFzTaaYqLmmapGBHfoU4Nba7q9x8hqvqkfq45UHPgXc0BFRrK1LDLRzBD7FFNXYr45fARdY98nB7N5ZSrflSm9uhSTvjBOWVOJMFm4dUQPDPGTCotIQdmjg9/y5RGAIKJAgdEWFXHzEAXRGIoIU0L8BkhXa3oCS5ghBrHkYwb5pgKjAhHRDhWgMX8g7TFN0EA0xqYroCRwqlAg8B07rBhw3PlDz3vv/++cuONN2ZQAW2N5qMQKUc7berliD6TIIrsTcQ8pX4cMxpgUl6I8Nc3Ic4U5/NzIwH2T3f8KbYY/9UCP83GG22cya2PPPxIgtNPf/bTHJOx0V6Md8CAAckLAAiAkN1hN9lkk/Tb0NrsGQUIzVWYvLB4bRD0wCjCCvK1a82Xv+eLobkBH9tsAM+K7+4LntKObMDnXnzn29/Jz2kuyLnI+MxNHT39uSc0Onxyz7yHqnvoMu+5B4AI4VnDNBub+gUYKWnk/jqHX+sDkdTbLe5X19ja5IEn/paRnLOjckPoZ+V7P/5heWr482X87Mj9CqQZP3NqeW1GLDSWCOCM//PeREOqASnZXv+pOfAe5EAI6C5NnUpzBCqEFCozlww7/Uq9ytOzJpaTrvxhGRYC5us/+mFZJXJCJkdc3YSIqisKYIYQZN7rFGa+TgFkhJCVNmFI2BFWBJ26anwowAcIOMdnziOwKtPPojgHVAgvgo3g00YVRUZAMwUdFiV45Oowi7W2tr4hQEDb+keEYe8Q7H379s0q2wQusxu/lqKk/CL9+/dP34zt02lzTHHVnkTmyQ8UU8h5EPiCFWhZTz35VPlj+JeOOuroNH/deMONZUYkHG+9zdY55g9s8YGywfobJFjRyK644oqcU2Xywyf93/+X+zMvR7kj4AH87rn7ntSQnnzqyQRmScD4on/CXXteGx8wUmIIzzzMFWAn6Me4VeKmCQm0cK6tLLSDp3jJt+SYVgV4TjnllAWLCzlRTJmK4SJt8mPpxzF+Ggetyv0yHm0zA1pQaG9m8ATIA3tzf+ihB0vrWmuUT4ZmuVqf1Uts9JFA0yG0dluY77PfR8oLkbsmP45Zr1fUyJsdx1OjOnhq9DGn9lQDUntu1Mc1B95rHAjQmThxShke+R9Tl+le7n51aDnvpl+XCVEy6NTvnVH2+vhHQ0TExnQBWF34dKKgZSd72IR8aOrWuTSFkCCECLdKcyCImKBoE1bbzGFK4FRAQiASWNUqelEsI+icV63aq3O91qdCpPw0Is8IvKERMo3WWXedFIaEo3O1QeAT4Pw7ggAQDQSJ+gICgwYNynEqyFoJVXlOcpu8plkARqt+JjTh0+arD1Fx23xwmwz5Xjf6l3Okdh1N7Dc3/SbbBY76J6hpHgPDlMmns+xyjW0iPh05OLQa2oqxCy/n71LVQbFUWor3q8g3fffuvWrO3Rjuufee1Gr0c1zkFhH8TJoIMIl+42dSPNb4mRsBkfEAbOCKXMP8Z8M/9/WTsTuwfCt9OF9bFhTOQRYZPmOOo20CtOp7AbD0w2TZZ401MpCC2fDl4S+XISOHh3nzkXLlT64MLXD1Ml2tugCZqEsegXVzyhIBSoOHPF8mT51cpkekHR18TqCOlIRAQF2/gWof0hvYUb+oOfAe4oBqDAEmHWNPnM4BLpOWW7Jce8cN5bHZE8uFP/1J2fPjB0WVBtsBTCs9m7uGH5mkiCoOs2Mz80kzM2lx0qTppTmAipAipK2GaRwi6jjSv/2db5d+/fot+AxoMCHRpFrC9LQ4IuAAD6FmlQ0QaElAjcAjMAllfbW2tpam8EsMe3lYVPoenAEMzl09tCLP+kXO0yYhSri7fskIb7cPEPI+IAQK5sXUVPlXhr44NM8hpCuw9Exb0z5THGH7/vDzMFNKqrUbbqdIIDZ+YPTkk08mWNiUT+Qc0CHgr/7Z1QkMtiXXt/PVn7MTLHMegW9sFfjTQvGAKVPfPttvn/3yPWP6WmhKtBZE26qAyf1ATGZAWjvadI4+gBO+brTxxhk1KJRduLm2aEc+N3/XKVQLzPHRmAWieA30aIHf/d53y6hXRy2oXC7wRNkj4x4fGnfHLpFMHCA5Owq0Rthm7L3VEvvuhYYV0CPv6E+3/rEst9TSmfMVHCnT5kTeWcf4JnYK/xN/ku9kO1r8N6rdyfVhzYGaA+8eDlhpToxKyh1iE7ShEcn00FOPleuHPlH67rNH2SfA6NUJr5VlekaY8fTYyrsrT4XI8Agp7hEbzC0ZYboh9KJuQwoGgAGMaCyELOD43e9/l1qC1bzPgAJBhgATwbU4mifUN/xVBB6hTUMgGL2mNRC8Qq0HhC9GAVIOf4KZH0lUHGpta0tg8T4tzcN4mduABwGrEKnwa8ADLGlUlSYgdJmgBlzrrbtemq20jyqg0x7wND7mvs6dOmewQiaqRqItzUyIdxZsjR1yvx++NTvlSp4FBrQNYHb5/Dpx+j7zzDOTT7/81S+z7wb4zFvQJ8Ci5QAF/HW9YA7jfCCiBvGJVoeM3xiVO+JvE1ABGMwdEOGJ9vHTfEXdaYefjDkR2DiP5gWInGfM7qF2K7AUmcg3JUwdD3faaacMj7dFvPO141zX9wytdkbc35YIpGnuGXtSxTh5JGfYDDLAavzzI8uLYwaXQz96VFjrQjvt0LXMjp1jm7rGlhjRxkJYZJpiH2qqOVBz4L3IgbnxI4+idOW+558pv3/h7+Uvrw0vEwKkjjj5xDTRrdhzmYhoinyjeVFPLATHnIiCmhu/+LkREj5jXlSzHjs+dvlcrowZNTZNPSoe0ACAhVU1sxXz1sQJYRYLHKrABDAQZAQbIbUoqoQYAU1wE5KOCWPJtYTkwDB7cfoTgnxJrrEBn6gwgKGoqgg2wplAJGRVWahK8RDm/EQVkLmOyQ4AAtZrr702+/U+QKVpAK3sI44roDMmfQt0AAzybwCcLdBdt8/ee6c5SzSfCg4qSNCA9CPkW8j4IZ85JOdmWw6+ILlES4cWQ/oC9koz0T8QMR/jF5xR+aV+c+NvSmtogXhP+COggX+i5ORh0VSAJQ0JT33uvtlWgo/HBoKi64Ca8dLClH4CuuaIr8BQ9B/+Sh6+9957U1Pc4gNbJCjJ89InHuiD/0nfgArPusQiIELt0hUEjSbyMYWW1C3eF/k56E+DSu/mFcsaK69apo+bUDot0zMqncuAC0U9/GhdIxQ8Fyw5w8afRX+b2p1YH9YcqDnw7uJAlASLrcnnlNseeajcM2FoeS4s93v2P6hsvtV2ISTHlVljJ5chDz2ZW5mPnRZBCwFCk5tnlYkzp5SRY18pI18aWea8FprRUsvmfjwEEHr00UfTzEUgIiYvtdQU7iTQrI4RIUi4LYqcS4Ah57rGSl4kmtW+ZFRgZKV/y+9uaQBWgM2EiRNSQ6LJEOpW/YBIEivB2z20Fu0S5uiaX1yT7QOZ3rG9hsKmAEaUGcc9AOUbOf7449MfRlMATAQ+oAWM6sYR3kxwqhkw1xkzoUz4vy/8OQMGDEjNzPjv+NMdOd5zv39ulg/ipyK4PeQyCSHfb7/9kmcvh+Bva+uTYwWsgAJV4Ez7QrSZHfruEEDVCIF3Hp65xlhpPiqPy5FqT3higWBfJZobDbbKUQI+PteXYyAth4pvEAipwcdnB+SMGeEtnlT3Fy+BkTYQQJXcOinCvVsEScycXZbsFLv8dguQCvB7bcyIcvlFF5ftN9i4zJg0uTRFMI0w704dQosL8PKtaXyLsrkFfxb9bVpwWn1Qc6DmwH+EAxbAfqHhD5oXxb0cvoF4iP1yeYMdewrFaGLnjmV8BChcH1FOgyYMLhObu5QJUW9u1xBI4U4uzz41uOz5wb6l+7zOZckQtCOnx6Z2Lu4ZPpc5YViJa0tUXo6wqNKntU+u+AEFgFhnnXVS+Fm9W0UTYsCIgLKibS/YNLkoIkQJQFQJf8AAYKzugRIHvRI5M6bHNhrRBzCqCMC4nl+LNgJEnn+usf2D9wn/gVcNzIi46hptWcGLSGOC4h/S329+85syKIIemPmAr5B2WgoCQvKFrr/++kzKFUFGqwDKtLa2trbUEPSvUjbAAdS2GVet2/UVaDtXnzQ/NGb0mAQjY6r4AaiBsNeAD9laQ24RLcq83A/8AIjOq8DC9uMIaOjHHPj/gBkt8IADD8hoQxqec9xD7bifNDtg63w8UE9PwEoVDOFeA0F9VuZCbejDc6UZ0ZpU6Fiqe0R4Bs2O1VFLANLcWLCMjkCH1+IeDxn6VDlx093LnPFRQiryrebEl1tV8Jao0MB3NGdm+JCa3whLNSAlO+s/NQf+BzgAfGJVyxk8L8wXIe5LBz6hCDyQdBiSIYAjioaOn1yaI2co4mlLJK+UCfMiBLd1qXLd0w+X854cVPruukfpEdFVo6+/tmy9/qZlyVh/7r3bHmVKFLXklF4htjJYOjSJGeFQHjpsaHllzKiILmvNKLrVV1mtrLPW2imAOMmrigKEF6FEONEmkGMPVIFMvljEH4LUNVbvHrQRgpXGwdHer1+/LEdDmMvREUigcrXzrMpdayySVo3HewCltbU1gYKmoCArAU5gOodpjAAlPIWDi+ADqM4RPKFvEXkeNKbHHn0sq3+7luCmhRHcRx99VApuAEMjwAc+Nu3Ia0If3OaDGTwgIs9cgaYw7rkheIU6vzauUVS1YhEw1xYg0R4fDcCjwQDDir/AiDbaMcyyTILOvfrqq9O0B7hnd2zw0jyN+e9P/D0BsH///llbz3bpTI+Aj2mTBkYjcq7dfb/whS8uMLtqW1i/6EDPxldpwcYdabOZcExb0h9yT8xlwrgppUuUBZobuUfzAE7kGTXHYunqG35R1u7dWlaPVdCs+E6XkaPK3NV7lTFRz65Hxx6xc3GsquTPyZ1rRzUgtWNGfVhz4H+KAzZ+JtByFyNlkFMlCkEe5pp5EcUUexqUEj/+cG6UppV7lmGhB10VZYFGx6k/+f0tKXwPOrx/2WCt9dKHMCmEsjpwNrmzkiekCXkrWwLZqtnrSy69JE02Kgx8/OMfz8/xoBJ0b5cf5oQIM0EKHPJ8VappW6EDImY12ougBpWoHT8cWxkAH+P1zARFQBPchDmhqS6ceQm/rvoBFoIkCF7AQAtRm06lbnsaISt/bcp7AoKAkmlQ3hHSNq2N34pJUL/GQWPiY2NCnDZ9Wpr38FJQAgFNoBu7z8fGexJftUsbofUQ4AQ90AECNu0Tvq5o6Xrrr5fn4Lu2Ejx7NjQl59JkjAVYa8f4naMt8+l3aL801wEfvDj//POTTxJhjQuvgNUpp5wcx8tk/wDctaICLQ7Qi5Ez9L4135fH1efCyV0vsANf9WsMM6YFSC/FvDqljIlIzjFhBr7551eX3XfZuVz185+Vwzbaviy9RLcwJM/n6+yZZWZ8tyn7wYawBnSI7/sbqbHceeN79auaAzUH3gkO+DXGCtFmeh3C/OHRFMmqyD5G8UEsL0NjCqETCBKZrFEWKHaGndalqfz6dzeV8SEU/xwOacLailp4MWKeohEI3QZGckoqZ/rwYcPSVKbSM0f2Z4/+bApgUVsAihAiEJHjt0tNEYEFNBBfCHMXkLC/EaEmcZVQ7xeakpwYwg4QMNUhAhAIEdTTYysG63URdUxLkkBfDQGsgkTl6yCMd9pxpxw7fwvaaqutEyR+G9rNNltvk5/RevhOgBGq+nMMqCoAJ/hfHflKjv3CKE4KAPiFbv39ren4fyiAE9maQaFTvPe5oqnIeACJen1VX/hAA6P1qTKhzBAAqXKCzA0IVT48/AImB0eQQhX67t6457QX14o4FFhBw8FPD/xlghUJ+JcIUmGS5McC6Mh4bLNOMwbMQ14YkrlS5mj++jAW5jyAjN8+Mx6ENyNeHBlj7VaW77VM8uie+/5Sjjz6yMhRGlumzAkAov1HSkIgX2qMvvIJOvHVtofXwlQD0sIcqV/XHHinOBA/yrnxo+QaagozXcewqYd8SfJePkIoNIfgKWFum9O9c5m78lLloeFDy5+ee7QcFzXJNo8tEggGQpsQseImRGzUVhG/ByHIJLWCwIA4X6FUWf7oi1/8Qtlll13yOgKHIAMMBN7bJUKVcEQCAmhEKlPz0dAcaB2EIiEnUk7fKm8TgB60FWMhPAl37XkAWEL76aefybadiwDxssstk2OnFaG9owaewIY9o7qBxFPJsMxkQK4CMuelGS1MeoBK/Tp9AulVIqHUZ8ZMA1G7jg9JCPimm26SwRYCGmzSB2CNc8b83XIrUDfWBJD4jHYFHPBD4MHAgQNz3voCwAIwaFJAxtxF39lcUKg5cv8qomMAE8CmKoMEVgRwBYtIOjamNeN6Y7AgkcTLJ5eBHwHy5on3tDljHztmbPIXT71GvlvuhdcvvDA03+u5VJhCV1+pvDJsVOkc4918g01zs8Q/hgl1jwN2KT+PTRCffnVYGT83NKRI1J4XZuimAKaEIQsvatJCVAPSQgypX9YceKc4AHDmhFNXPlHUU4lH/EiFzsW+EvY6Ct0oKirH+x07xWp1VpkcuUPjujeXnwy6OcxbO5YvfePr4RiengKRwCCk1V2Tka+AJuGJCFimGT4VAvjee+4tu+2+W74vb+bMM88qkjwJxMp3QDBWwigb+Rf/EHYA4Je//GWanWgBXz2pUSEbiApFJuwJw4svvjiFbevqrZkUyp/FVGQshDAAMSbHxjl6zOhy+59uS6AluBG/iWoGiCkPASMBFMAWDR06NLUZAlrEmlDqM77xjfSxAAs8agrQM/ZKWyTU+XuYOlUsEIAASNXNw1+a3xnfOCOvMR+8xG9z1AZzFwK8e+6+Z/nUwZ/KbSWY7faOcHJgxTQ47rVxqZk4F98ANH/V4MGDM3wdoNOIvS8MW3i592gvwJiWtvOHds77LdBCtQ3zRxYqywnXj8K3eH1YlGwC0LQsPDVvfKVVAy7XCSPns6PlqViBh5tttmkGcWSj8ZXt3jXMdqlVzytjYtuN5ZZZsey7/wFhqivlz0/9rbw4JYJUWgKMon1bToChOfxK88Eu25n/p/YhtedGfVxz4B3kANCZHSa7JgLUitEjSvmgOIoVZFjpVOhWJaBlbhkR20jcHYLp4Znjyh3fOjNWneH4j7DbTh1nJRhZ9UrG5NMQokszQoQJItABQ78wj1m5M+U4Jgitfq2ICXYCFbgRpATf2yXAqMBopSEccfgRKfBoHgAGWPYIf4kqDQS7YINTwgR26WWXZj6N/p1HWBKqAiqAycU/vji1DVUUxk9tmPiYKQEYv4e50GqAIOEtoEEbBDBNYkBoKMxU64Q/i9Z115/vSj6IVNO+ueMNEJEsSsCrIad/5jYaDFPnDWEm6xt5T7Q9VGldfFKRxhuA2YhyI8z5yBRXtb2GWnvqBXqIdJsS1Q74nSpTmX741wDfVltvlVqZNvi3Kh789qbfJkgoX4RHcpCefubp8odb/5Djp50CKvMAOsBYkITvgfuML74nzKF4qw2VzgVBiNJzLmAWSv6hnT8UFTF6xHerc2pXcyMooUNYPLv36hZbmUyKUJqmstqKvcsrE0aVnSLS8cT4/j4w+rmy4vS1wgQQulzwuLlDR3nSZW6EiZcl4ii/6Mm2/FMD0uu8qI9qDrzjHJgXP9QUY9w1tCMBDbmSbyRFdghhi6bFCnNwAM11D95d9j/oE2WVKPY5dfLE0q2H0jFzU/vo379/agIc1MCEIKQtMOMx4djOWzUAwGB1zO+BRG2JLCOYmptjl9lYyaJ/BxgBAEJ4WKy4tat/gLFyRNMR4CPDP0P7ICxViPjtb36bmp2cI2VumBkBgq3ACdXKBGbVztzV3qykfVW29XlxBGv4DEABJnMjjFtbW1Pomh/tRX05pkPHH/voxxK8aAYfi7EgJrGfzzf9HR2FV/l7aJjGQYMB5EyCFWDODsc97YjGqk9jx28PCajuTTUO8+bnMkbvmTPeAGgBGV/72tdyl1l9eP+0U0/LmnR9+/ZN89xxxx+XuVDA7ejPHp1mWaZD7W0SpkT3z7jwmR/s7FiAeN+CoNrSAmBWUXx2tGW6E3zCj6YShGi9zTffLMGkAi98SfANPvNvvjp0ZFmuz0rl0WeeKOuuvU7pGjlineJ7/eOBl5QLD/18GRdl6efOi9CGOWGui++XJVcM602psRx704/qN2sO1Bz4T3LAjq+IppQrxQhqyOf5H4i5Ezo8Ydb0+FHH/kZR9uexSWPLOT8bGO/HFtc9GvXPKkFShTxzqvNDSK4knFtDCN90880ZFaY/Pokf/dePFmgSBJfQaCBmFUt4EoDVit81/yoRrLfcckuCkdW9qC8C17jMjbAdPmJ46btj39w0z5bWNCR9KwhKQyDgn3v+uTR7acNKnk9MO8ZZmesAUuX0vzQKpWrbHkquoc3gA4BwLSKUAeGyyy6ToeeACA8VNOVzcb1ghx+EtqAvYGSbCdt4C9YASkAPmU9Fxk7DdL0x4adz+elE4BH0xsT3o0/gZWzOdS9pKLQ6YeDGo+grwNQGEJbUSrtdPYqZiljEM5qRcHr81ob+8YVW/PjjT0RE4/6paX3yoE8msNPEaD7GqCqH/tTbsyjwGkgDN34msAzYACxyPCGqdyjMO+W1CWWF1pWymsX7194gtaSWpqhAX1rKAdHXtKgSMiU0oemx7JoRfTXFtb7285dh2V77PzUgtedGfVxz4B3mwFw/UMIsVo4h9eKXGo8gIbHzIgdlagjcKfHW7KW6l1/ffUf50L67l9lxzqwQiABrWtQGE8BAuBBAysUQnpJPCSPHnO/HhJZCeBOCHPJ8GgQcfwEiNCuNyDGBCZwWRxUYaAvpg9An6B1LUiX0mMCqHWGdl+AX41cUVWkiJsY+bX1ydQ4wJV0S0MrxMMkpcaM9grl7925laAAMYY2M1Tz5d5xn/AQqIEM+s+JHAISpCgFh5+gLUAKM/Q/YP300PtfOJRdfksVUl+y+ZPpdmOgQ3lQgBOwIaeQ+AFr80JcHXghpP+aYz2aABxOduVTFWfHd+earvh+/j3yn3XfbPe9nliSKyEO8do7rABmznTkbN5MdsBRJiMzR+JkFjzjiiHLCV05IcO4chXjde6AMbG3tDrT52JRYEv1njkx91fw8V8fadlwBf7deUVMqrG/d4l6AZDXqwlsUx/GIIqpfPP20ct3tfyhNUYS1Z9fIZws/6byYe6fYtyuQMRrT4uu0+G/c6+fWRzUHag78GzlgC/IFP0A/TFnrnkU7xCd+2kuuEHvRLBGBCM/9vTw7Y2L50ulfL69OfS2se81lZjinRYMREJWwPunkkxIQaEhMMfJXmHCY7fgN5LEAAwKQwHq7xMSHOPYRQUhoEvTCkZmTVCJgBmIOIrg54QlhQNFrqV4pYK3sOdCBzFNPPZX7E2WDwYX1N1g/26UZASSr86fjHK8BANOZ+RCi8pvwwhgkqSLCtwJb7wNHBMhoM8xSiPnsd7f8LvOCtPfII4+maUyy7hlnnpH+I/dHn8hcaDf6NxavLQL4r8wN/2lhgAIIbR0h58Ld9Q8M1ZurND330Pgvu/yy1IiEvquVd/HFPy72UWLqEzVH03X/3F/3L/1AwdttP7htRtoxHwIufFQCSjUK5ZDkfLknTJBIbtJyyy6XmpTxSSCWiwboLCiqGnl58qL+MDFbR0WzWhZDB5AatRiaSuuG65eJ8UWfG/yIZU78i0KsFjpxskTa+PuG1hf8Ht7wbv2i5kDNgf84B/yWsyqD3yQw8gjNJyRbsRssITVsQlS8XqZH+d2D95X1379hWeV9a8SmsOGbmDStHPqZ/qkREF7IVtZ8IgSVCDOrfn6lPffYM1fcTHkEMqHO5ERwv12iKQwN/weTj0gvgp9WQLCpgqBIqVW6XBf9Eaac7ISvKDSgQFhvteVWeY3xEOYc89oLVmQpIwL85hDG6JprrkneEND6Aoa0BPN+9ZVXUyADCJoEkKiA13vGUM0bf7VP2EueJextLbHVVlsmeIsm0+9h4W/DR3ObGz65jhF8gbSDn8hn2tOHvB1ABXgAsoCO08IfJAEVmAk6sa2Hyua0HKCkfZoKUxrTmzFfffXVcQ9PynsK3AAn3xYeGjO/HL5uGeOl7Vw58MoEE3x1vj2tBHWIVqx4wGRonMZksWIRsMuuu+Qc/KFJ+tzcfE8WSyotxH/kiYeoOUzOwMd3Y/nVVysvTYxowEcfi3eCYhHl6446xLbFC38D66CGBm/qvzUH/kc40JHfCDiItvOLZfkKp5If95yw0dvp9ba//rk8PG54OeYL/UqvJXuVUZNfKxuv9f4yOcrS/PKX14ZAHpVh018P7Yl5jJDmY+CDIOhSU4mVe+XIJkTbO6jfzsSZo6ooPgKYQCZkCVXh0UxJotYENqBuYW4TdceBj5jWrOIJVKHUO+20U0a0ySE68MADU7C2hgYiCg9AIQVB9cs8BwiBn7BoAvT8H56fQtkc7Y8kcGBOlPGZFxGMgA4AvhahyfwhXoseQ71X7Z3VvGlDl0UovLbb2iIQJPwom0VZIIBDawJwBC2iHRL0xkL7oJk4BxHowEfVcc8DQ/jLJeKfYTalLRqvxFWAAawURgUGtJOLfnRRJvzSZGi3+IFPzIPC+vVjvyMmNxoof4/QeV8cgCS4Q6UOodr653c69phjy2N/eyx9Scy4FRm/UHLgaR60K+OvvkvVef/wHH3Ni/HG/1R08jkOO8ZXmqbk35LLLxvf4A5R/PYXZZtI3FUKaW6MXT5S5UNt324NSO25UR/XHHgHOcBi0TQr/sRmZbNbwpzBbxKCICneRl2W61Wuv/H2sk4Ina+cPqDcPOhPZe899i2dZjeV877zvVgxH1hWb129tPVp1FuzeiY0ZezLcZFnVIUuM48hgtPK/99BTEYEKCEIBAizAQMGpNYCCK36Pxu+E8Kt2tCviiZTZufkU07Ocwl2jnlmNmNWRQKAGvM6666b2gB/CeH6sShxxKxUCW/liAAvjaLapM/cAJ9tu9WZAyjGxpxGk2BasxWCCuPGrzApAuZLR5kmgKHQqT4q7QJffW4MBLZj7wE2NP618emTI9z5WM6Kqg0CFPTFLwS4mS6Fj7tPqjoYNzBhLgTOtEfAy58mGu6gT3wy836AvOAGDxrvq6Nejf5eSy2U+Y6WrE1zFojAF5VgFJGJtnlnlqNR6nvDDTfI8QI38wPCNDME6IA2cDHHxVFal+PcyvrmuYMoHSAVuL38SiuWD2yzTfntDTeVC6KaeLfg+cyZfGEdw/UU2uZ8cK/6qQGp4kT9XHPgneZA/GiBELvFrNCQZsUPuCmKUYpESrtG/FhfGjeqTIqXX/niMeWJIc+UvaOQqhMfiZI16220Xo7Yal5yJ4HrIaqNMKkqFcycERF58T4itAhYwhQwVcI2P/wX/lS+BkIXKGmfSY0pCDgwAVkVLxDecUyIyzdyHkCjOfDD8HOgnUJLkgMzKwQXYV9pU3J/gN5eoUlsFwmwQIbvg4+MNkVYE/pMhY5VYxBMwFfTt2/fNB1edOFFCULaodFJpMUbgECTE0ygUgTAc04DSBu+NqY6Atz7BHeGoYdjnqaDlyogeA8YAdTzQqMRrMGkqC9h3yLsjA2/8AEAm3/1Ws4R3qm8QMPl1wGqNCFJwl858Sup4THX4Q0AGhiVHkTVIfNnmpVs63shqARJmAVMDbBpVM/Ac8RkaL74qU0akznSlhZF8bUMhZ6ns0NoREHegGEejqFL8GunMAmeM+CMMvjpIWWttftkH/lx9LFwJGdD94zraqo5UHPgHeZA/CqBj8WkEkJZRihWp/Erbfyg4/1nhrwQ+xjF84tDy4brbFCWDgE/MwRG68q9o4bM3HLX7XfmoCVWEoZMcfwTgAZY+METuIDCyp7QAQ58DATPv4MIaYLbhm0iulQWsNJnNuQr0j+AdB5TEd9JlZhJgA4ZMqT84ppfLFiRM19pj8mJCZAgZqZS7ggBMQKe0JSPRKjTaIaGL0uYOM1GgjAyV6/b2tpSW3vgwQfSZGU8tJUf//jHae6jMXqtcgHKMQfvKqHsfNFzFRHcgL5ThFxXZH7K7qhyMCC0RO2pYSd8nc8H/+UWPRrmM9qe842LZgQwmdwkNz/z7DORFHxZArRFBdAcMuT5DNdXxQK/nGtuwITJz73XnsoTouX4w7QtCbhfv35pKgRaQtppnkDU/fc9MAcaGIAErD7L+cU9WBQBFYCURkpfYpQm5/nPEfsxI/ZB2n7Hvj4pt8f9VHkEsFuH0a5Sw8pPG39qQGrHjPqw5sA7zYG5mYTU6DXDv0MIJsUvc1YsO8dGOf/J8cZ5519QOofQePi+v5aWMHd0jTBwy9KnBj+dwFPtqcM3ctedd6UQsopXmgcBIqtggh5IEUAeb5cINKtuAPjHP/wx9x9iPvrqV0/Mpo3Bah2IMIvRZmg1QISPiTAGLIIx5MDYLbUaF43Cscg5moDrAG4FsDoghLUh94awVbHcWICAsj4A0hj0ASSdq10Cd1j4Zi69tFHtfOKkiQl85593fgp3gr4q9+N6/VSh8oQ/4U1wxwhynnjLVMendWwAMt+ZcfIB0W4sDoYGYPJpqVBRbVturIrDMjvaB4o/bOSIkaV/BDAIYvAwj9bW1nwWMIH43IxRYALadJNNU9OiWQLZj4RmBURVYBDcQtuieYq4U7HC2PAEsCNzwhPvmS+/G8BbFJl5rp3ij+cGxffXi7ThKSvUUraIxZIK4g8++lBsT9EAuSnBr9evqa5tKFWvv6qPag7UHHjnOBDLw6bIsfFb7jgrlpYiuPxKgVFUSZ4aj5YQGIKMm+d0Ls8/8fey8nLLxw8+fvRhTZk5e1ZUVj6ifHC7D6bJx8CZe5DtwQlNQFRRZdbxOuTrP0XAC6hpB5gRzISoYwILYAAk5jpOeSYvWsWll17W0NBiKXzaaaflRnbDXh6W5/Jn8G8R2vbo6RG5SBdccGGOnemMcCccRdVVwRfMWsLBAS5Ba27GNjtMZrQI2sgVl1+R43QN3xNfiioDNqQzJtra3nvtXe69794ETtUiBl55VTkhNKhvRikhICEKjYmxuXPzgmAF8yP8PbcX0t6reEygtzS3ZGTbjdEGvmwTvhMgxVw26tVRZeQrI1M7FOJu40AmRaY5ZkVaDuBdN/xlFhfGrFwRgGPGwytaokTYjSOYgZ8JHwAdDUoko7HgmQASmifwBeQA6MyzzkzNlQa0wFQ7/zsgSKN5fuRgAm+A0j9DLu8SPEELvk7hD03ypY434dJSYba85le/KDtsv225/IpL8/2uS0SkZ3zuq/z6xfnVb1xf/605UHPgnedAmi0CgZrjh9nsRxxCxq84YhbSpzQ9BHqn+Lx7JBZ26xzJhxEqm1F5AWPTlK+MH7UdXgkZocaSTwlOD6vdt0sVGDVMO50SjPTjNSLAEP+PfYj69u1b9t9//wQVK/Ku3brm6tx2F6effnoZNXpUghFhSUO6PPJuzguthAYlhBlQEabadY4VvP74oghnQhjxuUhoBSJyq2y9oSwOAloAykofgyqzG0AGIq4VFt+nT58IKjg06uFNz/eFjm+77Qdzh1cA6zrgaCyOgREg9plx0DKAAFo6gIGviMmsqoUHaL559jfzun79+iXQKAgLNMzR9TfdfFOGld9wfYBY9yWTV7QcYdl8YWruCYiwESENarnwU6l55966no9Jv/g3IMyE/Ed4hXdIv88NeS7BCFADetcB51wJ5Vn/+h93v/ENmH9QvQGX4tjXI76KZaUVl08/FxMi02VzgP6MNzEZu6ymmgM1B96lHJBZv0RztxDKk8pDUdl5Xmw7PmNKYz+abs1LRDmWhgPa8AlNph+RbbSYfwdVGlYFbnw6BDuByi9FWN/xpzvSN0Q7U1WAlkNDGDRoUCbBCjjgO+IbqjQc42PyMi8CirAXcXbuud9LrWnfffct+4WwVWdvZuwyCryYs5yrT8IV6GoT8dH07t07HfleAwXCDygBEOT4lVdfSZAR0WcMR8YWHKL6CGkRd/xEqlcALeHW3jdPAnfflvcAAEAASURBVF47lUAHSMbSCEaYG2a3wREevllGLwJD/OHHWmnlldJH9cfb/pjjtQU83w2gdS1+MDNOmTolQ7IvvuTiNPFJHmaGZHp0T4FMn9Y+Ebzx0bL0Mkvn2IGleV500UUZzfeD7/8geQqgBGbceMONWb+wiqATYIFn+GDu1T1N5vwH/7hfTI20P4uIyndZPbfvugak9tyoj2sOvMs44EfrBz1l5uTy3yGgbGoWL8Mp3NAUmFuYrhBBRFMCCgRptXp/u1MyBsBEMLc3WXlPGPXue+ye+TF8FwMj4ktRVMBFm0A2jmNyA5iARHsi0XxOMJ911lm5l5BV+wYbbJjVrJm0fh5h3ATxVQOvKn379s05AYEEg1kNYHKeckltbW3Zl9DmPCd4wudD6OIDzUhkGnMZYbzH7nuk70YQBLChndmWoWMIbGNHwAThJYABIABJe8bAOZ+aRqgCCtXy60gEZkZjQsMfibrypsxVnpWIwSFDhmS1cGP2Hq2QNnTfffcVBVxpOgS4JF3h+8K3H3vssSxrlGbMADwaEZ4KDhHuTlPiBwNSp33ttDx/n333yfEy7+GJ8VRzMxea53+aGt/BhhbJf+i77IGA48L0j+8sfEb9uuZAzYH/MQ68/PKwAJlGMdA7QuMoYbLrFIJlerw3LYqtqvM2LRzXftyXR2QWkoxJ+6h++Pnmv/iHAAMkiBDWLr8EAUvYqP0mfFhFAKYz0V+TJk/KAALXEqxC0glfYwQSlVYj+u2pp59Kc9853zon6++pLiCHhtlKX/oktAlTwhboAgWRd/wvwEWVBecBO+Q8FRUQsKatAcEXh76Y7wHtAd8YkMKez4uZS0CFefJJaQtNC9/Z/X+5P/02qkmYt8/0D5gtBoDP8ccfl6Y21/iMJgUAaEqHfOaQLBfEnCls/ethtqS9PPH4E2k2BE5IPUIRg4//7fHyjdibibYIrJnpAA/tT9QiQKIVVXTYYYdlYAPQEbQhIbYleMyEysznPrkHxuV+VKCKR8yp/2nyHYn/SXyMvgO0fvRm/deAlKyp/9QceHdygK8mYp7KCr1WCIE2uNw/6M85UKYfRFOygidwfhJmK45vghxxtL9dAgSIgCXMCBiCm0C2QyonO2FvNU+o0hLkQdm91HkEpRI+VvQAhMZCGAIZgnu9dddLR/+FF12YvrD1118vI/AIVCHSBOre+zRyaoyDlqM/Saj33HNPCm4RegSdTfWENAuprjS5yeFvQYT7TbfclAACVGhM2gcaKmgnGAW/+KScCxBFxO22y24ZdMBHxTemygJwEqxgHjTETp06L+CJdo2F1sOENzQi6wRj0JiA0ulf/3pqdBtGGSjBHQIO8LRvaIBCxPus0Seq68zKQI0s9RTgIpLuwAMPiEoS+yQvP33IpxNkVaeQ3Mq3hgCm4Ievh4YFaIE7c6R7YHHSvXujvJH+8LWKIsyL/0N/fD/17btI00P6tSh4s/7fvtfzPzSRutmaAzUHAEFkzse/DTd+f5kUPiQ7fX5g261Kx+aocB1l/gnArhERxuxE+Kl8gGgGqSVEDMTbIcIVeSZYqioEhN23z/l2fsaUB5A44pFcnjXXWDOBg8AlfGwpYXsDQMXfQxsgSG2jzixH89HeAQccGPv2nJ0FTjn0nUNwARHRZiLQbHB3/JePz/aZ2oxpTMzflhHIufqkPdGOjC/NVeGvAoIAi+lMhJ/INpTzC4yXrEvTA2iENqCiYfhc+R1mNeY57WpnpwjcsGnfPvvsk74eYKkPARK0HJqcBYP54d/mm21eHnzowQTdytcnnF2/6vlJ4mXiHDZ8WPn85z6f1ygR9HCAoIRaVRmEtxsbopECfOYwY6UhGRu/k7bsP8XcR4OtrrOwYDKt7mU29J/6Ezw17/bku7nwe9XnNSBVnKifaw68CzkwNXaJFYacia9hnrvv/vvyx9zc1FymzZ5RekTkHbJqp8UcGAI9V7+hiVRawtuZViW0CBA+B4KM30Q0GcFG8I8ZMzqc6o9n4qa+vvud7+ZYHDM5yWkBWM8OfrasuMKKKXCfjeTPDTbYMCss0FL4QZivaBYDrxyY2pJq1SobABjmPcmvxjF82PAEOOHNgMKYCH0EfABCpTUQfvjgWR6UUGpEQ1MyB7jNCdCnbfHj2BIciK6y6ioZPr3XXnuW3uGXAooCDfiD7o1z74lnZYEAiRwfCwP8AJoWB0K9jZs2oh/aY3W8cYCGQA+Ef7QZQF2FfjNxMs8ZK+D0LITdPQY0NDrmOAnItC4gBQjxQB/4DaRUw+Cf4yfTxne/+92s1qBf/KAJvlOEf/pk5rRpZCbHBn8WptpktzBH6tc1B95BDoh4AiRMbkxO8SLKC7SUJcJURqAt12PZyNVo1Es79vPHluEvD8/ilMJmkSg7RFAhgohQJqgJgH+GnM/8VJExVdd2j90/ESCw8kYi4BAhc/vttwcATMkVOlOhVfqHdvpQXN8wKXrPg7An6AlIQQgEE6H9/PPPp2mpX4Qno9xiIQQ0TcT8hTzjD4FPyzEvkWcAh4BFhLr3jZtJsAIjPiX+NZrSqDCtCT3HZ8ChPWOVOCofiIYhARXQirZjYrNVRFtbnwWmJT4aQPL9KAlEQ2SG5BcyJ/XygIIgBKCFhLkr1yMKjrZyRviGBFUsEf1+I8xqfEPAfUAcAxbmVlqYeRmH+cpHUvMOUCobxH9kjvr4xCc+niBk7sDI/N0nCxjkete6F8BcgqxxMrM+++zgDOrAB9f5DiBzqEy9vhPV+95zHypiBkQWP673ubban+M7ZKwVuefIe46Ne2H6x3cWPqN+XXOg5sB/jAPNXdUPawhTK1v+g3kR6jwjhJ0f+GqxK+jE2G9zWADRTjvK6+lWfnj++TGeKNczg7BtZNNXQpAQt+kdal/qJt94kz8EECdzpWEQItqwivUs6ozAJ5wINhUWFOgUhn3nXXdm/k+VzOr81rbW0IA+kKYq3ZnDpz99cIb8MmsBIdUHCE4VwfmCCDfai1W/PCpmPGYswlcVbhoOUAMwQAMYAMWuXZdI4NRWsCPBxnmEqIeQamY1mxUCqVv/cGuCU1sEWLiGELUZoHBk8+erUTeOWdCczWdxRDthqqS9qLigoCwtqVvcV7ylmdBUEN+OIAR5Y3gpIGJKaHPCy/kKaW38LM8880wGIABwgMLchuc0RxvoqT6BhMwLwQeo7htgQOamPffMe0BDAVeVxn2mcoQxeOCjShoSqeVmAQslkVCnzp0S1LRj8eEz9fFooMyYeOzeAHmf471zqu+QEO//X+rwp8f/Mu+DG2xeOsnQixyH0tn2xbHqCGALrIzij3PKkuPiB3HcuWWFMZPKtA4zy5I9Y2UxKWogRecxlOgzrq2p5kDNgf8/Digb1BLVj6dPKx06x2H8nsrkKPUTq8dZISCHde5Qbh3/SjnrlqtLr1XXLI+/OLjstNV2ZejwF8tzw16ItNi5pSVq+FOECLc+IdAeDMFFKBBETRkivug1J8AgSJBjwgVAVqvZ9hMiWDnJEUc9oWSFz+GPWltbEyxoEoTsFptvkdUJCGy7kKpcwMwlyswYhSwTvkxKhBstgcAlKIHWwAghJ7gJQOBA+NLSCD9bSCDzNGZCsEriBTSSR4GRFTuwYXoEgPKhjNez8HgFYGkSBC2qdlRt8K/hN8sPFvEnNYnojwCvzGCDA5yY9SwUBB/QjDwbi3uVmlKMj5Z1ZmhYhwdQAQXABnAR8yUg6tu3bxZr1Y9raUonxT5JTKh8U7Rix/jjfgAJc8I71zgWYVdpuECTtoQ35ln5tfTZp0+fNAHy9zETWiQ4z/X4SatsTws0ovkQwPyJjCEXCu1PfpNj97XSlMx10d/WN2mgfqvmQM2Bfx8H5sYqepb8lwCBQIb4Jbcw8GcHTE0t8cNeocfy4ZcYU+bMnJsOddn+YyeMK9PDXGcLdNoEgXHssccs+HFr4M1AZeGR6wMR4oQToHCd18gqH1mlX/uraxO8aERAg3AlRPhMRNB5IGDEtCVyTki4IAHRayLnCE8AwhcmIVTSKy1FtBqzo3YBY+UHA1S0FcKWcAdOl152aQpb5zj3/7F3HmB2VVX7X9N7TyaTPpNKQkILhNBDkKJ0FBRBqf71w/opoggqUuRDBYRQAtIEgvQSEoICIQQSCKT33tv03tv//a07OwwxkARU5HlmJ3fuveees8/e+5zzvqvttSm0GRAEhCEsiIHvtBGwpp+Yw+gPWg1kxFpEgD0+LEA7aAKQF0SxN4DK+TkHk2k5J3VwDgIsLpYZkkAE+oWZDJL62ZU/29kGxhuC+fW117qPDG2FAASCPNB6SC6LEMAyHT/5yY/9PBDA4Ycd7uTA7ySqJTQdsqA+SIfxjZRI6qhARowlkXgEOixfvsy1XMyXRx19pG8P2iHa5K+v/bVreowBfrxnn3vWhYegLUMkfOZ+4YW5mXFnzGNiY9yP1dGIfXrr0pD2abi6du4agX/hCEhDQrtpkhUiPjVOipGyIJeWW7NMHW0y1xSna+mCQb3tqofutdUCzddnv2sD5CBPy063V976u5atPlbZws1uuvH37q8AeAEmQDkQzZ5aC8AhoQI8AYABG7YDbGhZP/vpzzykHOAGtJCcmWvEBFi0IqR0QIkF3gj7RnMiCAHTEGY3tCOALxAZEjoEB8mgCWGWAsh4AZqQAyCPPwmyBeSRzGkPUW34rQBWHP6dtQD6CviyLU2+r+A8J1KREOtLLr7EF/qDQCEStADmPEFAkAj1YT6k/RQAd0/jSHsZL/YL2kPEZKVlGTrGNZA6ARSANgVNEYJkPOkjn+knhXroO6HnkMPLk162iy6+yK8t14DwcOoh5JvxR8Mhi3lYgJH20C7IqfNnCIsxRIuCCCmYSgmgYGItwRlcd8iYYyFRlk9/7tnn/NqxP2TOtWUuGdeIwjGch+u36z3Etk8qHNelIX3SCHX91jUC/8ERQLJHugQsmgQEvCcI6JP0sPOgolls2LjO6gSYG9Zv0MOviZvy70yV450CALDcAAUQAUxCASj2VCCSMFeEfQFPVRmRdAVeLIMwXhmrAUL8O0cddaSDGslLmacDGQHgnAsyAvAAdaLG8DdxHBkcMIkRbcb6PMzlWb9+nc8puuiii52AAC76XlcbAWXqO/W0U91vBPCxWirlzjvv9HeAkTrpPwRGQavj/BAd40qEn0bIyYJgAzIZYBaEjIK/Co2LKL1QB9oJhEWhrj0VjuMViIs+EOQBmdE2CDKQFX4dhAYKZksi79CgAP4pk6e4/4l0SdSBPwqCpA6Wo6Df3A8QOxN2GR+0T9IL8TvBD6QIou1cvwDykWMi48P14TiuOWNF2xAGpr0xzZPKci72YbwhN5K2Xn7Z5R4FCMmTHZ3gD0ysaMC0k2PoH0tY0Ge0VgiZ8+6JjHY3tl0a0u5GpWtb1wj8J0ZAGlJba2Q9mSiZ5tsEFvHNUpkAHZnxZpdss9vfn2Zzm8u0SF+8PaDQ6HO/8TUbJ81jo5Y0f/2tNy0/V05/+aEAaPwSgExqKhF6kfQ2ASg/qTuACPsRVIHvBdMTQO1ahTQYgPlEAdGzzz7jznKCBciwwKTWMIeITAdkoQYYIbVAjGhs/MY8JCR+TEwAarfuyjUn7S4AJ2ANUALukNWAAQNda4DEADZIg3oIeSZIgf5SaDu/I2nzog4IBy2CdkIAEDXnYaIp/i38VIAry0BQ0DQAd9pNX6mD9jAOAO6eCsBM3ryg/bA/2wDooDUxnpAJhc8pypKAz4t9CGwIbYEwysvK7Y1pb9i0adM8EAENKjkp2QmW60TwQcheEbQk6qUu+h7INWibkBQkHXyFEAaETWF/tvNOMAcCEEIGhfo4H+NChCJmSepkLhxaEqTEchZD9xvqY80x1EPhOIYunMc37uYP1yzcA10+pN0MUNemrhH4VCOA20cv3iJ/Ot7FL1JB9OK7/+o/tOphbZe9LVoPZFyMQnUFhG3xWvIgJd7KlZnhna3r7Jl579jaljJNsjzNA4xmzHxbakCbS67bNm2x/rl93DzFQ33wQZFM1xAAIACIAKx7U4K/BEAFvCmvvvqqh1cDMIRpP6X5NvyOmY4CGTHpE+c4hYmqBC9gDkKyDml9AFiWh6CNbEcrWLt+rfwRq1wz41j8R4B/ANLp099yk1Kfvn08h1y/vv0ctPA1YdYiuSglkBHSO0BJf5Hs8U2d+7VzfV/6QxtZgI8wbsyGhFunCaBpE/VBRrSTaxAB0ignQLbtqQDaTmIaG9rDuFPYlqAgBwptQ+ugPsyDfOYaQQQQLWTEPmh89IGUOvjb0J4Icli5coWNPny0kz/nQyMNY0VKIQrnY5kP6mQ8KOwDsZKHj34xzhyPKZPzUQIZ4PdBK4PACU+nDo5Bk4JUWQ2XQh8J4WcCLtoZASK/uOoX7vtiX45BQIjUu2cy90o7/ekKaug0GF0fu0ZgX0egvUlLQEizaIuS30XrR/BqjpG03q5oIwFQu6TftrIKragmU02dwEqSc2O7lopQtGqdXtYEMDCBss3WVZRZcY9se6e92m6ZP90m1++w0y69wh5+9WUbMvIg++vfHrfmqFY789yzraFO4eE6L5M0Kd/7n+/5OwSCdB4BrECA/tPH/gFEeQVplRVP0UYoF8sxT8gwJhl+B0xJDUTBjHb0MUf7Z1YyjZOPJD8/3zUBVj4NEjYL4mGmw9fB0t5HjDnC/UuQ2+jDRtuMt2e4VhR8KMwBQtPLEeHha8HUBtmhYTiwS3ukvQAfIIhmF4gU8xPmOQAdUEXDYV7P+LvGe2Qg856efPIp1xggYuqjQASAaeey6/fOv4XPnfehPUEj4vegHXAtAGjOAQEFEuB7KOyD34jC56DNsE9qSppNfHyiay5ELkIw9JuCuRWC4poTYs7+jB0FAmTM0Mg4JxoOhMI4004+034m/MqD6Mfgs3pJQRSMG/UghHDdAzmH8SKbBP2loP0yv+nb3/q2182x1BkkM4SUQJLcE6HQ5l1LFyHtOiJd37tGYB9GoD1OgQhy/HuRJhQlE1y03gk2oGAZiUaiz9aseK1zVF+vxeckjWakpmmuisBQUnRVVbntaJQZa9hgm7LoA7vxhUdtUUuN/e8NWo5bIcGNqu/oscf4nKBYHXvwIQfZwP59rEgmuhqBBoDBvCAKQIO0DADszTwQ9gOEOA7QIhfa8QocoJCyhrk5gGOtfDvBDEfKGworw5LuB2mZNgDAAGAIW/7ddde5r4Y0QWQfwPFOpNn9f7nfQ5oxx7EN08+AAQN9EuyFF17oPjGAct68+Z6WB8BlginACpiiedBe14oEmGgdfF6/fp2HdmN6glAB9kceecTJivlLSPbk39t//+He/gCo/uW/+E9WTpZnEWdsb/6/m72lLMtBgUggqGBug9wxz0EmXBPuBcYKAqcwJqXSIpnQS//ZBzNmhEDMI/CYhEsJJM99EYgXgYcXQREc60uE6Duf0eY4BpMe1ywQcgigQEOjPRAUBfPgrqWLkHYdka7vXSOwlyMA57TFx0gjihBSrMgoVqHZMY36RZ8VrWCtSYnWFiPNKU4JLdMSLSkrU6uRKmChWjPbS2utJT3FVio9UOKQfvb0rDft3plTTfkE7G4FApz6tbMtpwdg1KjEmmdYbXWNFe0oUrUx8ntskXY0S2HX73trmT9CCdI30ufe+D/YBzAHsNAeCDpgyQQA6H3NhwFoACB8HoAZvyMlE7bNdlZYRdNhtVRMc0uWLHGzD36en0mrYRsAiYTNOXoK/L55/jfdHEVoMyRDbjuc5ZiMJspP5hK72jV27Fh30l/+ncvdZ4I5knMDdIAac4YAXpz5tE3c6lI/GhIgjTROBBkmOUyQ9OWqn1/lBMvnALI+cP+lfwLp0ifGKpAF/SV4hLHi/VyROtkdrvvtdd4TiAHC8eOlNaE5cQ1YswryZwIu9wh1ss5Unz69/TjMnRQiGSlo7uHFd8YfUkHIYAxfVGQek7nRmslSTmQlWSHIOE/9QSNCkEjPSPf7E4KizVyjXUsXIe06Il3fu0ZgH0agHe2og5CchFo6yAifkX5qS4ixytYmq2jV0tGadN4sMG2q0gx6TYCNEmBsiW6xPseNsZufnmgPzJ9h3Xv0tSdfnWpfOvMcGzh0iNXUNcmhnWhjtfpos0ws10vraNbDnZoQq6CDSTJPTXLtCPAB8INpBbII5PRJ3SH7AeAGkUAKABwmMsxmADZ1UBdZH0hkytwX/AYkAgWY0J765/d3UEKLAWRoB/4Q6uU7piHAC0mdbbyYRAoZcg40LuoFPN94/Q0PKSZhKWAJoN1w/Q2+xg+BA/hEKIAaWSQAXsxX+D7wdRFmDgERLTZ33lyfjIpmB9mSrBUtgzrp1+5MRp80Vp/HbxAA40KYPP43IhsJaOA6oYXgQ0Jb2q4w+CNESCGFFG2ln4wv/SR9EZoQc53CdSXA5C5FUKIhQ/KQRvBJoe1A9mzn2jfJNM01hNh4MV+M7xTOzz3BdAACV8gLuHDBQidExh3Bg2vOvcIcNQptp1+7li5C2nVEur53jcA+jACmOSlAWOM6ilhIYCe0tHY9zLWSSuM1JyZRJjo+FwlQqwQUUUmaBJuVYevbm+yXj/7F/r51pRUMG2nPvDPdRhx7lGXkKaKpRdFbntXbpIXE2mlfOVWaxX0Wp4irN9+a7nNy5s5b4ETCyTuD7N6CLZFokAdgwjsgQ/ABWbAhDL6j4RAZF9YxYkIpBRLD5AfgYH6DQJ5+6mlbrkSq5KALbYCQOpvHIE2i+djOOYJJh8i4sceP9RDnCfdN8Kg4wrMhtZtuvMn9TZyT8wBmDpYCWyLA0J4AUTQsgJV+3Xj9jU5AgCL+qyt/fuVOkKb9kNZ/e+GahrF7+OGHPLvFunXrfLyZn4QZ7NDDDnWN4zDN96JwTRgjBAY0HbQZJidDRIw3REWdWzZv8SU4IB4KpM7YkakcTYpoTQrEj5k5XE+2QVxEOmLixS9IUAraMxGAZOQgFP2Uk0/xtEyFRYUc4gTHcVzDjytdhPRxI9O1vWsE9jACkFBUkyYbykwXJT8PJjoTgbjGxGcRUrvCuGOjmfSqoID2GEvu0c2yBvSz7Tr4xQXv2e+eeVhktM4O//Kp9sLCeZbSO8+a9PDjsm6QZhIrUOE8TUrr9ZMf/dhb9PwzT1nf/Hz7ttLNUIK5DpABhCjh3b98wh+AHR8MmbMhJXwRAAygRQHYKETUAWhk4Ea6hajIQwepLFu6zDUT/DTDhg/zLAXBX9BZUwvaG1kpADDaC3iyLxI/JAIAhwmetAOJH38HyyzwTrgxWk5DY4OTEiAJoUGWtJnoPurAJPSP1/7hAEv7b739VgdWzhd5tVm2jvtvL5gmGXeuAwSMSYz2kwbpjDPPsOH7D3ftj3EgCwYFgmF80H5YFA9BA+2EMWaM0CJJwMo8La4j6zxBcsx74n5gDKdPn+7nY3/OS3AD91S4L8KE5yuUHYS28CIEnWAHspBT15NPPen+wWOOPsYeePBB12bRkDAXcs+hNe1aughp1xHp+t41AvswAtEN8tU0dkQLdRASgQ7tAkXRgqXGplhTRZ01VdbJTKXcakoIuqCi0J5ZOcceXT7b1rU127U33Gi//8sEa9Ux0fIvFQno6xWamym/TZxyTGIRrKmolJnscOvVs5ed940L7La77lDaHRGWCJBZ/sFRTNMBLBKPAjZ7KpiEADLMcYA/c4+C2Q2QA/yZxImWRMABIdMUJry++NILDm5kBH/+heelFY1y8w+gRkQXBSDkHBTIicL8G+qGoCClkHaH4zDJMemWQj84Hqn+uLHHOdACsvg0IC+O5TcKEWa/1eJ3gCbn4zPgyRiQ0PXYY46VBhCZpIoWQLomgPa/vQTtkesAUWNeo9x2+22+eixjBBGgCdEvIvXIuEBUHimCMK8xJmHsqYdrl9MtxwNW/leaE+ZZ/D6QEteeuWWYQiENrhPnoED0oTC3iTox10F4ZDNHc2bsuUYQ0+rVazxAhWzo31EKJPx5ZDSnTqINg/k11Mn7h2fovLXrc9cIdI3AnkeA51RmNak+kZfAsU3s0S7pMyqKkF5FJyXLxyHCQt8gwOG9DWvstpeesr+ufs+K05Ls/ol/sx/86hrL6t7LqgTUaEY9JMEm6OEX7lqs8JYIckA6JSNV/pp8zVIyO/q4sdaqc7UIcDGvIP0C8GgshEEDtntDSJ334Xj8L0jYABJARlg2iVTxPzAPqFyRUQAKEVJ3332PbycYAcDH1wAJIPlCGpQgUfOO1B4KdaMp4W+icAwv2sNvgCBkwzuZASBK5jqNGnWI9436gi+Eybhkxr5O/jUkcBK20lYAFBMR2QhCn6iTYAiOZaz+2wv9B/gxpxG8QbAI2hKfCRxgEivaIWSEj440TWRLx0SHFsN4sj9EREEzIusDiV5PP+N0+4NC4jG14fvB1IY/DsGD8UIIoU4K7aAu3rm2789+3yfuomVBglxHoiVD8lxMd2PGHO6TkNFqyTROmiLGn+uLVoyWvGvpIqRdR6Tre9cI7O0IIJwnai5GWwewCeSsWSmAapW+R8ENUdH6rVFArN0SpDG8s1aZrV+faO81lNhF111j7xZvsVMU1dSoIIcWmfYyBMjMhMHopiOtrVF55vSOIF9frZxpciwvk22+V79edsChhwhw4+2Syy91cgCcWN4BKXd3Be2DEsxmfAdgAB7Kh0RCHrg0N9uhOS1ctNCTbCJFAzpZMt1RLvjmBa6hsG4R4E5dmHX4TIEQAa7wnXe0Gkow1bBP0HAIrkAiRyMgTx3AB/HxO5I19d/6p1tFIhFTYjgnAQusO3TJpRd73ZAMznqO5Rgc7BFAjswFcqJEftBvaFh7U2gL9TLvCm3xp8pOQKYKCvVQfyDeoKmy3UlYY8bxFMYecqFtu5YA9BAC+3E8BaJBS2TMOBZTGJ+5boHA0UjQUsiLxyv0C02IAjEzJvjXmJR8mUy99IfrQf20n7qJttt/+P5+PCZShAAK9wrXgf1C3QcfcrBvW7F8he8TCXaIcd8WfiXOR//J5MD1wRwMWXE+zoNWHOZSeQUdf7oIqfNodH3uGoF9GQE5d5icqklFIqYEa9AE2OrSSnGUTFTSjGo1t6hRwQixvbrZfa+8YHfNUNob4cw1d9xmV/z6Os090lwRYVWCTHOJ2g/Vp7qy1ho16RW/Eea4ltoIAKfkpNlvfvsbN7ds27rNVqxZZSXV5fbAfQ966DVATmgzudr69+vvUi4z6Zn3A6CEtYMAHsAPMAOoMJ0EPwVmGFZ2JbszEWuQEPN5WKqB3/DLYJL55dW/9Ag2JHGAqLMpJwxfAOHw/ePeI9pQxASHRI5ZCrMRoAzpAP4UVlWFEAFnwBQw47xkM4CU/vCHP7oWgbZEoZ1E1VEX2sGnNc8BwoAxQEygB9riBM2z+fp5X/cl0GkD9dMmCuPKeLMdHxsaRiBdxor202cIB3CmRMYK0opyUu88pgRrsC/HcGwgWoQGCuM0ZcoUu+/++1xTAuzDfDHuiXGaU0YCWSYns7AhGSsYG9pF36ifazx37jwnCkiMfvbt19eKiov8HLSHwr6cj3YS0IAwgm8x5BdkjLlGjAUaERnVud/IZYgWRr2cG5MgQsfOjCZee+RPVy67ToPR9bFrBPZlBNrFGpXNDZapaLmGsiprr2+2pJw8hStVW5E0mqxB/W1NfZU9M3uGvbV9pW1qbbAHp0yyI798sm1tqLDcRPlBRD4xCniIqETyFQmkEvXgx7qtTq3R898uSXPLls02YL+Bds55X7Mp01639rgYW71mteUla4KiQALQYHkGfEFIwhRAC0kaMAMMcIifd+55NurQUW4uATgjQBdvZXKeP/7Y427q4ViAnLqIesM8FApzhlgg7oCRB2i9n5kOvACu/qt8mDE8gOzeEAHtAMjRXqqra9xUhHRNtgdCwlnam/lMACjgT90BpAFJQJE5LmedeZab9wBbQA+JPPhgQvs5juPJYr43bQOAAXjG8oYbbjD8IdTBdsYIkgDwiQbEfIXWETQJSIz9eHEM14jxZrw6kzj9RomKjKMPpDeXY9iPsYCcO48Pn+fPX6i5P9e574/rTBvpG6RFcMrVV19tY8eOdaGDCiEHCm2mQB6MFe2jbaRYIqNGKCTTvfjii/1egTwhEwqaLIIM0ZX4qQhmwQTItcEvlKFr0SZJi75CVmhJZIInUg9TL8IE2jQl9JHP5LLrIiRGoqt0jcCnGIFWEVJLouZvKPtCtJ71DIVjax0J+YwarUzpgWo0EfauqS/ZzPJVltp/qE2d967FZGZYaVO91jlKsgYBbI9o5Yarb7JowsClJfkDSqSeAIp65GnRfKVY++Y5X7VnXnreisqKbZM0lYMOOsD6i2TWLV7hZr3OZiCAAK3n6WeetulvTvegBxKvBqAkRJuoOiZB4nO5+fc3i5DKXOJlGG677TYHEeqkrgBAmL8ICQd4CN3F30SJkI9/8u+RPxFgDdpBpx/+6SMSNXUAehAIAIl/6cQTT/LzoJVAWAA85AVAA4hI9vQLSZzUQmhwACx+o5cmvWTD9hvm56JuxpV5TGRW3xX4/6lBu2xgLDN13c4662yb8dYM/zWEjEMUtIcMEF/76td2RrqhqdAW/CScP4wDRILZkXGFBPgOMbJPeEGWFHxyADfjAzGxPwXt4p577/H5WWynb7SDwmcIZ926dTsDIBizei0CiRmOdnAfcBwEhkaaEJ/gviii38jQzlwlxpaJtmhBQWAI9wHtoQ34jjgP86IIYkArogQCxd+FsIDmjjmZwrWlQPLcR36/qy2UruSqPgxdf7pG4NONAI9RQlKKP+zJWela5TXO1pVuscae6VbXO9Nu//tzNl1kVDDmSHt9+TyLFajVCjCUjs5SRSO5yZq5rgmugkv900bhEDnxKms1z6ZRk2e1Y6u+z5j2hk19dYr9XhJ6Wmqm7Td4qD2mYIiNy1fKvzPOgYwHHZAJ5hoedrQhz56wdIlLpphtvq8Eo5AQEyyJmGMdnCmvTHHgYeltIraQaAMIQkqAP+Y7yAiwg5iI9gokGMD2042iOZhSbwArJPk5c+Z6VgLmxADEgFwgFtpDwSTJMheQEmSEEx+p/74J99mAggEOvLSRIA8nhQ4NLrQXMthTATAZS/GFB3BARLwgR4hw7NixHgb/h1v+4H4TtBKIlfGBjBhH+kU9FMiHvtIGtkE6ke2RAA7ai3bBfpAR/YkWOTMG1MUqu8dqkjSThSFvzkH7GB8WRETDeUoZ0Tk/REIwBG1Fy6UOiBBNB82SwnZ+Lygo0GTWBb6CLsEJBJBAMGjDECs+PsYdcqYeyIzClAOIiTlghHZ7n9QHxgCzHvuyRDp+JdqJSZA28Hl3JUJNu/ula1vXCHSNwCeOAH6expJy65WTa/UtTa4VpQzrb9N2rLRrn7zfppSss9FnnmZPvjNd6YBarVxSaoKi73JEYnUVMpdRu8AnOlnh3kkyyYiAGtq1WmqUwrkT47S6udIOiZBOP0PZvgXSFyjlDg84+fK+fva5du/d99n0aW86aABySL4BaAAvAAvfD2aUKEndANltcswzUZSlyDGFYUIBcAAefEWACOBDATQBNdbrGTVqlBMHjm6CHTimc4mAPJJ9eEWO77zPx30OpiSkaQANbegmBTIAfgA84Mc2zsE7bSKPHpI8fWIfCmDH+k3HjzvezUOAHtqGT+wUCAKEkXai1X1IBh/XLrZD8LEyNUFogCoFbQQAR4vDLAgZ0gf8M0QE4rfZsGGDtxOwj5jbItFygcRpi2tEuv6h0DbIh99CYZzR6lgll3EP830QPiArxujHWk2WVYS/c/l3PF/fqV/5sh/OPYFfjnuG+4E2ck7awzbGgDowpfEbq9yynYhNUkHRDlYJJnEqJjfuJe4prhHvBFJQEGogXUK78UHS5iRFlEKSaIoUTKjMI+P+oh6u4e7CvrtMdj5cXX+6RuBTjIAe7kYFMiT0zrWihhorzYiz7RI8CeteVFhqZ/2/C+xPd99jZVW1lpvVw/0jGanpbo5rVi47soTHpQp8lOqBeUvKDW61IqT4qATXmMpkTrlAzvN3ps20acoVdrxMWEIsb2h1hfwpman2P1d8z5NZskgfjmNyzkEKaAWsq4Ofg4K5hQJY8AKYIJ7t27a7dIt2BFgAYoAmYARxQVJoAgAOzmnSAwFurBiLdE09AeT9BJ/iD+AE0YSCOYjJt4A+awEB6rSViaxoDmhGBFSUCIR/8Ytf+sJ2+fn5XgdSPdJ50KJ2177OmhH17U1Bc+QcgDlAy1hhkqKwbeCggfamhAMmCZ/wpROcRAlzZvIqQSbB/8I4OvGIKFs0ZQBiCQSEb4WwbH4H9AFsUvBMfGKizy3iGgZCYz4P1/v666/fOVGZumgb9W0XqbCsBcfQvs7jy3hT2MZYE7nH+SD0cL8QUciYo2mihSIsTJkyWe853jfORWEs0ahra+uchNetW+fXjHHnuoVCuxCK1mhuEmmHuEaMCecNdf17fEgQPkISpYP8NbfPCxKl/8Z7+MzHjt+1XtluS8icvNsfd7PRz7Pr9o+pe9fdJJL+0ybfQKW0mdL5BDSeQ3ixS6fD/6m/HEsJ+4T3yNYP6w/fw+/hvOHYju9+6l3Oueuh4fvOtocNoe7wfZ/eacBnqmCfzvZv21ndaNVDQomRxWznBdCzxnpFJEUNAmysLCvRGvBw6SPXWTuJVzbIr5N54GBb2VZjVz54u61UXT+/+Wr7yS9/Y1Ut9ZYei5NX4NMiTUi/BYeu4RKQBkSlzZpsVFFXZXGK1kuMSbLNOzbba3//h33/0u/ZDzXP5M477oxMrk2GTOQH0eTbRi1nIYOUnXXO2R4AAAgANoAephw+ozEBcEjAEBESMUABqfCdEvYjnxwmIba/NeMtReitdgDEJ0PoNfNTOpcIgAJMGhed49MUgArABGhpN21DG/jRD3/kUXKAXXCC005A7PDRh1tezzxfrA/ioW8ct0Kh2AUCUAp1AXSMSfDJ6KOup0ym+sdve9NmxgmAh5jRyKiXwvHhHK/94zU75thjHFwBVUCZiapMFmUs8df98Ic/8LZxDCDcGaypj22MAWNBgYy2bNniUZNosYGI8P9BxpdLGyF0GgLjvq2vb/BjOR6ihDDRTsJEWurk2tNnhA4KddI3ttMf2kRwRMScFjEbsh9CCJNeaTvzntCOMAWiuaKVo0WeqrRWj/z1Ec/CgH+RdEVcW67NruY5jqGdtONfTkjRSofit6JjVKebUh95aFv0sEUeXl1EPXtkRDbNufBElKBkitbl0IPJPtr6T3wAGfktT/0qoa7IN33XgmXcdG3ceBrsGL14ZxtowgWI0UH800adUdvCwaq5WYPpN0Gs2Fw3a0uT7M2SXOKkusrzjIdOz5uOcMFUdYJIzFTUeanPlHkZSbdFDW2P12c5oHV1/ado7ROjvjqIOeDpxEhkNMAbwYBEbihvnrYxBpSdfda8Fi+0gWMEoHCmT8DkO4ipbUjYvgtN0mbS2Xgj9L2+TsCUl2vNuhEa9YClStqxKqWE4WbWg2DxAibt166bh75Eae0bb6cktkg7VSGV7iy0khZSPvJDZNMX5G+rBqxO0WrcQ6mNktSa1F/dA+3xWgsmRYCv57a0qsIGDxhopes2W0Krlo1I19hpdrqlJNn2yiorrWu17loxc87mNTb+1cdsq8bsF3+8xS786Q+spk1AGR0BfVFR5JqGEdN4h9Ku+4n7uqFJUU/K5kBpkAkwRZ8HSfKe8/5cn/jZIKkyVqBRr3cWmCsVOORo4TQmITLPA9s/mlJnoGGpBiTxAPzc64AE5hOipObJ9v+awBazHAVQ4tlhf8CK0GkSneLwpgBegcgA612B1Xfaxz+cC1MRUjNSOy8+A1aAXdAuqBYwC854zEmAPd8BUrQBiDiAHKahIPF/XJPCWPHOuHAuPvOib5jEAGAc/IwzBUwJZHfVL66yb134LTeBspotmhR587717W+59gJw0z8Kk4tZAgOSdULTvdKijBGMJ2DPGDC+tXper73mWtdIAW3ahUZEKP4ll1zivj+O/08U8uWh5SGMQLJcc/rIPYI2joZJ/1iCBHMuUXfcN2SLCGP7Se0M14p9IHOh52crThAdIOgACCp2FGCL34OU2eknB0DfTQ+LYzyHAax658W2kLRyJzh31MezHOoGzh2ydSygSjV+wo562MC+MR2NaO24jlpDTYMpe6pu/no5KVtaeci1NECGnHUa9CbdGITTxsixCGC06ebhPQoJS3XAI6IAa5VkEiviisVJx8NfV2MVMpXE6sHP1I1sCvX1BuwcaTVSxwv+vKMdzaHVkT51bIAn6NvOQqd3U5x49Vu7Us20a+Y+48Z6PH4teNeNGwNpKrKHix+vdulO8ZQfCVr62knJHxj1hptcdXhRP3dfwvbw/pFW7v6QL8BW18L9xov0n0ADkqPmSApdumSpHdB7oG4Ygfk2zZTXfVFdWWY5Q4ZYS1KmJrxq0TflTdvQ0mA/+tm1dqFyeUk8sjgno85X2G9RH43wLAS/D5JuckKKAyAgdM01v/LrdvNN/+cgC2AlKB2QS/U8J2pfor5TWAsJnwoS+ZNa2XXs2LFuhiGIAYCAhLhPOBfADcgDLAAGBQkWED3mmKO11tIh1rdPX9dAkK45H4BPAXj4Tl28uyDnv3z6PwHwQ/0sZ8F57rjjDjc7QhCB+CApwqtpK+HVZAAAzNGcKGgUgDr3OZrhnsiIY3w89Q4RhMLnYOKCjAgMwXzJeFEv40dBC3n2mWc9iALNAcLhNWfuHFuydMlH6gSk6SvmL0xWkDyaMiZTyIY+cB3QbvDZYD4jSIN30vqgETHZlP5RGAsS1IYUTb7x3/AHf9wsTScgWS7EiOkO7Yd5YQgptJs2cc8R+cccNsLHmf82WM/HvpbP7EOS/vEhsAaMohUdhAABBCsYj3pMsx5VtCReATj9B93o2rc1TqCqmz0CrDqAdP671NtxSq8X/axNx8ka4iU+olErrYrqUr2hLkwuqskaI801LewpbS1yLvM0L1HWpIe+kXZH66IT/aSbqFlEJFbSGjaEaSoVu0wsrZJe2/QisWZmq5x/PNf0R+TqRe2n/5yRZaoZgxbq1Ys20bkYDQqEG++NjLSNcWIMKFhyIE09XZEffav+dJD2TmJF21RpZ8z0G9X7uDK2/KS2S/zSiVgPpUn9EAlpW21pmaU40ETSy6NZqoNOYJF+dPTFR41KVSKVRz7v/Kv6v6iFSyYnMvdjNBol148bT/dgvRSbFr37/VUtrTIuxWq2breklAyLGdTPdlQUWakCD5YrK8Odk5+ywtYK+XIet7GXnG87irRf9yxLiotoRwwbo8S7D6FOsbNoA0BH5FaighgAwjWa08HDTJJL5uJQIBLAOZhYAAFeQbIGAEZo7glrEzEfhhBf6qSwHxI1wE7BBAfAAIxIvz0ErH0VKRVMiZjIuJM4VygcCwEFAKfNfP6skjo+iODHgejwi7DMOOcjmKBIKWYAfn5jLSA0QcYCjQ5QDwVAJBkrBEIBKAOphH129w75sdwGBAdhQDhBY4F4IOOgsUEYbENgINSZyMNQGBvqogStBkc+86jQrohoJBqQ8HQ0t5NPPtnT6hQUFPhxkCDa0wMKyqBwrSEdVrslPJ9rRqFfTHJmzIJg4D/8m/7gR0JYCj457jf6CvGSxSPMUUOQ+Mv9f7G777nbhuje5foxHnsSWv7lGpKTjR4qzHFeeNh08/DkgXFoER3KQOR3NJnOBdMX+whAeQhiIZQOUI5s1++hbo7rOJy6w+MSLak+VhswxzmBsZ8KdnYAPJAfYN+sCYdt2jdGREcEU0uD4va7SQLUtoriEi0r3W7pMm9pERqraKi1WiF/q0hFVOUSG+wQpe8xCVGy9UvFbo6yvATl/dKkyJrtJZakJsRkRyYStlQWS3NKEjnK+a3GtrkYThfUVvUJ0oHH2BxIO9LyTn/pr37vXNjkZKX3ABBsixA8H1TCAEmrk1qkDUj82ksPeSsExbyXJAGm2hCtmwcNK9QVaRwNE0HJhLezAbTDT6R3LzsvVNjwxXpnOCB8yJtBpjvcL7qfYnQPx0rKadccIcxubdtKLDVDiS01lKWSYqN6ZtnizWvt+lcnWkZWf3vswYk2+vRTZMltsaxePaykUlpyhjRnv9qRYYPrdi21mkCbkpbqgBh+Y2E7CvnYAOxWXRvAEDAAuADNQAROSiKQgoEDfEIsqWNYsZXQ7gHaBsm5KUrmlUMVKXfGGWf6suPhOM4TiAiS4eV1axj4zDl5Yb4K9weE1aY27QlsqHtPBWClvnZdgw3r1zsZjRs3zuvm/MEHwrkhI0x0tAU/CsQB6NFegJ93+kq7IAWO70yqu2sL+9YwGVcRcoHM0FJCODWRbRADv/FOsAWaGGTEMXF6tjDLQQ6U/Px8b+dBWm2XRfMGiLhoB20GfBEE0JJYcI+QafLs0a/LLrvMrxntoU/049577zUWJ+T6MEa0k2sfISM9zzpluCa769u/YhvjEO4PTJIksYVoicQjWwUaOeRJ6qrrtEAfkYgFBQW+vtVJJ524z02I6H/7fFjkAEAUqZyB4XLoqz7oEw84X/Ry/tGOLGQGIYCJ/uBzgAozziEGQNl/C8AQ+VVg6h92AnYHpnds1Jvb/YX2aFaupQhg1AbCJyNQKikO1BXxQVx63DwpZRual/7HJsX7MtB1uuD1muQYly2HXVKsrSrZYss3b7ClG9Y7MZVVVyoCqiM6JUoT3uRMzdKEshF5/e3g3gNsuGbop+bmWEupZsZr1r7sNbL3R0wqboZUU3dqNUiF9IAm6CFq8/Fhw0cLxzGIWNx8gPnaMdgdP+l4+UC0eee4+A/aTe9sbxJAJkqSB1Ra1aZWnRtSjklO02JxMrtIaI6CeJxbdJBWf9StrrNKlMB8RyW0lvNSggoX+eY/hY9fuHe6tJOM9AVhRePQinSlQed+iotX9Fdpjaeri07UYmkKya4Qjy8t2Wq3/H2itStTwv2Tn7GRYw616noFFOg+VIIYrVieY0UVxdYrs1tEO+JcHUPo46QhpaSIaAAfotZyZA557bXXfSIhocxIxQ7WGnuAB7CCkAIZAYKAHBIsIIYPCcc74Ickze9EW7FKK4RGYZvfCwLJADRhO+8cGwrnDuDONs7FsZG2iGojD2zY/VO9RzQv1aXn9WoBNYXcZxTGBec+ZikCByhkj0BrDEsqBE0CQAQ8w5hAuIzJngiJJJ9M8EVroS60IV5En+GzQatBG6DftCeYBTGzMS+LsOpkkT1Z2FmkjvB49uU60Z5AmLSda0LGDLQJNLyzzz7bl4BHQ6Mw9lxbtNwn/vaEkyxjTp8QYoOWgpBCxnQI+d9duEcYo6amRjcffvD+B/a3J//mxIrmyoRYliRhHNJ0j0FY9JPXpwGHz0RIDEYAzUiwgJ44DZ4/eIGURETct+FZhMTQmgBZALpBJIDkHi9THmY0opDgDwDSTXECxaaOz5wvTr+zH+9eOI/Q2NP9c+4OgOEiUvjrn0N7VF8k6EGTEQU4MSKkaoUstiTKJKfJjVsb6mzWotn27uoVtqW2ysraGqQbtRhZp+A7SnSU0ruU6qXPCxQNNWO5Jg0O2N/GDT3QBuVmWptCcmNlzotLFJjJrxBDcAM2Q/WRzsXohopEbanv6psTNRXvUpzwdQhHMYYdGNbRqY6ddbxv96r5o4IUoP9tCAH6AMUwltECrlotWaCIDS0Qp0mcGzZariLAMuQ8jyaAQwDULKCCzB30uA5+cirlLB318zVsD+9s+6IVuhTUFtecI2REsIOGS1o/g6gbTZpkbGyiVdRrBc1BvWzWigV289vPWkKPnvbM5JcttluW5g4pkk1aM6ZZGXGtuLrEcjO1vg9gwhiFF2PEeVXYBBgBLJg+ADIyN3O//vznP/d9AIQ6TZIFYCEAQJMSTF2AJNsAM44DAAH5oFEFOz7SPfVzrkA67Adg86JuXuwTqT9CdrEyXYfCb9wbgcgA3c8KirSFPgD8zz33nC/KB7lAhqwqi0ZCYV0flkqg36ycGgp9CBpIiC4LmhFgvqcC2REMEfxN096YZg89/NDO9EvhePxWaDZoSkzWpV2MKeMN8dBeAhSI6EM74wWQUz9thkAZK7Yz3pyTuki5w7kxQzKeRNHh3Kd+6uQm4dpzDH3151L3TzDbhfb9u95pA0tVcF60U+au0WfavHjRYht5wEg7VtdrgZZAuen3N9lxxx7nfczOyvb7aV/b9eHdtq9Hduzvsr7U7oic3vHUdZBBZBcebQGjbvYIiEkK1b8oMVmzULleD3Hwf8Q06Xg0F156iluEkQ2S6hvUyma9eLDxESXKVOuEpO9eqchNljMH9iR20vkdS5wMO57+DkLCTAYBQGot2q9CGkR7jibb6eZdvWWDzVTo6KzNS21zm0xw2gf3JdxHOG6s2kJp0o1X3aCZ4/oc3d5iG+pLbc3yGbZWEvEpQw+yg7r1sew2NUo3kKzuFqf+xInN2tQ28p/RZjfX4XxqlxNW4+caIj+pRKldPl76rCBGL4ANPXF/B1uceNkgeufBA0ciWKLOqQ6/skjVCq0UIXK+eGlK1SLcWMw4MrnMWaIbKm+QxfboZWkyURK4wdDHSVpAo+XGi6N+ndtP7tKHPtNOXpSO4Y18+YL9VR9aNL7tGhzAmO7JM+Kd8CHVb83SwPG8xHXLsPqUBHu3cKPdJDIq0rFvzfiHDRk8XJpzi5Yo17yKmGRF3ZVL0GqxvLRuCruVw7q7AgMYq4CNVK8X52IzYEawAUB16623evTb/X+538EKEAOgACMkzkSIUQTl94LuGQpkBFFEtkUmjgLwFPwdgCZ+kEBk/oP+sD9A5wDXsZHPhEVjPgsEyD3AdoA2DkGm47yALMD/ryhoh2QYoJ0/7liEsE5CIlI37ceshYP/F1rXqKRYc6c0EZUM1yRShYQwnaFxTJs2zX00+fn5HtTBmO5NCZoHuerQziBJyIPvLMmA855rEEyl9HvDhg2uwbIf39Fg+My4cK3QsiJkxFWOXGcnLl0rEsY++OBDO4URtDMKc8EIL9+6ZYt/37olop3xBXLlHuW6UCAnruHe9tEP+hR/gvARyB6NGSLl+4iRI1wjnzRpkoeGk+j20ksvNfIdpqSm+DwmfHP7UiK925cjPmZfl8A7P3Taj0vB84cm5A+gbmoHXu3cLrMIUUzwFBcTgooSOUSYRBXphyg5mcnjhcktmkoADrEJGoaQ2L+zxLPiCpy4AOskfcfs1CxE9jbpHEip3gAdFaPjWN0zRj82CSmqo2SvlV12+cYN9vz0121BU4laE6uUZFma51EpUoyVhtSuMFy1Dac3ndIrVrbjGGlbjWK2JC2qtq2k0iZvW25bigvtomNPtjE9B1is/A/ZisyK9YgG4q50IAOgF0CIxhXMeFwItTwCXnqnOEBqfIh7cCuStsXRdR0XipMR23DKBxXO1VDGWEQYIzNPU50CL3SQzEnRCiNn0be6Rq30WbvC8kozLE83TZr60i4tAaEsnlBojX+DcrTF6KHWiOlfx0lp1M7P+sjXL2ihK2GMuQ8J7PAHQuNHb7li8Zp8WqtB2RHXYu9Ia/7TrBet98iD7PmXn7bu/fpbmfLSZcisFy+iKKtT0kmZQhN1l9Up2rKvNCg5HiNkRIWMVadzctm4l4MkD8ACvMy4B9QgI/wTAADAA/ABQpHxj2gzke+6tAIKCgTCvpAUAI+mBJBRAEsOh2DY5iSsDUErog4AqFnCGKQGCId6vQL9oX7AkDWFAN3PWgJ53qcM2gQ0jD48sgx3MDFCpDj2CZXGn0TS0FGHjLIrrvgfn7DL+TEbQeoENTBnJmhVgRg+qY30h3EYN26cL90AqTDniswVgD99ZRw0wYbKAABAAElEQVTZh2uBeY4xgsQYHwrn7jwWfCZAAu3nqaefsnVr13kkHddqizTBl2SyQ8OIa4iY0rke+JAAdLSqPGlHnBeTLb9RaGe4FmhSkXZFzLC+w7/xD1oS5jnMp4FUmTLA9cB0SVTdLbfc4kTOdRw/frxrfPtKRnThMxNSO9K/JKcYSdhKVYxIqacDyUTkIUmjtVUGIwF/tFJRxCbIYVffqGSUMmlJCk/NUA4mXeT0Xj2tau0mK6+qsZxefWRslSqsBzIuJ9N9HGlR8UoCWGbdeirYQHN9tm5cZb2HDLemkiLZ8GVya220lBypvUTJJEu1Vcr+lOxMK6kq1+5RkrSU+6qhGqS1tjpJj7qPohU1pVADq9ODtWjbJnv5nem2oVlLMuuBLZXEW6fU/vUyTyQk66JXaTa+JN1GSTIJaRnWqmUFWjQpMRqQkORSKv9SotbFqW9osqXNZfbnN5+zWy74kXUXAcTU1Ms3kGut69bqpCLCXC1KJUl7R2mh5fXvZy01chBrDEkP4tKOzt+mm9Hzb+lmrJJfIiVd8yw0Jt0UOQWh1JZo+V8RjZ4Oa5Sqn8A8Io2tKTuAm5gIylAamkbNZ4jSOGvkrUFzZuLkkMsQeVbWNljP/fLlrE+2xjaZfORUr6wkW7DASyhZz7wqEVaiwKBeN3+CgApicyCUKVIIquusFzjXyaSjb1/IEisfWrvG1SMQtQZRs8Y6ToEpTSwfIQGnuLXJFiis9/HZ0yy730C77bFHrHvfAnU/2rJ1jzMvjdQted2Vu0vbqiTxZ6YoUIZrqSi8aF0nk1btIfUSyiAiwv7rdd82VddZdy2+RxJUAI9AhkBQAB5kFEoAQEglaCcBpMI+4XuQpAHSUNBuOn31zfwejgn78X3XbXvzW9hn1/dAmtzTQeIO5j7ueRzjtJdF5QBz+sbvkBHLa+P8R3NZv36dJ1slojBy80XOxO+Qd8ThL2HCBdaItshYQrjBNOhkLYDF74YGyTnISE0wCARATjY0MwgAcmJ/xghyYzt9CfOdaCP1Q568s50X83EgF7JMhOvUOeqRz0Erogchma0vvSETH6VMeIeGFYpjQ8cX2sXrP1W4ZvQPrYfCZybrksGDVElcM8YFLRfT6uFamC8Eo7CdxL2QE2ZJyJ3CNQn3qG/o+POZCYkonho9VPEC+niRDuvCIIY16YK26SFv0QMYr33qRFRVikKL1Y3QQ42Lks+iXQ9+emyylS9fq9xdSZYzuEDzeuSxSZQdNq27NejiyrOjfGG11i2rm1Wv326pOdmW17uPQlvLrVamkXgFFrTKvl8qKQU/VoPszu0C2lKBMb6ABoIeWqqM8IIYkSM3YookECuusq0KaazO62N/fXWSrWuuscRoaQNS/5WG2XK1z8Ytm7V4mhyOIqFGAXZilpI3lpRaeqpmwcuQ04RpRP/7FuTbZmlYfXr3sjrdSBu0MubVE/9kt5//M8tL0s1dXCZyVeSdCLVo+Xytl5NtFRqqmDaFjstIlCXSI+oPqYr+x2sMYwR0BCR0693TM0GXb6yxbeUlFt0gaUXtEduLZBQq3LenRwcmlIqMFdGnyVTSluqsQr6ijF7KG1VRZskirNQ8bm49WLpOEHi1zIvFLVqPR9esXZF38THxtqVoh5z48S755SpAA0BtFCiiKRHhQ5h6skg9VmPuk4bdbPivMdt03I//0bdgSuPBqFWeuTiZgpsEPPFJemi0aB7zusp1X62vLrbHZ7xsq1tr7b1X3xeZD7X1pcXWW0JQyfZC65XXw/p1y3PwqVdkZpzIhtKmCDonI764oCaTjvihhvB73f+NAsZuIiNA6/hxx7t2RIgvUjEPedBGOJw2QkiAI69I9oEPyYZ9QgEEAA3ed/fQh/3+E++0gZearGcvMi6cN0j+9B0NCIAiFJpCP+k/K7+y1g/7Ip3ffPP/OenkDyhQIs8Hdu7bu09v6yfhjqzVzJOBeFkBFW2TOTOQa6QNkfHCJNmo5wMymjdv/s6lvpnwiYkQ8OcF4fCONvJhiSxgyDXgN45BA3r0sUddQwN0KdRNRolDRh3iGhtzi4Kmiwa8YOECn2/0xz/90Q484EDvH35EMADiC+Y+zvN5Fu4jxp8XkZUUyJ2Qe5YzgRgx36EhkWSVoBrmTkHg/Ma1JC9eMPlxnbnmjN3uymciJKxPOqNszkqprpPE6ySRzyIBBQtgqWqWNlKn9CnRMgN169PTEmRyaxIRNVVUuT8kRdJCslgTx3BNvEI/dUHjlIa/T1aKIuDUGcVLRxchlWN6k4Qn4ipurrQaRcKl5faysqIKS0tJkoQrm7ZuxEKBcZtMdokxCZJYu1ttpbImi4h0J3sbyjds0oBKAoxNsG6D8u2Bt16zbWpfVHScZtmLDKsaLa1nD91om617gaJvFG2TAHhUKrMBQKxrUqt5Hk4K8s00CoBK12+wnt26Sx3fZsnyM6XJXJie3cvGP/u43X7pT6xSxJomcoku2mat2emWPnSApTaUO4l21ziVl1V6BovMlFSFCmfKbCb/lG6AlMwUWyQzUTelSWnXft1F5LVFCidWtBd2vPrGaNvUUGrxeamW30vr8Kiv5SKmxCyZGLrl2NJyLRPcTyGaW7Zbr/g0y9KNLglApFRp5XLCZaQPdC2wQmTTrXs3S9a5u+XqoaiQdqhrWiwfSD9prEzItAyIXddBGoRL+zyk2oclE76wRfenLLa6N2R+StDNjJ8EzU/BCK0ynUTpvureq7tNevgJ3Ru1duyRx9vpZ5/jGv3dd98j1Mm0XjJbMCYNPIBaFylF2hAru+qB8ECRlnIlNgVU9CIZp25RET0go2gqRWG2SLvqI+GHB5fJlYAgoAgo8eACzJ9UAuAHAoqQ1Yf50T7p2P/kb2F9HM6JCYj+UnhnCfTzzz/f+853xgAwIxcc2se4ceM86AHtkSguJPa/PvJXB30ADgc6flKfy6XjAHUi5HIUnjxX2RWok7HEksN4QdIOsLp/L7zwAie5RQsXulWC8UZTBXSpm3YArpAJY0zoM2l0CDyAqAIB0RfmJl2hbOq0l7k4+fn5bHbSIpJvw4YNnpF72fJldtKJJ9n3f/B9n+QLeVEX7eY8jE8gAq/gc/zDeIUCkdcK7xhPSD6YVblX0VoxXTLOmDM5jrGhH5j5wn0cxp6x3Z2w9NnRRKadFGlA/tCpoYS+tkqyJLVJZV21rdwgNXvtctvcuNF6xne3IwpG2ciCIQoRTJMgX2fbC5Xcb0i+bdfqmS++8YYtLF6lYDRpAbGpdliv4TYyp48NyR8iO5ICBASYlTJFvTZ/rvU4aKhVrthmW1euseWFi+2A5MF26EFaeEzmqmSF4jYr9PqeZx7UWEqL0jySXhn97LRTvixw722FxSUy6UXpnK325up5tlUY1EdzRxoVInu5opzGnnii9SoosDnzF9jkKVPtleefsx59+lqJyClT2oniMHzy4Ve/fKpd+NXztW8/W1O42V5+fari7/9hJSKmeSWbbKC0sekrF9jB2b0FUEThNFrP/fezt+a8Z9OWzrXi8iLrrodjQGJ3G5TR3/ordDRPxNYgaXqBsubOLV8s/Umq1IJ4y0zPsrFHai0a3QjlMhFG1TbZ1uoKe2vTVhs97lgrXLfO5s6abjWaoNk9vq/1PHR/6z6gn5VoYteGxnLNHF9qS3bM02hEW6/codao5RHeLl5rBys7dZSCHbhmiWkptmL1Slu8ZLGVtpRaeUuZrlk3G5Q5wPYfPNiyJM1LyVJ6JUn4IKuuO+P7hS0ihhYBWZu00jYJTDUy4SQmS5uUFa5WS0nEZ2vdH2m+GelKu1RUavf99SFbtnWznX/ppXbgsBF2uHxJV3znMjtZ90uPIQPcX4SZLx4S0XNcX1ZtSTIde4G8tbFSD2mzzICxIkF8Nbfc+HsHQB5k5qYwgRLTEeDEgww4AgD4bIK5i/oArVYJCEiagYTYHgEQtJIP/UVs/zwL7SNYggIQBaCnrfgb0ARZhweA4hWScJJ+BrDGt/bgQzzL5n4mxgnTGsdhphux/wgt0JfhJBJSHBGeDSngo6IO2tA5IIMxxd/BWks//vGPpGH1dw2OiaDc5xAWBUAlgzWZFyY+PtFNexnpSk+k/mDyQ6sj3Jus48OHDd+p2XA9KZAQxASBkXGB5KLUzZIfaG8U5u5QVzBncV2Jbvw40PaD/oN/aAfPfTDlct3on29XOyDtIUOHeotmzZplJ510ko85ghX7cg24T4NPLwgDu+tCZNR398tebMPf4L4UmcyiCCLQyVFuoyRRaxaEzV600B5eNEUPX5od0vdIq2ytt1dXv27zFy6RgKjAAWkwPQ8dac+//7b99tnx9tqOhcpQO9iOPvJEpeGPs0mbZtqjS16xRVvXWEt3OQoz421VbZm9XbjUXpurePg3ZUYp2mzHDTjWgfjRWU9as3xM7yxeaBP+/ohMcIouismxSg3oc1tn2dS571pUqkJk01OtITXRnn93hoBYM7Mlha0UGU39x+t21S9/pbj6RfbCc3oYpI299PTf7AbZSQs3bpLvSOlF2iXJVJXavRPuskefnCjyaPCElEgHpHu58upfSMOLcZgWNNmbKxZbTaYm2UqjS+3fx97TmDz5zgtKyLnReqXn2ZFDjrbVDettbul8aSc9NFYpNvmDKfZWyds2IHOoDSk4wDR312YXLbKXRdilAjTX9nSBN5UV2uTls+ydNUts6gezbFtTtWUl9Lf3q5fbS2+/ae1ZqTZ71VJ7fNqLNmvrfBuQNdyG9T7I5m9dZq+9/477MqqVPy0tJ8sapEXukBnqpbmv2OamQl3FeOuTUGCbGrfZjuoikWCVTJQRrcgfVj3QQsi9uEv+e3dBUYnRvVAsQaFIJFSSnWDlfTJsYbMc0nENtkxabEzfHMsZ2A/LrM2bP8+OkJli2ZKltmjOPOsnh+5Pf3qljTj4IPu6UvC//sZrFiWTMZNjaxTUkCQfaKX8jm2S+PVkupbEg5mZlKqgklqbJGC96bfX+wOLdE0af0CKuSqXiPTIao30iXSJuQsSCtIz5ERdmEIgLx5+wPOjwPuhdPt5XYXQpnB+vkMGFMj23gn3+kRLNBpeFPp29jlne1+I2MI/dOMNN3oWAHwTpBVCiwIgee4w15WWlriWgWlvyWLhi8qPfvQj38e/6A/AGAHSSG4/ghcgqz//+Q7X0iAsBGXub4CUsSYlExkzvvfd7zkJoslNmjzJw7ghRBafIxycCa+ZWRHhg2sA+BIlGcho9OjRTmws9UCb0aSWSPAjpyD56RA+aBvt57py/t1pEKEv/6l3rpWPh7Qj2kShf0F4oJ+0mehAJgtjmiTiEYI97dTTfF+uFZGD3Mf0nXH9uL59dg2JiC4xeqMkwxhJfTiG4yRlluiBfH3zTDv1gJNs2LBhli4zU8HGfEuUD2Rwbl/dHU22XGre9sxom7z6bdu/94F24ehR8vvGWrYWMhtTMNKa5LuYrCWfH5z7gl2cm23ZerVFK9WHiK2peIcdM3S0nXj0WMuWnym28DB7YcZL9ocnxovMWuy8wV+yQ/cbJoklzzYpzcu2yc/aCwvfskHd+1m2CKhJ0VPvb11tW5sVGivH/6OPP64loofakQKcehFPU7PS92ug771zvM2aOcNKNKB33HG7Vchhfe/4O+zbl19qYzT4a1ZuUHCbpKGnEuzgw0cp+uoFK9y+ye666Vbb0lZvK4u2Wn1qggNGk/w5D8yYaIdmKHb/hONdG1KEh40eKklJvp2qyiorqd1uo/PH2DHZGUqIKnu4SCVv2EB774P3bf221daEJiNSTUpUQMiKdqvSPTJ37jw7Pm+ofeWwc61d9WQt6W51Ate57822R6dNtnM0TqcfdKQlyYYal5ZsR5ww1oMv7nt4gj/E0TJllBQVWpFMRjUyW55/3NmaLKhJmTI9FW/fJmIXmcrEqbtLYpJu0Daht5z0bbq5WMfni1rI9N2i5L6vzJxmk0rmqRvy0yjYhfEYe+gYy+83QMEdNZqPpqCWhFQbPEKBNCJupNeRh4ywp1541lbLcT3hvnvtgb8+Yk+//JKd8/Vz7ZfXXmsHDB/uwTwZ+O528oJAhgdcZyLSc72k5VxNuvyGJrT+7ne/8wmfPODMxyESa6qWnAAADzn4EDv1tFN9oiRJLJkLFAkvjiyCFsbfwVYPO+QFuHbgfvj5c3kPBOT+B/FQCB2n/QDXiuUrXMuBLJjwilYD6bAdTRGSJqUO5PPd//ddJ5s333zT52u9M3OmrdT4kwKJoAQyCADms96b5e9E35F+iOIEI8EUc32MAnTQeiAM0vqQ1QLNCqAMZIkJDZCdOHGi+0ZIlsqCh0EDw6wNIQG2AG0wSXH9uA5oO5AMv0OM+FfYH3AnKo0JvrR7+vTpnuWAFVUJ4AhaR+cAkM/lwnWclPbQZsafMeQ68WKcGGv6yD6ErENMkBU59+gzwSJX/vxK+9Mf/+TBHlQJERHAFQJPdu3bZ9KQ8CERpCDVyM0VsZIOscPX66ElK0CDpKFo+T5IwdMiIO0rn0yPvJ7yu0hiVMP3O2B/aTOLrFz7HzBkfxvVc5D1q4u3HqWtllutlDxRKXbql86wtZLi31q6wCpFnxnyo6TK3zMme4hdPO50S27VxMFKOaI1EWl0/0P07EfbmGFH2+gxRygILc02KXlhu4jy4C+Nta0ttT7BtSmBlT2LbLuIrXs3RUZJEzr3gvPtXDmUt8ssV7hdUqeCFyizZ71rd42/187/5jctVdFufRREcM7Xv2rf//H3bfaSJTJt1VhDVrImTVbYm/Nm269+92s76xvnWWaPHAGD2bqWSltVvNVaRdJzFy3WWjdmpx4x1oalan2cVVusckeZa5aYAXJ75FrPvF7uBCW8lJTy2xRGnqjPvSUFVrYo+ktzUYoUtVIv02izsk4PikuykVl9bUzfodazLdnaN5XbCYMOsrMPOc7WvDvHzu4+wk4dcYTlt6ZYZqXsuyVNll5Yb4OiMqx/XKoCKmQ61Q1FiLz+avRiIyuWyslfIvNFd12vxGQRuB4mIv4aFEmoO5Q7S1GGut5f4NKifhRJIFHoiq2VVeKA88601sOH2ILERhs/c4pd8ch4+81f77RJmihtEioSMtOsuKZcvtFozTvS3J+EaBty4HC77Z7xVlJTYXc+pAXzZI4dPUoTpA8aYeMfvN+qNKm1WRoTDyAEX6Z5NLoFLFta0iEjDrQiaeb4HDIy0h2QLr74YickHn6yKyM9pyr6EdMWUjZr15CRYeJE+bUUQgzgAZ6AIMARMevJRKZnj22fdwGgKIAxBaKkXcuWLXd/EKBGKPegQYNc09sgExdmNDQXItYgDNbmQZth/tF5Xz/PTUREpiXLXEf/0Q4J+cZ0xGuBTO2BJDhfAFV+Uwu8HZgA8ROROBXio3jgjoD2iSeesLweeb6qLoERDz/0sGtoI0eOcMmfcSZqjGsE8TDWtANCY8IqWi0mPcx/gDdrNPH7zJnvOGBjcqR9JL7l2hGRh8kSggSw2ZfryPvnXdC+P7x2kUCOoLXTVn5j/Gkr5ER//vd/f+JkxP3659v/7JolPjTGi+vNPVFTEyHuXfv3mTQkn+6iuStiJZ1IVemCtyv6rbFZuZ96dLf9U4falNmT7eD+h+ppP8S6CfxSRVhEkdXXNEoyKbVVNcq51XuY9ZX/pGZzoWVWt8nvnmRVMnXE5aYqginP8uO6i0B2WEHJDuuRqOSWOuURg0ZY2YoN1p4hjUwNSdKEnuGDBlrNoiZFyLHQmObfVMiEpQtfLj/BIJlEqsWbrOxZrZtkSeF6SbBxtkWh42dLClUUgV2txb7a9J4uDa1YEhCrJGLPPkA3Yo8caWfy7QzuX+Dh19/66tftzNPPtITsTFu3eZOHRter3sOPGGODeudbobI8pCm6JEtphuZJE8wefpC9t36+HZF7lKLVYqxw5TrrLxNde0qclVaUWlFhlZbDlt9CJrsG2UIbFQLWqLA2CLVeZsKNehjLBGx5ItA6ESZYQ7BFvbSwr534FcupaLHtqrO3fGQEGsyds0i/Fduhg4+1PBFPzVZlD45XMITmVyWW77DEGkn6yuHQLOKplmSTpzDnlkZJfO0NNmXO3+3YxuOs3wD1Q5ovc7tSNY6JzHXSDdismy5O4wIpyZu86z31yd91DT5SIvjwkU17/UV1MddKrfKCdOWRcx2gw6ma1PYG/UD4dquAhMAXCkuSNGjbdpFKfZ9ci6/fYjc+8qCVs0CeliKJ1cTnao3z3X+4w+667y9WJgHl9rvvtN/c8Hu/HvLQWCNBNroQPIypMvVcevGl9u2LL7HV61ZrMufv7Scyy/z0xz+xc0493X76o5/YEUce6T6G0OVkPS88oIsl2JxxxukilCjPEUaqGkwcpKbhRUHyBqzna0Y8mgWRaRvWK7Kzbx8bLm0MUiPDAVI3gKmRcYEmSO5eyefwh0AOCqQAKUMQmHPQUABmorIwUdIfAA6woz/k4wPoSEsDkbCN+UWQFUshQCZEuHEMgQCQM8dynjkfzPHtwScDEAKCSPVcK8YHoETq7y9Bj2M4F854VoBFKGB/2oiWNO6EcX4cRMp4QpQcy2f6RP0RspNcrn2iNWkQQgGg0Y6J+Dv++OPlbzrFvinBFpMjREVE4Bmnn2HbZIVYsGC+B0UE8CcEnGCNz7uEDBb0EwGZ8WbsKYwbZMy4M658Ztsbb0yTGfTPnlGDuWVE5GFaZkwZ50DkfA7jFvr5mQjJK1Gun/YGqWoy65ic+UlqWJpMSgqtswtPPt0em9qqnHDLbM7GBTYsa4iddPhxlpzTQ856THsK55Rj94j9B2vJBgFmc7xMe4oEW7fVEjUAMdkpVigz0pBBQ2zSspl2ds9zLbqu3ZKjNS9p8xbNRRosLkQF1GRAtWO7ln3IVfhybXWZT2pN18BFK1SxRTdJsZJjDhEwN4uZ4/v0sm1rq6xa52YA8rvnWfUO+U+efU6gFScgb7bBMjMuXrrEeij6jLXim2TvJiS7b3YPtaHVpj7xbCSKRHOKmjXplIEtr6my16f+XevkVFisbrZKhXub0s20al5WcjdlE5ZGFispu0VtbZV5ztIV/i7TpdyxbkqzlHhbIJ9Yaq9u9oHMcO9vmCNzGT4OLdAlkO2hyMEKhb73QKuRaS5e4dxZ2lYj8syJTbO8gt5WKxKuV8BDt+7Z0sZiPUw7QUEL0TLVka+ptVJh6/jQFOyQhf9M5qlY1R5TVW/5Wbn27RMusklvTbPH575oUfOSbMzBY2W+OsySChUZWacs5yKjLJnzmpTRmgzZnr2iM8kEtA13WHgP+4T3sJ33jzum8z67+QwZFdeUaRizI3OmiNzUQ5Gg8P0maXJRCtKoSIqym5590JY1KTJTfslagUf31FzLVeBLqpzXOYP72vy6Utumh238HffZYUcdYYMFkIkSJrr3G2zX3XOvNNxS+5sk8Jtv+YNtLyqzK374Q09cmiAzZpQTnVLwqH3tTcrzJvP1IQOH26MTHrDi626yG7Wi5wvPPm/PPv2MO8B/qGPHjh3rYLZIkjzAdIP2KZRmHpYYoKtMZwgFqRPJG1CGcABktkFOSNeER18rMyHaE9I+Zq8zzzzT+unzAAliFMAYIAAEABQA1W35As7dFQAoRMYBMsFMw3HBrMVxtCMAVNDKMJNBPBEiiBASzwfbqIfoLJYpwIyFqQdzJSlpWMuJkGEKZAIBsdgbx6JN0HaIh5RCSO4kVMWkhp8JsCNJKfV/MOcDnyMDSCZoX9pMWyAL6iIggm2/uvpq7yMgG8ojDz/sHzH/MTmW9lE4LpSQ2YHv9ElD20FEhONHhAHGD1JiTFgyA00M8ytzlBAcyGiOD42xJRURwQCTJ09xcIfwCAFnbGk3QgsEFbSyECCiMI2PXIvQvn/HO/1Ea+1cGDdeCEvcE/SdcSWAgzZDrpjtMJ3++je/tut/d73Xwf6MC/Xx3rl8eCU6b93Lz2RbYD5Kk/xFCW2qSqavRB4kXZNGzeOobKqyi775bZu7eqnNXb7M1hcp7PHVB+yCA8+yMdIYygqLnZDKdAGGHj/WYtbKVLZis2XlSGIVSJbIkR6dlyyJc41lxaVHfDsKbW5o00OQlqC1ajTZCsezOt7WQGZfhZ/rn5IrCGR1A8pUGKs0DlHtCgNXGu7YKEnzCuslw7JWOPIAjDQtEVAi6ZeL/+jjj1mf/IG2o7zU6qS2J0pTYq4PC9ila6DRBZK0XlKd5jjd8cAE+aLSrVAkpPvRMTVTi7fVKnihtKxIY8CE1BgryOiliawK8dYcrAZJ35t2bLWTxhyu8GIhs4hJ6xloblGdNQoQ2xW+lyVSmfDUo1bcVGxj9jvchipyp4dCuletX29Tpj7lYfUpMu9ExckUJN9Vm/rWqrbXaO5UiwhCUKCIMeZfyYErX1qjxqZIGliUiDgnLd1iNIG3SeNUjZ9Mx6pCy5DpI75aGkF5heX17WFnnXGWDV231uauWW6TPnjNlklqvP2C71tsY4UiJ2Wy04NOZgKXmES2n1dBG8rVRNUW9a9G5E/fExRgQ1i1YrWsVuSwWZFu1bo3V2uos/J720FHHGU1ujczYjPsfZlStr+5XIKE5n/pfrj1tjtt65W/ECgoGEGToTs/KkwejtZD98j9Dzi5fPXcr9kRMgsfpYetX1/5B3QNUhV1WCnhbMO6dT6Z0yTh3j/hPnvogQeNtYlYbpqEmjyo2NjPVObt6wXG0/UbwEo6HArazjfO/4Z96YQv+Ux49u8M+jz4fOdB50UB2AiffvKpJ+3FF170BJ5MvgQMCZQ4+6yzfVVTpHqAGaCLmPci5rQguQIogC8AE4A2AI+fiHPJNIVPCBII7QKA+c7xFOpHEwJcIUoKnwFzQIoC4RBBxyRLzsH36qpq1454HiEpsh1ALGQwYI4WWb4x4QF4Yd4QPhlWR+W3oBGS8ieQSCBe2kc7MfdBXBeI2BlLPiPlM163S7I/TAIYIeakxtlTIbSZ84R+sz99D4Vz0rdzzz3X+0mkHUSMwICGiEnw3XffdTPXQoWeMwYILWiMEC/zJrm2ENS6jvuqWZYMzJf5+fnhNJ/bO+MZNEXaSeHa4E+ChJk8SyTkQw8+5D44MjuEEHquC/6kzuWj3zr/spefMZhEIT0wKVPSomZRChglmeh7T0XHlMrf0VONuOSii+2Hl/xA2WuibcPGdT7ZsocI5YBu/e2d2TNswZplukMVaTJQTuACEU13pT/JkzYhk1ZxU6kNlzYkeVTcEG91GoRCZV1eXaVMDZLwCYTA0Zsk4sCdla75HckCSiZyyqii7Wheiq4TSSXoBokTkOfKLwKRtMrkOGf5Ek3ETbGDFDa+bsN694fFSPptqKqRFC1NQzdGVa2iX7pl2WOaRBunCacHf+UEW68lq+sUUZeV31ejoHYKxEoLlbo+LVumyQTr0y6fjiLUujdF2UCR1eD4XrauaoNVa0JvfVaiLSzdLK2p2jZp4mV0jrIlqE8bS7Yr6m6LjRtzoh0jvxfjWCan+vbSQq1AqqUHlFNtS6n22bFFYx6nKEJlHodQhB6sd0TGiDiZK1nHKVna1dylCy1accz9DxymAAnN4ZIfrTldv6fFKepRxKwHH6mexfoSJVy01ugcGrUxcp5/99sX2XfO+JatadwqzbJOo6VwfvnCmOjb3tgiLo2EN+/VrRK0IN5393mvKtllJ5lqm5ess6itVZYq7TpJUZWmtYvktNSNriSicoxlpWVafv8B0ioz7U0B/wOPPmLPvPS83ffcwzZ//XJNft5kc2UuYfLe0UcdJXPDm/bnO/4sR/rPfOIfjubL/993bJxMLgfI8Z0qIaWmolJRmM/b9y673EaOGOnmmFUrV+1sHJkDAFGkfMCIz0jF+ISmT59up512mkfQnfClE2Su2e75vwAbAPuGG290sLnmV9c4qQHmY48b6yCM8x0TMoWHGQClbicXnQcN6nfX/c59FvPVJ3K7Eb33/vvv+wqm/I7E/9vrfutrC4V6AFPMS5AF4ILpEMkVsIGY+AxBcC7IkaAJiIjj2AeJt1IaP6QG2VEAYiRgzI+EYANS1A9okQaI3+gPbWeGPz4gzDoNCEo6F+Xuu+92QsZsyRpP1ME8IAgWkx51QSiAM3UTDUdbAEC0RMaTQl48zkNfWD2X3Gu0i7Eh6gtNhd9fePEF3/+uu+9yMmL7ngrXmHHgetBu+o82wYs6ITu0G14Q5s+u/JlrQ/SBcPGgERLpxxLy9IWAB14IDBzPi3q5r5avWO7jABkFAthTG/+dvzOeFPpLCUIAfWdsEa4elIWJPiA8pckPT2Fsg0DkGzr+fCZCwoekBAMKCpCULNDGn9Agc1eMSKJFElSJyIgJg3WSzjFJEJmVIjNRtkwlzdxMimQ7euQoU2IGW7FmlZVpgmqhpsu/t3m5LdQ8njpNjH1h0ksC+xY7oM9AS1UiUtLn8BDEZggM0+SzipEEIjLSk+qgTL/I26a8re5PkNJsaEGpiqxRTJUIs1mfE6xvFlqYQn0lxa3autEWr15hf753vOy2WvdEA9lXkoo6YTWa2NhUVWtHHn+Cgif0WQ/Anx/9i/3pwfssd8hAJ+JNWzZL01FaIrUjWxLPVxUZ1KYIwRalIsrSw31wXl/L0kTWgwuGKolrtc2Y867VaSLmkKMOsUZNVG3L1MS4FK0oKV/RlvJCT1+U27+XBxFYgiRVjW+CJslWqU/FjcoOrXDi7II8K5IjvU1aEGSUoOARJPhoEWScgjiSMpJtv7772wc1K+3dRfNt5Y6NtqWhyoqjGqwipsWq4mW+iMlU1m8FhUg7axKZET0WLf9TQ1ujJhwX2eqVy+1gOedTNbzMKWvX9SWqTpYvaWiic9h/XwpYGl7ceXz+LEWaUFxKltJWaX5UgwBUmg/mU6GToga02qYAtIfMVr0HFNgW5ZlbtXatwtubxFeSuEsqfDn3emmSIw44wE6Rnftk2buPO36siOlou+WPf3DbP+agv9x3vwcavC1fwPbt22zZqpWeo+x3N93oDnkWjjv0sEN9Xov7DdQnwBOQAhQBcR5QCpI7ZptFixfZwzIPYaa67LLL7MyzzvQFz35x1VU+L6VQ8/PeeP0Nu0hhx5RfKrEoknXvXr1dml65YqXnQ8MkRUQW56IEIsC8A4AxkfS999510xfJQtFabrrxJg+Q4PdvfP0bLo3jqwlEEAHUyLwdyChoZPQJUA/gEzlfJKvEh2QW0ThCXfhhaDeABFlMfWWqgxb1sqYOAQTkpoPMOIb90BogPIiFnGnkp0OT5NwAeElxiQc7QMjUw35oWQQiYI6jj2yjTZQIEUXGB38OQElWdY6FUIKf5Korr/LrRugy+6A17amgCdCvkJCWc1EgC7ZDJGg3vLgX/viHP8ondYIHaRCoQd/JE0chsAGixuRFtneWTAfgERK4hyDsIYOHeL3sj7DzeRfaAB7TXz7Tf+51xh6zLHPJMFXSJzQjND7GjN/DPdu5D5+JkHjEWPZa7krP+8WEzkQ5+aM0OXVHWYlNmTnZVsoJmSlTXoNU8Tmz3lVUU4UcwVL5BYBsP2LAUDs6b7jNXDzDHnjsIVtdsd1ie2dZdXybPSdtZG35Cjux36F2RP4QS5cjPk4muxp1uF0TZBOS9dDrQjUreqldDyXvgGe7crU1kUOsqVXvWv5Bv7Urp1ycTIzNqNhqeF6iQjUFiGlpybJHl9ql3/8fKxg8SNLLe3buWedYjI4dkT/UvnXON2zKM8/b+P+7VRmEsq2lrMJ+fc1vPPvC3556ys6WKs5ifkS/nf+tC+32u+7Uzf4DGzloP8uNSrN+sdKMlE2bQISjDzzYDssZbq8vko/m+Sds+oJZtrWpxjZrTJ58Y7It3rTaohWxRz696e/OkDlS0ps0sxenvGQzZs/01Svmrlpsk97+hyYDb1RGiRz5u5p0gcuVZkgrNErzqhOZ1ONTEyENO3iE9YvPtWkr3rFnXn9ZE4E1X0UD9NayefbEqy/aggYRmuZjxXZLkRZaY1PenW6PvfKMLdmwUjkCdXOJ5K656beWHZNh0enSTBParFKBEDHd9KBmpyk9U0QC7XxD4cT110c2dmwLv3V+33W/ffmu60cYPstDtCpMPqpvntXKR7dBGbfLFezRpM8LNm20rL69bfjg/ezuB++XtpxsqdLykuRHS0jThGPNwRIy2XN6cL59ySXWIGAcoOAYgASpFoDgMxoUzU6SWW4/gcLxY4+3a6XFAIA8gJiN8HMALpgp5ss/hATIgwfoAUZBYufhRWq/+OKLPTsDYcwAzUXSSNmf45E8x50wzjWmWe/Ocp8JaXTQFiZNetn9DoDuqFGH2g90v81WiD/tBGSDRE34NGDRKD8lkikmMHwVtBfn/a+uucb3x7SCtM65cb5PmDDBtRcuBWTE/pAFL76HAuDyQnPivBQIkdBq9qM9aGVhO8D6HWmbkE+Y5Y/WcMqXT3EwI8cbRMQyDixO9/7s9903xlygQYMH2ysKg0cbCT4UyIoCAVFIt4PvhwJ50ibawHmDFkOKG8p3v/ddbyOmQNpPsESdhEhy5gGsEEG4Xn7Ax/yhH6F++kzfePE5/EaACtec8WV8ntP8MgQTrv/Jp5zsREP1RBpyHIv7kfEdnxikjWmS9lBfINuIZhwZ849p2n9kM/2hMM4USIbcdRQEEcaGgkaK1orwxDPFvbQ7DekzU2wL2ooePAWseW63Vt38EECiJOg0mVBmbn7b5mxZYFuaqy0/PsfOHXSinf6lk62pVJKFpNTo9ga74LhTbODSXjZPEzxfePMF2fyV303BCgnq65n7n2THa05IQrMu9rYK5bLLtNFJuZatHHh1ysaQoSAEJPUoMW+8nNzDk3or+3KScsMJRFAjZZ6L1u/RusmHJPaTtqQ0MTLxdVck3xD5dzbUFllit2xbsWyRZskPsgnj73Gbf6zUv03rlf5fYdh/fewRu1w3T7RuKtJzt1c22JePOsHuf/AvNuG28fa3ex6S/6XUH6RHn3nKJvzkB7ZkzQob7AEXsZoAq4mnyhOXl5xjJx97jMXMlG+jfKM9/9YkRWpJ0lE/C+Iz7UiFSUb1yrGj+g21bZvX2TNPrJCDXpJeYrYNVzsqy3bIpj7fjho0WiTXx2ZvfNcOTO5vWZpflK412zU7wFqrMeEo5YlSFPXVXKUrzvuWvfzKZFtRudJeeG2zMlcLoHTOhIQsOywzV6mSqjzhbM8eubafzKJrF71jU+dMtRnzXpVGhokzwY4fdZRH1+GXa1EEIGCaEqPrqxvLS+Se3D0RRfb4yF8mpIbiUXGdvofte/PeIud5wuB+ViTNdPaKhb4qb7kIauWGVdYvT1MMCvKtSGbOdz5YaSu2bpAfqd4ef+5JXz5k1byl9sE7s2z5SpmKdQ8Huzbge6AAYeSBI23/4fs7qGFeyFZQij9EAivMR3Mk8SVKoDpx3Jc8sWqVtgXAeOzRx9zchLOaYAMWbaN+JEMAhoeT4AOAC+AcMnSIazL0+cabbrJf6xi0p8NGH2ZPP/W0gzTHk7jyywJvCIZABkxymLDIOMALMMZshaQ9atQhOkc/J5NgRoGoAFnaSXAEE04vl3aG9L1Yk0mfVmZqJFrWvaFdACjzYzDzkZGANkBwTRL8IJ0ANgA/AAkocRykEov5XiWQI0B77a+v3ZlqBw3l2GOONcyWtINgBVL/MP2B8eX7iEtHePAIREF0Gj6W7Tu2u7ZBfWgxaFNoTfSdCbGQFHVgjiPsGpKjzWh1ZElAQ4LU0SA5PuSMw2/DOIT1qCAlxmlPJaIRREif+4Oxpv8UxgPC7i2XBdeeOtHk0BYAZ4QD/Ej0jdBwBAzGGCAnBJz0SIwN92RYW4l6uYacp7OmyvbPozBmkD3Xg3ZiziU6mQIJuxVEeMNaSfMUqOUkJCUScy3+pF1L1LTFs9uPGnGoxYMSDapA/geEHdYfUmS9wFyTvMoabMv/3mo9ShTBFSVpKyNRybM1wJprJEVNDVK0hYC+RaatWpnnmDcRk6pwa2X1jld+r2LdaCV69VCwQlaSViqtlhQhQuohpy/p95vl3G9UqpYiZeTeXlfpSSfT5ezfr2++tRQp5bnYrl77N9XVa3noPAU7lFtyd+WWEhvHaxCaK5X+XWY4fFjzyzQjWNJyQZLmASm03BdZk8mrRJpDsfw7ufHplkOS04RWe3btQrv27alWrr6m6OGDIDPTVG99i/Xr3cf65PZ0W3uibqR0SZibijc7yXVTP4pLixSxpfBn9Yfw6BKZWDAfFtdX+iTXHEW25dU122UFR9rlx51kTYXMJNeaOX2ytLSFAik0EbVQ4NQnt4+VbdlhvdO7W0aPHCshF59AP11EsGbREknXmiCrSbxJ8rcxUThZUYbRutFjM5XrTFpR6cZC5WxF5ddD0KogBaVYahMIR+umkCFHPjKZ5LREQqoe0hrVXaTrkNotUyZPBWfowe8ZrzlGJVUW1SCnfL8+ym3XrBDzbSaZ0ueTJclflqoHLH5rpcULiOJ0XWsV/JCokOcYgYEvpRruqk8iFt2UgYgw9Yai+IrITRs27MN7pUyMq6XFrVRi3NuenGBlupcKchX2rnsiJ0WZ0fVwFCowpl4yy9KSbVar68NvLNUR265s8xJcess0mieCwGTVTRJ2QUGBR68BJIArDz4PHYACuAIaLXomml3rSJcTvsod0dtl+6cAgL76q8YGEwslPz/fnfcQBWamYCLiAUbCDJI8AJkpHxVAgykLkw5pZVgcjomZpGSBzIIpiTZCCgAhefD+f3tnAqZnVd79M/uWmex7AjMk7KKooLJpSNWyKCouVavfl0Db69OqoLjU9rMExaXaTVvRfmIvVLBa96soalkiRFoBQUGiQjIJEEL2yUxmMvv7fL/f/c6ZvIlASSKSljnJM8/7bOc55z7nuf/nXs59jLGmik5m5ijUEbdqOcPa6F5tOfZNlsFNqSOPWC239gwBTwa+HacfQcJ365RhRAUjE8iINOorAZrMp8ygGKBSh6zGye/Mo2nr/88A7p2opLSZ+ZwREowS7Uq5grZSkU4gHkt33YhVW950401pyZlLoh2st/WUbiaZtwAlzQQmQV9QyHX84Ic+GCu0qjIVuJ3cKuiuvnd1TOYUiLXdKJFYRvP+r5ISQaab77GO0sA26OzsTOuwSX/6Hz8deanatcwm+5UgblJtKx0dvDgJ2MCxhg/SScU5WtLZZ+07/rbMDmaeSPniBU/in8o+WLl4o6/MZfTbuevOu0JNrTOPx6q2rbP91+/UJFAfJCAJRLhZox5rxgnA5RigeHjgVPPhjjL8NeSKbtTVtdg44AVVjNAFv8Y6GnsIAKRRtjEamvHs4wAidPu4SRvKZusm5iRxDwtQpN2bcVWehrMDxvYS0Q6qGbkMwWTrcbke1WOMEcMUJB4jjfdjsDcMztRRRH8mzNYiScE1Uy8eDpOmoZ7pVrwnsjZF/UXqSW/7+j+nrsmTcC/fER+FzMTpoW0N+NaPeao1VKkXHUkzMYw7EXh77+Y0q2lG2oEXXw+g1A/rb2XV1X5sYKM4YRR4wTC3Mj0LkPz0G9+SZu8cSvMETGwwg7gh9+H0sYt6dBzennq6WH6Dya0aZnYh2rceMZ/bAJIuo0YzlHB0AMD2Yi/SSaOJSAIuWrQTUJ4iIIxwchd14pzegMjMZQaPWkrasnpZGtixNTXimSdgduPR10R9dUXsB+CbBRY8/kqUubalMW1FYpV+81twLIHhDaGqM3r1VOrTA3C2AVARYBXgG0FFW4uTRazXRDFMjynxcF1AymDEa2Opi4MBpC0sPfJHX/9cevsVf58aFsxMjYD2cSc+C6mOQZILH3bvwuZF4F0YxTmve1X6/g++n35MyJ8TjjmWOVXYnxjlD9CPVLc60nXk6ejWD11Go13A834wjr6113QsOiI8gzwn49HJwJBKPiPDkAnJCFXd1SC53X33PREJWbWYKjSB5aMf+WiMljMzyx915AdDcyQts5Jp3cmHfMUVnw5DvGAoKMmsVfnI/CyHEpwg5fM+6/mbb7k5rbplVThSqJ4TsIyTp6Rj9AMBJTODzBAsj0kGK81kKN5jvfQSvPqaa7BrXR8A4EjeeTTOyjc/JSkZpdKIHdAyCAbST0C58sorY/G8PAFWpiSQSDffY1Jyue6660Iyufjii5iv86nwPlSCkJFrSxJ0lZ4EDJ1DdJ+W3t04mrj6rqApoDl52KURDm8/fLw+HQw2BBvrpvSklORgwBVor7766qC55aX48Uxugyjc4/wxP8FDx4xvfuObEQvSOufkAoKWzQGOktxr8dB85jOfFXXQweKLX/xi0MLJzwKSnoeCk96EeuVJS+sjcFVKSra3APVUJuln/7EP53iL0s3vyPOZzpbRNlR4cbCSwcjzuf8dNCDV0/mr+fir5DL8DyW7jMnf/HHxOZfRDiYkByLJVGVCVV608w7JQNkjpQzX4XYA0xyRWdEIOibU6qCgenKYA5kvk1zjOZhFcD88xxjjRRbwzdTLgnkyviYyYaoNBfA+86ajkVhnLdIu9GRbWqvTl+67K12PW/r9XUzcIoNRCNYF4VD0scYSbtzYvpqQ1lyGfGA3UYB5ehpSBUrB1M3IvJ+JlbuImOD5GQCHk1kHYBALcaQ4Y8Zh6b2nnptm9Qyntmo6DqA2hH3HkDWjgF0z87VGeN8wHmu1AKXMREeOBiUSpLRyfbGDARA12GxquM4a5AE02nImATLVAJCddBYzoQeZhzVMZ5jE5Nlh7B91SFcCVQAHtr1R4u71Q3M7Ti/SVhMMrxfQjjkP6OF3Mgm2djaejUhCI5sNlwPgT2vGTb43zWE11CraapD2cVJpM4auEmrQQRqzCRuatrx6VFhw+HDdzaPmcqeAODTDvoBkQ0QbRX/xaP/SI3gPvuorf5+e8brXpL+5+vOpm/ZnnI/jCKqcKmbMI2XWUMZ62uJDn/hYuvSDlwXotDI4GNi+kyjz2MKQ8sv99dHfLbOpTJVFzVfsqyYZhDp+gSSrbfxQnUO0jkmsX8XmaNwzQ2k5+pehSmOfD7vS2KjXfuCH7jk/Vo9N2nZcPVWvNdVoSg9Lly6Na5ZTKUc32vyBm4fnVLEq6Xz2M5+NoJ4+IDjKHJctWxYODkpRpizBZWYnE7EuebTrPddiyzJkjyvcOh9IBqR6S8CUkQpOgpWjYEFeoBKgvW68M++R+XpOdZsSzfr16yNwqu7RgoPJfGRSP0Gd1YGkJx2ed/LzYp6Rqi/z9X5DLfn+LCnFw/xROvz8lZ8PiUogam9vj3cIepZbUDVJf0MCWTaBUpCU0ee65730tLxZwpXZGhVCb0BVb16XVt6vpOzy3kqm1tOyqEZURZgBX3uKGiW9z1TBSnOlNB1pvN/BjbTxOfvJ29/x9vEwPNa93LfKKwZbD/tA7ndPFEx97qlM0iz314MGpAZtJGzBafLXOV678kcqE8opRs8BTICKsWoEogAM9nxIilCuIlsa28fS0tyviipUb+xj8pB7gUVka4MJmrHvJ4shnuVsagDwzD4DUkl1Dana93LHMKCwo6k6PcCCfl+68ftpFcuW053ScHNLWse8FGf3p9amdBoj0o6O9nRke0csOYGmL/XTmTfcvy51PrA23fKzO9LGTVsIYQQI8ghwEV6DZ2NEv+ic89PsB7rTzJ4RFhqkwEh0Izhr1LaiZmEulCrGLX2IraiOprI8hMyxfxTnBBw+mvvLdq9qOjZ+2ahPmSndh+dPwdwEpB9MRqhVGcFTT+cT9SHtzJo9M9SNPXwoU9ow7qJWZfiPxDXAnLBBJCCktBhR4V2EU4euugLHRtSHBba2pqlTUJ3iGsu9M9DZNmDIHyUw7EMbH0bVOYl1oFoJkcOCgOTR2thGPMFtBLNl4ICr+QDvn6zuGAaqCrUOpswQ2a8Eiowlm4lmcIDyW5GQmEj8mc6fo3r9RVq14b60tRr7Ze2U1JV2JRbTIMYhQSqhZwuTpXdAi5/ccVt66ZkvZjzDUikMKIzyXY1UaAkrumkubewfD5DiBpiZDMj7ZBompQTnaPmxySg9dlSYmYTzYFasWBGjRINsOidFycfkyFrG1NJihGo7YdlFVqZpXu61pcjQNfKrKtShwphhDiwEMcsiQ83vNQ9/2xSWaf26dQSCvYFQNj+OOTDq862Ddo0/eP0fpDNfdGasz+Q5QUCGIVDJwP1t/iFJkK/ndey4/obr080rbw6w8H0ybUFJu5fqK0FDINZu4GRX89IDz2T5lWaUMFRr6ugg+EoLGbNzjKyXSWnQdXg8ZwRu66yE8fa3vT2kIYFNTy7tUSZpFlG9cZf+6le+Gu9Qtef7BVnf84EPfCD9HJWtjhO+xzor3WUJzzrL/HVJ932O7gVjoz2oyjQZGkfweQ3Sj+sg7ekLZTVe3DT2x7YYZqBkOwvS0lC7kesirfzRypCKlEg95yJ/2pdKlMeI2s7h0t5l2Z2OktWFZm2+LhiqHacEX81tVPnuQ+33bx+QkJCCyzxWTSHQXikDknu83gSKUaSKWoAiFo6WY8FsQ4oAaNCslAEH3lanug+OX6WUJOf3C2OCLD/Kr+DekUA9eH2A0dg9nC8AIFPVGCDJgvoAhBJ2m7s2rE/X33lH+tGWe2Ipij4atB83625Es8aZM7CbMM8H5owYANABPORRIEX0M/J8ZMNGGHF9mjFEfVhFVs+9k+Ycls565vPS6fPa06xHmMXMtRIhlapnInERHLZlzgxWeu0N5lCivtW4ojOlGDTtT9tRb1r/6c2GDUHlSQSJhtn8xibl0gY1TGAd4b5BpJwmXN/F8zqubWYkOhmvslEiZBhVYvrkWanvwYdwCa9LddiMgjnNwihNmXcyupw6Z0EqYRuoRuUasZgkD9JZPwDj/KupvAdjIJNqCTME0LiQYqj/tMmQx2QaZhCGtRu39U5cyu99+Bdpfv2cdMqJJxOdiJEnKsBu1K6TVZOONU9wfX5nULI9DkZl180H+QCu///nqk+ky/7pc2npBW9MG4p+BjTYh1A0GgFDyXU3c6uasdvZJQwd1YhKyvHJEAymjhV0LV65d/BjLOXjDEj5OF/Pe6OAyMD8sLIdJn5z7Hk9rFySWuZgXjJS7TBGWcjusHkUrLrGc3nkLvOVsWXm5jvNI3uVObp+/5+/P5isI36dKN7/Z++PCbCWwdG+oCDjk7maj+UQ1CqTI/1rrkYdB0ipQjIp5emVd8qpp6TXvua1USYZp/mZh+/L9i6BwzIZj++BBx6MQKffAFyuxVbje00CpBKT98rQZbbaE5QMnIRqVARBdsVlK9KnPvmpcOtWHaeqVJd63aNvuPEG6lAP+L6H+JJE2weIVNdd9I6LIvyO5bOu1nP58uUhYQlwqjO1iwlua9euDXWsjFzwmTljZti8BWVBx3qrcclLe1h2y+vATTrpMGF0DJ0fTKr7zn/V+emcl50T4GAelkEgtP1zUh2aJxMLcBks4rtk4CFIay+ynkaaELwtn5KrbaLK1fZx4KKElwcw3mN75vx8d84/A2ouw6G4f3IBqbKfZyZkh8y/K7987i0EHNyLHTHXwS0MXKCdSe6gRk/V3RD3+DtGZdzTgL2jng2v73LCCYOLeziKv01ju/yjoNGieJ6PDUmKjrEDptqEk8P6XTvT11bdmH6wdTV2FFR/5LuDReyGGXXg6gbCjXUu57lopxnkvKBIptO5NB1zzRR+nzx1QXrFqS9Mx84gKOlWRuo4ISRcjYex49QBCOv7trFGjs4cTNjlw2luZkIs9qspSCBwtTTAIoW9TC6ewTO9OHLoIJJwb3fOkaMpJZMCp4IdOGlUI5moNu2nEzaxKN9mPkgXh1s87zBUZ5SvDz22o2xsXdtY7qAGYK3jg9Ym1MCAsxsnDt322wgF2ckTmgAAND9JREFU1L99a3qABQSntGM0R+1QS5xBKJuGJwPGODt0/3JNLKPexIJ103H8QLQj0u0kPCJ3YkPDEeL+TiQ9JgPPmcuid6jxkJwj8C557JVsBEgiKJli/DD2u3zmif8dhKnsamlL3/jpf6Trt+GVuO7etGm0J7W0ssAe9rpmBkv1DHwKonhs72blXBhmCSm0GeaoQ0xNDdcUq0n7FiEf/1eANIiU1aC9jiQAyNAygMhsTEo6qq6MQac9xORkUH/LLGW8OiNktY/A5DwUpQzVUDI3maGu56pkZHRuWeLyHpmVhv+VK1cG8//LSy/FCeB9MVq2dpUgJCjIyGRiMjCv+Y7sASgI/Pv1/x7qRe9zcyLnUtSDSnOzZ80O1VN2K8+jcesv6JiUrjRyv/Utb01XXXVVvMfzqqN0ONC9WulEaeg9731PgJDHAsiFF14YE4e/TcRzQVbnCtV3OiMoHamuMqKB0qEAqfrOJG2sh8fakpTMpIe2JwFJmhueyXqLybfQHrrvGyHDtrDs1tXkPRn8taOZBCbbSgnFdztPSA9K28HnKqVaAWicHvT38cR7lWCy9Ov53B66ngs0gr3l1RVfJw1Vq9LMiA7SyKU4fnLbTyIGYMxBQ9qyDe13ISUxcLd/2LZPtY1pvN6P8eNJACQBASqLJPsQPo6HYd5+3Q7lTeXvPx4ZUhJiYqaqOW0JaKDKI2ZuE4Q0lrN0WuyzikfJh+kwYxNfuUmHA+6vyqAkYJh8J5sfSxTP4/Kpcjm9nwv9SDUlGEo16iqmpKabfn13+ubPCGtPRAOF8QbsPD0jg6mXetDHIsmoXXWhCeY2upuYTOR9PEPus1l88LRjT0hzsaU0IsVNHqGC27pTtS6mMMQS9pifIY31YnNqnzkb3fKctOqnt6ceGMqpxz0LT7/JaQtOBavvIyQ/oLu1azO4N5TOO/v8NEq06QexQ2xmufeu/u1p3sLFoWLYvO6BtBl7UQkDv/QqKOfslsmpnQmj86ew2B+ifR0qwrbFC9J/3HVH+vX99xEstZ65Rbgs/96LWXRwa3pww8NpE+F3duGdVzu9OZ1wBHmPoqpb05ke6Gf1WNpg105ms/ORNqADP/Xk56ft93amh9HLP8R6SS2Awm7mSy1gldxnH39CasKDrQ7a1uB5yde2p1+MtUG0zVgzxe8yWff/L44L/XSvXYD2sq9fnj742S+mk5a/AbWtYwZUaIia1f1GEmHEwLv7CPnUpLq0wBY2PEi8OsBZlXNFqiyip/8rQIqMeUgG7MclIJlkBhqyNZzLYAQcV0B1xCt45NGrz8joBCYnfH7p6i/FCHgrI+JezsssZUx7bHLlQKsySd8pE9aGqPpGhiqYfPJTnwz3be0dqpH+GIZ89llnRflkfjJtUwY0fzuytyy+x72qIkHIuHnLly1P/3atxvcvjTN/pTjtHYKSLuR5xK6UIpBmZrjm/vvTceRjnjJJ13gyaoWTdFVdqvpy3tV73v3uCNtzz933RJQEVWACbWdnZwCJ0pC2s+wg8J1vfydUcQKn77JOb37zm2PekypAk/PC9FQ87dTTwtHgyziWvOzcc+Oa0qcSifUWXDLjrqSJ99gu69YRtHj+gqC1EpJu6HplSp99k8Bkng4esz1n33vsUwKJTjNKM24Ciu2oWlDpURuh9HEQ8ILnvyB1UgbLovpOL8fvXvtdovFvG1fZZSnOd/l++0fuY/u+/1A6tl9Yf5M2pPKvAyxhaN/8gtnkLyN823kL5ug1J9moLlNH4m/2ozgv6MCgw0ONaA6jh3XHxx8MgIbSG8/AqPU4MjSw1WNEr2MvaMW7ZDqWnixNgk5ciKPyH+/T1qKWLq5zHA4W+V46RhMfVjP5lozjhnv57x//nPSWJS9Pb2w/Kb20bUGagXpqNiPsRTC+E7BFuHXw/EzKPBVm90wa/hWHHZUueuGr07LTX5qeMxPXU5bCqOtHdGaEXMI1Wb2RtpgBVGujqNrWb9rIEhyuWwMw4ICgLamK0Y1LdvTSUXtGB9Oco49Mp77o92DqjDhRH3Zu3RzhguagdnjRGS9hZdw56Ycrb2Rxsg7c6RlBbXgoHX5ER1rIh7y6c3W44TcQsWE6H9KO3u50J4zq7rX3pdmLj0hHP/dZac32h9OPfrwqNQDEdzERtgk14nPPPCNtRFL81YYHUvWsaWFfoSrp3s1r0sJjjkqLT3o2qrkHCXXEEug4aGwb7mME+/J0zHHHAuUsWYyNqxEDfiMu6UZA6DI6R2WyQfJmG7gdTAJYVJ+20alfddxL0hV8wL5gAPoZjdwQOFXMVSp6cbXlXY3Y6pRZ6F0EnWVCNDEYfxtJfb4jasFIhi8jlcFlLy6jO8sklXwEI5m9jE/GkRmJDEmDt/e4LtBfYVPRmG2kZEfvShaqlRx56yThSNj3Cko+J7PaBL2PWFSOzqAK6J/+3z/FKP7lOE8YUdsoCTJu363q0BG1o3jz2YIdMYOR+Zx6yqnxft+ryuzDH/5IGPSVYI459pi4V2YvyKrSk7kbZklHDW1K0kGgWAhz/Yd//Ie0ir4mI/X5Sy65JJwzBLRL//LSsC/9NcCkSk1HgHe9851BF8upN6CgFbatM8/ERlgTNrTzXnFeSAm+w3poN5Jurh6rBGWdBErrt2Yt0j3g/r8ALL0dnfB86623hgTlORm39LTMldKtNJXeHR1HBLjodu4gw/YUjPIzuQ/Ju2xHnxOMzNc2tizmLVjJgL1HlaF9xH5jfzHNmDkj6Hofakz7iSF3lPB+8MMfhArTQYDSnuf1HnS1AfuEyb5n3pbBvcm8/7ulvYeHB1B6+YsMPzY++sz4oXl41AVmcFOVF/gvIAgSBrPkZ4ykqwEEk7rbUOE4cuDYrVZ7kTeaIQymxA0lgC2e8DjyLuerB1/5gveXf6oWNPk28wtAYi9YxL24Lldh7G9EB96FPah1xvR0ztEnppPnL06/XL+ONYiG0npGUA8T3boPCcJUTwBPVVPzFsyh41WnE+YdlhYzCXh0wxYkIZatmNwa86+iDI2ADLrIPsCowI4xq2Z+uofYeS2M3ycx2fe4hYtiNdrh7UQcoK4lIgz07yQiOVLGlEkEd2W9nlHArZdJwKMENq1vw4jO/KoROvogwWvnNejZNylNoYPP5bd2uQdxZGgcgJrbCaVTzTol2H+29bBsOwB41MIOJDtj4NWjicQ1Hs+5Blzmm2FUdRjStb904UJbYJ+YhX69n/Kv2/ZImgxw7UCVuKkPiWrjhrRr7UPptGc/nwCuSILQbNbUWWHbc1HDgZrdqQ2pc1J7R0rQ9DdSuUnK7fobF/fzBI3az3InJz7/xPT5L/xjuvlHPyQk0wuwneliQv/CJtZPbDu1rsPRd5DeoJVFeLQPNhfNZ+12prwvH4399caxCzKBnJcMMKt4VIHptquq6d+uvRb10JJggjJKU3bhzYxNCUJmJUNRVaWLtgxHNY3MUKYqU5dhH3nUUcF4ZXQmnzPuXWZIenb90YV/FHHybv3xrRH5wPBEJj3TtN8o3ShV+f4OmK6Sgs8ba87pD6oJTTJYk8z8Wuqh3aa9oz2kJW1HzwCM1q5ZE3YQ79P2JMNWSvjZz3+WjPOnrUsp0QjdgpIODa62at4GTXV+kfYdJRADnMp8pYMrqnr/xz76sVDTvfPii3GZfmZIQkqA3q9jgXRQujhz6ZnjI27dyN+N5KX6yzJ95StfCWlMxwpdxwX8j3+ivOxFSBOAXaZ/9qYLWxOgZKgmXddd40c1o8loGj6Xk4DjNADzMHkt9wWPpW3e53ukvfdkyVIwFagMrirYvwQV3rdQXb4R26IOMIKzkRx0bDGPv2MQdumKFdGOvi/bj3yP9MvSR7z4v8EfeXR8nJKqNEZIz0nSOk66BdqwQz7hHvTu6OarSzSeyDL2VXq/Wjv5v1vYguJqWRyFMlwASHieM2zEaEPdVk2UgXC5AinC4UDEyJvX/K245cZxNWKZnmVVIZ7teWe2PfHK8cQT3Odf7jOfSLzHOmlbYevjoyvh2l2D+mbGlGmpSea/bkOahBv2KfM70gvnLWL0/Zz0NqSmS89blla88n+nd7z45enVJ5ycfm/hUem02e2prQej7vqNEW7IYKyIJ2m0pxcnNzx96Fw9OCO4SJslmIUKpxY61NL5DbUkIzN2nJLj3LkEfDysHZqUYtLgNd+5hrWVOsK2tgMHgUGWiPDje4gIEiN8gM+Yd3y4aA8SHumoGR2pBqlrCmC09MQX4tQwFYBp4UNluQg89fp24CjOhORG2q6GAcBhrNp7zPHHEi8PddG0qenm/1yVvnDVP5cDyjZPSg+hPijh8NCHS/oMVH91qN/mEQLpLX9ISP7TX5TW968nKjtOEnyAdvpa6tmC88NUPiiDtO5ExTeCU8WjpmiYR72yfydtRxjiVNzy61mO4xmzF6Zvff7q1IA0bRrgYx/Eu7F5FlHOGbE2YotrBoxG+FC37cY+14R6Ku7c8+cJF22sO8lQclJakQnLYGSCSkWCUWfn2lAVOWpWHSPjEGiUbBw90xHLo3z6grR0y4xu7ry56fLLPxRRr7W7KAUsQVKQSQsOjuhlhDLkPDLWucJkPvT2UBPqSq1KRPWYo25tMQKSElAvgw/BzmMnYGrLupR3KWHKRC2L162P/VWQuPlHN4cjg9dehBrSdZlM5u91y6Zn3f333R9zpnRU0IvvjNPPCFDWw8/F90wCsSviCtAfoq7aTFT7GaXCa0atcO6V9fkA5dKhQPWd9FRV6Sq6JqUlk3RQVanEJYio/tLTTknE2IDOyxJwnJdlm5mUxgQf28P3aJvK4G4oI2kv+KpG896cbG9p4CaQmIcpg4Flsn28XgYkBopjNFX60pYksFhf7YwmjwVSgU/p9nD6jPOQPnPFZ0IFqYSkG7t5C94GXM3Puc9q41y3uPjf5I8e1eFBPQIRVKPJ50sQTCBq4qAR4BEMhnUmgOEUSAf9g8SrYv2dUQz2ruggg8N5jDkf8F/a183fngvnA8UYBxLsietJjDnyZ6sxho02H6/zPzbZNh0iAKOGPfN0YoOBI5dzUxlQnJtkPjFXh+fjPTFYGWMpAJHzo+oAr1qBjN8ID/E7AMn3UGcjNMSEXkcvNLBj52Y+xHokIybUpGY63yzKM4tXt2KDmNS7O82hDrOhR8tOIkSgDppM3k1EDAjDEs+aaqrqUytzd2owcrSV8DDCjbq5l2XROx9Mh0+bkzb1ovef1RrRHnB1S/16uGEgu+GG69PpqEtegRH3tWe/Nq3GHV11yvypM1jeoD4dfdwx6dzXvBIX79kRgWGUeGyjk+vxstuCNFBDWBwm4S6cm7YR9WIYp4z6mRryITOdv8l6QaspSHBOgv3BqpvSLzp/nR4misF5dPyXveSsdNyCDib2ltL3brs5dVMl7U/bGPVPIWp2zRAjLgKYdq1/CGlsZtrchQcg4GsbjDBRdudWjMvSglBJ7mu0z8SAAJrkvXRno8Vii35hux3IZr+BgXT/am06qmhJrzn65HT7V76R2rZjzOWSUnEJ+9HYmATlOi/B2aOB9mxubsUxpKwqKZfIUu29cRjMwX4yvu1zl04hMiKZjows23ouv/zymE8jc16wYKFZxX0a2mVoShkm57zIoHxeBiXAmY95mgaxN8q0ZLyOkF2OQdff9evXh7eey0vohZUlNJmZUpp5mDwvc3RT/aW6SQO5LuPt7e3B6JWs3gyjFiz0AFSKuQhJxPeq2jMPVYlKfNn+JNNzNK/zgOXRK02wveqqq4IGvl8mbNKdW5uLEpCrIht9XAlF70IlAcssEHgsE7b8AujH/upj4QptWZ0UKu0EeqMpCJACl5JglhKN9pCTDhFKEzL69xKwVuB2oPC3TDZVuhCQldBUM2qny8zb+1Szyewtl3HZauFB1kF6CaJlcCG+P23kPdIn0z+/3/oLpgFS7L3uOWnq3uMMXuZhkp4m+4RJup5z9jkhEeqJuPjIxdFuTpiNZUd4TMeKs156VqiBcz7mbz/y/SbLuzcoxulD8k+1ai7JwU4BJPZlEYLznhxLjrlcutlVN5WSsHBznb2/yaGar/7Rtsideyv3Skd545Ph2qNsSE86LPzG5r3mx2YekW8lk7Bxo4GtVXkbv6+yHPvmXZGH0pZ0qYPh1WHTqadB3Rr22ZoA02YkqlpsTAX2rvKEXfYw6NgAzFJchwnC5FsA6DbsVI0Aw7btW9LPV/8Md9UNrGVIxAc+QoO81uChNtzdk7o2b009jOJm1THBEO+12c2EECLrX9+zOt1266q0/eFHmILVhFplGx/NdrCwngUBt+IFjxpOt2xBB4Da1YczAtLZXDp7K+q4znuwJd12expAJTMXUCvhsDG1bRKSEx8LktZOojE8/ND94AMDED7Odfd1wih3pzWrf0XZhlM7HmzN1HVabUtac+/q1I0+vg9pqIF66WW3eycLElJ+7X9YbvdsMES4ImUx4OWebd+2ym32hPa0c8FAoHUWwXhRMx7bwWq+qC+vY4Tvh9/HhGLjcpSVWnYH+gM80vlp9oyIdTjeS8rnOHz8tKdbxQMy+jBec14GoP1Eby5dmAUaGaLSsAxXJiHTljHK9DLDzsyrzKCoE/eVR9Ploqg6MxqEzNL3KR35HidyGrxUdZ6RlZ0067IMMmYdKbL9opx/2aPOfH2/tim9tu4nwoCeZ9+Bgd/zi3sCoK4hIoOqvM7OzlADKukoaSgNCAgCQSNBZpdfsDy8wCylKjYlDqUQmbsMXWCTcQoazqvxnBOCL7zgwohhpweZ5yyf2zQmoguaOnEI5Np5rvjMFaFukyFbf4HE5LNteE0KkKr/3Ks98F1lp4Yi5hepCjNMUAYapRBVftrXLrzwwgiRpCpS4MggJH0EXO913pHR3x1oSCOBRDWj/SuDWBToSfrz3e99N3KWJra5oK3EKJh2tHeEl9+fvf/PQgq2vJbJqQaWL4NkgN8YKApa+/avJ6noB5Rt1c133F48/7knIRngKSTzhWmp0igHJmWMKVPZ0Z9+9a6PpXbC8ewkKnQjH9gkVCEFKqA6vOQciz4tk8wJWkUSvD12nzeP3UjavqpRGQ3DDddtfJiVRzcRTkk3zar0MPH35rXNT1NmTElr169lPi5zGLDvDDGhdf6cBal90eG4Kae0dh3GWRi+WNqKJ93U6Xj8AD4PPriOuGzED8TI/5xnPptwRKwgS2TyYUIUjQKOTVNxMujtSw8+/EDayf0oEZAMp2IDW4DH2Ui6i9HrAPOGJmEsn4TH3CjSYTdOHtOxG1kOo0pYzmNxtJiBd+BOALCHcmzG0WJT1ybUnQxUALYm7u2Ys5A4cpNxKiDShSNW+0+mTaYP+yy1+OHE9TKZ9uuv44s+JjfvJgrvpgFUk8cuTh//9tfTvazz9G9335k246GoLYnppEixNAWTjeNlCB+DSH+CLkGDGNgceJLBq34TaAQOl0CQuckEZOgCkqNT7/O8UobMTaYnExZg3OfkfW5iZ9CGCzKaPHqWwQo0hx9+2Ph1JStdwnNyTs8b3/BGVHtL4l7fZVIyk9G6VwpRRWcSGJU+jLaxaPHiKI9MzaCgvk+pwLqYZOxNeJHqaSbzE5yUBrWVqebSi1CGrVFeRweBxACwFyNx6cqu04PM9KMf/WiAiHYyVWh63nm/nnHWr6OjI4BXCU2auZS4nnlG69b2c/RRR6NYKYUKU/oJJjpb/OqXvwr6CaKquQzDoxOF9jFdxWXGu5nELU30ANT+tWzZsrDTSRfr1IrXprSX7nra6fHnfKOrkP6km/VzgCEtshQSxHmS/lg3Bz1LliwByF+cLluxIiYSK2VbdssiuBq2KEfaztKSbZuBKRfPPmf/kjnl+/K13/W+sv9HpIb//MntxcknnxQF1EinF4uAVKvqicaLaNnb+9Pqd348Hcbqq91DLN8AA2ob5HPuZbZwAFLmOE+zvSJkMJOxesNIgtPmvddluPwv0an0QKxHHO/DC2wndivTTFRx/XwIk4icUIPjQ28XqjYiL5RQj7kibyuqJYOt1iGB6ALezyBAe9QkQKsBV2/XleragWTURKBPgGJB+2LmPDFnxblCqBxdxZeXUwYnbzJZFUAaxCeuoaU1Qv64Km4XLsZ9tOV0bEJN5NuPVOUjNDOrq+JCCpB2EXNPSaqGibb9qC7bprnEMkwJXekwoIZSAjcNOjhSo2CEHrTcfwAKfshd2cboxF6VnUq7UNW55yju2499CTF2eHJj2sCS9ZMYyXbz0d6Nl+AlV1+RvsnoehHBOtX2u+Bgm0VQg4Sq1Ve4Oq+g6FvdDjbJRFW1KHVor3DVVo3sf4qabcVllwUTk7EoQShN6OmlF57uv85LMTlFQQaRAUrmuXUrzigwT0FK5mKQX5mlv2VEmTEqMWi4V/LR/dmkY4HhZs5/5fksXosUiZrLdwuQvsdj90o+MjztI86xkSnLKARQl0fQXpQZrxLIHyCN3YMX3x2338Fk7Mnp1a95NdLDd0IlJ+AJboKIxnelEaVFbUaqmgQ465JD+QgcOmpot9JOI7C7VwpUslE95/1KWEuWLAkwF1hUUwo4ehPqCm7SA84kCKmaFDCMMWcdVevJ25xMnGloOwmUSpWW0zprJyp7MfppV0eooo2PbAw3euPwST+TEmj+HSeepD+W2/rr+ehkWd8puOrM4UKCv2Ztrttvuz3CUjkYEDDXo8412Y7WwU0amA87ttzf9h4MxUO/4z/7AlJ1rc4JfqOxySTKbIFDzQCYj/gFYyyNbWGI0RgTeg8NSNyPLzZTQp52+1EMFYbvGcb2MwJzHHWSVOj72KvzIwxBidA17lnzkaCqLL+OJGGU9MlEQZ85czofyK7whpfJ9+EE0YwKqgaaNzIxt7UFVsrvbvTYu3DdVjJtw6bTxtyoRtzJlVxacO2ex6i8lXMzGa2yFno5bA/zbMLDkPKonhvlfDUTY6fOnJpmwrxbCSjaDxPdsIYPFsnK5xuI99cDqG1mXlKBLcrjejdsd3PnzYkylYhW0UTZRnb3Rrnr6nV0IVwJ6GUfcFJvT9+uNLgbFSTeeZkO0kX6jIzRawj6DHI8ehD9xmmtDXgcTt/Ul2b3VKVpnVvTadVT0jlN89J/fPaaNIV5AdOwf8bMIDs2fRVk94vkB7uxLQ4O8I+A4Icv+AgSp5zygmDAqo80xP8D9omzmAOkxCCDl/kLNIKRTEI1nQxCMPJ5mUZOhoERAAQkVVKq0bxXJuVoXklLKUdnASUVjd1Lly6NPJRKlGqcmOoSD0ok2wADUxcxDx01K3WZp2AkY1DVZby9/D498X686sdhJwobF0Am0Hz3e98LdaEqO50L/vZv/jadh81TZu6o/cjFR4aNSPdlAVgpSFuHYCRwmrTvKFEJSL57CWCjJ5s2pfe9t+w8oWOEwGUegpPJeut4YTw8wUgaCERuMmulJB0ClFotvzRWzRgqO8CozJy1sRTpMgYK5icYOaDw3jL4l8FI1aVREwR41yay7UwOJn4XYOS7elB/C/KGO4q5RwwebS/7l/Y22/eYY1i3jTIqYUjjl537sqiP9zmQsM7Wt9y/zLWcpPuhluR35YHrXiWDkXLMGL3irL89izMCFalhlB4jXM8CuGXAenrtpYiBT4dgJCPslTBHkG6i4TkuOHZFV3oEc2CIGoB0oe6tRKggl3k3OCkxcVML9p9a8hg1thofhdG0WzCkim+u69SMB2AzDKQKhjCKusH74IK0QZF6mJXushy7ZDKUp5djCoBreDc73s2o3DkaMSbCQD4K03DZcs+jtUrzZ8zBHRxQQULqRzpr5t75M1lyAtAZQppqoUP3diPNwXj72FcRCaKO+TwjfNxDTCoeJGaba2AZ/87oE22AXhuj5gbmIk2F4YxCB+khXYI+Y/QaRgQb5rxS4IH2H4qPlx2MGbtZQoKbQkb123rTH55xdrrlG4TAwbOwHnoKPNFz/SEh2D96v+fafiZBxg/fUbofv4AhA5XROQJ39K/U5MRRQaM8R0epsRyXLb9OgDCygUwxJydOyihlqDmpQnKkL+P0txKRTMhwNpZFJwMZzak4OwiWTij1eaWOYxhhL0PF42q1qvlUhwluvsPQNDIug7A6yhYodNN2bRtBSGD8EKo5R+nmq03jEhwdbFtdofX2MgyQEom2IO1HgrFzlQQN1XSCgpENTDoJuDKrzgqCkODzjBNYnRh1mREtrJMedUpMPq99SslIxmvEbyfYWl6lvJyMorCoY1G0xxIATmnPZA8QUAVf86qsswBukukLqCaZt9KstjnnbxnE1iRdpXk936up8t1x4kn4oyem/Uk7pCrYFStWjKtaLYftLZ1UL77vfe+N/U0rbxqzo+0pkLRyq+heUZ89dxwav4JPPX5R0HMwgnbeTj0NYjy5Wn5X02iG+7G5a5Cyno6b0mUdTNA4fOGODrfTJb2GYx0+3GoVG+K4FubeiENDQ0Qcr2VSbSNODy7/oBejoXxqACrW4MA2x4cxhDTRzYgOG1Abdp0G3LmrB3SuwH6E+q6OZ+rJt5UAP9pBWplXVAtQTGrCXgCA1fO7ljhtRlOvayJQpzYG8q8C7Gp4Ry3OEy1491Uxt0lPxKlt06IsvlP3ce91vlU1kbHxFWStq904b3BOr0jyaOR9jTzfxgTTWc1TiWaOPp36VOM5WeohlAoRKoZxU5cWsentyO9aaTK2L9PuwPuO89G6cLccnYtbew0Ar9SIXm7REe242m9P92MEFnxQQOHNCD3L3bWMTmKCKrzKMZfX9zPJzE0yMUfsSj8ZFDKD17Cv4dwlI5wbo0SjlKEtQtVPHqk6cMgu2+bp80ZmFwxMjvr1olSq0uAvyMnolYwMYqoiVPCJ55CAM3AIPKp4BD0lIKUNw/+sXLkygFOg8B1KMual44CTVnWYeN7znxdAJ4NWAje8jc8KKAuQhvQEU+Xl/aro9GhTMtNzTXWb9iWZpWUREM5/9fnh3q2XnbYZaSV9lM7e9OY3pTe8/g0h7fj8m9/0ppBerLvvtdyqJZ0nZV0y3QQT8xEsG6m39df9XLCMcsPUHSwIJgKx16WfbaaUYRvq4i5omcxbcFM1JmDZToJYE3n728135/fHQ0/SH98hUDrQEUyMFu/ARmA1gKxSm/HvrsK+9bWvfT1sag4mdHxQRapdUzqYyjTb0+EdAB1qSce4+GgfrWAWVw2UKW7jt+ccXe71IZvJ03TTtbmWrY75Pf6rouPT+2n9sY1O75IM6HQCbOSKNaFGQp4BOEYBBsEHywESFHYXlkpoZG2lhOt0A4AyzNLrYffArXqAIKE1AEEVdiX985VgBJqCeUvVMLNYp0gpjPMCCv755M1e2UmVEBJZNddr8IYL2xbnSrx/mHydlDsKeNUDMtUAoK7fAmNBVPJaylTLWksN0zGCT+IaUknUj49lFADzvQV1KLG3HtV4XdRCjzp1+9IBelSxl1Y10kmacez+YPqN3p7D2NFKhFWqQaVl4NTJ2MaUIGfVTUm/YGkAVctOwjZcUJndQA6TzhbU+WCTai/1+zI8lzDwS1GHrz1JRrd8+fJg2Loha/dY/cvVISU4v0TGr/SRR9pKR0pFmdHJQAQpkwxdddh0pE69+M4+6+zIVwlDqUHpSJpaHpmu3mEyKyUN1X0v/f2XBnPWo07AWHTEomDuhx92eNhrVPcodQlOMn8lJpcztx6qq3y3QHDJuy9Jd/z0jgBY79WF2vIKIE7gVdqxfG9961vCwUGQ7ujoYB2lGwIsDeMj6GrfkrFKI9V32j9coVfpSAYrEAieehKqltR+I8ho81FFKr2lT4Av/Vk6fvlfvkwk8/Wh3tIG5TVpmunpb2lkklkLQLp9W0cZvkzeAYWbEqXPC6qCmlKp9/iM7W0SYJ/sZF11jLH99U415bWbbHNVh070VUJWfapk6qDnrX/61phY+8jGR0LCyuUUhDM9Mi3ytUNhX91ApGqdGMSYGmwb7q14gBG/C0fETa14aQ3g0TUAH0O9A+AOy2RlKBia5LlPxw3eAaujw7M5j2uEUZbRuzXYy5hiY0Jp0Mk9HUhGKA1r8bATNGobkWIcqeBGW4e6QhVUAyMwholxfzB1HUwQz3VAAB3IQ1RDBeh6RzD4KlUIqI34gjhmawTQJiEpqfOGGUVRuL8mpCee9x7bkbyqeK6W+3Rbr6EM1YIVKjhDGcXGqDBAxXcAaDLxqigz+QCgNUhufL+8AiASDB2YyEStK+pGr0gPN+kjnUZlEtwXtDuIvmO8OqOVdwPaI0hn9UzUVuqqAVhPf85J6TpG8QJxARNpAmh5VdoNAAtQQXOibPw2Uo6QIBDI9Nrb24Npymydp+TIXQlJBnzsMcfGonMGAO3o6IgF7lQtKSnJfGQyMg2TjND8VP9lgLvooovDnTlP6tSwL2POo3vVhxnEfNayqfK54IILIlqDwDEKPW67/baQZpS4jB6t2k01mKCg67VM0HV+LKfXsw3l+9d9P0AkRz7I0pmjeD3RZOAy80WLFqebbrop1Ge6oTuPynT88cdFOZQytAU5ev/hD34YKjnnWTXQ//71a/8a79dzz6SEZ7QJQV2VoEBYllgIBQXvuojF/PTQ+5M//pP00zt/GhNifc68Ba5MG+loGzkpVsnS8npdZq+aUroLOps3b4myXXjhhWYzDvb+9n5pKlj9LpLvESAdXOS6KLnaJvYPgVj7ko4ktq3OHwL4Jz7+iaCRk4IFzjLQ8r2Qn/1CutnfDrVEUAAYEQzRT0Adv8mlFmSnXBpDZWwgePc0UbEG9lWthJjBRXiExpFHQRc2XS+fXnvs+7jKOmqCTkT0ZIBePvY8x5hLXLGCjYmPcQ7dNMs2eOzebQgGOYB0caD7QfIagDG7H0S9N8xWfp+TLce2eH/5mvfkZ4b4jff+XhvaPLWG0a7uh5CULFtsgNFQ5cb5QbZh1HRDUZe96xf1lD7U3f6R6ZP7iXQbwvEgH+/3nmdHKZ+hj+qrYMSoRwvmfUEQJk2ndN/dq9PQdiY2An6btm/B2YJVLQGhGuIIoUEMXI+OHr3+4P74kZsymPjhCw5fxjDunBpBQ4ai6sxRvyNb7TsyZeeWOMpV7SVz9F7BTHBSzaRKSvWRk1b1WDNSgVKKDCWroMw7H1sWGZDSkZKNc5SMXCCDfwWruxp2yPBFLpMukFjmXN4sveRnBUIlB21GquMEN+1WJlVoSkgud64a8gtf/ELUQWcFJ9/q8q2kpHShl12WRIw2oRpPwBCIVQuq9jPG34c/8uFQ5Qmgls28PnfllRFUVElKmgpaJssirQRT6+Pecpq/dZMmJleT1Tki5oQxMLOs2qNk2tbTcsm0fZ9lMrSSyTI81cn6CpJZqrG+phOffWKo7/wtoAu2Tj627bV9uZLvIHZd7Xnr1nXSxgwNuWY7W2f3mT7mcagkzAIDZa0JI8khuFMznaeGgo9SA4WjwtEu6qJ+Rw4sf72bjl6Ph1Qb69BMZtltwmCXV3QNmUqR0pHD02NvlHLdBfQys4FDXtImRP1duTM8EXVVfDR6cN1BQCwcyC2qQRWE9mdfw3vHk68dS6FSzQcV+xBeKo7j51gH3/d0LkdZP7vv1T3HOlZUWw7rXbEvy9jSwQ8ICZz6Vo1d15HB+5WRpFuVItYB9Bvp78q3zUpsg7uwptEfkZJaUTEeufCIVH/nqvTNL/5Lev273pGap8+KVrDkRm7v2UXQ3OmoaDguQ4lX9j+VR9WYzf3Yow7lHK2Xo1rBR1WWHl/On1GyUaWi7UUAkpHq6KAKyQmeqs00ousM4MheScLzqrhkRnqr6QwgQzd/XcZl6l7zXpPSgymrepz7I9NSleZCbyYdEHzGlU21RTiSViIwkKsMa+nSpQFggpnOC3+DS7h1dJ6Q7zUsz9q1a6JOgol2oPe8+z3p8g9dHuApkJiXtholHEHX+kgv36lnm8AhMAsOgrNAYRBVvcmU1kxnoMp7BWAq7QRcNyUkNxcldO6NLt5GsDD+n44k0l7bkPU/8VknRogm85JmhiYyj472jtTK4LqckKJpNuslcKk2VFpTKjwUkiAZasP4Vstl1UtTb0Ld5aXtt771rQAYbUferwr2ys9dmV732tdhCzw+wFZ70jTobT9xDpYLEh5qqdbGMWnUs1X8OP2kIsFEajFaq5NpWzg/DW/tSttGCJ4JiDWh4mkg2Oj0ySyjbR+XActYJvbjdNARpGqMIT8awxXIBHz3+zL0J3IsEJRHTrSbqtMw+OUWfPx9+X6aCyYjHDzW+3BZ4aZHL18AEfawcg4iojnt2QsYodKtOC8w5fwEItn4gfabEYCtF+QcaGFtoB2jabJSOxLcKGGYpsw/Is1dfWT69nXfS696y5+wHhLhdLDZOYF06lRCYDGnaryfW/8DTmUAko5UJBibdJApyjRlDko0MjtVc3qZyTRUF61cuTLsAUpFF6N26sP2pwpOZihAyZSVQgQIjfaXrrgUCasMOtqKlIIgZjB1fwtEjqjdq95SSshqMaUUHQcEAwFABmdZlG7M+4XYs5R8fLdega5B5GRUR95KaHSU9Bf/9y/CXX0LKi1j12m3VHq58ILloUJSCjNfveBcNE/7luokzwlGRiIPaQyNjPRZu5aQT4CQYGS5LKs2p9e/4fUBGoKKk2m1zWlnE5QFN+1b0tPFCI868qhgzDmSumBiUnrSjiRYCzI6UEgXXdRtF2MERr24V2nUPC2rgGt6N7YyeaP0fCpTqIFpYwcP0s72VpKzDoL5t1BLu5Ksk5ct75r71zD14JRoQz0Uly1fFm3o4MD+oNOLDiyzUTvaZ5S+DqVUterWWwpDzesRNoyE5LwSdfMO19GIEOG5L82rwx5x82rcu7BZzMEmwVwSdfP0MvR7iM/WyeG3w+qn+54OI2Oy48Q+AKniOJ/PezzFDirZVsH4aYQxySMz/MfdY2uJIoyz5X3KncsH8xhPj3aLg5GxD2Wvevu8/cF+UkmPnK/7yucOpN8416uN/uezD2zBysw8LG1vODCkw2ayLPXt6ZXL/pAQTb9Mk4giIV6XsDVV17NasCvrjg6x1DsG7fEK7v+PDAplQLJKDDJ4jwzXJEOUcegh5yjWCM5OIm3vaA+vNCULQcH7fdYoAjJvZ+N/lblE2ggcdAhKMpLy+3Ry0PPKSa2NwVS87lwng7nmWHEyLpPqQA3eJz33pAgPJGMON3WmFghKS5GGlMp0wFDNZnLulOXSgK9ThJtOBU6eVZVoEsD0RhNwVbcp8QgsXTu7AkhliH9Ovi+AQapCUvX31zg9PId3qiLbRVsJlNqpBDHnbVknme/b3vanLDj4yQASaSBNBAdDFg2jA7ZuRlB3fSOZs4Z+ma73aUPR/iW467Zt2QQdJUXXE/IeJ8+qwhRwlUqz+sr3t7e3h8pRdWmWOqPCT8EfBzTSw5SlcfuD9bfcJtvJ9lKanTt3DhLjp0Iq19nFNjidwcaPbloZwP/y814etBDQBeHswRkZPQV/rEv+VpTq0AHfxRzIAfo51WV23ujgaNHXh08Shzs5+QjbML+Lzu6i2DhYsPpmURroK4reXcXA9m0Fy2oXfUODE9sYDXoxqLixqF9s3cMDxeNt3tc9Onbvfu59tp9nWP9nfPP48bZ97901OlQ83pbLZxnztrPy98hAsfNxtvxMpof7TKOD7Tfmva1gK/UWu7p2FCxOWBTd/cXuhzcXzH8q1jzyAIHb6oof/uctBaGRimKkKHZv6S2Kfm4dKqKP2+0PJvFB8S6+iZJfjJ9QPi7nDPMfvwbjLZCMCiSSgpF+gV0o0BojdTzrveZlgoEWLJdQ4DxQoGoqYED4ZlABksc5Ia0USFcFgBF5wVMKGH/B/KfixhtujNtgzHtdxw5VIHUUMPICEIq8kSzieWxcBQw/6oF0VgBcBXaiyMe8YXpRRssHWBWo+QokjQKmUuCdF+8BuOI8ar2CSaQFNpkCaadg1deCuUxxr3nlDdAokIDiPkAnzl900TuijPnYe32Pewz3xbnnnFugkgs6+bz5A+4FDLhgiYooLyGU4l3WEWkpnrU+AHSBBJVJGHnYNkisBQw6aGc7Hgopt7llsQ/kfuZvJM8ooufedcm7CkC1wLGh+OBll0VdrSNScYG6s2BC8vg5+9mhknJ/tzwMpIqqjQ92FpNwI27Bk66aOQ8lLNn9uNHV4323Dat8P+jcSlVmbMTFGKmpZ0Z96mXuRzNGZEeWjYxOnRD5dE2VNY8WHyNEmI74rVLlsZICBAOySDF65/f+7H2QVStohz1vsQymvC8fjQlDHOxd3rIda9978zPuHe3nuuTzlcKM1x+v+bN8ZV1N1q+yDOWzB/ZXCb6HCbcWcjJCUUMN6hXfg6fNCI4LQ7x0B6qeOUQqd5JxaRfu6kiG1URHV7DTscGx/sGWR7WKKbvROuoz5ZGfv/No25G66iRH8Sbv1ZGga3tX2DqUgLYjMTghNauU4kb+OLI3T1V8SiweK+0osdQh7VSqX/i+Y0Rt/kppqs1UzVlWI4g7utam0NJcDiSaY7QpIageU5rxGUfiSglKEko0TtQ0aY9RbWhSjZbrY3mUWHKyHJbTMirpWIacpEU/kT10Ufe3Zcp77/EdTpSVrpXqM8tlfvld1lG6SGPrZtBVy6DnmU4dShnek9VvHit12A7SMdfXd0pbpSXvlSa/C9du3/tYyfYysK6OF9LGJJ2kgZNle2iTkDZpM6Uey14plVv/rKbL9FKFaZta9yztPtb7n+zzue18jxJSVe/OrmI3c02a+QBcQtvF4DSJ1jfXpUcgQIk4Zi3oGWcM8NkCSP1889uY0aEjb2l4KJbCdoLs/jBSGdz/hPslYmZmY/x2nHmPM+nH0dHKrH0+52F++530wc8v9+GxzCpPVZz+zXtRKVYCjMCx1/E+Bdo3Xxl75f2Vt5uXC/iZykoHisc5274yHWh/wJERpxCdIwi1RJ4juH834AZehdq5FztnA+odybF92/Y0o5k1kYg+Ia1KODXsphDNTKQ9aPqTvwxXxps/bkGFATZMEucgbK0yywxOmSl0dnaGKs3JiTJcnyk3XgEIlN28ZYg+J/OU2QgWmWFnJlr5QftbcNOq57vNz2cqU7YJ5TLLwAQdGV4um/fL3GVY1ks36awurPT4yu+2jDLOEnWVkfvbOrmX3r5DRu87rOewAwZo5rEpA4Pv933moapQ8PJ+3ymIyIS9lvfSwDwsn4CY7/W6Xomqq/K5XCbfl+uZQU5g1kkgn/d529Ky7Es/n/9dJsuvbdG2kAZZxZjLaFkqf9sm0lYVsY4gGVSti/UVqK2ndHyq62bZcx/ydwDSti1bqTMfZ0tzeWTg6IY+3N3TixcKROBGu7RmI5PMw3Mmz1cyVW/x3NNlT1V/I42R6TfOP1knpPfBpsdrryeSd+Xzlfc/Vtn2PV/5/P72n0xvnxPschIkc76eq7zmsddNY7vywcTfCQpMUOC3SgHB0Y9Mb9BKCd7zbmoBHCz0YxN1YFIFcqrPDuRVjNMAa9JIaoTgPMnut1rKicwmKDBBgQkKTFDgfzwFshSmhGbKx7niSkhKbkrprsxbhRhYeEJ9rZ44islZz1sp5uYMJvYTFJigwAQFJigwQYEnQgHViYJR3nxGUMqb2OOmtKSatFZk0khmWHiNgOpeNVYqSu3RbT+RV0/cM0GBCQpMUGCCAhMU2EOBbFfdc6ZsN9Ie5qZtUWc57xNzQmWnJKQhVHDSUKiR0Jvz7PDKzCZ+T1BgggITFJigwAQFnggFxBSdWiKyOFq7bDtSVaeUZHgj55YJRjrvBCDpuaH3hTcoWqm6U1qaReiNnXj6TKQJCkxQYIICExSYoMD+UkC3fZ3msvefgo4efk0AkJ6jU/BZyGBk3v8fYLJfDNZ/Ok4AAAAASUVORK5CYII=" 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" 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&nbsp;If I can make a confession&#8230; I fell asleep at 8:30 on a Friday night!&nbsp; My first thought is to blame it on the fact I have a birthday coming up Wednesday and I&#8217;m just getting old &#8211; but really it&#8217;s just that first week of school craziness that caused it!</div>
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Anyway, a few months ago I was contacted by [<a href="http://www.theeducationcenter.com/" target="_blank" rel="noopener">The Mailbox</a>] which is an awesome company that offers lesson plan ideas and more.&nbsp; I totally had some resources from them and didn&#8217;t even realize it.</div>
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So long story short, I wanted to share an activity I did during the first week of school to #BeTheDifference this year.&nbsp; Every year as educators we strive to learn more about our kiddos so that we can reach them (especially those struggling kiddos).&nbsp; I think that we can all agree that if you don&#8217;t know your kids then it can be difficult to make an impact on them.&nbsp;</div>
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So here&#8217;s what I did to get a start on this super important feat.</div>
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<a href="http://2.bp.blogspot.com/-dySfs5EPyPQ/VAPQ35nLscI/AAAAAAAABDY/3GHUPBeEh5E/s1600/backtoschool.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank" rel="noopener"><img loading="lazy" decoding="async" border="0" height="320" src="https://theteachingtexan.com/wp-content/uploads/2014/09/backtoschool.png" width="241" /></a></div>
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First, you will need an inexpensive beach ball.&nbsp; Then, label it with your students&#8217; names or add their pictures.&nbsp; Finally, during the first week or two of school gather all of the kiddos in a common area of the room and have them toss the ball around and either share a random fact from their summer, something they know about a friend in the class, or anything else of your choosing.</div>
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As you can see I chose to just write my kiddos names on the beach ball and have them call out the name of the student they were tossing it to as we played to keep things simple.&nbsp; However, the possibilities are endless!</div>
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I learned a ton about what was important to my kids and what they felt was enjoyable over the summer.&nbsp; I also learned that some had a hard time identifying something that they found to be enjoyable.&nbsp; All great insight for me while being fun for the kiddos.&nbsp; In the age of standardized testing, common care, rigorous assessments and the like, it is hard to deny the importance of having some fun.</div>
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<a href="http://3.bp.blogspot.com/-9XhGSeqpTG8/VAPRfxT11gI/AAAAAAAABDg/W975LBUkR8s/s1600/backtoschool2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank" rel="noopener"><img loading="lazy" decoding="async" border="0" height="320" src="https://theteachingtexan.com/wp-content/uploads/2014/09/backtoschool2-770x1024.png" width="240" /></a></div>
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Albeit that the first graders in my room have more privileges than the students in my room last year, they still have needs that I must find a way to address.&nbsp; My first step is by learning about them.&nbsp; My question to you is &#8211; what are you doing to be the difference this year?</div>
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		<title>You Oughta Know About&#8230; SPARKLE!</title>
		<link>https://theteachingtexan.com/you-oughta-know-about-sparkle/</link>
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		<dc:creator><![CDATA[theteachingtexan]]></dc:creator>
		<pubDate>Sat, 14 Jun 2014 14:00:00 +0000</pubDate>
				<category><![CDATA[Games]]></category>
		<category><![CDATA[Spelling]]></category>
		<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[You Oughta Know]]></category>
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					<description><![CDATA[Today I&#8217;m linking up with Ms. McClain for her &#8220;You Oughta Know&#8221; blog hop! &#160; Disclaimer: &#160;I had a little too much fun writing this post! You know what I think? &#160;I think that you oughta know about a little something that I like to call SPARKLE! No, not sparkle as in glitter&#8230; Nope, not...]]></description>
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Today I&#8217;m linking up with Ms. McClain for her &#8220;You Oughta Know&#8221; blog hop! &nbsp;</div>
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<i><u>Disclaimer</u>: &nbsp;I had a little too much fun writing this post!</i></div>
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<a href="http://3.bp.blogspot.com/-ujJBdmZgYOo/U5szkI50uBI/AAAAAAAAArE/n2Bo4xTHscU/s1600/yououghtaknowbloghopbanner.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank" rel="noopener"><img loading="lazy" decoding="async" border="0" src="http://3.bp.blogspot.com/-ujJBdmZgYOo/U5szkI50uBI/AAAAAAAAArE/n2Bo4xTHscU/s1600/yououghtaknowbloghopbanner.png" height="241" width="320" /></a></div>
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You know what I think? &nbsp;I think that you oughta know about a little something that I like to call SPARKLE!</div>
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<a href="http://1.bp.blogspot.com/-K-EVtOuoFbQ/U5s2U0Z9D6I/AAAAAAAAArQ/KUzWXWGoHCI/s1600/Sparkle.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank" rel="noopener"><img loading="lazy" decoding="async" border="0" src="http://1.bp.blogspot.com/-K-EVtOuoFbQ/U5s2U0Z9D6I/AAAAAAAAArQ/KUzWXWGoHCI/s1600/Sparkle.jpg" height="320" width="255" /></a></div>
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No, not sparkle as in glitter&#8230;</div>
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<a href="http://4.bp.blogspot.com/-OJWOny-BUjo/U5s2rCT7rUI/AAAAAAAAArY/n23kF7NBWF4/s1600/diamonds.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank" rel="noopener"><img loading="lazy" decoding="async" border="0" src="http://4.bp.blogspot.com/-OJWOny-BUjo/U5s2rCT7rUI/AAAAAAAAArY/n23kF7NBWF4/s1600/diamonds.png" height="173" width="320" /></a></div>
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Nope, not even sparkle as in diamonds&#8230;</div>
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<a href="http://1.bp.blogspot.com/-Xz2YZfebvjw/U5uW9Wjy1zI/AAAAAAAAAsY/njnHW7jODWM/s1600/vampires-don-t-sparkle-critical-analysis-of-twilight-11792319-400-300.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank" rel="noopener"><img loading="lazy" decoding="async" border="0" src="http://1.bp.blogspot.com/-Xz2YZfebvjw/U5uW9Wjy1zI/AAAAAAAAAsY/njnHW7jODWM/s1600/vampires-don-t-sparkle-critical-analysis-of-twilight-11792319-400-300.jpg" height="240" width="320" /></a></div>
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And definitely not sparkle as in a vampire from Twilight!</div>
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The Sparkle that I&#8217;m talking about is an AMAZING game for practicing spelling words. &nbsp;I mean what kid doesn&#8217;t absolutely love a good game? &nbsp;Yeah, I can&#8217;t think of any either!</p>
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<a href="http://4.bp.blogspot.com/-FAG3EUnMijA/U5tKjJvmu_I/AAAAAAAAAsE/Leov6WQOY6M/s1600/SparkleSmall.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank" rel="noopener"><img loading="lazy" decoding="async" border="0" src="http://4.bp.blogspot.com/-FAG3EUnMijA/U5tKjJvmu_I/AAAAAAAAAsE/Leov6WQOY6M/s1600/SparkleSmall.png" height="169" width="320" /></a></div>
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So back when I didn&#8217;t have a school to call my &#8220;home&#8221; and I subbed everyday, I ran across this idea of Sparkle. &nbsp;The kiddos kept asking, &#8220;Mr. Sizemore, when we finish can we PLEEEEEEEASE play Sparkle?!?&#8221; &nbsp;So me, not knowing what Sparkle was, and them, claiming they knew all the rules, agreed we could play Sparkle when everyone had finished what they were working on.</div>
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Best. Decision. Ever.</div>
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Here&#8217;s how Sparkle works:</div>
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<a href="http://1.bp.blogspot.com/-cWWMZCDlitg/U5tE5XeklrI/AAAAAAAAAr0/T2i4Dn5ug-4/s1600/Slide1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank" rel="noopener"><img loading="lazy" decoding="async" border="0" src="http://1.bp.blogspot.com/-cWWMZCDlitg/U5tE5XeklrI/AAAAAAAAAr0/T2i4Dn5ug-4/s1600/Slide1.jpg" height="640" width="480" /></a></div>
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It is literally so simple. &nbsp;The only &#8220;prep&#8221; work is writing the spelling words in a visible location. &nbsp;That&#8217;s it. &nbsp;Really. &nbsp;No worksheets, no laminating, no cutting.</p>
<p>My kiddos BEGGED to play this throughout the year. &nbsp;I usually had them play during the last 5 minutes of phonics instruction OR as an activity if we finished something early. &nbsp;<i>Sometimes</i>&nbsp;I offered a prize to the winner. &nbsp;I would never tell them when the round was for a prize which kept engagement high. &nbsp;In my class, if a student wasn&#8217;t following along and didn&#8217;t know what letter/word we were on, that student was out.</p>
<p>Now if you are in a school where parents may not be able to work with their kiddos at home as much as you would like, this game helps TREMENDOUSLY! &nbsp;I think it&#8217;s the addition of speech and auditory elements that make it successful for those kiddos who just don&#8217;t &#8220;get it&#8221; from writing it, or coloring it, or stamping it. &nbsp;I <i>always</i> had kiddos ask to play it every time we had indoor recess!</p>
<p>But the best part about Sparkle is this&#8230; &nbsp;I didn&#8217;t actually begin the year with my kiddos playing this game. &nbsp;I was trying to stick to what the rest of my team was doing for phonics instruction &#8211; that didn&#8217;t last long. &nbsp;My kiddos were excelling in phonics (we had 30 minutes of just phonics instruction a day), but were failing their spelling tests! &nbsp;Even with practicing during our Word Work center, there was up to 12 of my kiddos who were under 70%. </p>
<p>After adding Sparkle to our daily phonics routine, my class average was consistently in the high 80s and 90s. &nbsp;That&#8217;s some pretty good results if you ask me! </p>
<p>Bottom line: &nbsp;Sparkle is easy and it&#8217;s free, so it&#8217;s worth a try in your class if your kiddos need some extra spelling help.</p>
<p>Head over to [<a href="http://buzzingwithmrsmcclain.blogspot.com/" target="_blank" rel="noopener">Ms. McClain&#8217;s blog</a>] to check out some other things that &#8220;You Oughta Know!&#8221;</p>
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		<title>Valentine&#8217;s Themed Time Bingo!</title>
		<link>https://theteachingtexan.com/valentines-themed-time-bingo/</link>
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		<dc:creator><![CDATA[theteachingtexan]]></dc:creator>
		<pubDate>Mon, 10 Feb 2014 05:38:00 +0000</pubDate>
				<category><![CDATA[Games]]></category>
		<category><![CDATA[Math]]></category>
		<category><![CDATA[Time]]></category>
		<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[Valentine's]]></category>
		<guid isPermaLink="false">https://theteachingtexan.com/2014/02/10/valentines-themed-time-bingo/</guid>

					<description><![CDATA[Happy February! I may be a little late, BUT doesn&#8217;t the saying go &#8220;better late than never?&#8221;&#160; We are finishing up a 6 week unit on measurement this week, and our culminating week will be spent finishing time to the hour and half-hour.&#160; With all of the intense learning that has been taking place since...]]></description>
										<content:encoded><![CDATA[<p>Happy February!</p>
<p>I may be a little late, BUT doesn&#8217;t the saying go &#8220;better late than never?&#8221;&nbsp; </p>
<p>We are finishing up a 6 week unit on measurement this week, and our culminating week will be spent finishing time to the hour and half-hour.&nbsp; With all of the intense learning that has been taking place since we returned from winter break, I have been itching to get a Bingo game in with my scholars lately&#8230; Luckily, we have a built in &#8220;Kindness Day&#8221; party on Friday.&nbsp; I am literally so excited to have a chance to just have a great time with my kiddos &#8211; everything is always so go, go, go that it will be nice to have a little break for some real FUN!</p>
<p><a href="http://www.teacherspayteachers.com/Product/Valentines-Themed-Bingo-Review-Time-to-the-Hour-and-Half-Hour-1106886" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank" rel="noopener"><img loading="lazy" decoding="async" alt="http://www.teacherspayteachers.com/Product/Valentines-Themed-Bingo-Review-Time-to-the-Hour-and-Half-Hour-1106886" border="0" src="http://3.bp.blogspot.com/-j05OnbOMy7s/Uvhjr7Jp0II/AAAAAAAAAUA/vaquaK1uBzY/s1600/ValentinesBingo.png" height="150" width="200" /></a>So I set off to find a great Valentine&#8217;s themed Bingo game that would help to review reading time to the hour and half-hour.&nbsp; To my shock (literally), I could not find anything with this theme for this standard on TPT!&nbsp; I literally kept searching and searching because I figured it had to be a mistake.&nbsp; Finally, I decided that I would just create one myself!&nbsp; Below are the results of my fleeting moment of focus and creativity.&nbsp; Check out the full product on my <a href="http://www.teacherspayteachers.com/Product/Valentines-Themed-Bingo-Review-Time-to-the-Hour-and-Half-Hour-1106886" target="_blank" rel="noopener">TPT store</a>.</p>
<p><a href="http://3.bp.blogspot.com/-ZNsYrkPFEKU/UvhmJvu058I/AAAAAAAAAUU/6O5kwt7Ehyo/s1600/BingoCallingCards.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank" rel="noopener"><img loading="lazy" decoding="async" border="0" src="http://3.bp.blogspot.com/-ZNsYrkPFEKU/UvhmJvu058I/AAAAAAAAAUU/6O5kwt7Ehyo/s1600/BingoCallingCards.png" height="148" width="200" /></a>The Bingo set includes 24 different Bingo cards with analog clocks&nbsp;and a calling card showing digital time for each time.&nbsp; This set only included time to the hour and half-hour.</p>
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<a href="http://3.bp.blogspot.com/-Yjz8oUJeXxY/UvhkaqSUq-I/AAAAAAAAAUI/IhzcJUHIOI4/s1600/BingoCard.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;" target="_blank" rel="noopener"><img loading="lazy" decoding="async" border="0" src="http://3.bp.blogspot.com/-Yjz8oUJeXxY/UvhkaqSUq-I/AAAAAAAAAUI/IhzcJUHIOI4/s1600/BingoCard.png" height="240" width="320" /></a></p>
<p>
And, what the heck, the first&nbsp;two readers who correctly&nbsp;post the grade level that I teach and the mascot of my college will receive the full Bingo set for free!&nbsp; You may have to do a little research for that second bit &#8211; but hey that&#8217;s what Google is for!</p>
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<img decoding="async" align="left" src="http://honeybunchblogdesign2.com/wp-content/uploads/2013/06/sgn1sgs.png" /></p>
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		<title>Finally, a chance to share the game board that I designed!</title>
		<link>https://theteachingtexan.com/finally-chance-to-share-game-board-tha/</link>
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		<dc:creator><![CDATA[theteachingtexan]]></dc:creator>
		<pubDate>Thu, 30 May 2013 19:03:00 +0000</pubDate>
				<category><![CDATA[Dr. Seuss]]></category>
		<category><![CDATA[Games]]></category>
		<category><![CDATA[TeachersPayTeachers]]></category>
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		<guid isPermaLink="false">https://theteachingtexan.com/2013/05/30/finally-chance-to-share-game-board-tha/</guid>

					<description><![CDATA[Over the last few days I&#8217;ve been reflecting about what I have learned while being in the M.Ed program at SMU and I got to thinking about all of the fun (and some not so fun) projects that I&#8217;ve completed. &#160;Now that I know what grade level I will be teaching, I am really trying...]]></description>
										<content:encoded><![CDATA[<p>Over the last few days I&#8217;ve been reflecting about what I have learned while being in the M.Ed program at SMU and I got to thinking about all of the fun (and some not so fun) projects that I&#8217;ve completed. &nbsp;Now that I know what grade level I will be teaching, I am really trying to figure out activities I have created that already fit into 2nd grade and other activities that could be modified to fit.</p>
<p>One of the first projects that jumped out at me was when I worked with a group to present about the benefits of using games in mathematics instructions. &nbsp; After conducting research about the benefits and uses for games in mathematics, we worked together to create a Dr. Seuss themed game packet for our fellow cohort members that was filled with great ideas reinforcing math concepts across various grade levels. &nbsp;With respect to my group members for the work they put in, I will only share the activity that I created, but I am OH so excited to finally be able to share this!!</p>
<p>The idea behind my game board was an updated/themed version of the popular &#8220;Chutes and Ladders&#8221; children&#8217;s game. &nbsp;I really think that almost any game can be modified to be educational so I spent some time thinking about how I could modify &#8220;Chutes and Ladders.&#8221; &nbsp;Then it hit me! &nbsp;Why not have scholars draw cards from a deck with addition and subtraction sentences that they had to solve to know how many spaces to move? &nbsp;Not only would scholars have to solve their own addition/subtraction sentences, but they would also find a competitive advantage to &#8220;checking&#8221; other players work! &nbsp;Below is a picture of the instructions and finished game board that I had printed onto a foam backing at OfficeDepot. &nbsp;You can also see a few of the game pieces that I made and the game cards.</p>
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<img loading="lazy" decoding="async" alt="Screen shot 2013-05-30 at 2.43.47 PM" class="aligncenter size-large wp-image-46" height="308" src="http://asecondwithsizemore.files.wordpress.com/2013/05/screen-shot-2013-05-30-at-2-43-47-pm.png?w=698" style="border-bottom-color: black; border-bottom-style: solid; border-bottom-width: 5px; border-left-color: black; border-left-style: solid; border-left-width: 5px; border-right-color: black; border-right-style: solid; border-right-width: 5px; border-top-color: black; border-top-style: solid; border-top-width: 5px;" width="400" /></div>
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<img loading="lazy" decoding="async" alt="GameBoard" class="aligncenter size-large wp-image-43" height="295" src="http://asecondwithsizemore.files.wordpress.com/2013/05/gameboard.jpg?w=698" style="border-bottom-color: black; border-bottom-style: solid; border-bottom-width: 5px; border-left-color: black; border-left-style: solid; border-left-width: 5px; border-right-color: black; border-right-style: solid; border-right-width: 5px; border-top-color: black; border-top-style: solid; border-top-width: 5px;" width="400" /></p>
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I went ahead and made the PDF file with instructions, board, game pieces, and game cards available on my TeachersPayTeachers (TPT) store for FREE! &nbsp;If you are interested in having this board for your class you can visit my TPT store by clicking the logo below.</div>
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<a href="http://www.teacherspayteachers.com/Product/Dr-Seuss-Chutes-and-Ladders-AdditionSubtraction-Game-712680" target="_blank" rel="noopener"><img loading="lazy" decoding="async" alt="teacherspayteachers-logo" class="aligncenter  wp-image-44" height="59" src="http://asecondwithsizemore.files.wordpress.com/2013/05/teacherspayteachers-logo.png" style="border-bottom-color: black; border-bottom-style: solid; border-bottom-width: 5px; border-left-color: black; border-left-style: solid; border-left-width: 5px; border-right-color: black; border-right-style: solid; border-right-width: 5px; border-top-color: black; border-top-style: solid; border-top-width: 5px;" width="302" /></a></div>
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