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		<title><![CDATA[Curwen Primary School Blog Feed - Y4 Termly update & photos]]></title>
		<link>https://www.curwen.newham.sch.uk%2Fblog%2F%3Fpid%3D101%26amp%3Bnid%3D12</link>
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		<pubDate>Mon, 16 Mar 2026 17:40:46 GMT</pubDate>
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		<item>	<title><![CDATA[ Spring 2 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2649</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm"><strong>Literacy </strong></p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm">We have had a busy and productive half term in Literacy! The children have enjoyed exploring a range of class texts, with a specific focus on sharpening their inference skills. It has been wonderful to hear their thoughtful answers to &quot;why&quot; and &quot;how&quot; questions during our shared reading and Storytime sessions.</p>

<p style="margin-left:0cm; margin-right:0cm">To strengthen our technical writing, we have been recapping spelling patterns, prepositions, and punctuation rules. The students also showed great creativity writing from different characters&#39; perspectives. Finally, to link with International Week, the children have been working hard on creating fact files about Brazil and the Amazon Rainforest.</p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm"><strong>&nbsp;</strong><img alt="" height="275" src="/_site/data/files/images/auto_upload/blog-post/87333F05E88FE78E825A10F41AD57BED.jpeg" title="" width="366" /><strong>&nbsp;</strong></p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm"><img alt="" height="256" src="/_site/data/files/images/auto_upload/blog-post/190000410F00C7259DB456CD8CD8A096.png" title="" width="347" /><img alt="" height="364" src="/_site/data/files/images/auto_upload/blog-post/D5CAE03C116AE903674BC2757F6F18D1.png" title="" width="251" /></p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm"><strong>&nbsp;</strong></p>

<p style="margin-left:0cm; margin-right:0cm"><strong>Maths</strong></p>

<p style="margin-left:0cm; margin-right:0cm">In maths we have learnt about shape. We recapped different 2D shapes and discussed the difference between regular and irregular shapes. Then we learnt about different types of angles. We learnt about an angle we hadn&rsquo;t been taught before, a reflex angle. We then moved on our learning on to working out the perimeter and area of a 2D shape. Finally, later in the term we looked at interpreting different types of data including bar charts and pictograms. One of the most important things when reading data is to remember to look at the key.</p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm"><img alt="" height="222" src="/_site/data/files/images/auto_upload/blog-post/F1AC2D0C89E4A2DFCFB050341CBA22A2.jpeg" title="" width="277" />&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <img alt="" height="221" src="/_site/data/files/images/auto_upload/blog-post/C5CD834B79469EC3493C39F892A8EE39.jpeg" title="" width="314" />&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<img alt="" height="225" src="/_site/data/files/images/auto_upload/blog-post/2B978C4ED560512B19A0129E93DA6658.jpeg" title="" width="165" /></p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm"><strong>Geography</strong></p>

<p style="margin-left:0cm; margin-right:0cm">In our geography topic, Year 4 have been learning about Rivers. We visited the River Lea at Cody Dock as a part of our geography topic on rivers. We learnt that the River Lea is a tributary river as it flows into the River Thames. During the visit, the children explored how the River Lea (and Thames) has changed over a long period of time. The children discussed the purposes of rivers and how these have evolved over time. We explored the features of a river, such as: source, meander, delta, tributaries and mouth.</p>

<p style="margin-left:0cm; margin-right:0cm"><img alt="" height="555" src="/_site/data/files/images/auto_upload/blog-post/CE03E9A9114FE268EE4285E8A09111E2.jpeg" title="" width="740" /><img alt="" height="557" src="/_site/data/files/images/auto_upload/blog-post/A8FE010903A0E500BDD139CDE4782DF5.jpeg" title="" width="743" />&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>
]]></description>
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	<pubDate>Mon, 16 Mar 2026 17:40:46 GMT</pubDate>
	<guid isPermaLink="true">https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2649</guid>
</item><item>	<title><![CDATA[ Spring 1 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2637</link>	<description><![CDATA[<p><u><strong>Literacy</strong></u></p>

<p>In literacy we have been learning about poetry. We explored different poems and studied poetic features such as metaphors, similes and personification. We used our innovation skills to create our own poems about courage. We thought about how we could overcome fear and how showing courage can make the future brighter. Every child showed resilience while performing their poem in front of their class and each class chose a winner. Congratulations to Xavier (4O), Teigan-Lei (4S) Amara (4DLR) and Ariah (4T) who were the Year 4 winners!</p>

<p><img alt="" src="/_site/data/files/images/auto_upload/blog-post/C8BE3DB45E7B598B7F6CD0D8B64D91F1.png" title="" width="48.03%" /><img alt="" src="/_site/data/files/images/auto_upload/blog-post/A3171F36728CB501E1DE6BA237CA4AF2.png" title="" width="47.89%" /></p>

<p><u><strong>Maths</strong></u></p>

<p>In maths this half&nbsp;term, we have learnt about the value of decimal points. We learnt how to convert decimals and fractions and solved a range of reasoning problems involving decimals. We also recapped the four operations and progressed to adding and subtracting with decimal numbers. We have learnt how to use column multiplication to help us solve&nbsp;problems with 2 and 3 digit numbers. We have used the skill of &lsquo;striving for success&rsquo; to learn our times tables. More and more children have been achieving their silver and gold awards and many children have now begun the platinum challenge!</p>

<p><img alt="" src="/_site/data/files/images/auto_upload/blog-post/FCEDC61607D0A86C2B22391735026BE5.png" title="" width="98.5%" /></p>

<p style="margin-left:0cm; margin-right:0cm"><u><strong>Topic&nbsp;</strong></u></p>

<p style="margin-left:0cm; margin-right:0cm">In our geography lessons, Year 4 has been delving into the topic of Rivers. We have covered various aspects, including:</p>

<ul>
	<li><span> The <strong>water cycle</strong></span></li>
	<li><span> The <strong>features of a river</strong></span></li>
	<li><span> The <strong>land use</strong> in both urban and rural areas</span></li>
	<li><span> How rivers can <strong>transform over time</strong></span></li>
</ul>

<p style="margin-left:0cm; margin-right:0cm">We investigated the processes of <strong>erosion</strong>, <strong>transportation</strong>, and <strong>deposition</strong> through various activities, both in the classroom and during our time at Forest School. This year, we are excited to participate in the <strong>River of Hope</strong> project, where we will focus on ways to protect our local rivers.</p>

<p style="margin-left:0cm; margin-right:0cm"><img alt="" src="/_site/data/files/images/auto_upload/blog-post/D5B8C834FCE48D851CBCEE2C4CC99F60.png" title="" width="57.25%" /><img alt="" src="/_site/data/files/images/auto_upload/blog-post/2F46F035AE965628CF87F74FEE7629BC.png" title="" width="32.29%" /></p>
]]></description>
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	<pubDate>Fri, 30 Jan 2026 11:16:23 GMT</pubDate>
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</item><item>	<title><![CDATA[ Autumn 2 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2622</link>	<description><![CDATA[<p>Please enter an introduction for your blog post here.</p>
]]></description>
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	<pubDate>Thu, 27 Nov 2025 18:02:07 GMT</pubDate>
	<guid isPermaLink="true">https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2622</guid>
</item><item>	<title><![CDATA[ Autumn 1 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2617</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm"><u>Literacy.</u></p>

<p>This term in literacy, we have been researching our local area to write a non-chronological report all about Newham. First, we learnt about the different features of non-chronological reports and then used our teamwork skills to research different aspects of Newham. We applied our knowledge about reports into our writing and then edited and improved our writing to create a final draft. Each class has also begun reading our first whole class text; Adolphus Tips by Michael Morpurgo, Cyborg Cat: Rise of the Parsons Road Gangby Ade Adepitan, The Sleeping Sword by Michael Morpurgo, and The BFG by Roald Dahl. In our reading lessons we have been learning to read with fluency and expression, as well as practising our prediction skills and writing character descriptions.</p>

<p><img alt="" height="336" src="/_site/data/files/images/auto_upload/blog-post/ACBE25F80521AE5FED249CB722FA147C.png" title="" width="377" /><img alt="" src="/_site/data/files/images/auto_upload/blog-post/8CE6CFDEAD863F4A50A463F47125ABE1.png" title="" width="32.56%" /></p>

<p style="margin-left:0cm; margin-right:0cm"><u>Maths</u></p>

<p>In maths, we have been focusing on place value. This has included how to round a number to the nearest 10, 100 or 1,000, multiplying and dividing numbers by 10, 100 and 1,000, and finding different ways to represent numbers. We have begun to look in more depth at estimating. We used our place value knowledge to develop strategies for estimating amounts and have been having different competitions to see who can make the most accurate estimates. The times table are really important in Year 4 so we spent some time looking for patterns and making connections between the different times tables. We had to be resilient when looking at different types of challenges and questions in lessons.</p>

<p><img alt="" height="266" src="/_site/data/files/images/auto_upload/blog-post/939245A29D92D8E0344B5CE1C8F9C8A3.png" title="" width="355" /><img alt="" height="257" src="/_site/data/files/images/auto_upload/blog-post/FF2AFC735B908132E23281440D207EC1.png" title="" width="253" /></p>

<p style="margin-left:0cm; margin-right:0cm"><u>Topic</u></p>

<p style="margin-left:0cm; margin-right:0cm"><img alt="" height="358" src="/_site/data/files/images/auto_upload/blog-post/CD8D4A29120FBFEF2E7BEA445C9548CC.png" title="" width="478" /></p>

<p style="margin-left:0cm; margin-right:0cm"><img alt="" height="365" src="/_site/data/files/images/auto_upload/blog-post/B7397C37A91214510D64852C0EE43890.png" title="" width="487" /></p>

<p style="margin-left:0cm; margin-right:0cm"><img alt="" src="/_site/data/files/images/auto_upload/blog-post/D3D90616E42E784E9ADF90DBF2402F1D.png" title="" width="65.94%" /><img alt="" height="236" src="/_site/data/files/images/auto_upload/blog-post/3354F5562317EFB9E7665941F2FEB1D6.png" title="" width="233" /></p>

<p style="margin-left:0cm; margin-right:0cm">During our history topic, year 4 have been studying the Romans. We have used our history skills to place key events on a timeline and come up with different questions we would like to find the answers to. We have also learned about the origins of Rome and began to look at features of Roman society. We enjoyed a Roman Theatre Show at the end of term delivered by the Freshwater Drama Company. This included a Roman show for us to watch and two workshops about what life was like in Roman Britain. In art, we looked at Roman mosaics and designed and made our own. In computing, we used our teamwork skills to create presentations about the Romans. This was done in groups with every member of the team in charge of a different slide.</p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>
]]></description>
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	<pubDate>Fri, 24 Oct 2025 14:29:25 GMT</pubDate>
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</item><item>	<title><![CDATA[ Summer 2 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2595</link>	<description><![CDATA[<p>Please enter an introduction for your blog post here.</p>
]]></description>
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	<pubDate>Mon, 30 Jun 2025 16:43:10 GMT</pubDate>
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</item><item>	<title><![CDATA[ Summer 1 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2580</link>	<description><![CDATA[]]></description>
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	<pubDate>Tue, 20 May 2025 12:06:25 GMT</pubDate>
	<guid isPermaLink="true">https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2580</guid>
</item><item>	<title><![CDATA[ Spring 2 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2562</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm"><strong>Literacy </strong></p>

<p style="margin-left:0cm; margin-right:0cm">In literacy this half term we have continued to read different class texts. We have focused on our inference skills this term. During literacy lessons and in Storytime we have thought about different inference questions whilst reading. In grammar we have been recapping different word class and learnt that some words, such as dance, can be different word classes depending on the sentence. In our writing lessons we have written character descriptions and diary entries based on our class texts.</p>

<p style="margin-left:0cm; margin-right:0cm"><img alt="" src="/_site/data/files/images/auto_upload/blog-post/C3BB0B4DB141A9B0ACC26244D23F3DCE.png" title="" width="39.07%" /></p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm"><strong>Maths</strong></p>

<p style="margin-left:0cm; margin-right:0cm">In maths we have learnt about shape. We recapped different 2D shapes and discussed the difference between regular and irregular shapes. Then we learnt about different types of angles. We learnt about an angle we hadn&rsquo;t been taught before, a reflex angle. Later in the term we looked at interpreting different types of data including bar charts and pictograms. One of the most important things when reading data is to remember to look at the key. Finally, we moved on to learning how to tell the time. We learnt about analogue and digital time and began to look at the 24-hour clock.</p>

<p style="margin-left:0cm; margin-right:0cm"><img alt="" src="/_site/data/files/images/auto_upload/blog-post/DA981B6DF787A5039ABE439CEF2B54CC.jpeg" title="" width="29.98%" /></p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm"><strong>Topic&nbsp;</strong></p>

<p style="margin-left:0cm; margin-right:0cm">In our geography topic, Year 4 have been learning about Rivers. We visited the River Lea as a part of our geography topic on rivers. We learnt about where rives begin and end as well as some of the wildlife that use rivers. We also learnt that the River Lea is a tributary river as it flows into the River Thames. We collected data about the wildlife found along the River Lea. However, we also shocked about the amount of litter we found. When we came back to school, we thought about what we want the River Lea and Cody Dock to look like in the future and came up with a plan of action.</p>

<p style="margin-left:0cm; margin-right:0cm"><img alt="" src="/_site/data/files/images/auto_upload/blog-post/3251278210EDF811A009495BA6E8711B.jpeg" title="" width="43.41%" />&nbsp; <img alt="" src="/_site/data/files/images/auto_upload/blog-post/5568D2B35B4796C4D7BBDF8548111FE6.jpeg" title="" width="54.4%" />&nbsp;<img alt="" src="/_site/data/files/images/F2638C15A64BB13E7412A72F2B2E9A08.jpg" title="" width="54.13%" /></p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>
]]></description>
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	<pubDate>Tue, 25 Mar 2025 18:16:46 GMT</pubDate>
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</item><item>	<title><![CDATA[ Spring 1 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2551</link>	<description><![CDATA[]]></description>
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	<pubDate>Tue, 28 Jan 2025 15:30:01 GMT</pubDate>
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</item><item>	<title><![CDATA[ Autumn 2 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2541</link>	<description><![CDATA[]]></description>
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	<pubDate>Thu, 19 Dec 2024 12:54:03 GMT</pubDate>
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</item><item>	<title><![CDATA[ Autumn 1 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2522</link>	<description><![CDATA[]]></description>
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	<pubDate>Tue, 15 Oct 2024 12:41:11 GMT</pubDate>
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</item><item>	<title><![CDATA[ Summer 2 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2485</link>	<description><![CDATA[]]></description>
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	<pubDate>Tue, 9 Jul 2024 14:05:41 GMT</pubDate>
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</item><item>	<title><![CDATA[ Summer 1 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2450</link>	<description><![CDATA[]]></description>
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	<pubDate>Tue, 21 May 2024 10:21:13 GMT</pubDate>
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</item><item>	<title><![CDATA[ Spring 2 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2430</link>	<description><![CDATA[]]></description>
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	<pubDate>Fri, 22 Mar 2024 10:06:52 GMT</pubDate>
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</item><item>	<title><![CDATA[ Spring 1 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2404</link>	<description><![CDATA[]]></description>
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	<pubDate>Fri, 26 Jan 2024 16:19:08 GMT</pubDate>
	<guid isPermaLink="true">https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2404</guid>
</item><item>	<title><![CDATA[ Autumn 2 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2382</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm"><strong><u>Literacy </u></strong></p>

<p style="margin-left:0cm; margin-right:0cm">In literacy we have been writing stories about a gladiator battle. We applied our learning in History about ancient Rome to be able to create an exciting narrative to engage the reader! First of all, we planned our story, then we wrote the story in the 1<sup>st</sup> person, as if we were entering the Amphitheatre, ready to face the gladiator. In our description, we used lots of literary features, such as similes and alliteration and tried to describe all of our senses. Innovation was the most important core skill we use as we explored ambitious vocabulary and literary features to make our writing interesting and effective.</p>

<p style="margin-left:0cm; margin-right:0cm"><strong><u>Maths </u></strong></p>

<p style="margin-left:0cm; margin-right:0cm"><img alt="" height="473" src="/_site/data/files/images/auto_upload/blog-post/6D7C27831C620DF7650B7DD1019E9186.png" title="" width="631" /></p>

<p style="margin-left:0cm; margin-right:0cm">This term we looked at dividing numbers and were introduced to using the bus stop method (compact method) to help us successfully divide larger numbers and to solve tricky division problems. We learnt that a remainder is what is left over when a number cannot be split equally into groups and practised applying this knowledge to solve reasoning problems. We also began looking at fractions by understanding how many fractions make a whole and how to find equivalent fractions.&nbsp; We learnt to apply the rule &ldquo;the bigger the denominator, the smaller the fraction&rdquo; when comparing the size of unit fractions. We used our teamwork skills when we worked with our partners to consolidate new concepts.</p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm"><strong><u>Topic</u></strong></p>

<p style="margin-left:0cm; margin-right:0cm">Year 4 have continued to investigate the Romans throughout history lessons this term. We have been building on the initial research and knowledge gained from last term and looked in more depth at the impact the Romans had on Britain. We even invade each other&rsquo;s classrooms to help us understand what an invasion would feel like. We explored what made them such a successful empire and how they came to dominate Europe and parts of Asia and north Africa. We have focused on the Curwen Core Skill of empathy, thinking about how different people might have felt about the Roman invasion. During computing lessons, we researched Boudicca, our significant person for this half term and created a presentation about her on Google Slides.</p>

<p style="margin-left:0cm; margin-right:0cm"><img alt="" src="/_site/data/files/images/auto_upload/blog-post/3B3BC023DE2A3846E399B71379B3D156.png" title="" width="49.79%" />&nbsp;<img alt="" src="/_site/data/files/images/auto_upload/blog-post/2F7336C92DB2199D6680ADF40CF9CA68.png" title="" width="31.34%" /></p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>
]]></description>
	<enclosure url="https://www.curwen.newham.sch.uk/_site/data/images/news/2382/list-Year 4.png" length="27067" type="image/png" />
	<pubDate>Tue, 5 Dec 2023 11:15:19 GMT</pubDate>
	<guid isPermaLink="true">https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2382</guid>
</item><item>	<title><![CDATA[ Autumn 1 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2346</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm"><u>Literacy.</u></p>

<p style="margin-left:0cm; margin-right:0cm">This term in literacy, we have been researching our local area to write a non-chronological report all about Newham. We learnt about the different features of non-chronological reports and then used our teamwork skills to research different aspects of Newham. We applied our knowledge about reports into our writing and then edited and improved our writing to create a final draft. We have also begun reading our first whole class text (Adolphus Tips &ndash; Michael Morpurgo, Cyborg Cat: Rise of the Parsons Road Gang- Ade Adepitan, The Sleeping Sword- Michael Morpurgo, Treasure Island- Robert Louis Stevenson).</p>

<p style="margin-left:0cm; margin-right:0cm"><img alt="" src="/_site/data/files/images/auto_upload/blog-post/F679A5A710CDB79D5F2A6A7852341FE8.png" title="" width="46.26%" /></p>

<p style="margin-left:0cm; margin-right:0cm"><u>Maths</u></p>

<p style="margin-left:0cm; margin-right:0cm">In maths, we have been learning all about place value. This has included how to round a number to the nearest 10, 100 or 1,000. We have also learnt how to multiply and divide numbers by 10, 100 and 1,000, using a place value chart to support our learning. We had to be resilient when looking at different types of challenges and questions in lessons.</p>

<p style="margin-left:0cm; margin-right:0cm"><img alt="" src="/_site/data/files/images/auto_upload/blog-post/55E34026FA3F2DDF68142E189194D43B.png" title="" width="56.3%" /></p>

<p style="margin-left:0cm; margin-right:0cm"><u>Topic</u></p>

<p style="margin-left:0cm; margin-right:0cm">During topic, year 4 have been studying Roman history. So far we have learned about the origins of Rome as well as looked at chronological order by placing key events on a timeline. We have also learned about the beginnings of Rome and features of Roman society. We got to see the remains of a Roman temple in the Mithraeum and experience what happened in Roman temples by listening to some of the Latin chanting that used to happen during Roman times in London Mithreum. We used our innovation skills to recreate what happened in the amphitheatres and to present some of the facts we learnt.</p>

<p style="margin-left:0cm; margin-right:0cm"><img alt="" height="251" src="/_site/data/files/images/auto_upload/blog-post/B919F1053959E562C9AFE28829A151A6.png" title="" width="358" />&nbsp;<img alt="" src="/_site/data/files/images/auto_upload/blog-post/ED869D921F44F87A2DAFB9B212B86500.png" title="" width="45.45%" /></p>
]]></description>
	<enclosure url="https://www.curwen.newham.sch.uk/_site/data/images/news/2346/list-year 4 trip.png" length="19184" type="image/png" />
	<pubDate>Mon, 16 Oct 2023 10:22:15 GMT</pubDate>
	<guid isPermaLink="true">https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2346</guid>
</item><item>	<title><![CDATA[ Summer 2 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2319</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm"><strong>Literacy</strong></p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm">During Literacy, we have continued to finish our final class text and explored writing our own narrative, retelling the story from a different character&rsquo;s perspective using the first person. This has helped us gain a deeper understanding of the books we are reading and the characters&#39; feelings throughout. In spelling, we have been learning about words with Greek or French origin and how this affects the spelling of the word in the English language. During Grammar lessons, we have been learning more about phrases, clauses and subject verb agreement to improve our writing overall. Finally, year 4 completed their trips to Plaistow&nbsp; Library and have begun the Summer Reading Challenge! This trip featured a surprise appearance from West Ham Football Club, who have promised a football signed by the entire Cup winning West Ham Team to whichever school in Newham manages to read the most books!</p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm"><span><img alt="https://lh6.googleusercontent.com/y_Tf_v5acbPhroD_xtY8gt0I-Tn8N41jGvZiaSmdAIgqkwSVGYOeOCva2ihWdFPMcVfyJhCtOsm6mO7A650ONXksIDmlD2Mcd6Jd9rf8CXw_scoUmvrODQOXGA9b_yWa_Mz4zTxXr3zb5Un9BowZI-A" height="382" src="https://lh6.googleusercontent.com/y_Tf_v5acbPhroD_xtY8gt0I-Tn8N41jGvZiaSmdAIgqkwSVGYOeOCva2ihWdFPMcVfyJhCtOsm6mO7A650ONXksIDmlD2Mcd6Jd9rf8CXw_scoUmvrODQOXGA9b_yWa_Mz4zTxXr3zb5Un9BowZI-A" title="" width="263" /><img alt="https://lh3.googleusercontent.com/Tfw4LdtZVeIVLQ9H1T6li4SVbybIFLcHCg6ERWAD-hOXQ-Wj_DQjSpbJeg6VWhph65ydQaOZhqDe3P4Hfxm-Shj_mkZXCGIeL8cNigGVQL-ZrrRPE_PVoaqZdB7CVW8HPXRZ_QPYBb6wFP5Q5sTXvxI" height="379" src="https://lh3.googleusercontent.com/Tfw4LdtZVeIVLQ9H1T6li4SVbybIFLcHCg6ERWAD-hOXQ-Wj_DQjSpbJeg6VWhph65ydQaOZhqDe3P4Hfxm-Shj_mkZXCGIeL8cNigGVQL-ZrrRPE_PVoaqZdB7CVW8HPXRZ_QPYBb6wFP5Q5sTXvxI" title="" width="277" /></span></p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm"><strong>Maths</strong></p>

<p style="margin-left:0cm; margin-right:0cm">This term in maths, we have been recapping our basic skills using the four operations to help us solve single and multistep reasoning questions. We have also learnt how to use and recognise Roman numerals up to 100, and recognised positive and negative numbers on a number line. We then used this knowledge of positive and negative numbers to add and subtract them in reasoning style questions. We have previously learnt how to round whole numbers, and we used the same rule: &ldquo;5 or more, let it soar. 4 or less, let it rest&rdquo; to help us round decimal numbers to 1 and 2 decimal places. This taught us how to make more accurate estimations- especially when estimating amounts of money.</p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><span><img alt="" src="/_site/data/files/images/auto_upload/B1C23ACFC0C6F28D5889308EACF62452.png" title="" width="35.27%" /></span></p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm"><strong>Topic</strong></p>

<p style="margin-left:0cm; margin-right:0cm">This term we have been learning about the Amazon. We began by recapping what we learned about South America during International Week and discovering more physical and human features of both North and South America. Once we had located these on a map, we moved onto comparing the Amazon River with the River Thames. Although the Amazon River is much, much bigger, we were surprised to discover that the River Thames is one of the cleanest rivers in the world! Both rivers are vital habitats for an abundance of wildlife. Finally, we looked at the environmental issue of deforestation. We learned about the impact it is having in the Amazon Rainforest and across the world. We debated whether it is the most important environmental issue in the world right now. Each class held a debate about whether deforestation is the most important environmental issue in the world or of there are more pressing environmental issues that need to be addressed.</p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>

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W46vYlyvsTSyRPCwc7Vbj5mwG9Rz9PpUKSlY8o6sNoLEYwcdM896hkuQGYFt7cgBWO4DHbg/5xTY33NsFvlW5+XoMDv6/wA+K2ioxg/6/wCCLm5mN1Rbu4sJoLG8jhml+SNpFyAc8nHfA6dAaaY4lZYpZYz91fvZ9j0pt3a2upBxKkkbOvyssnzDngKQR/P/AArD1DwWbmAnTPEt1bspx80m4Fs/geme4ropYiNGKdrmc6cpyNTzoQx86eMqrfd4PORjJxn9RVc3diZFWZ423EhNueV9Py7j+mK5C98C+OpId8evecytjazkbsEjPQbfcc5xWNbeEfHti7Ty6bdPcfMzuvJc9cerHGRxk4554xVTHVOkd79fL9TH2D5rbnoUl1DbxtJI5Uf3mdRge+TwMAenXNUXu7SQBkvoO+fmHqfr/M15zqFn4gsrk2d6l1GVjLbriNl2tzuwT/31jHfOTmse8uLuO5ZI0MgH8UhRe3+0wz9Rx79apYqenMiZUVJa6HR/sL3Dy+ApYGVt/wBq2rIEXDenqOnbA/qfSvjxaXN/8GfE1vaxyKx0ebYsLYYfJzzuGMfMf8elePfsF+Jkk0DUNKu7uIMt0pSGMBcoPToCM98DoPaveviDbxan4D1SwsG3yXGm3CoqueSYyMHacjjHQ5x0r9izOP8AwoSi+rW33nm5kpfWpp99j8/f2OvAf7Vn7Q3inU/h18DNE8aeJNStdNS/uP7B19oJLWPeI2fDSKHJLgFeSwHIIyR7PbfAj/gqf4GuJor/AOH/AMeovIXfNLefCm9v42BXfkTNbyL8oJXO7rk4wFNegf8ABtU/ibS/+Cj2oeFtGvZFW48J6hbzCS5Me5Ipbc7ffG0+vOOlf0Jz2/i/SFkuJIblo4ozJ+7WKRgB7febp0Ayfevr+JMwyPh+phqEcNGrz0ozbc3GXM201azXTTT7z4WtmWPji60PZvki0k4xvpZO71R/MXe/tWftKfDnU7rQPE2s6K9zBskbT/EWly2V2mRgRsvyncTkYK54xnjBr6d/wUf+IFlFG3if4aaXdMJPJluLG5ltlZwNrABw/IJyQST16da/patvjn4C1mza3u9f0m4yuJIbuMAEZ9yPyxXD+Jv2WP2AvidqU2teKv2R/g/r17efLdXk/hDT5biUdcM7Qlj+fevMWfZDGbeIy6rT9JqX4OFP8zlo8UYCtHStB/evwXN9x+Bek/8ABSHwKZGl8R+AtXsd3EjW00MynCqxHz7D1JHQcEnjpXWaL+3P8A9aT/SdS1LTxIMs1zYs/GRg/uWfPBzngAKc+lfsB41/4Ir/APBJ74j6p/aWs/sg6fYzSRqPL8N+Ib7Trfg8EQ2txFEDnnO3Oeetee+Kv+DZb/gmv46dtU8JX3xG8IrIceRpPiSCZAV44F9BcEfUEE9c9KJZxwLUir1K1L/FTi198akn+B7GEx1bG1HCilLTpL/NRPzn0P8Aar/Z98QXcaWnxS0xZPlJW5WSHIP/AF0QZBPccZHfv1uneP8AwHq7JBovjzR7qXf/AKiHUIpG4Gc4Vycd88j619L/ABD/AODTr4Nah8/wm/a78R6S29vMbxV4Xg1T5eMAfZ5LPBAAGeQR2HGPJfiN/wAGpvx3s4ml+EX7WngfxJIFYRx6/o91pG3I6bo2vsjPUlSTn+HANdFOfBOMkvZZlFPtKNSP4uHL+J1c2Ko/HRab22f5N3+45V8mIyn95u5jk45GOvuOCP14oLIsX7rayqDuy3C/n+H1xWP4w/4N0P8Agqt8MdO/tDwRqHhPxJPGrmO18I+NXgk+4cfNew2wJJ45Y4yOcCuE8Vf8E2/+C0vwVtF1zV/gJ8QLiGNgVh03VrfX3fjoY7Se4fA7/Lgk8bhmuqnkeW4qywuOozb2XtYJ/wDgLlzfgS8c6d+eEkl3jJfpY9RMTLKrQ7vvAthup6YOc89vTOKmjRpQ0j/N3kjHU9Rn3PH+RXzb4n1b/go38H9NbXfij8C/Geh2NvCoa48WfD28sYAQCfmaSGPsDyCeAT1UmsPR/wBu/wCJ9q4bWvB+i3wU/MY3lhYqFHU7mAOSf4Mcggdq6J8F5tKlzwhzLvHX8VdAs0wsZayPq8RCQqNiruZQrf3ifT/P9aeZpYW2Mc7V2B+w6/p1Prk1892v7e+mWYWLV/hXfwxt997a5WVWX+8o2jIz39eCR26LRv24/glqjql82sWCMqp/pFjuz8v+y7tnjGSBz+FeRU4dzOmrzpPTyOtYiiuu57JPGobdIdm5Au3djk9+Tyf6CmEsefJ+Tcc4U5Pv+P8AKuD0r9q/4GaugS38erbt1b7ZZzQKq4wDvdFAHrzj1rqdK+IXw81k+Xpfj/RbiSUEqYdSiYnjdtHzc8fw9fyry5ZfiqN+aDXyZpGtTkrpmuELbkELbdmRz9/9c/z49KV1PlfIg3F/mZTtz0yfTPPb36URtbXaLNDdrIuM5Rh6H0HPr78VJzHcZbLfMeqgqPl+nHH+c1wVKM4u2xrGRCYZZXWIxjDEfNtyw9W/mevagQb9sUkeDn7oUDHH69amErhPMYbfmJC7fTpnHJGf8+kYzt2p8pzjbs78Y5/OuflkvdZXu7jmjlLN85yvXd26cf5/+uGpAyR7yu35mOd2Ppz+vPr9akWNVYxqNw3Att7c9fr0/X2p32dUfcsYG1du7b7nj8v51nKmuhp6kcdurvuLHcP+WmAuTn/9XvTZrSRD5aP7HLDI74/LH1H15tR28IPlEsu3kYGFIyR2+n8vWpDFFJu3RkbeD5fAPvj379vwPPO+bm02/wCGK5bL1MySz+7uGzG3czseMcnge/p0zTLe13lWK7VYDbtUcc5/rn/Ctae2kddiqGGFC/LyBnGeeRwB+XGOpbJZhCZCpI3YC7SFGfTn3/8A1dsZydRX6hyy6mXLpjmMYfcOi4XOOnJ5/wA5/GohZXTKIY03eY3zcdf6D+XPvWlf3MdtbNPcyrHGsZMhccY9v8968j8ZePtYvdTi1PTS9rAZm/s+VMMkmxtr4xn5s8FW/wBnghgW8nH5hDL6fPNX9O3cyrVoUY8zPRLqzl87zoiw24V1TPTjnAzzwfr/ACZJZ70Jtx849f4unGD0OMV5/wCLviVr+qaFY6zodzeWc1nKf7RWFmEPIXax7EHa+N2ec8nvg+EPjt49XVP7N8QXlve2ssm2GZlj3ncxwCAFbIUDv0I6nOPGlxNg/actrrSzXyPocDkuIx2DhiaElyy6HrE1pLHHtERZug+UDB9f8R6VHNpsyJvijx82GZV/An6etU/hr4x1Txvb6imtaQtq1jNGqmJTtOd+c8k/wj2571HN8TfCtu7O8NzHth3SNJGuBID8y8NnjkZ5PsO3s4XERxuHVWmvd8zlrYKvh6zptaouNpxy3y7m2gn5jj6Zx0/D2qOayBTbENuWAbcuDuHHUe2OR05HalsPGnhG/W3iXVhbvcNtX7UuxeehZ2+UDn+Ijb3x1rVnsoYZMyyKqecUDSMpwwUkqPU4X8s8Gpn+7V5L59zP2NTm21MFtLnV1kKNu6c8npx6Ecjp6fQVWvbUQygN5mNu4qBxnnpjk+vt/Lo304sWAZ2ypYNt3fgP846VXl0xDLtRCY85En3Wz7Y4xz+PHAziuaNWL1+6xUqbsczcWVv56qFXG3tnLH1x9OSazr3SzOzPEAWCqHZVPAAz174PfH867C+0xC25crtbKls8n257j/8AVWc2nxCLylXHzbceYcgZx+mMd+2MZzWUZylr/SKlHl1OVutHMcxKP8u0PwxzkY6cZ6559/oKwta06URKpi2qnORkBTtzgZyTnHQ8fhXcvo6xw+ZHCy/PwoUKc9R1PPft65rLvNOgty0TTsv7v7uMZyPr7468Y/KfaKOzu0JxnJe8ec6vaySruaDG5Ruhb7yBQcDI4J5Axzz3NcR4vhn+0PdSW0inaN7IowOc8c98DGB/9f1XWrMRWzR+VGWbcCDk4HX8yDnjp9a8Z+NXi618IeHLhdNuIZLxm2mGO8Uyxknafl5Py8HgdR711e1pU480r2/H+vvPNrRlKahA8P8AjB4ogOs3lnosW24julE9xCWQ7wNpT5ccdP05GCKx/DfjDxHJbx6Rc+EY9WCySPti3CTHU7ipDEfxYycAjqBWe2hatrWpx6Zp+nXl9dXchdI7e3aRpCecYAJOeOMdOnGa9+/Zs+Gvj3wnokmqatoFjaT3EyyW17cbFu0G0fKM52f7vUHqOAK8vE1lKN3t28/vPVjh4KioSXzOE034X+OLzTX8Z3Xw01LRbRYj5lzdSiOMDOR8jgPjAPJ6dCciun8K3OjeEoFuvFHh/WFt1dltbiKxlZWYLnYsqEx5xuPDH29vcvCY0zTtcH/CQeIEvrloy6RrcebsO4gEorHkbuwAHqMYO+vhj4d6+8n9gXC294pDyfYZNru3XMqDhz8wH7xWPPvX5dxBx3WynNHRdJygtG7PS62+7t3PdwuSwxlFy5/lfp/w55Z4M8S2esK2qXWjq0kiiNheKA7IB8rY7jHPqcng5zVHx38Dfh548jRI9PWwuJo3m+1AExTKR97AwAS2Dk+vB7H2L/hBtY0qDyba5juV5Zlb5GBJyBgkj0O4FOmcc1mXPh60s3ht9S0pocsIxDIP3TZ6Hp6nliAPc9vKy7xIw8sY41Kb5W90239x1/2DWp07wnzPtZI+Svir+z/ceAdJm13/AISG1WFXBnt3by5N2doCjkP0I4zwCegNcr4K06fUrdhp1qblVj3TLDAWKKTxnIHc+vr2zX0d+078NNZ1f4XTaXo9pNdx2M8NzHbbSY3ReDs5GDtP3fY4zwR5X8KvBmgTtDeeFNVvIbqUpG1nHej738RwRuHIIwSQR9K/RcHnmHx2FlUw01Lto3b1S1R4tWVTD/x4yS8lqcWXnh3qC9vNHJsiSdG3DDHqcHHAOewzzwCBp6d4y8TWcpeDzMsw8ySNdwTHBxjgj1/3vpn03V/DfiJbyRPEvge0uIo0VyPK2ygEHuygcY9+c+2cs/DPwPM/muNQ0Jjt2/aF3Juz03JnON3J6nB9DUxzqnBP29N3W9tUv1/Ax+sYWorqa9JaMq6T+0Tr2myrbvJ5mcpKA3mFTkjdkng5/PPpXUab+05ayhhdbYYlj27tx2twTuBPQZ7kdT9K4Lxx8NNR0KyuNeto7PVrXcxWSDMzQLggOwx8oIJXcODyMnmuW07Sr3VLdBaabDLIHWL5LpFO88g7Wx2+bA46c8A16OGp4LMqaqU3ffyt3ve1jWMYqO2m/Rn0j4f/AGjdLuOWvpYU24R1kB3OvQ8dOmcjjnoOg63Qv2hdMLQSDUUEarsC+ZgjIBJz0IHIIBJzjGc18oN4V8YR3HnS6HqNuiR58wWwkz3yGXPYEHHQ4OaLfxPqWmSmTT7hto5maNipBK9GYfMTx+OODzzccHR9pZdRxpvdWsfbWm/HG3vgsFpIzrI2Fkjm9eOfbPTjn3FdBpfxmgmVWubxwMYYyD5l64PGBnGOcd/rXwnL8YfEulTW8kl75isFaNE+UHGQEPUkEbTn7x+nTds/2p5ILh2uIoWijONzctsJz1I7evPT06ZLL6nM7vT+v69SYxlHdn3hYfE6wmCRRzHDJjccbjz0IPUf4+9bFn8Q7MQ4jvFkfdhW7nH4f05B6Yr4h0j9rbwbOqvcX3lDzFUHdwpHqAPl59RzjAzzXXeHv2mvBOqPGIfE0axlmP7zI3DJODxk4yB6dcZFZToy5W7MpSlHc+vYfFi43x3rMNuWXkt19cevXGetTjxLBcuSZGAb7vy5yOM5/wA/0r5t0L4z2V1Es0Hia38hm5VX3bhu44xj8OtddoHxPuHDJNKrfLmOQY9xyM//AKqn2bUVfT8yPa+9yyR7NFrlvN8iqNpz95Tgj0yOO+MEc5+pqVNUifdGHVtpJ3Bunb6de1eYaf48stpaSVoW8oNMZJAP5e2ece+e51LLxnpskha2vodzAMrZwp/Ae3POTyfWmnCUrddylUjuztxMiRmYnjaCrbvmPv1644/D8abHeNHJtWErJht3sPX/AA/rXM2+u2rqrfb+R/dlBI6c8k+n9at2WtWrHi8jdhkbVx8np68k/wBK2jT5Y7DjPqbyTwllt4wr/McL0x146j/HmiK5MoUwSfKM7QuCAAcZz/nv71i/2hbMg2S/eGcbu+M49ufw/SrEerIylftHzsq/KVxxkdOcH8Kz9nFPl37XD2jZoRzYDtGigbsbvXnnnHU/rSTailsm66by+m2Q/XA59c8f54rRXkflsTKS6jHpnnPrjHTnseKFHm2uZIMblVtsijP04OPb/Cm4JpsFPUNQuNH1W0a3viske5SyhfYjg9c/T8KyJPBvw7dvNeIru52rIf6mvef2a/2JPHX7UYll8C/EfwbY3EDbH0vWtTnhuyuDkxxLA4cAAfMCQM9c5Fe2Rf8ABGP44on+leKfCsrnlmgvLjbk9fvQg5zk9O/Wuung5VoJpr/wJJk83Nuv6+4/IX9ja9vk8XXWmmLy/NDbY/LLMoDZPJzxkrxghRxnCivpbV7a4uNMuYrVtv7livzc7uoHH5enHSvlX9k94x8VUW2Zc3GAU5baeCepyM4GOBkYxwefrS6hSKNvs8Ib+8sfoc846A9Pb9a/ZMzj7PFadUv6/pnm5tH/AGqTR8h/8E29T17w9/wUQ8P6NousPY6hea1Nb20ys8bB/n6MvK4HXnkEdcV/QZHoP7UehaE2n2Hi2+mudKT7RdXh12WUXMDJnGyV8HGGH3Qcj35/nU/Z3M+hf8FDNFt7lkjk/wCEyaGVWbKEuXXkHGQdw5xkHjOSM/0bx/DzxPoPg+88X2UNrfQPo+2zk0/VJImGWfJA2jJGQSoODjjdwK/U+LsRTnw3k1W8HenKNpRTu1UfVtdJbP16H858fZXFZ3iMbTxE4SjRptwi5Rco3mpSTUZL3bR7Ppc87urR7x2lXPmMxaQkHn1qGOxnhbhm+fj736fSr9pI80fnGIrnn5vf61YW0O7azZ6/U+3/ANavA9q46M/L6PLVpxn3SYunaz4g07H2PV7qLAHyx3LDH610egfFP4n6c3l2njTUFXf0a4Zl+vOcdOn161iW1iE+Uru5wc9a0LKyXI2L0IG1sHbXn4iOGqJ88E/VJnpYatisPUUqVRxfk2j6++HN3c694E0vVdSmZ7i4sY3mk6bmKjJ/Op28EaTnKSzL82fvDj9KzvgtMJ/hppLK2dtsF/I4xXVV+E4uU6GNqxg7e8/zP6+yzC4XMslw08RFTfJF3eurir6mH/wh7Rvut9TdRjj5ef0NO/sHW4v9VqucdNzH+tazXMazeQ2Q23Oe1KJomCssq/N93nrWP1it11+R0/2NlsfgTj6Sa/UyHs/ESc7Y5PrtrA8b/DLwX8SNObSPib8J9B8Q2bKc2usaLFdxnIwflkVhz9K7dQwyS3XpQDKGw23b65rSljK1GanDRrqrp/ehTyinL/l5L52kvxR8z+Nf+CYn/BOjxrokvhvXP2F/h7Z2s3320Hw1BpcvuRJaJE6n3DDI46V5R4p/4ID/APBLPxLpb2OjfBTXfD8zLtW+03xlqM0qe4F3PMmfqp/Svu13kRVPllvXbSSCFhmS3z3+7XuYfjDiTC29li6qS6e0lb7m2vvRyyyKnJ6uL9YJfirH5eeKP+DYX9iXUdNmi8I/Hv4mafeNG4gbUn025hVmXALpHZQuyjj5RIufWvIfFP8Awaq65BaSz+A/219Lvrjaxt7TVPBL2ityNqtNHeSlfu8kRnJAOBzn9nm07TWHNqnTPyr/AIVGdH01j8sfI/utXsUfEjiqno6/Mu0qdOX4uN/uaMZcPxvflXylJfq0fgrrX/BtX/wUj8KQXGteEfir4AvLi1Jazt9F8W30M1weRyZLOJFOGJ+/j69R5+f+CUv/AAXB8GWkmsXfwi8TMlqu1VTxdpN87jcFBEMd5Jvwo3cr0zgZJA/oobQbY8pK4PvUNxoN05VoNTkj2rwFJAP155rsj4kY6pHkr4ejNd3GSfy5ZpL7mZVMlqRi3FSv5ST/ADSP5ndW8M/8FYPhyLzUfFX7OHxCNnZ27O1xq/wrvIYeBkkyi2jTGGA6gcNz3rkbf9vb4saBJJY+LfAWk3UwuDAltDNJauJA2GVtzvhhgggDOfTIr98L34Hf8FQdM8V3Fxov7SOk32lFh9njutQs4lUAKM+SdBlkOTuYg3R6gAgV2/w9/wCGp9eGseGPjt8K9HuLOG4RNLvBaW00N7B5QDmRRdElvM34PlxgoU+XJZV+irZpksMP7WUaNTraFZqVnb7M6SbflfozwpYzGYe3tKFZf9uc34xk/wAj+fvSP+CiegF2j8W/CzVLdRIButb1Lg8nphhHzk44PX8a6HSf+CgfwF1K7kt76LXdM2qpMl1pgYEs2MYjZzx9PpnGK/ciz/Yb/Yt8baDNe/FD9g74XabeXV9dQyOvguxhmmUTECUSJEHBkVEk4bPTJyK8v8Tf8EAv+CSPieW5vU/Zoksby5ORdaf401XMZzkFEe6aNcdhswPTFebLOOEXUlGtCrDWy5VCS+9TWnomeph8RLEUYyhNaq9pXjLXa6a0Py9079q79njVpf8AiW/FbSf3UrB/tDNAqYxyTKF4xj5jwfXjFddoXj3wB4ll2eG/HGkXyeYR/oepRTDcOONjHI4PTrX15P8A8Gs37BNuLm+8K/Fz4p2U9xHILdZtT0ueGHdjjYbAMVGOm7OCRnpj5j/a7/4No/FHwY+EXi74w+Bv2qPDfiKHw7pd1qreHvE3hOTS1NrBC0sq/akuZleQqmBuiRScbmXqFTjwzjqipYXGe+9IqUJJtvpezS7atI6K9TFYWn7SpD3Ert3X+YyOIzPuaPcGxgN3PUZx9aJ4p2OQh+YEBVUE988/iOOD+tfJv/BLC+1q4l8dWGo6hJcR2f8AZq26Ccsif8fSgKDwOAM7eOBnotfYKQAQ7TBnnIHHDdc/WvIzLBTwVd0p7rfudWHqRrUeaL3PPvHGh+J/HWrL4D0i2k3XqlF2tjO7ALZzkYHOe2O1R/EW7+Bnw4+GB0fUrqz8Ra1JdNc3EHhu3NnY/biflnkYxpI8rgkP5flg4IJCkpXS+MvDFrres6Hpt8P9dqCBW3EOg2tznr3/APr9q8X/AGnPC+vfs/a8v2bw/Pr0V1avLYSWssaqrZ+UurpIG2seUKEMB2zivhcxy/McVmChhnze00t2X+XU5sRSxEOaUNU9H5dtC54ivvif8WtFhsbGy02x05lEqaFo80UEMRGPm2b+vAwzEtjjNcPY/DT4geFdQe3fwJeRpbrlJo4yyBTyFyu7ptOeemPx6v4Y/ETxxffD0618RfBugx3m50t1u9FEe9SDt+e1mjRTtKkLhdpyWUjgcpo37dXwnje30zxV8PYdJkmkWObVtD8XTRK2HbMrQmGfb1HyBs4APTBrlqcKxjJwu77Ptf0PrMnzyeWYWNCMU1vtq/N2PWPgC/2fwnqev3J3MtyyypIoDZRA4HGNow/fru7DivKfi3pp1fR5ZoLq3t5/tSm1a7JVSxbOwnBOCo6AEElfx+kPAXhnw/8AEbQP+El+H3xFunt47hovNW6hvIX+UfMrxkg5yBzgg5BA7Pn+CniWM5aTRr7du8xrvTxGTnj7yjPAP4+3b2MvqUMtoOhVTfRir4yticY8TDTW6Pn7wXo8NnpdppUF5JMzKiMxZiXbhcZ54/wOOMivoFfFV74UuYZdLt7GdzNG80Go25mhljGQ0TIGUMGBOcgkYBHvlXHwg1vTphqX/CBWF1Is6ljZ3jxBAMYOH68g9/8A68usQa621dW8F6j5m0K32VUlGOSBgMAOP0pZnjMPWppUXbyf9fmaUKnPiPaVlo73fmZ3xa0qLxLoGn6n8J9W0/R9XkmX+0tNup2EbyGVNq27yhhtCsx/eOOU7g4rS/4Q7xP4ZZbHxXpc0MwjEkP74TJIu4ruR0LK67lOGU44rl/sGn2N0LqWXULWTAzDeeaFGDgcYbB4PQgHuK3dK8R2Kaa8H9tW7yKp+zoboYPHTDEYGa8bD06kanM9tdjtxVbCywvLC17o801f49zWTTD7DbzTWd/lrONmR7u3X/WAu7kI6pG23gA5OcBDjY1L4paTZXzaLq9njUPNSNI9PmW4inV8bGDg/K20jchB2nIJzkDy3xR8MfiXFbyNY+GLy4ZlcLcWFwWLBkKkq8WSrFWPPAw1Q+CNB1q8+Iel6fqFrcwTLqEU155yMu87xI/3scnnsOM8cV8rDM83p1lCUZK8t2tLeh9rUyXI62Hc4yi1GN9H1S9T3fU7NrW2m1FkVobeISzzLJxCmR8xz2yeT/U1gSX+maiiXOn3ayRtFn93IGHPU5HbI9fUe1dH4ygsE06bTtUuo4ILqIwlmkA82Rg3ABGCcdBz34rgvBmk6xpl3Jp8+n2sNjaLPDZtHeCTzleYup2gHGEEeSSTktjjJPxGeeKOOyXPMRhY04yhTkkk9G1bXW+rv0tsfH0Mqp16cZ3s2HiA28enSaufLNvCrTNu2/KAmScj6Ef5yPlG+8MaBrep3GozaJ9oaS5aa4aaE7n3AH1+mSM+lfWHxce30jwDrV7tVmWzkXay/eMjbQQ2OSWOOe/vXzVbWIWJlNkVVl/eLIxbaSfy5xjHt1r73NMyxNTB0Z/C5RUrLpdJ287GmT4SiqlRuN7Oyv6lDRfCOhaTPDqmk6PbW19DC4gukiX92DwSGHPPue2Pc3rqOedtl5G0sjcssjMx244x259R0/KprbTAbs3EYDPtyVyTk8cd+Ov+cVJHp7oixzN5pMhCQxqFBHJHGeSAOcE9zjsPmpZhWlGzley6v5ban0tLD07q0V9x6N+xR8NvDfxN/ag8MeBtY0O1vtJeG9vdStZMbXjjtpAm8AAnE0kTDkc4yK+yviD/AMEvv2XvGTNNb+FtT0e4Zg/2nSdeuBtYHORHI7xj8EGO2BXlH/BHvwJFqv7RPijxfdRbrfR/BLWyoydJLu7jZeexxaP+B46mv0bn0LwxcIXjMytuzswDj2r6PK8PTrZdFuN+Ztu/rb8kfOZjipUcdJUna1lp6X/U+AdY/wCCZ3jPwxJDL8KP2nvEFvGsahrXxNp8GpK4AHyKR5XlqSF6KSOcda5f4m/sE/tE+JoYY9fm8PatYQXBkjuNLuXtpvMUZ3CGUOBjdj/W4P1Wv0M8RaLpUEKiyYs3LNuUDOB9fevNPGujeJfFGgTWHgnxDHY3HmeW19DGJ3ikQneuwjB6YwTx6HAraOR5DUxcJVKcIzb0dknpu7Le3ozjqZlinQkrc2j7L/L8T4M1b9mn44+CfOu76215laBR5dnCbkJtDfOojEm1s+wOfXjPl/iH9lbV/DGu/wDCaeD/ABA1vqTzLJeabqqCMT4GMZRR5T4Xn92c4PQ5J/RDTtC+MnhrxDYpf+KbfVtL2qmpLe2YSZSMHdGY2wSefvdB6nFch+1/Z3Ouab4C+H9lpq3Uvij4naVaXMfDqttbb9SuGIYjcPKsSpX0bkEAivT/ALCwuBrc+GafMre6vPromcdHGVcRT5KkWrdHr+rufFE/xKsbTbo/jjw5La3EmBJGt5HdKDsJJGNrsTyPlQqPbvPa6L8KvFtqradrk1vNt3CBm8tn4YAhZFDY4bBx/CeeDX2n8Qf2NP2bfFVnJP4r+E2l4VvOe5sYWtm3AH5iYWU55J+pryO1/ZK/Zm1m0Ph74bfFW4hDyMlvZzXgnzIp+984WR2GD1ZiRyeua8yplOZ+zc8P+8tunt9+v4lS/s+pKMKtkn3Pgv8Aap+H1l8MLmz1DwNrt952uNM91p8h2qqxqhPlsuSDhuFzwM49B4dpnii40m4kjhu7i1kJJ2KwPzAHBIbsCeeenFfpj8RP+CYmoazcWsWn63peow2kn7lZkktmhXjO07ZdpYjnBGeM88jw34q/8EqvHsFxNqsujXUccbDKabGtz5gC/e+SQnGcf8sxjbyMc12YHHVMNTUK1Jw81qvw1NVh4qKhTaa7em29j5w8LfFXxPopXyNZhuPMUb/l8qVeTwMYDDkj1B6HmtnVfidonjVksvENhNG8O0LNGohmTPzY3FTuwWLYIxk8DvWtZ/sH/Gq7gj8U6H8MvEdzosWpTW5urGx864bypCkqhEJY7WjYbtuAUOeOmL43+Dc/hvWl0y9staWPyWnFv4k0f7LMgDEAKNxY5IxnC9MfX3PaRte9/lqc3u82hUvvB1lrcrS6N4hWGHy/3f2gHb2AyRkgHPZSM56cE8HrHgnX7LUXtNZj+zozZZhhw4HUjBIz044xnntW9eabr/haNrzTnuNqsGWCRwyxbwemODnGP16cVLc+PJNVsG0nXLEKVyJJvLLKrEn5t2cA49PQ9elKFTbl19TTl543TMvw14R0m4mVtSvZD+924jOEHHc464H512mmfCzQZbWNrK31NPlyrLIG9Oc8gHGDnjPI6dcHT7K+OpwwCGOWORBLsQuyvGc468hcYIyOR0J619ReBvA+kah4WtZtS1ZvKKIsMYjdmQEdDuUZILYyP9o454K8pRpcylZ38/x/rcFaOp89t4F1HTbt1t9Y1aP94TIDwWTaRgg4GM+54HGc1teFLv4qDxZaeG9F8ZTQ2tzHh1vLQIW2tg5yuMYA57H9feH8E6E/mQpq9izSYLI2VJjBzzkYAOT+JPXvTm+FaWHiePVD9m8mS3ZR5eN6kMcMcdhk9eob3NcVTGS2Wr7W+92+Rz4ipKnSbUTg/iN8Y/iV8HdMa41O0tby3xsWYx7d2Hxk/NjJ5yMevcYrn9J/bmu/s8c994bVf4ZP9IPU84BILZx0x757iqv7cfjREnsfArYkmdRJM2ewOBz15Az2rxnTNGikhScj5nPmbtwAC9ABgY6j/wDWRg/S5FklHNI8z0720+5GMqlOKT7n01oX7cHhSKXF5b3Fu/Vh95Ubd0+XnB/PHHOcjutK/bH8I3skccXiOPbI2WPmbSgC5x+XXIJ+Y+nHxvoum+HLeeb+3ra6eP7OzRra43eaSuM7uNuA447n25huZrG0v1OhWt9bxxrhRcMrSdm6gL39B9c549HHcLVKdT2cIvsnbd/1uZx9n0lb+ux+gGkftHaDcW6yf2pCfl+9HNn5uTtJ4AH3cYx0HbNdNpHxj0K/dv8AT1DM2PLfjGOcHB59Mf0xn849J8c+J7G+jhszh3YlpFUMeQuPr6fXHvn1Lwr4/wDEd3FHa/a1O1gSjRHbjuDzjJJHpivn8fk9TBVIqSu+19VYdTmhG99D7ltPiFob7JjqCNGF2sWYYQA9+e3I5wfp317XxTpyyLJFdZjbJkZTwT68dvy+ma+QLPxHq/kxrJKsZVgSrTE55IKtjjGxjkc9SR2rZt/GHiC3m8pr9jGMZ2qTgqp4ODj1x0yTx6VxvBydpp979zKFbm0tb17H2t4S+JuqeH7qO+0bV2hlQ4Ro5NpbDdcg8/06dgB7d4f/AOCjf7SehaXHp1t8SNWkVO7Xm7b2wNwPHHrivzbsfiX4n+aYzNHM0pXZuKn6g5x24HPvjoNc/F3xFZxrA1/t27h80Lk8MQeoPce39TzzyypLWStcqOZSoy5YttHGfs1Srb/GHT7iaaLfNIy+XDjZG+wgHGeCcDoT755NfYUkaXCLcM27938+c7T06f5FfE/wKv3sfi7o80s28/a0WSR5Nu1yn3SP4uoOOxx0Ffbl5ZxeUGEjAEcybidue2Omep9ePy/YM092tDzRWcxl9Yu0fAfim7k8Hft+WOpkxn7P42tJYJZpsYiMiZX5QxUbSQdwJG3AzkE/08t4WFv4Y/sqfSLe8hjszpt0imaxWKRkUidQzFGDBl+YEn+HcSCK/mK/a0uYvBP7Yh1a3DQxi+s7ndtCqu10Yk7gcAbQ2cbc5OCOv9B3wMi8beJPg14S8d6veHWNDvNLj32K687PbyBELmVAi+Xj5gPv4z1GQK/Sc2oyzDw+ynEqaioVK0dd23GnJLdWfxaXW/lr/PPiZXWCzSnVlQ5+alJOSa91RmrtxalzL3lfR27a6WdJt3RVBZd3HKtlT64I61owQjkgj/e4xjHes2zmshIy6XIslqshSNlXggHAPIX09B9B0rWtpYweBjOOe5HtXiVnK5+V4HllhYSjtZef/DliG3AG5x8rfdb29avWdqkTBUDZ6be49v0qvC7O+wnKf7RPXj/P1rQt/IDK/wA3XBx/n/Oa82pKR3RWqPpT4GNn4aaev90OD/32a6lmu1diI1Zf4Ru56f41yHwHnjb4eWsYkyVkkGN3T5jXaZHrX4vmemY1f8T/ADP674Xl7ThzCNP/AJdx/Iql4rtVS705m+cEBowQCDkH8CM57H86JBbNJGZoJVZl2gc8fXBx+Pb8atZorj5j2/Z3WuvyRDLYW00IgdPkCldvbBGP5VHJphkRFa9mJjmLq27HrhTtxkDOMH2zk81aoo5pBKjTlo0U4bPUbRX8u9875WKLNx8xJPUdAM4HHA9aasmvpaRu9vbtN5eZkWUkBsdFO0ZHuQM+3a9RRzeRPsdLJtfP/O5CZrzy+LX5t2F+YY6dTz0zx3NKWeOXPkLtPJZeuaXyGD7kmIz2xTtkoH+t5/3etBaUu/5EdreJdrlY5F4ztkTaampqb8fPjPsKdU+g483LqFFFFBRx/wAbreGbwSzvHl47hDE237pz/hmvEGmvo3xBMyNnGUYgivcPjUf+KQVN33rpTj1wrV420fO7of06V91w5LlwDT7v9D8E8Sub/WCPLp7kfzY+28UeL7MjyfEV4uPur9pbH868f/4KLfFTxja/sL/FtZvELbp/hzq8CSSW6u257OVB1Hq319K9anhBTBTd0OOMV82/8FXNag8P/sBfFLUpg2G8Kz267SODLiIH5jjq464r7bhrB4fFcRYSDgnerTWy6yR8TSxmOjan7SVn0u7fdsfk1/wSovre20vxpdX1xuea8swrIqkDasuD0DDO4nnv0Axz9j272spkliKscfxDB/H9R0r46/4Jb6av/CtPEGrRv5zT+IWixkHGyCMjv0+b26HnrX13poWICTEYyMAhPvDAH9B/k1x8aQj/AG9iOTTVn9HYfljTstijrJE/jjw7aK/3brft8zdjDLyO2fw/KvP/ANs3xeNH8eaXo9zqk0MLadDLKtjBcNM482UbcxSxhVPAyzEZzkEEiu+khef4xeHbJPu+TcPtyOCMf5/PFcD+2R+xd45/aM+IOn+LvCXinSIV0/SY7RbHUpFTD+dI7SYa3mDAhlXGFwVB7Aj4ONZYfHRl2T+9/edPLUnTajvc8L8XfFBrP9ne4s/Cfiq41DUbHxIZ5tDv7CGSV4mjWNLhXj+eNAjNuDknc3BAwG8H07w5401PTNYv4/CVjrH2Z/OS+063guo48jkl07gFeTgqB3619LfFD9gb416J8N9FtPA/hGPWfEy3EsGu6hY6gkEFxZySS54ldF+VDD9xUOfM+8SK4LSvgd+1l8IvB+sfCjwj8M9Y03S/FRaDVYbfSYNSWRGhaJy88IcxfISV2gYcjBB+at4YuUpTVRrWV+2mmmmtv+GNoUY1Ip2s7Wf3H11/wT88PppP7JPhpJNGazkma7llt2Urtb7XKMfMd3QDqSe3TGPY/srtykfG47unT8689/Y98Hap8Of2Y/BvgzxBo1zY3ltpe66sLhWWSCSSR5GjwwBXBcgDGeK9Ijka3dVX5tv3hur57MqiqY6pJbXdjrw9P2dNR7Hzz+218e/Ffwk0vT/DHgKOF9R1D99eTNvDW1tv2/LsB2M5DkP28ojjduXi/gf4n0DVL2bxzeyLFbW+kg3V5csFkibKtIzkkfxAgnplffA+mvGnwi+GvxFu2vfFfg2zuLqS3SA3W0pP5alyEEiEMAC7EAH+I+tcS37FHwZggvrDS9PvrO31O8S8vIIddupEeRU2g7ZjIvHy/KAAdinHyjHyeeZNWzeg6dKryPTX5q/4H09PNsHhco9jTpXq669H6vdW9CD9nX9oPw18bjqek6XvkfS3Hk3krjddwEkb8YBGCMcjoVJ5yB3954N8KX0h8/QrSRnk3MzQLuZs9c45+tc18Jv2X/h98G/Ftx4p8L32pSXFzYPaMt5JGyRRs6vtXaingoOua9CMDPcRiKHkMAzDPA9a9bC0vq+HhRcm7JK7d27dWz5PByx0qTliklK7+Ha19PuRwmrfA/4bNP5z+HYrd2+dfJumiwcdRhsD8qwdQ+AljG8cmm+LdZtfLbKgyCQNweDuU5/r+Oa9avNJk1a2a0vrQKvIO7723sQVz/n9cG68EXCyLIy+SUJ2rB5anP8AvEDPUjcMcHtXU0difY8f1n4MeP44m+wfEn7VtX5I9TsM8YwOUYbuOuQc5P0PK+BtB8SXl1fXXjbT9Lh1TTdYmhgm0tcxzwgrskIYbskdQScEEZIxn6FurNYreSyMM6mEA/vmLFs++Se3+ep8s8OxpPZXWpC1MbXGoXDEbDx++bBHUjjH4V41bh/JcdWlPE4eE2924q7+e5osRWopckmjy79pWW30f4ZSWAiZvtV1HH83y4wd+Tk5/gJ9c+2cfPEEH+nLH5C7QxaZVXG9cZKnGCeCec89vWvoD9reeO20LS9LlkCyT3Lv8zbc7FwcnB7P1P69/E1t3ii8pbhcq7DeMH5jnpgev16eoBrwuJVH61GEeiS9NT6XJI8uGb6tsoxwRRyb3tzJ825VVevTn5Tk56ZIxjggjirQtYJm22MzKyqGfdgYJA6AH5uWb3wM47DQWwkMUa2kSt8+WXYPm5G7AGcEDP179am/sl7aRJbORI2CKApydo4BGAcDAGB1xnp2PycvcVl9/qfQ05abH3N/wRm8DRxeAfHnxBE6t9s8RW2lKq9ALW1Scn8TfN+XfoPs7+zSXO0kjOeQfyrwv/glF4KtNF/Y20rXILDy5de1zVb+6by8GRheS20bHnvBbw/gK+kptOZAABgf1r9IwNKNHB04dor72rv8T4PGVPaYypLzf4aHJ32mq7Sjyz8saje3YMSP6VzU3gN7iXz4tKuI4w7uXWJkPzAZwyMPT0r0a5isbeGdpovM2zAbdwUYCq3X6msKLUnitVEGkyRqW2s0cySLjnrk9OnQEnPsa7FSpSlGbSbV7Pqr72OPmex51qvhCW1vGvF1C4TdCsax+cMABjg4dSCT3Oc15F448KaT4t/a4+H+hXV15+oeE/Dusa+9uvyCLzjDYxF0VsZZZbgAkH/VPjGTX0Rq1pFdaq0t15asp+Yl3THGOew59PSvLfA2hWnij9qz4hePotHaNtE0PQ/Cv2iTH71oo7nU5Su3sRq8A5G792MkjbjejTjBStpu/m9AlOcl/WxuarpqRWrb7PzFXhsJ16/0rjtW8AeEfEN7azax4Qhkns5PMspri3UmJ+DlG6g4646479K9M8Q2YhhZGEY3rlvMYgfoPT3rAstI+dZY7I+X821orgld3uPx/wDrURlKGsXYOWMt1c5240tfuIc45Zcjg+9YfjQrpujXN7KVRY42LM2cDjPP5fpXfXtukWFUcrgtx2/x/wAK8t/ajtbyX4V3nhzTWZbnX7i20iKZWK+W11MlsrjBB4Mo57DnNc0488jSJk/s+aAdO+C2g/bIHW51O0/tO8jZSCs92zXMqgE9nlZR7V0Ws+F9K1m0e11TTIby3cfvobiBZFbnPKkYP41uatYQWWnRWVqWXykwqqwGFVeBlvUjvUVtbSIp869UYA2+dF97kDGQR3I7fzFKMb3imTJ6nkHjr9iH9lv4kWTWHin4MaCVJ+aXT7c2Um7HXfblG6Z9uec14/40/wCCN/7NniCRrjwb4j8W+HZXjfyobTUY7m3UkYA2TxvIQOmN4PXnoa+xUkSbPl265VtrMsm7kc+2CR6CoPFaXmheEtT1+ysvtFxa2MssMAbaZWCnanPckYrXmlTCL7HwTa/8Es/HGu+HricfGCx1WO1hbTvDqXmkm2nt7a3uPKgf7RHJIjBoI1wvlEAPxtJDqeDP2Rv28fhNYW/hzxDofhvxRpyxsqyeF9QX7THkYCn7YYVZeMk46dzjFfe3hvwvH4c0bSfDFmjNDY2scK7mBYxxx4z0GTwP84rSOmwuQYnX5kLcH7wJyMe2c/8A18V0RvWjyzSfy1/Azt7tv1PgW8+E/wASJLRtU1/wdqFibOb7moaU8QXHXDrweR/CxByDVUeGLfTEktNQt0inddyrG2NzAAs2Ox6kjH+NfoTDpF6LvAVGVSqr5ikHHO49fQAY7HnkGua+N+i/B7wz8N9U8Z/GPRtO/sWwtgbq8vNOWdod7CNGUbGYtukGMAnJ6Vzyoxp1Lq/f8AlFVo8h+Ff7TviFvFH7Q2upaz+ZDa3C20KxqeAihWGDgk+Z5hP044AxVaxljSO3DN+7RVKj5gOoPAByRznOR7DnH6QXf7Pf7Bvjp0PhT4peDElu23Qw6t9jMu84YcTbSjA84xuB49RVPWv+CdlpPpdxd+GV8N6uLwrLM9ur28c3y44EbMmOg2hcHOTgjNfW8PcWYXKabhUoOT76BiMHGSi4VF56H5ztZ287oZWKtu+VmUBdx4HfnHHPY9fSqpt7LbnzV3BsKFjC7s9P5tzjqvrX2N4s/wCCbmv2mk3RsPA+oQXCxslrHBrsUkMrAfKc+Szonc5yxOQABgV4jrX7Hn7SGgz/AGK/8DzwpMqiSdZk2opIOcZBYjnPfPHPf7/A8ZZHio3db2duk7L7rv8AI86WBxEZaLm81qL8EPhPp/ijwLqGu3lllYpDHFIzKWLbRwSegCleOoJ9OKs6T4NuPDmqyWhXapkPkmRTuI4YbQepAzjOM+nU17Z4U8P6d4F0KHwqjzW8MEO2OzW1KxfdI5+XcXZvmyMZJPY1zfj+xtj4n02ytdQ2tCQXXcADH5eAvb/Y5weex61+V4rNo47MqlSLTi3dW1sthS9rGPJJP5rr934mbYaNbsqrPOsBLfIvl/eJGcHoB/Ec8HrnJ5rY/sm6lfCmZdqgssnf5cAg/n+Ix6irltbWtxGbZPMhWOMj58sF/r19uvPPFdHpHh6aVvKmRsr8/LHJ+g6kYYYH09MnplL3Vzap99F+R5dT2klyVLeqt/XkZ2meHXs9j3FvDuk+7FyGRc8knHTGDwevUDHOqNHuFjXbp00h2/NJHErhj9TjtXQaVo0EQRfs7SYjxG/mMPLb/aGMMMD/ADiuisvDyTw+bLYZJY4VY87B2HUdvr9accRTteV2aUKb5r8vTrqfNXw6aPS/Gmh3ZdZm+1RqrKoHmncuec5xyWPUY9OM/dZgWezE8Aby5Iyy7pPmAwO4wMnPYYPNfA/hm50xb2xvdFu5FhSSCWRmLMVwFwSuAd2DxkA/KOOlffmkwpdeHLWeKX/liDIPL6nA4IHtx+FfoGcSjH2c+6+4+jz6K5oNWs0j81P2vbe6j/aF1a2jggDNdxmNmwu4nljuBHPJ55/M4H79fsdeH9Q/aD/Zk8D6LompaLD9psrfbqyyOLqMJGQzHLgtuCA9M525wAa/A79s/UbXWvj3qwsbOaBrWcw3G9fLYuBuPPuGU89iOACBX6z/ALG37cPgr4B/sA+GfihfLaahB4X0WO5TSLi4ys0nkKrQj5mxyRnjIx3yBX65w3SzDOfD1YfAq9aniFypdHOnZdbauK3st73R/M3jY6NF5c69Nzp1JTpSSV21Nxejs2n7ujWvY+nPil8V/hf+y1oNxH8Wvifo9vBprtFJqUmoKsbkEjALEc8Yx1zXgFj/AMFu/wBg1b82eofFC8t1V2RbhtBu2SRlIGAyxH9OMA5xX42fGz47eNv2qPjxq/xW8TRfal1bU7i6s/D8N5JHb2MbuZFhhB27AmEOEADMM4wTV/UPg/D4Z3atqXjuxjluLUfbtLlnEtxG3yh0fblSCMbc9QRnPLUZhiODcjksPjvaV6zvzOEowipLdRSU7q/XbyPdyDweo0sth9YrOKS0jH7K6JuV22l1P6C/g5+1Z8EfjppH9u/Cv4j6XrtqknlSSafeLJ5UmA21gpyrYIOCK9Q0zW7NmWOOdS237u7B9a/nU/Z38S6x8G/G1r458JePbyzmszvs7axkeOJ8ksUm24V42bDFCOcA9c43PHX7X37Zni/4jya1rXxt8QQzeVGlnNoepSWSIFYsuVhZAPvEfMrEbmBJ6V5n1fg7MKj9ljJUla/LODlJPteNotefuvpZnBivCzNqVZ+wqxlDo3o/u6/I/qe/Z3e1vPAODGrbbpg3Oc9DXfxW0MUXkxj5ck43evWvwX/4Jqf8F1P2ivgJ4Tm8H/G/Rh8QtLkvVlhkurprfU7QFUV8SBHWVBtztZQQzHMirgV+137O/wC0Z8LP2nvhrY/FL4S+I0vtPvI18yFhtuLOUqGME8fWORQRlT6gjIIJ/EuLuHMZlmMqYmElUoSlpOO2uqUk7Si/VJPWzdj9i4WjLB5TQweIjy1IRt5P0fX038jvPLwQdzcDGM1HDbTRxhXvpZGXP7xtuTznkAAe3Tp781MpyM0V8WfU8qI5Fus/upFxn+JelEf2navmmPP8W3P6VJRQLl1uNUy7sMo/3qHk2HlGP+6KdXEwfFC//wCE0k8P3OmL5H2gwxlc7wQcbj2x+FdFDDVsRzcivZXZ5eaZ1l+TuksVJx9pLljo3q+9tjtA4KhsH5vahpY0GXdV+bHJ7+lOU5GaCARgiuc9bpoAYHoaKMDGKjS2hjbeqnP+8aA1JKKb5a9qdQBwfxuUPFp4OM/vcH/vivLblQJGwD1x1r1H42sMWCkfwyHj/gNeYXKu0h/T/Cvusj/3GPz/ADP574+97iSr/wBu/wDpKKp+VdhP518e/wDBcPV7nQ/+CcvxAvrMMzf8S1fLX+LOpWwweDkdyOpAPTqPsSbI3HOcc4718Sf8F6dQ8n/gnH4ztQMtcX+lqkeOG/4mEDEHg9gT65HUV+jcDxc+LMDp/wAvaf4STPkMHHmxlKL6yivxR+fX/BMG0lPwLv5iVKzeJpmUKmcfuLcc8nJ49v5E/WOnWonXZG2PlBwRgEd+3X618xf8EybGSy/Z0juJoNvna1dSLIyH94uIwCByei4/D2Ar6o0aCOQAbcsMH93jj07V8zxZUUs8ryX8x/StKNoowtEiaf4/6PEsY/0XTZpDyD8pV8cY9R3OOBWT+0RFqF34q1O1067uIryLSxbaaqrDsWWaMcguCy53KDg+/wBel8HWkdx+0EzG3Xba6KXUH+9uZc4weoYj6HvXEftN3C+EPHGreNLbYbm0htcq8cm9kYRqAhRsj5slioBwo9Mj4+jGNTGW/u+ppKcqdFPzseaWev8Axc8L2ryXOh+IlAk8pvs8SzKuScDAj5BHTDZPAwOQPoL9lJ/GOtfD3UL/AMay6k91Jrk32ZtSD+aIfKiOCHY7cSF+BtH+yMV892/xht/FfimXwc0a32oNpP2q8hs3kWIQRDcrM0mUcA7s7TuycH71fU37LEovvghpOqxt5i3VxdyeYzluBcyID8wBHCgkYGCSBwAK4cZWlKjNVKai7q2n/Atun67ncoWqrld0vP8AJfn22OybTvtCFb09V+U/iB+B5/KmxaXayPIrwySbWH+rcfrk1oCKW3VWQKx2/dDcnvj9aq3kGwmbczKqkvEIssc8Dk9D+NeGuVrVHV6FLW9N0rSdNfUbmS6SGNQz7bRpWCn2QEt9ACfSuWt/iV8MNQMCWPi+K38+ZorVtQt5rXzWx0HnIgz19OuOtddeWkVzbLZvqe5o8tGrvsKgjBGAfb0zx1qu/h9rj91CLgr5SncshfLD/fBGM/8A6+oojWw8YtVKb+TS/R3JlGtzLkkl6q/6oktrB2RQJDJu9HJJHpkVJDZl73eYyo2lm4HzHH0/zmnXPn/ZoxPYrKxZVmEkYPy4xn5ePzxVq3s9j/IrHo2OfTP4e30rGNSnJ3Ro4uxRaztURhFPJFtXjcxQbu/DfXn39uKzYdPcRSB9RALSMeJFbcp79wPXGBzW1f3U9iqZgkIkYhtvO3A965/UvHumtrsfh2fS3b7U7Rw3Hlho2YLuwT/CMcc9cgDJNbc13dAloZPic3unWNxPd+WyrHkyk4JAyT9ORXmnhOzEfhazSGNl3Qbvl55b5jz9TmvSfiTcQ6V4L1eaO3jjUafKf3Y4Zyu0c547Dr/9bkdO0wWWlw2KSKAsKRsyscttHX3/AB6UUXzVGyakex84/tdk3HiPS9NeKF44rNmPmE/IWfH8kBznqOnPHk76aZ9qFPm5WNgoUufY+u7A7HIr0j9pe6fU/jDeWlxBvWzggjj/AHh3NuTc3PT+P3yfSuHWGaW+SKMrJLImP3hDAN7c4Pbpn9cV+d8QVoVMwkr7dT7TKY8uDin6kFpaTWrD90FYg54Ybvoc/nkjitFkaytpdSvYvLS3UybVBXJBOOfX8cZH0NSWmnw26qsdvtSNmRT/ABId3QY68jPH1961ND8Gz+PvE2m/DexZYZPE2rWejRM0o2q93Klsh6Z4Mw4x1XAz3+ej++xEYRe7X49P12PTk+WLn2Tf3an6+/sneBb3wF+y98PfBl9py295p/gvTYb6NRt/0gWsfmnHYmQufxr0GWzGzPljp/n9K1IbbagSOM/d421j6p4j0638WW/gqGBmnuNNmuvMDqNm1kVVI6ktliO37s56iv1V8sdGfny5pa/M53W5oo7Nlc4DszBljD/ebOMHg8DvVCSeE5ia4zt+aRXt9vQY/KuhvY/ss2C6qSR8rZHb6c1T1Cw+3Ni4h3Q+WRtRvvZ9+O1dX2TPqchK91cu0u6RfmJYrdKVznoR6H2rzL9kDVV+IHw81T40M6s3jTxZq+pWsx3/AOkWcd29jYyjd2aysrXGMAhs45JrvPjv4k0v4MfBDxd8UrTS/Nk8M+GNQ1ZYps/vPs9vJNjOe5TGc1m/s5/DiT4Pfs+eCfhRe20EN14d8I6fp10sCjyxNDbRpJgem8Ofxqre436f1+QuxZ8ULKrqqSthlO4rb7wB7+/0zWdpsSukkMX71dwDSRrtz7YI/Xp+oror/RUmc3UM8iN95nVuPyPFUvscqHfLOzcAjcvIxnHNTcuxma3pdtFfTx2N208Pm/u7ho9m9fcZODjqMn6nqfHfixaprnxg8A+BI3WRG1afVby1kz89va28mG6cbbmW0OcjkgHIJB9yuLSMDBftnb3/AA/zxXgXjXxtp/gn4u+OPjBrNos2n+A/h6ot/wB7sEs11O8j24PIDt9it1Hy/wDLVT7Dnhz1qyjBXb2Xn0/Er4Ytt7dTr/GLajYk32k2P2qSJlDQFcmRSeOe2Dz7D8ap2HiS8gtDbah4emihR2WSSSInHyA/KDyevt0P4+O/DX/gpX8CvjD4p0vwXa+F9e07V9avI7W3E9pFLCk8jhUj8xJd3JYc7cAdcc4+joPD+sW4XeisrNyyykcfRgf5/SvSxeXYzLpKOJg4Pz6/8McuHxOGxV3SkmjB0JbbXIvtGmtOkazbnWSPYcg9QCOh6g++foeMtPvbiHSvDsXnL/aGu2+6aLjyhATdHd6K3kBPffjBzXZaNoRgLM8aruJHy4HB71m6jpcmqePWhsLyRZtJ0Nibf+B2upAI39mUW0w+knbmvLrVlBOUVeyb069TqjFSdieDR2knWSfP3QFOPXk/yFXF8Jxlsw26/dUSNtzkKTgc9hz06ZrhJ7f446FdPJYSabeW67m8iZ3jk6jgEkqcjPYdK2T4v+JmlbJ5/BcM2GiDQwXHYr87DIUYVsKOQT146V+arxUwuDssfga9LW1+W69ejR6H9kzl/Dmn8zpk8NYuluCCdu4qw4L59ee3uO9fGH/BeL4l3Pgr9jqx+HunXPl3XizxJBHJCqnc9rbf6Q5BzgYlW2Hflxgen2RovxJOoa3b+Hr7wXqlvPLO8a3ElufJKqWAbdnADYyM46gHB4H51f8ABbr4zeDrP9pXw18NdT8Px6tJo/heY2rR3kbHTLy5cPKzRYyS0cdqfmO04BwNpz97wznmB4yqNZY3NxtdNNNNq63sc0sO8HLmrvlXc/L+Lx74ts4hBZ65cbdo+RpNy8DGeeMfhzjn0rb0X9oD4raVeLeab4puoJ42RxNYP5Eny9PnhKtkHGO42j0ro9f+FVr8PfE194e8X6MFmhhj8zd5b7dwDhhsZwpKkEfMchh0zXKeNvCEHh8wyRWjQ+duL+YFDHIBGOO47+45Nfb1skxmETlVotJbvS33r+vmY05fWKbnGasv7yu/RXv+B6d4Z/4KK/tSeHd0kXxK1yTbHtX7VeNdjqT0uhKOCSeMds9AB6F4a/4KxfGu3DW3iq103UY92GmvNPXd2GP3LR/w57YyfTAHg/hTw9psnh5ru/gj2tKqNI7L+7AQk+2c9SeMH1rJ1bQdOT5IYPJXZ+42q37zbwSOo9fpg9KxqYDDfVebl7dP6sclPGRlWdOy0Z9c23/BSP4ca/bj/hJ/hlpzO/3vs106MD0Jw8JBOB1D9K1fgv8AEf4fftJfGGx0Lwj4N1e002CR5NSW6ERV0Rd/8LsVGSEOO74GRnHxJZaNJPOVcrGE/hDnBxgADjODwOQfftX23/wSo+F7C+8UeP5nm8iNo7GzKtuVXP72b1IwDCRjghznjFeGsLhabbirs7cRGSp3vb5n0DqHwq/Z+0vXI/Dt9fWVjeSQCW3s7nVmSRoydoYK0mWGRjJB54NdPYfs2eB5rZIoHul+bKlJgwC/iPp+XtXK/Gm10GDxtb634k8KafqVjo+lxxrHqCosD3V9cCCJpWkBHlosU27GTiQHHSu18C/tB6Bfadpt9rHhLUbOC7sWkuLoKrQWsgtJLvymJIcsbePeDsx86LwTispY1U5Wk3bodX9g1q2EhXoRcm0+bbT8b7GjpX7LfhhYyq65qgbGS0kyHsO2329K14P2TLC5iEn/AAkN4w6LuWL+q8c54HFdT4A8XaprWpadoGqeCL03zWcEutTWu022myvD5ghaSQoztjaDsUkblLBQwr1i18NvcwiQ2+e3A4FdNPGVLXgzx6uElhZck42Pxa8Kaitzp+mPOjRNNFGWi80cZ+8wPVuBwDwQe3DD778COt14I0+aYrI0ljG7SLnbyvIHAJx055/lX58+EpNXl8LWP2wq0yw74G2h2EZI64J4KDGSRjr65+9vgtczX3wx0eR5FlxZRK0wYZzjrx/Tj8xX6pm0lPDQl+u5253J+xg5dV/kfLv/AAVI0uKKy8J6xBAZB5lxGwYgBuIj1xgnGc5A4wQT0HyPqJ2aFJLBbSQNIrRsY22IwJPG1T14zkdc8eg+4P8AgphpcGofDjQ9V8vc1vqjbkZvuq6ZOfTlRnqM49BXxSpsEspNOmRMSbSy+YFDsQTjPOcEgYGD/u5q8jzfH5fCX1atKm5JxfLJq+vW1vzPnqFONRe/FOz6/IvfAvwR4t+Ivi6HRfCGl/aJIYpJpj9pEaRQqwUszEggAlB8pPU+hrvL3w74o8Jre+HfE2jw2t7NGFuJLiGOQyBTuTEgyDgj/WRthhxnG4VzPwv+Jdv8DvGlj448LXVndMls0N1alGXfC64ZN+OCc4z2Jx0zjT8afHq18fajJK9pHAskKCONcuIgFx8zZBYhj94kEjjqAx8zE1syljruzptfNO99dfmfQ8uDlg5O79pe1ulvuMi5lubO/wBsLyCSRv8AlmWVnwDlT02jGD+IHGObmk+LtUupo9NW8+zTQzZt7iRdxYE4Xkkjv2Ax6HGKntfEngTXPDzLDrs0OsTSLHFDJZeZDInO751cMrcccEcZz64lzYzJcrb2MKttfci+Yew7N6cnqQcEj6+vha3PPVWsefLD88W2v6/DqeneAvjHLoXiNtDnmhuYZLh3+0SJ5ewhQS+4jvkjhc/Mfx/Qb/gmR/wUn1X9lP4nw362txfaFrYjj8S6NtxJLGv8cLOwVniLMy5IDB2XI3Ar+UNzpWoXMD3mnwzO1sFndYwf3gPDHv7n0GOp5x3nwy+LeoadYWenG4ffHCpjkmY/u+CMFgOhGedw9uTivocNHD1vdmuaM1yzj0adu3ommrNNJrU4cZQqcqje3W/VNdV8/wCrH9iHg3xZofjjwzp/jHwzqEd3p2qWUV3Y3UedssMiBkYZ55Ug8jNartsGdpP0r4G/4N7P2rNS/aJ/Yq/4Q7xLqP2jVPAurPp0bSTF5JLCQCW2dieoBMsI9oMdQQPvlfu1+Q8RZRPIs6rYFu6g9H3i9Yv5xafzOrLsWsdhI1Vvqn6p2f4oXIooorxTuCoH0zTXuvtz2EJnxjzvLG7H161PRTUnHYmdOnU0kk+uodOlFFFIoKOe9FFABRRRQBwHxpkZJLRV2nchJEnIGD6dOc4zXmc42vyce2a9F+Nsg/tKzjP8MBP5n/61ecy/MxHXd0r7zJVbAw/rqfz9x5jK2Iz2pRm7xg/dXa6V/wASFlYtyfl96+B/+DhLUY7H9gO+tj5f+neJdOt/3jgLzIX5B4IwnfH1r778mR1JDfj6V+b3/Bydd32nfsYeH4LU7ftPxDtY5DuK8CxvWxwfUe/Q8dK/SOA3/wAZVhnfaV/uTf6HzOW0XUzCirfbj+DTPm7/AIJwW6x/st+H5UiEfnPdSNtZWbP2qUZOCeflxz6ZHavpPS0PlqR8y8/dGOf8/wCfXwL/AIJ8WjW/7KvhGN7mOYtbXJ8zIKnNzMdvDEcHjGe3IB4r6N06NQQOQCTj5fWvg+JKnPmlazv7z/M/oun8KsYPwwg+3fHzWpl+bytDjj2t2PmZ+v8A+quJ+Mr6NefEbV1125gvg2oQww6fNCq+W3yLgHIZtzYPPfIr0b4DWP8AaPxj8XXO+FTGsEX3gcAr0/NSfTrjvXdeIdD8F3d1NpOr6RbzMw8yRrq3J8zLMueBySVbnOeM4718TWxHLiE4Pa239fqehTpxlTtKzPkuXxF4R1/XptWg0i3kaC1GmzR3Xh/fHGi/vDHtkTap567QSBjoMD6h/Z30DQ/DvwX0Ox8PmzNmLESW7WLL5bCRjJuG3g53Zz3yTz1qeH4T/C7X0mmfSLe43zB5/s2oSnDH5cN8+R9MYHpjNdZo+kWPh/TYtK02BYYbZRHDGnRUACge+BgUsXjo1cMqSutVcKeH5K3Ox0cYeQ5G7K8fL057/wCetTC1dWOVwW6Hv9Rx/nmrASRvkfAbIHH1xSSMz5iQsTu6bcDr/k15X2jq+EqSWkbFUYJt3A59KYbYo2wxrvYfe3dvT+laUh0e0m/0nzEbcAVSJm5PrgHArhvj98bPD/wK+GutfEXxBpE66fpdqrQ3m+No5JJGKJHtD+ZgPs3YXID5GQGK6OjUlLQXMi14x8a+CfAFsl14z8Z6fpKTErGdR1COESMASQocjccAnAya5PTP2m/2b9ScR6b8efCzNuwsf9uwLIWzjGGbPXj29jX5p/Hj9oTVfj5q91qnizxVJdapJMsdrdTR+Xb2Nln76xLgkBWl7ZbbzjHPI+HdG8Oaff3dlqut3F1NL8lqdP0qQLOn8bOzyqygAt8pAHLZ7GtPqkrdbmUq3Y/YDxFb397Lbvp5heNuDvHJyOMEZx0PYjBNY+j6IbXUEe7s0im2/u2EwOc/exjtwTz129q+X/8AgnP+1JoA8Uf8KJ1jX9QFpcL9n0CLVJI/KimjyzrG7gMd+6NfKyzK5G3IkyPtK4soGVjDDH8wxyvUelc8/wB2uVo2py5tXoeX/GmAt4VbT5GX/TLi3gRc/e3SpkZ57ZrMa0BiaFQ2NoYN0I56f0/D8a2/jVbQXB0OyZ9u7XI32/3ljilfoevKj8x61RvIUt4vtEhHlqheWT7u0AZJP60Ye0YuSHJc0rI+J/i/dvrHxV169uHjlU6g0aELnlflB6eij/DgVi6XaxRDdNyh4aTnnnpjnoRjn+mBa1hbvUtRuNRljAkmmzIskh7nnn8SR2/nU+l21qkCo0fmKBs8tmwOQcjpj8c44Ge4r8izLEc+KqNPdv7j9BwkeXDRj2S/IZYxFRvcfeTJXd8x+UfTnr+fPpXrX7E/hnSvF37XXw30fVLhlt08SNfzShtoiNja3F+hJ/u77Vck4BrzeCHMCCNSc8ja5wMgfLjpnr78e1fVH/BInwPZ+J/2rZNXvtOjuIdJ8F6jNH5iZEVw9xaQox46tDJcr2yNw7VWUUZVc0o69bv5a7dNicwqOlgajXa336fqfogPiV8M45/sR+IOhmbtEdWh3557bs9v0rym68YaLqXxhi+ILXULQW90Y7e53BlSLBjYgkfKSCchTjJ6HPHmX7Yf7Kcvwy1j/hP/AAXaqND1C62G2jxmxnZSdoH/ADzbBx2HKn+HPk3h/wATeNfBii/1XSL2TT5Z0DGVGK7mzhgehO4HjpxX0Wa5hivbez5bcrv69vkfN4bD01T5r3uffFv4+8BXxjePxVpUitzGVvoyGGe3PNa76dbSoN9sh4+VfL4H415d+zv8I7XU9J0n4latasn+hh9OhbIHzgESEen93259K9gmgKnaNw28Yr6HAVq1aip1Vynm16cIT5Yu588/t7eHdD1r4MWvwzaEbvG/jHQ/D8lvubNxa3GpQG9jwCM/6El2SB/CGzwDXXeJ7fwzoMbarr+uW2mwljm6vLhI0DYLdWI7Anr0B7CsX49WaeLv2pfg/wCBmnRP7Hl17xky4y0n2SyXSgnsM66r545j+tTftPJ8LZPg5qmnfGrwlea14cv/ANzqNnYWsssgTazl/wB0RIAApOVO7sMkgH196cU29bv9P0Oe1pN+RYHh9L+BbnTNdtbiGTmJ15Vu2QQcEVVk8LXkM32icIyq2fkfOfwry2y8NfAHwr4ytvEuj/E7xVo63Wsatex6BI86ae9yk6RXrND5I2pHcSRlvmCK5zxufNz4ZyeG7Gzt/h38Of2mLW6uryxjl0mC5W3kmMMcsscskcRxvYyRTqx2lUZOVAXBitzU6d0m9dv1+QU/ekk3bzO61KJYYJJiqlVUklccDB96+G/2y9Yntv2NfiB4j020vLj/AITr4jfYwYY23W8NkyQMSy5IQy6c/wDdz55Hcmvtr4qa3Y+EvBGq+KdRnWKGzs5ZZZGyqhApznrxjPOPzr4p/ap8YeO/hJ8OfhX8PdG1y+0rVhoDaj4iSzungL3Vx5bSFivDfvWnOOeWrHDZlTyXFQxs48yg0+W9r2dzgzzFU8DlNWrO9rW0310/U+b/APgmP8LJfGn7WegXmoadut9GiuNTmVgescbJGcHsJZEIxkgD3r9XY7WIHcw/U/lXzh/wT58R/EP4nWPiDxZ4p8QzXX2aaG0s7m8tY2kA5eVN+A/QRAgnjAOAa+orSzuPJRLsq0i8s0aYU/hk/wA/8K9vPeKJcWVKeKVPkSjZR3637I8/hd06mWqtC9pPS9umnRsrR2QEgKLhcgev4VyFtE19qGrau0zS282pSrG8TFXWC3VIHQMPSdZ29st9a9GkWK0spNQuJdscMZaVjgAKBknn2rhPDOn3cOirBqmnFXl00HUo5F3xi4nDzzgq2cfPI/GMHIB6YHhcyjFtn0q5pOyOUsPHHxesX1W5HgS/bS47iR7e+bUI1VbdYEIK7i7M5bcPmVVzgkgAmo/Cv7TunnRdMbxx4C1iC+vo5Gia80sAykZwkZxEZGI5G1BhclgAM14r/wAFDPinpHwR+HWn/BrwFq1l4Ot9evLqe8XS7cwiWNCruhMQGFeSU7xgFsc5DMDX/wCCSOl/EG30TxLbp4otdW0u3ktG0prK8doobiQStLgsBj92qZ45+XOa0p03Ok5VFeN7LR2enezWnqYyqOlVjT3v1ur/AHXvbzPpn4JfGCL4v3zXeneBpksI7qW3j1aaNoVaRACQFbJI2kndnGQQcHivyH/bE1PwJ8Vv+ChGufFDXtXzBfatM801yy/Z5LWD/R7SP5AN25IYwTnIUc9OP13+Nni2z+AHwN+Jnx0lv9QF5pmgXd5Z215dNNFFdvbRwwxwAkFQZYY/lBALSswI3cfhbP8AGLw/a+daTz3llt2/uLq1O1m2jaOcjccblzwMZGK9LJ8wp5Hjo4mhh+ZdVG0elr3s9UdUstWYYedOpW5fXU9F1XR/hF4rt18QaHq2n6fLtmnma31ZhL5IQqu1JwAxGGY4G7HLD5lI8C8feHpfFWn6aqQTQSWaSLNItq22WRpCd/38g7diYH93OT27qD4g+C9ZgV7rU9FnXy2+W4jTzBwORkDDYHXvnrUZ1jw/LbyLY6ZYyRouW8m6ODjIxgHI5z6DkV9tl/HHC1WMoZjhqrTa7O1vO6bXyPPxHCedQUJYCvC6urN2v6aM89t7KLS9IGiyzpIzSPL/AKspIuEwW5BwvOcev+7X0d8Iv2ZPhL8S/h5cHxb4O1yO8gtYZ7S4vJng2ALiWOIcKY1lBIdslw/QAV4/e6NY332i4FpcqzQmDcjJIY2JGSAQM8BuMds88ivoLUv2+vg54X+D9h8OND+D+o6XcWtusd5MusC5OoTYw08kjRA5J3HaBgZwoUDA/PfFrH5XmmTw/wBVJVI1U7tXcXbSySvtq+v5k4XJeIcPf61GLfRpp69X0Pmb4k/DnTPA3iOPTvDmpxzCSSQ+WGGLdVwPcEZbr+fSv0h/YM+GEPgX9mXw7bSQCOXUon1S5KqQWMx3oWJHOI/LGcDOzPevzvXxFB8ePjd4b8OeHtOdH1PVoLCJNvmEedKsZOVxhVXLE4+UAk1+v2maDa6LpENlZW0drZ2kCosca4WONRwBjsAOPQDFeRkNPMo5fTWL+K2t97+djaftoUowqfEt1/Vxseg+H9YVtN1S0t7pfMG6CdFkHGCCQc+oPTr+dR+D/wBm/wAARLqV14j02PVrrWZbsXt1MrKWgnL/ALpRuwgWFhECMMQDz8xz8N337eXwt0z4max4Z8Ufs4w61qLX8kkeuRyRPdeY4EjRMvlMVEQxHkOf9Tu44x618Kv23f2XfE2vab4VsX8bQapr0hKaPo+oXkX2ZgSzMQlwsYAVCzBAeCTjrX1dbA4OUlGUnzLyVr+Wtzjjm2OwlOSjdRfm9t9dD7g8HfDPw3pWtN4i03TfJuJbVbaRo5n2yKuMZTO0sAoG8jdgAE4GK9Q0XwqV09MJG2edzd6w/hB4G1bSfCel6brt2bm+htU/tCaWZpC02MyEE5JG8nHJwAOtetad4ddLRVWDf/tba8upTjGbimtDo9tUrJTlfVH84vhTTdV8A2L6F4mtZEvLWTN1YTXIPkzYH7vPKjrkMM/e5GMCvtr9mXVXuPgvovnors1oA7RtlQw4OOSPvLxzkDHqDX5y6Z8SfGOpX+oXWszL9tmuJWvruaPLu7kkncB1yMhSCAe3p94fss+ItPufg5p8d5fxtII389t2wNtILkcjPOe4xj61+gSzH22WU51EuZJJ2v2/rzO3M+XEYOm9uhV/4KEta3vwP8+ePd5OoQs0iqM9woOegyO3cDr0r88/EN/Z2t81lpN1sQjYytyx53Yz0xz3znP4V9Ifto/tTWvxDkk+H3hq8H9lW8xDXYQMk8wXqOOnJx6+/Gfk/UNRZ79pYWX5lwnH3cjn0+vTjpXm0a8pSag2r3vrY8vCYepTu2WLgtBIsn2pH2uAGbJVT6DP/wCoj9T7YyKVDN6bRhWJ6Ak4xjtx/hWWJ1kDqvy/MThSeBkDt2B9f6VaVo1Qn90zL91mb5gTwOPX/wDV7nu9tUWkv+B20Z18sYmvp2qxWwVdqybctuXClT0xu6jt09h2xW3p/iq/CGOKeSNk6Nzgc5PI7cfd79cVygidCkkY3K3zCPb8vpjPI5/lwe1XRcOhSOBV+aMBvlG0ZP147ngdPXrXZTlKCV9PUUoxke2fCD47aR4SY6b4z8MJqNhcMyyTW6qssKlQMKGwvb6/7QBAr0LW/wBm3S/ibaN4++Al0smn2yquqqtxs+yoQSGdQNwwO3JO5doJJNfLct5c2m3VIfmhVwQxB6cEZ9cD165/L0r9n348+Pvgz4ih17wpcnbHtF3p14oktrsA4Mc8ZHzIeQc9B0xzXuZdUo08bGU58sbq78r63XexliKlT6u42TP6DP8Ag2t/Yp+OX7J/wY+IPij45eC9Q8O3PivxDbw6XpmrWL21y1tZJKnnmJyXRHkmkChgu7YXUFJEd/02Qgrivzc/4Jvf8F+fgl+1D4EtdN+Oenw+EvFdjH5eqrbSNJayFTgzoGUOEPy8KHKsSDjgn9Bfh/8AEfwR8UfC9v4y+HPi7Tta0q7z9n1DTLpJ4ZNrFWG5SRkEFSOoIIIBBFfI8aVM0zDPKuNxVNR5uVJxfNG0YqMbS1v7sVvZvV2Wxw5TGjh8KqUW7ttu+ju3d6eTZ0GOc0U0Mx6Yp1fHnrBTZZBFG0hH3VzTqzfGOk6hrvhbUNH0q7EFzdWckUEzMVCsVIBJHIGe45FOK5nbYunGMqiUnZN79vMv28wuIVmUfeGafWT4E0nWtC8I6fpHiK/F1e29sqXE6sW3Njnk4J+pwT14rWpyjyyave3XuOtGNOtKMHdJuz7rv8woooqTMKMUUEZGM0AeZ/GsFtdtwF/5c8f+PNXBSQgSEMrL25Ne1+JfH3h7wxqC6bq4m3tD5issW4YJI/pXL+OfiL4F1vwtdWVhKGupFXyla1K/xA9cV9bleMxUKNOmqLcduZbavfY/G+KskynEZhiMTLGxjUV3yNK90tr33focHAI44i4Hb1r8zP8Ag5x1CFf2SvBtiIWZpPiRA+1ZCPlFhejoOScsCD0GOa/SOS/KH5Rj5a/Kr/g518T3Y+Enwz8M2kU2y78S3dyzRf3orcKASehxKx6HIUiv1PgSjUfElOS6RqS+6lN/ofH5DUhLNKEf70fzOa/Ys06z0/8AZn8G21sny/2PHKQwI3FssWznuxJ6/gK93tBJ5O1UwMdF56j/AD+deS/sm6eI/wBnzwLBsMa/8IjprBWUAc2sZ/8Ar5zzx616/pkIa0Yn52z0x1yen6j/AD1/Ns8qSlmVWXeT/M/fqMfdRnfs1pt8feOL2T5lbU7eOP5l4xEynHTuM89/avav7BnObu1Rt0nzNiPcpb8Of1xznrk14x+zbbpcp4y1hkyzeIpolG7jMXTP/fRP5fh3upa5q04kgsLp9kC7Jo3mG0kKM/Ln6nmvkcVLmryb02/I7qMbU0v63N++0W/jkbzopGyvzLHDsGffj69+abbtKzslygT5iMMpBHtzXJw+NNR08SGaK48uOMHzEZcL8oI79Of/ANdSWnjTxPKYbv7bfbXjUsskPAJAzkf4dMGuanGNRPldzWXNCzl1OudD1IOevzE8moWupUu4SwXb5ybuOnIH8qkVVkhW4in2MyKZN3Gc98ZwKcNPaeXD/MqruUqwHOOO9Q/dkO/YzfFYU+FNQu7PUFBms5VXaw4chlQg+uW/lXxj/wAFuH1PS/2UNFtbOLy7e28ZQ3E1x5ZJRBb3KZJ6Y3SqvOMlgAODX2hqmhu9qttHBI0a+W23cOqEMvr/ABBT34/KvnP/AIKG/BT4mfG/4caZoHhfT4Rb2s0h1Tzbh9ixHBDiPChnRo42DnlQXCg5OfSwuIw9CvGpV+FNX2ultdehWHw0sXVVJOze3qtfx2Pz/wD2R/2MPiZ+0Jar4+vLk6bYxWkyzX2oNsTcoTyiqHG/DBt2WGQqjpk1rfFf9jjx/wCGvBtxaeBPiBpt9eG+ExvNMuMbwd37v5GYKQ20HrnYMYyFH6AeO4fFnjzwR5UnizTk8SHQ1tbya60Gw+z6hl1eV5I/I2rO5z++ChhkjOCQfk/xV+zD46+HXh/WPHHi6/gi1K8v7drOz0NEtg9rKz/IqbVHmDbH86oFAcEjvXjZvivZ46osLVulJpJq2ifU+jwmBpxoxVelq1dtO+tvkfLn7PeifGz4TftFeBItT066jW38dafDCryMsLublVMa7AcblHYE8KcEgCv2J/aj+KN98LPhBq2reF2RvEF1aSW3hu2ZS3m3bL8jYAJKqfmPbjB6gV8a/ss/ADUPHvjjwlf6v4Q1t5ND+IS6tO194iSVZ7a3hZYP3TQK0RjmIlYmSRZVVUEaMA7eh/t4fGbWtF+J00aabtstHWGwhurqZEgimn2uX3gkDOUT5udxAxyKPaVK2F55Nc+uz0e1vx03PNWGoyxvIrqPnufCnxZ/aH/bW+Hvi21T4lfFfWkvYW861l/tFjG2+MIQBkAAAbcYABOe9dN8HP8AgpP8YvCU114f+IfiCbxBpN3aywq08iNNDuVgHEpHUMw+VscADgDjiP2yfEUniy9XW4J5JoRv86QSAhcsB97PAx05xz0zkDwrTtQlhVWiZSjSEPDIoRQ+edoHY5HY4PpjjqwfLicNqldqzsZYyhGjXslsfeGj6z/wk+jwa9BL50N0olt2EYyR/d65B+Yjr0z3Fb2neFNek0yPW7fRrprVlKrdNbt5blfvYOAuMg56D2448y/Zflvbv4RWN49kf3jyGNinLLnn1Jx746Y6Yr9APgDoV1pvwb0OAL5bNCbmTZ8m6N3aQDjOBtYD/Cvzijkf17OKuG5uWEb6qze9l0PoqmZTwuBhWsm5W0Pk63gRY2k2BlG0Hcu0HnHH0wOPqa+/v+CJfgW8ib4j/ECfT41trptI0q2mCDIlgW6uJY85z928tyQfVevb53/bEuoX8a6PpsFlG0cGk/aftAAAcySOuzg5yPLBOePnHqa9y+B37VvhX/gm/wD8EyZf2oPFfhiTxBF4m+IssVnpFjdLA8soK2LjeVYAqmnTScjnbjjOa3ynL3hOIJ0IS5uVPy1dlr9/X8jHMMZ9YyhVWrczWm+13+h77+3Zc6v4x1nwx8EPCVjeXF/fXDXrx2MJd4sZjjYkcKvMpLHgBOcCvIPj5+yr8fPh58P4PEMNxF4gtIbVW1qztJHb7KwJ+fa2C6KCMuMEfMSABuqt+zH/AMFtfgd+0/4xm1T4cfsUfFq/1iSNLO/1nTdCsZ4LfblvIe7e6jSJFyGw5UEudqk8ns7H/gup/wAE3m1S68OeMPitqXhvVLO6e0vtP1jwveM0c6OUaPfbRyxthgRuDlSOQSOa+ixGR1KlRzmndro09Plfc+fpZlTgrJ6Luj6D/Zwkiv8A4DeDrlJkby/DdnHI0cu5Q6Qqjrn2YEevHtXY3VmpDOv3s/nVf4YXvgrXPA2leJvh7HEuharYx6hpXk2rwK8E485X8t1Vk3B921lUjJBAPFbE8SKhbbn/APXXTTpyjDkfTQjmjOXMuup886PpreL/ANtfxp4nU/aLfwn4D0fQ7HawItb26uby8vo8dQXgXSHJ7jb6V2Hj+28Zr4T1RPAstnFrDafMNJfUkY28d2Y28oyhfm2b9u7HOM45rwzxX+1HB+zZ4E8eftHReGRqzeMvjbqll/Y8lybaSKPS7caI7hyGBy+ihx90Yn9Rk+Za3/wWF8KavqNsmr+CPEWjQ/bEY/Y2jvfMVVIdNrCPr+IyOPf28RluMo5d9d5f3UUk22t9L9b7u2x5WMzfL8vu8TU5dfP0XQ9i8UzftRaHrbeIT8O/BOvQR2ckawwzPBdTMsyvAXmdWxtCsxCpjzHBAGOOg8K/D3w7Hdw+K9d+F3hyz1qykmh0ebT9JjjlsbUlh5auGY4JeRsqU3CTlFJZap/Br4mHx74CtfHw1czR69P9p0y31TTvsckdufkCfu2YclGdTknDjNVfhL+1z8APix4sj8BeFvHtne6zPu+z6bGt15j7VZm/1sa9FQt1+6CelfKYPijJcyrToYavGU46SSabT2afz0Pcw2W4zGYf6xh4SnTtfmSbVnqnttbXU539rbTIda+GX/CBiVtvijVrDRpvLZgxt7q5igmIIGQVikdsjpt/GvG/2tf2MfiN8d/i1N420Txnotvbx2cdra2WoNKjQqq8kkIQQXZ+Bjhvz94+J0KeJP2gvAfhxZwq6T/aPiC6jZjiWOG2NoF4POJb+F+cjMfTOMYfxR+NPwv+Egs7n4nePtN0CPVbw2+nzapdpAs0hOAoLe5UZ6AsM8kV+e+KHFeM4dw+GoYSkqtStJpRd3pFa25Xcl5Lgs9w8qGKvyLV2dtSH9kX4G6t8DPhLD4N8Q6hbXGpPfTXd8bOQtEC+AuDgZ/dqh6DkntXqws9w2cZU8e49a4f4ZftEfAf4keKNa+HPgT4naTqmqeF5I4dat7a44ic7hgMcK+CjBtpO0jBx39Is1WePzIH3KQCrKcjFfo+Uyq1MtoyqxUZOMbpbJ2V0vQ46GDo5fRWHoL3Y6L0Oe+I2nxT+CZtFe1aWPVJobCeJGGfJmkCSnn0jZz36VwWvRx638StK0N9Ms7zT7uO4kvrgZaa3kXI+6QVx84ToTlm9q9Q1iybV/F+g6KUk8u2S61FjH91isYtxG3HQi6Zh0yY+/IrU074a6Dplwv9lie13Y2pA4KAKOMKwIAHt+uBXdVpTnb2cnF3TuvL/PY7MPiKdGT54qSaa181v6rc+bf2s/2EfDn7ZPgiHRIdUl0e/wBFuZI7O88sMsUcgXzcrvw5OxQOUIK8+ldN+z38E/hd+yZ4I0n4G+D1vri4muPMjvJJPtEs0rt+8nmIVQoA4AGQFQKDhQa9o8Hnw/q866Po+v6lDeXEfmmz1HSJY3RfclVHVSOpBwQCea6KD4W6fCqzSRwy3SM5juGhVWXcMYGAMDB/lXRi546WHVKjJRTabTv82vOxjQ+q+256sbu2jVr7afI+d/24HvtK+DNl4f02dUuPEGqxyXCxkqTbxKG4OCOH8r65PbNfkz/wVK+I2saL/Zf7P2jXa+XdRpqGsDyUaZxuxEm7B28ozHBB4XPBwf1g/be1CK8+Iljorzj7Homl7p41PypKx3k/98iM1+TPx4+ES/En4/6t8Wje3GoNfXCmK12DZHEgEaoAcMBgA4J6k8c4q5Tp0Y88nZen6ngZxxFluQypvGSd5u0Uk22/Ra9T4rvPDOrofJOn3DKzbvMgjZhnqD8o7DP0zjtisyGQGZVE6RqxxsZsBR2z6cfn171956/4s8FfCb4NXnizStJ0+PWLq4Sz0m1a3DM0mQzTEEYYIuW6EbjGDgNmvjm90PwrH4m8nSdYk1iORg91cSKYxKzMGZFbqeM/Me+QB0Yt13olFu99fT+up9LkeIp53hY4qhNKLs1e6bv5PUydO1O8hdvs2pSMSo2MsnB47+nb6Gr3m6rfqyzX80rqvLPlsDnGPofoTWte+H47zxFMuk2629rHJtijjRtr4Oehz2PT09q2bWwtLU/Z4oV+VMKwPfGD6tk8H6dxzXBiMdCOrjq/vPp44OrKTvO6X4nsv/BLH4J3njX9qa18bX6N5XhXT7i/8lFDLJM6C3QNkdQZZHU5yGjGOgr9J/iy/wBl8CXGjyXLQvrEiadG3mYbEpxIygZyViEkmMdEPTqPnr/gkL8Kk0P4Wa58S7uzkS51vVhaW+5sI1vbIcMnbmWWZSR/zzXpjFe+fF3UNJPjzRdD1661DT7Oysbi8XVE0m4khguX2wxu0iIUTbGbjhj/ABg4wMj0cv8AaYitBJX629Nj43NJ06dSpNeh4fq3/BMX9mjxhqcni2FNW0G/uLiS4lk0vVnG+V5BIWK3CTDP3wBjADEemO4/Zt/4Jh/B74ZfH7w38SPD3iDUtQvILmSULqLQPsRY8mRwiKCCR5R+TJ88Z6ZrotGsPHOs61cW3gH9o/wXqkRmeaOxvnt2kjQ8hPl3Pxkjnk46c19CfsneHvG11fanr/xJ0rSYr/TP+JZbSaWx24YrLKOST8yi1Y9PTjFetKOIpRcqkbWXX8PxPBp4qnip+x5HZ6X0t+DPb/COhP5iBlXI/SqXxX/aC8G/BnxDb+FfENtfNNNYrdKbSEOu1ndeu4c5Q9q7PwxZJbx+bz2DfLXzP4q/Zp+Nf7XvxC8TfFL4danp9npdrrkmlQ/bJZCs/kIgEsRxgoyspyON28dQa+exE6kYXgrs+hoxp3992SPx6/4YD8bxrLq2o6dIi7mmZSEx97nopHPB4HBz04rc8N66Pht4E1TwY1w0qw2ciW+4DcSV6YGQRnd649OMV2H7Mmhftd6V421Ob42y6pc6PfaPMLeO+1VLlVucKqsNrMY8r/CNoJySN3NfPHxW+NniPRPFmpaR/Ztm1tcM8ckssL7uNylhn2GOQeBkZODTwOIzehmEsFi5pqykrbWf/DHsZh9VxGAjLDrRPW/l/wAOeMeJNb1C7vt8W7zGk+Zi2F3EjjrjP09utYM85jRnlUgM2V3H+HOe3B549cH64vaokc0u+Ufuyx2tu45OMg9PUf5Aqu6cEPEysr5DfewuRjB/H14/UfV04yp77nkxjGxVjjgmBVJW4Xdj8uD09+SPTtU8UcsknmS7vJRgNxULkYIxyDz+ft2qeC38wlEZmJH8OfzPOQevfJ9sgVJFGiIEjiKK3AI+bA5xznr0/D17dfNH0+RPUZDtX9xDbbV3KWZW4AJPX5R+GfccdraQtFCspSNm2jMjZG7jIx6e2BzmoGhaWUyM3mc7iGzkY6cc9f05qzCU8xfOTa6s7Ft3XkZPXkj2H1rqlXlzc6e39eX3fgZvW2hOkcM0Ea7NsjZMf+0wI5z+PqP51Z0u4s7NmhkumjbaQyhSAc9F/Hnk5xnvwaoJK1m7MqO2NpzGctyAD/PA7DmpbeS7vJFuI55ZJC2WUKzFlI7jvge5xk8cmrdTmlzN2/J/LX7xckpPQ9c/Zl+Ol38FPinp3jJYjdRxyfZ7pXXk27t1HBAw4U5BP3fpX7Mf8E7P+Ckninwh4Lj8ceERBc2F5MX1rw1eXUgVwJiDJEDxDKRkZxzgbsgLj8LdX8F+I/C11pouoW87UV32sZiONmRgnI6Ek9gABz3r7k/Y98SXGleDbfSra8kaQ/LK3mEltpPPHA7ZGAMjgkDNcOdZhGnRhOD30a6ON9muv6OzR24bLXiJulUVtL+j7rzP6bvA3jXSfHfhHTfGfh+4Wax1SxiurSVf4o5FDA88jg9CAR3xW4sgIr+Zz9oH/grz/wAFD/2RPilJ8HPgN+0XqWm6DpdlCttp66LY3kMMj5ygFzbOU552qcAMMAHIr6l/4JUftXf8F1P+CgfiWLxVrv7Vc3h/4d2c6DUfEM3gPRRJeBSN8NsrWXzyHBHmfcTnhiCo9uXANSWD+u/W6cKTV17RVYuz1SfLTlG/o2n0PmJZriKNZ0XS53F2vGUXe2l7Nr/gH7fs6Ku5mAHvSLKjruRs1yPhuTWbjSrey1bW5r6eGMJLdzRIpdx/GQgVQT7AVt3cl9/Zl2dFeNblrZjZ+cm5Fk2nbkZGRnqMjPqOtfC1KPs5cvMnrv09e/4HsRqXhzNdNuppmQCjzR/k1+AF9/wdT/t/eHNVuNH8R/A34WrcWN4YdQibQ9SiaIrIVdCDfttYbSMHvzjqBu+Fv+DuT47Qzxjxh+yr4PvI1VfObTNburZnOTkr5iuAMdDlv+BV9tDw5zyqv3dSk/LnS/NJfieBT4mwtTVUan3L/wCSP3i3j0pd4r8RtN/4O/5Jjtuv2E4ZV2lmmj+JBTGDn7p09v4SO+ScjHQnb0r/AIO/vhw13HFrv7FOqQw+UrTS2XjaOZkYnBAVrRNwBDdwTgcDNL/iGnF3NZUoP/uNR/8Alht/rDgYq8ozX/bkn+SZ+z+4etG4etfk14e/4O2P2Mrrcnif9nv4j2cin5l08WNyvXggtcR5yOen6c1v23/B2J/wTzkiWS4+E3xbhypbb/YemN04PTUPX/HpzWEvDvi6MrfVr+k6b/KTLjxDlctbyXrCa/8AbT7g+P1+YvF6KHGFs04Pf5mrgRqLSOV9PSvhH4nf8HNn7Anj7xcuqaZ4O+JFraG3UefeeH7XIwMnIS6Y/wCPb0pvh/8A4L//APBOfVPMm1P4i65pSqqt/p3hW7Ocjp+6R+f049ME/omV8DcS0ctp82Gley0Vm/uTbPwTiXC5ljM8r1qNGcoSk2moSaa9bH3dNcbk8s9MjvX5Bf8ABzjeWk2vfB21lZi0MOusBghefsIHPTPUY9+lfo9+wV/wUE/Yn/b++JV98L/gv8XbrVNTsNCm1S6tV0S7s3jgjmiiZy1xAqkB5kGASct7HH59f8HUvhfwToPxz+E3hTRfE91NNa+G9Q1C6tZlB2edcxxRMWVcYY20yAYypQ8/NXZkuI/1dz+pQzCnOnONGrKzi1pKnJJ7bO++x6HC+S46jjqOPqx5YRnytPSSfK/svXsdt+z1oSaN8HfCWksP+PPw7Ywtu7lYEU5/Ed+/WvVdOtNgDxsHHXaxxn/Dg/8A6q5vwNpdvpWh2tnDC22GzjVVZTzhQB/Ku60yNJUZXST5h6/4V+P47FRr4ic463b+4/dKUOVI5b9l6Nn8G+JriOIMJvFuoGL5eSvyD8eQfausuRclrhzatH5jOO/PJxgc5z7dOlef/BvwV+0Z8KdK1rRhrHhXVobzxHdX9hNIk0E0EExBWJtqkMUwfmzk/KCe9dZdeNPjjH80vgHSLxtv3rfU/L3N6ZccD8/6V89icPKo3ZnZTlaKuEdncTTXT3Am2C4Cou1j8o2ryTu5+Xtjr0zzWtf21hYWCuYAGDqu1cDHzYP8Izj/AD6Vy+p/F34q277p/gN5kbtiSRddtPwPPPPA5rH1H9orxJpTK1/8Frp2hYssUM8M4bGM4CNnJwe3YZ4NThqMqUbbmlStGVl2PXPDFh4z8c+Ko/Avw78FXmt339jT6hJ9luLaGOKCF4I23vcyxICWuE2qCSQrnotdtof7NX7S+o2y3EnwWvoVWPP7zXdMkIzyRiG7fPQDjj9a8a/ZL+J3h74sfGbxTqur+Gr7R9T0PRbO30+1vrERF/7RuZppQjM25k26SD8qY+XlsqBX3b+ylb7vF95dA/d01hn6yJj+Rr7atw1hcPkccXNe84qTTUr66rXmStZrpvc+DqcUYhcTf2ZTSaulftdJ7W6ep8veIPhv8YvC9yLHUvhB4udmI3f2b4ZvLxc/70ETrjJ9fWq1z8MfiP4jtPs198G/FLQT/eTUPCl5CGzxyJIhtOceh9K+vP2lv+Ch37HH7Jcz6b8dPjnpWlaki5Oi26yXl6p2K6hoLdXePcrqVLhQ24EHHNeVxft8/Cv9sf8AYw8efGH4Ga5H4Zt7HUJND0+68dahaaWt/qCxwyi2EjTMiLMs0cSlmBLSHIAGT4NTKarwP1tYWcYaWlfR32teOvyufVQx1OGKVD28ebtZ3Xq07L52Pxx/aV8d+L/DHiyfwlexTLJaySLJCZG+/FvVlUDtvUKc4IBJ5NeCeOPH+rav4tsvFt3btb6lbELNp9pdT5YBhhssu3ngkAnJ3ZOTz7v+0p+zT+0nq3iKW38L/CrxRNeWMgM3k+GbicAkBh/q0O0nO49OGHYcc/pv7LXxM0G1m+Jf7Zvimx8K+FdDt5DqVpDtW7dASANy5RGYlNoBd2Yhdu4gV8JWp1M0xkq1ODSb1vda91/wD9EeOpYbDr2sr2Vlazv6n1X/AMEzdM8a33wYuPiB4xtoxJqF19l0eT7KiFrWPhn3L94NJuGTyfK5rwT4j/Eua41rxBZ+NLP7d5su5tNurNRGuXLbwU3b/mAz1PqDivaP2bf2+vh9+1h4G1j9nr9lzTx4X8Xabo8mm/DLSNUK79RjjhxE6M4dRLv3fLJvbaFkKuBIifNn7an7Ovxv/Y8j8Ov8bJtJvNW123me50vSdSW6urJkwSboABFZhs/1ckq7i4DsFLHtxWU4mGF5Enpa3fbdd/O23U8fB5nRqY6Updf6/rufO/xw1pfGcN5GmlWtrAzBlt9PhSMdOwUBV4A6c15LcfC6S78R2XhPw74flj1q+nCyQ7TKscIOWc43Afe3ZPAAPQA5+g/hd+zP+1B+1Zri6D8GfgNr2rO92sdzdR2ZjtLMtnabm7cLb2wxuYeY652nGSoNfTPib9jXTf2bLLwL8KNM8E6ZD4416zjbxHcLeQzzG6laJFheZXZRGjbgEVtmAGALEsc5rFZXl0puLTWyvq39+339jqqYjCY7EKnD/hkeXeBvDVr4E8M6f4L0wfLZ2qwvMy7WYD7zDnGSSc+596+/PCOgvoPhbT9GkiUfZdOhtmaNsqpRFX8en5V8p6x+z98TPAnizw/4T+Inh+WxXWr5IbW43JMjr5qq5DIxGV3oSM9HU4wRX2rHpU0I8yInd2DcDGcfn6V5HCsa0sRiK9VNSbS1311Mc85FTpRhtb/I+Tv2iru6vPjbq1ndkMtmtrbWJAP3TbI+DkDA8x36Z4ORnmu4/bv+FXib4q/sF/sp/sg/DWGEx+PGk8bazfanqNta/ZIlt1urhiZnjTO/WJCF3DJjAHrXkPx5fXdX+IniyDw+8k2pSahfRWP7lmJkDsIlCp8znO0AKMnj6n0j/gsR8ZPAfwk/4Kk/AnwP4j8Rajp/hPwH4Gikhj0mBGOnXFy93FGMF4wVb7PZb1LoBGmQynmo4flCrm2MxKV/etrtpd7/APgJycTVK2FySCpK8lBu17bJfd1PpbQPgF4c+DvwA0Xwh8D/AIZ6J4u8NeF41OlnVNYSK9ummbDXCbrRrcQ4d2BZ5AU3OZGIGPlf/grh+wp4X+NdnpX7VXg3wxrVj421vWNF8Palouk276jbTSzMkEMt1dvL8m0MlukkIaNmFvHgbg4+lJfiRFLpDXtr401DxB9kXydOvdF8YRWS3MxUkq8T6xceS25PlLIoQxt8rhgh+c9D+LOuftAf8FH/AIJ/scaroNnY2+h/ECPxmrWviq51c2q6faXV3bwFzezWu5hGwYpGjpti2kDKn6enX5sVFO+vz83+XVH5dg8xpwx9KlS53zxtZJuMbL4pTUX6JObvpa7P2E0PS7TTNLt9OsLZYYLeFUhijXaqIAABj0AAA9Kh8V+INH8KeHtQ8Ua9erbWGnWcl1eXDf8ALOGNCzP+CgmtCPZ5SoTXkv7bssFz+zH4m8HXMUmzxitr4R3R/wDLE61eQ6SJeOgQ3ocnjhe1c65qtS193+bP0SMeWHofKvj6HxJD4O+D3gPxb8LJNW8TWPw2XWPFVq2iJfC31bUprd7m4ltyDHIzT299ubDFXl+UbmU141Y+B/A+uajqniX4gfs4Wvk2mvMdZt7fTbyONobK3iS+Fu1pIkUDRlZp23btzMiquVYH6/8A2hfhR8G/ir4y1XxV8VNM0/VrXR3Mi3f9py281nYQQeXNDmIrjZP503LdHPHTHlfwm/ZU+Hek/C7wnrEHhLXF1bUrfSLjWJItfnjiuBdPF9pR4vN2lVDvlAnI68kmvczzNKdPhn2VOLut77P4paO+vToj43NsuxGMxSUeVp62b6LR/Zfc7/X7OX4PfANtH0vS5jqXhfwPHZ6feZASa8S2WOGMEEn53YAZBIJz1NeE/sPfAP4RR/tAxfFDwJqWuXEen6bqUlnPqM1vJG7YtrdW8yE4UtFcTZiIBGwHJr6P/aI0VfF/g6z8Aw6neWq67qkKJf6XlJraSFHvI5AcNt/eQwrnB278jnFfOPiP9rv4X/8ABPw6pbfFL4pal4u1LUvKS1sri1SO6t2DzvJGMBRzlWZ3Iy2AWJIFfz/4f8OywWOxGJxNGMZykruLTu1eV3ot+bXQ/dsvzKnlfCdXD0alnNcvLZq8UlHtZW16ryPQvi98WLX4YeKfih8d9WsbJrPwT4ZsNNtbi5B2pNcStLdxHBDcxjT3IHUbcdxX4i/twftg+Nv2mPjVeeJvEviy+vNBhuZxoOjagI2Swil5aFfKVVAyO4LYVQzMRmvaf2ov+CqfxM+LWn+KPBPgTTrDTPDvjHXjqt9CI/tFxdZtIbRVZ34CiKGLhVznn3PwxrE1y0rTRpvMjZLDOFzgnGMe3Sv12jlNOtmCxdeClyxtBtJtN35mnum9tHsfGfWKdPCckfib1flZJL8zorL4g67pLTXWiahNZzTxsk3lXEjeah4ZGOcnPfPYkcivtj/gmX/wWJ8Vfs16mvw5+NdzfeIfCupzW6WM9xrLudBQEiTbvViybWUlcjAj4zuJH55i8uGCs/lnomzbt498D6enP51rWnn+XHM8hZo48gqQA/I4HHX/ADxivanQhtb0OST9puf1IeG/Edn4nvbjxr4P1hbyzuobC2s5rdg8UkPlfaRMjdGV1uVG4f3fXiuu0zW9Zv1EEGn2+4OE3SElWU9+D/P/APV8b/8ABJ/4hPqn7BngS38YePBePY28iCaeQL5UYlYLAGYBpFjxsDYIAUAEhRX1r8KbhNc8QWd1pTebZSRySSM0hwMfLwP9/HOB1qJYPEU4+0cHy92nb7zg+sUHV9nGS5u19dDvrHTtN0+53yeXGBjLbtv4dq0wLedN9scLz8jMCRz7VV1rwtdXRa5trO8aRsCNrbUHjA9yN6g/XrXnX7YfxUX9mj9lP4ifHW51ySG40DwhfXVmt9Mgj+2mMi3QNgn5pzHGByPmHBNRzR9nruaxjJySTPjL9p743eGviLeeJtY8G+NdG1e31OXyLX+zNQSS5jibIJCBu0Q4PBz6nFfMvhj4MjxP4qh8MaNp2qWSXl0Y4zcRnmM9Wc7cDaMn0JAx1zXwEPj3pkjSbtGukHm4P2bUMjbuHAJYY9uoyAa7X4YfFvU/EOv2tl4dvvEEJ+V2WJxlgOeNpJPTkAemcjIPmVsTiYzTnD3Unp0fquvddjy+IPDvA5/jKeKeNtypLlcb9bu0rppvZ2P0C/aA/ZE+FGheBY9Q8WfCuw1qbw7ah7VZNQnVpCxLNna+zJbOdwOQMHgCvgH4m2Pg/wAQ6gtjo/g+x8Pw2kmY10tlUtE5YKr5LMSNp54B599vrFh4v+PjxfZL74weILbdCXkgu9Wk2puHA2gk/kOO/Irm/EWoeONQVbfUvFlnqyKxVWvo0lY8MD8z54yc8nIJyMmvPxWc+1prkg1/Xb+vQ/TOEcHkuTy5cRGNSCXKle1v6Q/wDqHw28D+Az4f8XfBrTteu/OO3UJbgfaGV+ME+W7hgm4DaVz3x8xPinjW40ez1WaOyhuLe3aVmt7d23lE3EhGO0F8LnoB0/GvZIfiN4zutMkg8QnRfssIEcdrJBGhxs4C4UZGOvcnr2rH+H3wePxP/aW8G6D4m07S0sLjxBbTalZm42hrdW82WNsuQWZAQoPGWAAxXn4GWKxGI/evfrfY+uznFcF0MtnLB03GpbRX0v8AefpN8EPDK/s1fsmeHdG/svzbzStCtxLbyFv3l9OwLKTliFM8uDjOAePSug8K/tH3cWoSWeu/C+Zo8YD6bqiyktnkFZVj49DuIPTisH9oXW7yefwz4T06wlkhaaTUry4VwsMEcASJVfn5jvnDKAD/AKrPGAa5/wALS6413DFLM7XEgLnyfMVc98kYH8RxznHrivsJYzB5fThCrFNyu9Xay6bPc/CsUsVUr80XZdbK+rPerH4yfAbX4JLLx/4Iu7WNVYPHrPh3z1PXODEJcg/h19TXrXwN1P4QXWlzaT8H4tOhtbeQSz2On2RtvKZwQC0TKrIWEZHIH3favkqy8R3N5eyQeJNLbZZbvm8xvnGfvYzycj1z719I/sbaPZyeDrzx3FaRr/bmqOtvLHksbW3JgVXz3EonPbh+9dFHMMDjKM4w5otJO3NdN3tsYU5Yj26TSfnbU9e+JHjQ/Dr4T614w8zyprSzP2OTZuVZnISMkem9lJ9q6n9mrwff/Df4G+HfC0k97a3C2AuLy3kbDQzzEzSRn/dZyv0UdeteTfHy8bxV4w8CfBO3WN/7c8RJdalCzbg1lbqZZkccja6K6rngsO+MV9APeSHAQNhRjuf61jRjzVG2ro9DES5aUYrrr/l+p/Ob8APCf7Qnhn4zabJ4zmuJdLfz4pjtYLF+5cjcAOm8YyRz1968Q+PXw6e9+I94i6zY27JdumbzKsQW/i2jAwSeeeT74r1/wRrHwm0j4saSNKTxity97Atos3h2EqGbH3wlyzAHfnO0lRuIPTHI/tF+H4m+Md3aiBgWunZQyqzEEHaRjOckZxncTzj19CpQqR4qo2TbnDfpv9za8jXL8RKpk8m0laXbyPn3xpo2veHdQaw1uAQyqu+JkwQ8bAkMpHBB7YJ/nWPAojRjs3LuYEl+Qu4+vGOcZ9fTk193f8FSP2RfE37PfwG+Ctx4k0BU1b/hG3ttav8AydsiTOy3CWjso+YRB5UByM4bCgMcfCN1CYZ/NMaxryFDNj5s8YHfjjkf/X9qXJCo4ro2tLu9nb8d7EU63tbP0/II2nlVYpHV1O0cfOPbgdcHBOM8/kXpFMjx2/nMyyH92ykKvXPbvwR9c81DtaK38yNuVyzLt4C5Hv8AQdumfrs+CvCE/jTXYdDs52WaaRFTavL7mAx83rnqTj0PNKpUo017SWy3vr/Xn5HVSpzrVFCHUqxxuZ96uSDjKrHjJJI4GTx056/rTBds7s7yNIrBgPm+90GMg9sj36cdAPqX42/s4+DfBXhbSfBGh600MuxGlmuIU824kL57tuLM2QqYKjBzj5Q3zTrHhPVdIjWRreRvOmZY12kF+e348e2eO9eZgc8wuOk+WWztb/K+h6WOynEYHl637dw8LaHf+K9fh8NeH7Sa5lvJAtutqm7zDk5UAdhnJPQYycV9XfBz9kfwn8OUt/FnxH1NZbr5mjtwuY/9nGF+c4ycY/DIrf8A2Lf2adE8B6H/AMLA8Raeja5fRgW0jKP9GjIxtUc7SQcnv29SfR/H3gTxxqlz/ZenXyrbXi487acxsSCWGCPoBnAye+DXyuccS1KmKWFoTtFOzffula9vlv6HsZbk/sKPtqy957Lt/wAE+e/jvqPhXVfFGm2YtrqHyLOQILqMKzB24zuwU+5gAgE7snJxj6K/ZS8NatqHgpda8GafY37afY7bKCC4HnXN95RfySSh2gsQowPfJya8L/bd+BNz4R0bQ/iX4ZhkmtbWGLTdZh8zfsclzDPyThWOUJzwRHjlq9Y/4JefDtB8RdF8ceMvFSw2Or3dtBJp1ndYUqbhNzFsgLIc/eyGA5GDmvpMHCjjsDSlSl7yskr31Tvax5dStiqOYSjV2d7tdFY9y/4Jgf8ABMz4v/tr+Im+O37UPhm/0bwbcTmezjv7grd68S3PykbooOwYsGbnChQCf3B+GPgHw14J8L6f4U8GeHbXS9P0+1WC30+ziCRRKgxgD0H+c1wnw01LwhoOn2ej6bIsMPkxi13SFvlC7cEsSc4AyxJyT3r17w5f2WoQMmnXMbMvzfJjp0xj8vzr7rinizPs/p0qOMqN06StGO0V02Wl/wCkfCZblGW5fWqTw8EpTd2+r+9tmlYyw2Un2VDncu/p1PT8ulXLX7Wyssnylc7D6g896hsdNEckVzePn95wuegwf1z2q8z7rn5sfMpGQPy/rXwtSSPZSP5Hf2iPjv4c+KHx08XfED4g/Dezt9X17xNealr8MdhGscV5LcPJN0LZPmMxPU555xXBjxJ8IZ5He78LQQH+HdCPvE8quFPXr6cc46V9r/8ABZb9gLTPhp/wUB+Il7Ff3trYeJ9YbxDY7gCsovf9IlZc87VneaMBeAIhzkV8mzfsh6fHab08dSBWJAWSzB2gdGyWOAOTxnPPSv6Oynxf4mwuHjThGi6aikk6UXoktL2u7I/Mf9W8oVaSqTmpdbTe99fvOS+2/BuVC8vh5YpNxbyVikVjznnaMZO7p06n3NWd/g7cbZoC37vcBH+/Vl2chO2c9gOMcHuK6jXP2ZL+x0yS7sfFTTSW8Esvk/ZQANoBAGXI5HrxnvivPfDHgnX/ABLodvqunxK0dxyzj+FgSMdgcc4PTB6ivej4yZxON6mFw0nbrRSsd1PhrArWniaqX+N9f69TqPDGmfA251Szi1+9vI7K6uFF5NYq0kqQ8ZZFdkVn25I5UEgDdyDXrPxD+G//AAS/v/GN5H8O/j58WLHw+soNgupeENKu7powikqzjULdWk8wyDKhVC7W7HHmx/Zb8Qy2/wA3iuN2WPdJmCQqWzkgMCPfoO34DP8A+Ga/GVvapDLrFlhmbbHJJIMkng/dJ6+/eoxHixXxMlOWBoRcU17tNJO9tWnGSbVtH0TfcxqcPxjU5oY6ql25r/p/w5vX/wAJf2ULz4h22gaf+0Tr1v4cnuLT/ifXvhuMS2quyrcNJbR3EjN5YZiFWRzJtX7hbImu/wBmj9kO6Ljw5+2tD5h+yvbtqnhC8iDmS9khkZhEJCqxQBLnIyWRjGB5ilTzn/DL3j63VpI9S0+YzKSjLNNnlscARn2+mTk4xT/+GcPiTY5mey0jUF+ZWV7h/KDtnpgA7gDnnjI/iFRLxYwknCU8tpaKPwqKu1u3enLfra3kkzpjkmMUfczCp81F/mj7Y/4JL/ET4Qf8Exr/AMRftgaL8cfBfj6/1bQ7vQIfB/8AwksOk3B057u3f7cJJGedZi1vuW3W3kLxsrK+75B55/wXC/bi8LftsftfaT8QvCEOnS6b4d8I2ugQz6Tr019aaiYby9nM6yTW1u2HFyAQ0eCEBya+ZJvgd8UrSSW1k8FabP5ylVVNRbEa7QMoGdc8nuCBnp2qhYfAL4lTa3Zx6/ZCxtLiZFkvprmKSOONj8z7Q25sLzxkkDjNfJ8RcXZLn0q2IWCVOs48in7TSMOZWjyJKLsk0nZP3ne9lbXB5FiqOKcq+MdSN78rjFXdrJ3Wv3H6e/B7/gpj4S+J8MmneEPgrpsV5bXEKyR6x4wNpGyPne6ssLkhSOFwAc4yvGekH/BRzw1feJLr4Y3H7OuuWuof2ery6loPiGC+t7FZZ1tUkkZGDL+8kQD5STkYB4z8e/sm/s//AA4tPHN9rK/F7R9b0+G7ghhmurSaGLhHaaORJUwMtsw2H+VT03CvrTSPB88n7Ofirxb8KJLPUFvLzT7RVjkV2jcSeXGFjICktLJG8fQklMYUhh+HYiUaWOcY0nKDW+uj/M+yjy06EZyqJSVrrS9vuN/wZoPxY+Dmh+F/iJ8Qvj54w8TWtvNFL4m0+30nNq9qY33t5sgY4UGNiSqEkOCy7Ru6/Tv+Cj/7BepQ7rvx/rWngKC/2rRZmAHU52Rkcex9vYfMvxn+LX7S/hj4Uaz4N+I/xHtLua4s2im0f+wTbiKHDCSOSRZZN4ePgyKyYL5X5fmHA6p4V+Cfin4faTbeGvhtpdjr2taZJc211J4sWGCMeWTGd8k4icOVXAYIOc5YsK8ajXjKpJJSsn1TW+unNbT8NGfS1qdTOsOsVTlH3U01y2enSyirs+2L39tv9gzW4/Jh+Pc0LNjb9r0C5RV7/edABjHOSOfevJfiP+1v+xT9pupNI/aKsb5rf55YYLF2faMEttBJIGcFhwDxnPFeR/Eb9hX4TfDf4FeH/GnxG+LGo/254q0tzDHZrapa2lwyoREsm9/tOC6qGUgOORjIx8F+K9fsdP8AE19ZapqL2scVm1tBPahHUkuARuBOVZA4yp5VhjIOG+iymng62OVKpUcY31a1svuX9dT5SX1qUW3FX6L/AD1P09/ZA/aVu/D37fd3aeE/GUNr8O9W+E8Gr+MdS1iF7RYY7a6uvI3tPt8pQ9yrZIAOcg43Z91+MH/BxH+zH+zv4e8X/D/9nu5vvF3jS70trfSfEFnbouk6ZdZdA7STc3BXIlVY43hk2qPM5OPzz+AEGt/tH6v4d1Lxr8bfA8mj+DtMsF/4VzqNvcvfazK2mx51Bo2tpLa7PnSFpGnmLYRwE27UPsvjH9mD9nPxVcR6n4o+BHhlzbcxppdg2mJKckguLFoQwycc/wCBr9owOGp5lkNClXpqShG17254qTcW7JXa0i7vaKjrY/M8yp4HL+IKmKkpRm7PTpK3K3r5dvXc+O9Z+L3if4i65qHjXxn4h1DVNSu7ySbVr69ummkubiRtzvI7ks7sWLMxJJLevTD8aXN74p0Cx07UPEl02l6Xd3V3Z2MNwMJNMIldgAOSVhjX6L06mvrG7/YC/Z61HSZtU0vSdU8P29nbu0dvoetSuqlQWLMbvz2Of4gCMk+9eJ6l+zZ4Kub5btvH2r2Fn5JJj+xRag7vxkgCSAAZHYk49wDVZlTrSj7Osr36fltsjfD5nlcZ80Z2Semj/r/g+Zvfsl/8FY/2xf2S/GOrHXPib4k+IPhPX/Lg1rwz4s8QTXro6ptimtZ5mdreZFwpHCyoArqTHDJF5J+2h+2n8aP2w/FYv/EsP9leGLW88zTfD9pdGSJGyVEszcedLyRuKhUGQqjLM3a6H+zx4A1K2urTX/ja2mzQn/iXm48NyNFKCrHEjRSkxE8AqvmYBzyAM+U+Jfhv4u8Mapf6ZNY/2nb2822G601g0T/MPnAcLIYyDuG5FYcZUYIHxeKyOjGSqta9fv8Az2/pn1OFz3Az92E/vdjn/BEut+F7yPVra/azktdsiyRtsKnruBzx69euD9f1K/4I8ftMfs9ftA/Gy0+Gn7Xfgrw94y8eaxMv/CM+PPiBqlzPFPP5WBZ3EcjtDK77R5bSKXaQ7dzs8YH5P+JrjxJa3cces6XNDa72eIvbvGrogGQpYfNhh+frWx8KviDqfhbXbPV7K8njmhuFkiWNiPLIPA4xjn0/pxz1KeHq2oyjbs3una112/U7KjrTj7alLXytZ+TP6/vhR4KsJrG3un0q2XTbeKNNL+ywfZbeCNV2BbeIDcIsdCxAK42rjk8V+1X+xt8Afj9qdn8UtS0q3/4SrwzbEWepWJ/eeWDvVZFTmUKQ21Tnh3AwWBHF/sb/ALV0H7TH7HHgH486tcTXepa1oSDVGvFRf9Ogd7W5kWNMRxqZ4ZSoUKdpXIB4HpPhnxnHd6gjvOjMcpJ82Syn+H2xwa/PcwoOnVnSqLZ2+49rB1+alGceqPy3/wCCm/hb47eHPFnhOPw/4F1u80Xw7p82oXXiDTtPkaGC5lnAcOUGUCx20D7jgAP/AHgQPPfhj+2b8VFs0S71Sy1iHev/AB8QAOigDgNHg5zjls4zX3L+2f8AEptR+EvxI+EfhC01C68QX3hvVNL02FLOSONriWCWJMTsojGGOclh0+lflV8JfCXjTwtZ/wBl+JrAx39nNJbahG7KWjuI5Ckq5TKthlIJGQSOMg5r8s4mqY3LK31nD1GuZ2a0tp5H3GT0sPjMG6VWKfLt8z3T9nTwzrHxL/a48BwW0yre3Hj6w1JknUjctpdLfzL05PlW8p9CF546/N//AAVQ8MeOf2zv+Cw3xC+G/wAEop9Qkk1Gz0qQecwt7RLSwtbe7mmYgiONJo5AT3OFUM7gN9mf8E0vCtv4r/bO0G5jvI4T4X0PVdeVXf5nxEmnlBkHP/ISDE8EAejYrzf/AIJ/a74H+Kf7T/7Qfxn0vw5bLqeq+MpHh1Jp/MkNtcX1/N8ny4SNyIsqGIJiQ/wiuCWd1OGuB8Vm0VzT1av1bair+V9+52YfK4Z5xNQwEnaLST9Em3b1VkU9b/Yg/bs1f4A33wpvv2/b7Uhc2StJo+taVJOv2hSrCNL95XuIk+XaXSPJUY2AcVgf8G6v7M/j/wAJ/wDBQ3x5rXxW8EzW+oeAvBs9rdSXmHax1C6uIFiKOCQwkt0utroWV42yDggn7lVjE32chSsf8TZ546fUnp27e9dP/wAE6/hz4ZtfjX8ZvjL4ejkSbXZvD+ja5G5+7qFhZzTEjn/n11GyB46qe+cfF+E/iNxJxFn1bBZhJTi4SkmopONmkk2krp3631tY+i494H4eyXKVjMDTUJ80YvW/Mvn1Xl5n1vE4K/Mny4wK8y/aEgfxB4x+Gvg0WiXVrdeNGv8AWLV0DYtrPT7yaGfBP/LPUBppHBw5TivQL/XV0SHcmlNfXcysmn6dHcJEbubBYR734XgEk8kAHAPArzCbxDa+Lf2pbWebTbjT73wl8NluLixLCSOUazfcJvXgtC2gyLkcMJ8+mf6Aw8f3yfa7/D/M/Ipv3PwDxP8AstfBDxRq03iDWfhj4bvr64maWe8vvDFlJM7ndks5iDliHbndnk88nOZZ/AH4WeEtWtfEGh+G9N0+4sW/0Y2UM8MS5jaLHlJLsb5XYcqcEg9ea29I1rSLi/m1ix1u6aSSR4mWHVvNjV1bY6iNnIUhkIIxnIYetbUl/aQWLX2o3BaGNXmklmUfukVc54AGO/r+mOmvH6xR9lUblFq1nqtdLWMnRoufM4K68tTwb9tI+EfBHwt/4T/Wtfuo7+1f7HoK6FrUlo0txMUGH2khlUR7yrfwxsOp5/Fv9s3wBeaj4gvPE0ni3UNY1TUpDPqc1wwkaWTgbuD1AwRgcAY9Mffv/BXT4o6vp3xD8N+GrRvs8NvoUl9HYNNJ5sayzFAZFbOHKxA7Rgj7vPUfBmtanf67f3V/crLuiZneSRiwTvuxnoeOmcdB0FeBicPQyfleHikt7LT/AIc+yy/CzxuCj7VtrW3kfLHiG2v9Bi8vcrtI7bVZt2Mgg555PTPXp36VzMqeaXeUqzbTvB3YOepznjqT/nn3j4p+H7NrSe+1C0mhjUlmkDbiF64Udux+bAGeOeB4zD4Y1y/guZtPsZJI05e4WPC55zn0z06+n4+5gsXTxEOdu39fceVjsHLD1uVI5vVNNuZnVEjdMFiit/F+ncfz7V3H7PX7Ovxa/aR8X2Xw8+E3hCbUL66uYY3khibybbe+xXmkVCIwWYAM2AWIA5NYUWmTyX0dsUbC5Enljnjle2Gz6entzX9Hv7DPwD0T4KfssfDL4df8IbpNnqX9k6dN4laG3iWWWS3h83zCyKPMZLjyQDzgHAJGM98qnL03PInNxdja/ZG/Yy8AfCH9mbwX8KfF/heOe+0fQIbbUJLdnTdPt3SE7ZOTvZuQeevGcV7x8PPhp4U8A2G7wzbzxrIhVUuLhpGUFixGWJI5b17fjVjR7GKdWKyN8q/u2DcHP+f0rUsIIrBCl7ct83yqvf2/GqrYrFVKHspTbj/Ld2+44oYehGr7SMEpPrZXKl54jv8ASbgW+nafdKMkE/ZTIHHqCpyOvcV8Gf8AByH8Utatf2Dofgt4Su4/t3jjxPZxahbzKWLWVqftbbSAcHz4rX8C1fel3dWsOj3k+jR3HnKreX9qlbAPryxwP8K/Kr/gpN8fdG+IfxXs/DuswwTDw4z28MFxGrMtw5BZk9SwEeOecZ5BrysVifYwTS16HpYOi6lbQ/K7wR+y5450Ex6143W102x8wec2oT7WmUNjCxths529QM8YOTXr1v8AFTT/AAR4dXwp8MPA0dqI223l/JblEBOfnHI3tyPmbIHTAIGOt+JPhLxjq+p2fiC6tldYRcPJG90VCxBeqgDAOTgDAPoTxnyQeKbzRobmLVbP7TDIxEK7GLZI475wBkj02nPWuOVeOOtGrb01/wAv+AejUwtWhaZWvvilqs2oOogaWRhu8y4QBD/eO0ALtA6kfwrx0wec1nVta8RWrXFxdGFJJiI3GQi5ycgYz0cnPucYqvPPdm6kuem5VYzRSbti5BKEEbTuJ9gOSDwMTXF6kNv576k3moCy+SwA3Z7f98knnjPB557PqeGjH3Er2+79PwOf95K5yHiXxHrhsm8O6hqE8ltFLtt1eb5YznqEzzzznjkc55rrvBUlzqV9aappWpSWdxHCqwSQsV8tl2FShBJUjAPB4P1FcrdaVJrM6TzvOU2/OjYOGByAMgYUgr1Ixz1zkdN8EbS5ga6lihdo4WJfCbV64POAcY5475zxiqxDjRwra1a/MdGMqkrM/R39mrVPG/7UHw/t/FDeLLGHXLG1/su8W8sXkSV4mZt6lZV2s28bjgg7RxnNdtL8Gf2sdPsY4LLwzpeoLFIRC+kartyMjPEuw4IBGAcgjNfEv7Mnxln8GeNG0xG2W11KkdxHE+xo155Vkbgjk7cnIOODhh9yfCT45+DfEYTQvCP7UNzpupSKVbTb7VIZp93OQqXqylR8rHhQCASOORWWywOKVsVTi5Jfai3b5x1/M8rMcNUpy/duVn2aX56HJ+JvBPxWitWu/E3wN8T2+pTMohm0q1lkQL33tF5ihenYY7YJzX6JfCXwvF4F8D6P4Ojk8xdK0yG1+0MpBmZUAaRh/edgXPuxry34Cav8QdX1HULDxR4stdY03TrW1S21BNL8qWS5fzDIGlR/LYqqxsVWNMCZTgAgV6l4i8XWXgPwLqvjPVizQaTp095KqEAuIo2cqMfxHbge9d2Kp4PDr2eHglfVuLbT7WvqrHHg41Jayb7apX89Vuc58LdStfGv7VPirx9JH5lv4Z0uHRNMuFw0bu53zr14kjdWB4Hyy4yeg9oPiUSHdGyle25T/hX5teG779uPwp4K0H4i/BJpLzTfEkH9u+IpNLSC5+0XFy7yIWinQuCbX7ID5YLbt3Ixg6EX7cf7c+mr9juvgvYzSJgM9/pN9BL0HVAgx+QrzYYp0ZShyPR/eeRjs6nTxdSMqE+WDSTSVpaXurvVLq+58j6XoHxN8NNHNceKfAtmY7iMy/2Va6UslyiygugcRqFyoKsPvEEEYOCJvhD4Kt/Gv/BRr4dafqEayxzeI7e5uI8Aq/k4lByR0O0ljgLxknnNak3wN8Gyws3/AAmN80nDKxkUjaMKSV2kEELgkjIH05r/AA88TeFvhd+2B4N8Y+J79IdL0/VIxNcKu7ykkhkt/MYjnaN+4jknbnGQuDAZxQxnENGdOfNJcy2tv2+Z97UwMcPlE6Uo8ra1tr/w/nofqr+1b+y14S/a0+FWrfC/xtpZexvrVVjkh2+dbTDOyaIkHDL6+mR0JB/Aj9uf9gH4x/sXeLpNK8Y6dcX2gXF00ej69HassM65JCtjISTGTtyOmQcHA/oYvfD+teE/Bz+LPDvj2a6h+yie3FoqvFKpGQRnPBHOR/8Aq/KT9sv9p/xP8T/i5efD74i6wbm3tpibq3lfKoDngLnp2GB/ez1xXrfWJYfR7dTyadP2lRKPU/MSe28gJ+7Ztzn7ycJzn3PH1Prjue++Aml3Mvia2v7VZJ1t8GRFkGT2Vee3IPrz6iu48V/Azwxqusyf2cr2sckzMqxyKNqjJOM5xjI9v0rvfgP+z5aeDdY/tSTXGkby8NH5fRSvU/iD69u/NcuYZ1g1g5KLeq00f4/ifSYHL631mMmrJfoe+jwh4T+KHhq38S3F1I9xCUeRo4w0kckfzZ5B2kNk8Ag575rH8ZfCr4X67JA954Yt2kjmaZpFUqzEuGGdpAk+YK3IJznsxzsaL4Y0qxj+0pLN84ZZGDffbHAPbHbk+tXLixilkUJIzKr7jFgfLxjHHQ8dwP1NfldStOpV9xtW2avp3/4B9nLlnZTVy94Tu2tmWxhJ/drjGAVboQcY9PQcflXa2t5AirKFZhkllaPg9/XOK5jQ4RayIWTMasA3yDIxyQ35dPb2FWPGvi610Tw1dXxbK2dtJKyr85McaEseM5+Vc9OhFVh6cqlaNpb6ba/eOtKLieV/HT4t6XfW2qfBmXwDqUjXke2a6vIdts0PmAo8TfxkMuOgw6nnKGub+DWsaZ4PMfhiPVo7WJkYx2st0FZhgnAzxwBntg49cmzJbyeJLZtQnS6aS8j3KkmAyRswOwg5ww9CD+BznV/Z++B3gTTfivpk3xgtGh8N31wLXUJYVIuWil+WZkkbktsyVOVxx719pllang8RFQk4pST1d7vv0+7seDmFOpKi1JXvpdLZf1ofqL/wSm+M3xb/AGzZtS02/wBPtzovhB1sbrxG99umu7xY424j6jKyBmY8Eng5yq/pD4P8M6b4Qtvs9rmSR48+a33uOv06ivMf2Tvhv+zt8GfhLo/hf9mXw5pun+F7q3a5tZdPXJvJJAM3EsjfPLK20bmcluNvAUAanxo/aP8AhZ8A9HbxD8Q9fETFSYbKEq1xMuOoUkALwfmYqueM5wK+2xWInianLBtp9+r66dFfp0PgaqoxneMbJf1956nJcq0eZHwvDdO4Oa8K/aW/4KKfs/fs5wtZX3iJdY1jLBLHTW80Kw4wzLnLc4wOh4Yp1r4b/aw/4KrfFX4xC68IfCO1m0LQ5FMbSxuWedSMZYgAtnPQ4QDqj43V8wQaLrviC9/tHV76e6uJGIkuLqQySP8ATJOBjtxgcV2YPKo1KiVV/L/gnnYnGSjF+zPR/wBvr9p6y/be+IGleNbn4cw6S2j2L2UMnnb57mEyb1MmF+UrlsAEgb2yTwa+d5vhvYrbNs02NViX/V7MAKoyNvUjtjGD09AK9mh8FNZQeYLVfmK7dxOW/wDr4Azxnj0FV7zwkiAyN/FyVXjPXjB9v59a+ww+Hw9GnaHQ+bqSlKtzy1bPnjx54LtLbwbqSRWaDdayBmZivG0+2Mc9+mO1eCfs56BDf/CDS/NZmV5ZlPBDbS5A59s5r7E+K+hmHwnqaQJ5TGxlCnbgD5Dz1HT6469O3nv7Bnw78E6x+zlY6hqWhR3Ukiu6vNhihyxwPTn6DgAY7dVSVGjRc35fiRTjOpamu+pqWHw90wxK8sRjzt9dp4weg9vTp9BWgvw90u3WEzRKu7JkVmzuG3qe3PT6c+1djZ6cUIkc/Ljd65/P8+aTVrPY8Y8sru4IEIweDgn1rlxUI0qPP+J04f3qmxm6N4L0S4YutgNzJhm5y3Pv7c1dv/BehPaiOTTYWBxuRow+5c9Dn3/H3xWrolqFdSIcbugYcHB78df5+/U2b1NkDeXt4Vg244I9Pof1/r8vOpJy0f8AX9bHt04+5qjzrWvCnhyZ/msl+Z9qhYwGXB9OPqCCD7jiuX+NXg+x/wCEAjuNLs2SZbtAssfDkDI+9nIJPqR9eK7TxBdC71FbKLduYgZV+B9B6Zx+naofjVapB8OITj5pLtBH/s4R+cgHOPpnnim5OWDn6P8A4JMVGOJhfyOS/Z08MfDHxei6Trckmg6hNcLsuIbhktb5wfkZ1Y/JICoGV2kjjI6U/wCNWk/tU/BfX18OeE9D1TWdDhvIb+ya38KzXjQvHjaEuIw8jgLGoKu2QWYBcfOY/BehLaQ2Ol3FvJt6ho/lZTuXABDKy5zxjj5eSOM8Z+1B4j/ay8D+P/EvjTwp4U8Zf8Idpd9Ah1y18VXcVoN0cR4TftVQ0vlngruPfFfFZXLMcZn3sMNUirJtKo3yuzWisr6+XQ+2rZTgMfhb1/dbsuZJXv06fobfiT4x+J/FmjnSfjF4F16NdUjjbVp/+ETls5IXRgriKZtpQSKN5yGDYKbApYqzxH4CtviV4S0Wy8Na/wCD99qptodDv9bfTLmLa5B883NrFFIx253GVm5AJBNc94X139vHX7LSfElp448UaautWKzafbLYxXkdzH5pg8xJCr5LPExK4BUMMJgjdJ4/+In7Z3w/8Nt40vvin4oXSrbyEmeTwzp1u0rTPIsWGkjdfmMUnbH7thkEHH2WfYPiDPsXGEsPQhJWTdOpKKaXRxtpr2Sf43XD+X4XI6ro0a7mm9FLkum92tb+WqfpsdZ8UZv2tfinbaLpeuW/gu00Hwn4Qn0ybT/BviLTNVubq2D28i/6OtxcTBjLaW2GhjWQFXIPOK+Yfgt+yt4v/bH+Ll/8LvhZrej6TdvI0tifFl4LFHG9EaMcOxkUSiRkQOwVGOCcKfVv2a/2nfjx8bfi1o+mS+NNWnh09obvUmvtN0ny0tkkRJ9rpaK43BzwpDAsQCBnG18Svi3+yD8cvEPiz/haetah4T8Z6Jq11Z2euWdlJeR6pAksix5RAA4CrGCzhHOQOimvjsRWzHI84WHr0ozbSclTfM1ro3dJ69FvY0xGS5VH2lfCtQqTerlb3mlpd26LRX2R6t8Dv+CWH7TX7Fniq3+LPxnn8H3Gkv4dk0WxuvC99czyPcNMk6vILiGPkpDIu+PsFBHr6hdTLLb7RGqq7BSv3QGJ98cdc/UV5X+yT+038Svip8L734RX/wAR9R1rw54WurdNKt79gVhcpImY8ojrHtUbUYkIvAA5J9FuLkNLHb7x5iruUBgPlHfGMsMfyxxmv6J4Rt/YsJbJttXTT+aZ/PXGU5f2tOMt0kt7q/l6jPGmuXenfDTW78ssK2unkMVfkGTCALgc9W5x1A9a8e/Zc+F2gftEfEHUPCHi7UNSsbW20aW7j+xlUcSCWFFUllIAw5OCBnbiu2+P+sfYvg9dWzTMv2i8hWP585wS3XBGMDn8+vNcd+yR8bPAXwN8S6trnjOyvHuNQt0gs5tPhVvKj3Mzq4Lg4JEYGAclW6dziXEVo3jSvfl0PKyinh5V4Ku1y31vtbz9T0vxB/wTd8PMyjw/8S9SjUyY23FhHMze5IeJU6r0U8knB5A8Q/aC/Zx8Tfs7Xmn2ms+ILPUo9Y+0G1ltmIZFj2lt4b/rpgbSw7deT9ZaJ+2z+zdr80efHkcEyAFlvtMmTZ8pwN5TZkc5wx6fSvnH9vL4j+F/iN8UbDUfBOvwapa2ugRp5lrMGhMxllYjjjdtK57/AI18bl9bMp4hQr3tbqvu6dz6vMsLktPBuph7c10tH59r9j5W/aJmNp8PFhjh3LeahDGZCD0+Z+eT/c9vwOK8d0i/Hm7bWMqkQGWkOSRt745PTpjrzXe/tOaubaPQ9CtJtrbrh2VUzx+7WM4xwMBwOehHavNdK1G+W0+ywhI9xH2iZlHIBzgcHjPGB3wOcVy4+p7TGOL1tb8j3+HMO4ZYnb4m3+n6H7Lf8EN/2q9M0j9kDxf8NJLyZr7R/GTX+DJuWOC6toUjXk/KQ1tKcAYy3Gea+oLP9pHxJc6pp+haJdMbu81BPm3E+WoOQxA56gV+XP8AwR98X2GjzeOvDTQNJfapY6fcW4Rht/cNMjZzggn7QmM5HB9Dn9IP2XfgDN8T7nUr/wASaTeLqkFuGtbW60aW4sUiPy7mZZE3E5wqblPDMM4OPkc+ko15Tfa/4H0eCpyjePn+ep6/8S/+EX0OHVviL4p8S6g1vbx3F9dLIFWOOMAu/RA20AHq3Tv3r84vBN74h8YeFIfFXjLUGvNV1ndd6hdPbCMzzynfI5UKqrlmYkBVA9ARgfTX/BQH9lGbwD+zR4i8RRaRpNuyyWcNxNYade2cqwyXkKMNz3MqYKthlwS4yowWGPnnRdGFjo8MEcnl7FVNiSYXAHTnoB26dAeOa/n3i7F4jmhGWur/AK19T9KyGjT9nKR9Bf8ABPe/8NfC6P40fHbxIvk/8IX8PYHh1OSXakdtO15LcgjaOAdPt2BOf4uBnn8sP2GP22PEH7Mfxqkh0fSbzXNJ8SMtvrOh2MRaaUKzMs0Kr96WPLAA/KVZ1+XcGX9B/iZ451L4Jf8ABGn46eMLNoY7zxd4q/sLSprhHJubaaKws5kT7pZk/wBOYYyqspJDYZT8j/Aj4N6H8E/CcNtZ6dC+rTQo+r6kVDPNJnlFYjPlqchRwMDcRuJLe3jK2V5fwZDC4+l7SNaNuTXW/vN33XLdapH0XA3CuZcX8XVJ4Wr7KNFpyna7XRJK6u3Z+VrnvXxi/wCCwnwl8BeEns/CvgnxN/wlV1p/m6fo2uaaLNbZiSFNz8/3QSc+WGDYxuXlh9v/APBBiDxDrX7CSfGjxfrb32sfEbxtrGv6lcNkZmWcWB2rwEXFipCIqqAflGMZ/Jz9qPwlpnjn4OaxLq1paPPp9q13p91Mm5oZI23ERnIxvRSjKcjnOMgEfuJ+wB8J7j9n79i74Y/CbVNCTTNR0fwTYR61ZxtnZqLwrJdnPfNw8pz6msPDfIuH8ryvEV8DRcajkoycnzO26SdlZabW7Xb0Ozxpy/OMnzbDYTEV1UpSi5xtHl1T5XzK7u9d9rPTqe0azpmm6xprWOtWFvd27MrNHPGHXIOQcN3yAR7ivLfD+oXzeM/iF4k1JLFUj1e307QdRj2jOn2+n2x8p2zgiO+n1EdipZgemB6VLqSupGD/ADrxX4Ff8I7e/B6w8QeBrq6utN8UXN74qs5bmEqyrrF3PqojwQeEN4U7/c/Cv0vD9W/T8f8AgH4rPocr4K1bQvFvh7T/ABN4ZWSzg123XUIElkildPtYNwR+6doziS8P3WZfQkbSfSPiBqcej+Drq+3TNDYrFJJbw/M0kUciO6Y77kVlK992Kpx2b29+t7fRQr+72IHYLjBzjG0c596q+L72eVvsFhq8ccgXEkbKG35XjkkcfzzW8Y04pRjt9/4k81SWsnd9z4B/4LY6FpviTxB4fi0eWOHxJJaz3F1Lbs/nS267FgjZ8/KgdJCFAGGdm6kmvjb4caPrL3M2hah4b1W3t7b93I2qKjF+oG1+WIJB5yRzX1B/wVB8DeLPhz8WNJ8cSXE1xp+rQruaTSjHb6fIjKFijnjbYxkVGYxlAybd2WD4HztP4wvbrVJLn7WQu4GBVYMQxbAPIwR7ds9wcV8rnVapyzhb07H6BkNGnUw0OWWttf8AI574xfDm18StDoltAyeYwVd245+XGMdht9cA49TSS6D4R8HG38FyaEZpJLUIskNr5gRmOwbicgfMNx64BBJwBWne6rd6jq9vqq3sbxxnEo3c9jgDr2XnGOv44HjXXPEN3pt7piSQr5yyOZPK+Zh25OcDHA5z37V85SqSsoN23bX9fkfRShh6N6kl0/L1Mf8AYX/Zju/2qP237e1gsY28N6LrC3OpESDy2Vc+UgA++Gddpx/Duy2Rlv388F2NtB4jS0uNPVho+ixW8N5u+80z7pY9vsLe3bPo/wCfyf8A8Eq/+Cf/AIC/Z4+DGhfErUZo9U8ReJNLt9VmuiDsi8+NZQBk8ldwGenGcZJJ+vPAqW/2fUtWazmt5L3Vp2kSZiciMi3R1z0VkhVh/vZ71+ix5uSK7I/J8ZVjWxE5xVrt/mddpunaLHJ58VhbLJ/fWFVP59an1g6LNazNqlvbvFCoYGXZhW9fm4HBxn3qjZMUmCoDz97npT7bVYLe/wAvbb/OmKjk8Y78D0Xv16Z6VtRjLnOWTIdRj1m2EVj4Uh+yx3R/4mGoQwQFwFZWCMp4IcF1LAEj8cj8FPi78ck+Jn/BQzxh4I03RbOGyt/H+q2mjutw23ybaaVIjyBgNHCnQHr0IAr9z/2hfiXYfCv4JeKviHc3kdt/Zeh3E0MjISvn7CsQwCMkyFFABGSa/JTwT+yR4K0H47a9+0JrTxXd5rVuh02zhUiPT55I2juZgefmlHTpjfIO4wSp0Jc06iv0WttTuwKqVJckev5GL4S8NfatJvrnVYo1uLpCzx/bRIgyOccfLlj6ADk182a58M9NsPEtxa6v5twYZMMyyM8RBVhhiO5C4wcHPTIavt7Rfgr4C8Kx3V7Bp5Z7ln+bngMcsMDjnOSSMk8mvN/jD4AuNTtGstBaCzd7lXj8uLawbIG5iB6D0PpntXgZhKnhaycHZvddv6+R9f8AVZVqNpb9D4x1DwPrfinxKujeHdDmiMjb4wsY4HJIY/w5CgY65I46Z6rxP+zFqHg3wmNbnbdcvxllDFBkH5hzzng56YyOea+iLbwpL8NLPS9R0a2M2qTXMYvJLW1VmKbwCx3KyqWLADJGQCM962v2jrXRbDwnceIJxHb3Nxaxm6it127pSPmcDIGSOoGB6YzXJ/bFbmjGn/nd3/L1Nf7DpKi6svu2Pz7n1C4RWsbgeb5EpZWXB2c8rgfeP5YHtjHcfCvTru80kbLcfvpAXPy5C9evUAEHOMe+RivP50mufHV1GkLSbpmZdjAFmboBzweR6YIHTGK9a8KXEFjolvo+lJluERmXPl4X7u7OQf8AD06e1jq0ZYZN9bP/AILPl8PTUMS12/qxV+GaaXH8QLfUrSdUDb0it5k5RgD74PGeMk8Z6DNbn7QvgnxNbs2tazaXEdq8SJHM1qzpKCrEPn7zD7oJOR05BPOF4btLjQ/FVna27ksmE3QsUBwST7HHGTnpjkGv1T/ZCsdJ8U/DTTNI8QabHLHHH5qQ3Ee9gd2SCTk9SeeeK0y6vh6eYJ1ryVtk0vnqmc+aU5/VrU5K9+z08t0ekf8ABP34Nf8ACh/2R/Bngy7hDapfaamq6/N5pffeXIEhG4sclE8uLI4PlZwMkBf+CgHjG/j+EWj/AAY0K9SHUviH4ktNEjmVsyW1uW3y3IQEFlTagfsEds4GTXp+lXJdlPRQvGR0HpXz18Q9db4t/t52/hy2ljksPhr4YZJI1jAeLU9S2qMschl+yq7cDIZMd8V6VWtLFV5Tei39Oy/Q8WnGWHw9lq1+b/4c+jvhzp9rp3ha3it7ZY4n+eOJV2qidEX2wiqKu6l4ZGqTi5XUni+XbtSGJu/q6E/rUenzRw2kcMYULGoCgHoKvLqMUQ2hcd/0rhlzSbbOilL2ex/M+2teJvK+0yeLL1h0aRrxjt4PTk/Lhua+odC0E/EKz8E2+s6skDapplpDd30cy7kLbQTudgvDFslmPAye9XR4S8Ppa6hZ2fw+0by4Ykkhj/sWJhgheWAQlz3yOcc+orsPh18L3+K3j/wT4Gs57Wxk1bUI4YpVj2pDGXy7gcZITe4HGTwCDg15uBzPC47NKEIwSfN3T6X/AKue1GVaNGp2S3+Z+uWi+BdE+Dfwt0P4UeGluv7M0vTUtLb7deNNI6hfvMxIP9B2wOnyP+01/wAE3Phh8XfGl58RtJnuvDfia6AE+p2cHn2t4flUNPAf4go27lZSc5YNgV9WXNjHa2dr4et76S6hsbdLWGSWTczJGNoYseWOB94kk9+eamtnnWQWd1Eky9Pm6j05HJ/Gvr68fac0p6tvU+fp1JRqJx0sfk18WP2Kfj78HZJNU1/w3JqunrtI1rQCbiH7pfO0fvIgADkyIFz3NYHg670yP99FKu9n3BOGJUgfMSB19jnOevPH7FR+HNBv5QdOm+zy9dm3bkY6j1/DPFeY/GD9i74KfFq1uX8W/Dq1N5Nu361pa/ZrssRjeXjI3np98N0x0r5HGZLTrXUJW9T67AZ9Gl7taN/Nf5H5v6n4iuJoh5FwoaRGUFRw/IHUe/17np0Nb1bxf4T+H2ofFN/h7r2oeH9JkEWoXmg2Im8gELlypwAq7k3NnA3Lkjt9JeLP+CVfifS3Mvwq+MENxbrcfu9P8QWBhZE6HdNB/rD1/wCWa545HWvVvhZ+z54i+CvwD8QfD3xH42t4brxBaTW+n3QtnuLaGeRGUKwMYKgkkFz2Oc5CiufBZHL2lsRrG1tN7/8ADG+OzynKnzUHr5nwN4f/AGn/AIW6xpP9q6br1xb+aMNBdWJWRenzNtyqDBHJYjvnjjRuPjPpdlC13a6ddzXrZSFrpVWLlevDH8enGe+K+dNY0nUPCHjG60N9DWxmsbhoprRYyvkMj7dm3sMbTwMYb8B6BpepaQ2hyarb+WMqJDIrZEi44LMfYrjnn6VOMwNPDYhcnz1O3L8VLEUVKp2O78KTX80ey4tFG1sR5xhcjIP5/Tp3616p8IPBI+IHxm8EeB5dIXVBN4ijkm0t75bZbu1QhrhBK5VVJjRsfMCSQAckZ5/4LfBz4vePdKt9a8IfCzXby358u4WzZYinzDIdgFYfIRkHtjrgV+iX/BI79i3VPAvxEvvjN8cfCFnbapawrb+ELe7kjmmtmZWE04K7guU2orZ3HMgIAxnXK8qlLGKVeLsm3r96+8rMMyoU8NLlkm7ad7nWfGD9tz4efs6eD7X4H/sleHIWOjBrWK8WQyQ2KE7sIz7vMcszFmfLZOTknI+V7+Px78YNbuPEvjzXZ764uZA8jSytsLepDEljjHzMSffHFe8fF/8AYzPgH4oax4b1rU5fJ+0C60S4hUKs9jJ/q1OSfmUh427kruwAwq54X/Zz0F2XZrNwe5ViOo/z0NfoVT2NG0YSvdLU/MJSq15OUl1PHNF+AunfZMz3EMe5s4LZxj+tdz4C/Z4sdXvzbWdw0zCGSeRtpARFUse2edoH1Ir1LT/2bNIzhddu1/2V4B6f5/HvXo3wg+FOk+B9Qmvobqe4lurYwMZAPu43Ecf7o/lXVhcRLmbUvwMKlOPKk0eC+IPgyNAM9q9oubGRIbmSH5lWVlYhCePm+Vv++W9K888V+GbCJ8wK0u3O7KnjPUV9S+I/FHgDwzqupWXie7t1sdPml1jXJNTmMVrYo4Y/abhmIXZ5WzavAJDg5CtXmfgrxJ8GP2q7a8+IHwp0abTfCtveS2djr0itE2uSxtiWaGHAVLdX3Rhj8zsHXZGIxv8Aew2Ibi5NOy3fr/X3Hl1oRjLlbV3svQ+Of2gtNksfAGty2X+sGl3LpsG0K3lN1JHGOuTxXl//AAT884/sp6SZ7iT7kybmjwFVXYAAYGcAYHB+pr7i/aR+AHgBvhxrNrBdTEzaXcRqGkGMmNh1/wD18fr8hfsN+BtR8M/smeCbHVtMmtZbq1muR51qYQ6yXMpUgYGVKn73c/hXTiMRGphG4vqrkUYclSx2i6AIxvWA7twPzfxfkf8AOKztZsn83yVHO5R+7bA68t9Off8AWvpey/Z08DXdqsxu7rdHnayy84/L9eP1rG1P9mz4evdtctqF5tTIyJtoH6f59eKwx2PoyppJl4TD1OdtnhthbJaxKgPy7SPvDkEj2zg/07VV1q7tgXDud2zKp/e7f/W7dq90PwB8Bw2oEWo3rBWYhvOyTk+/bPTHGOAOMVjan+zx4Hu90baheNjhj5w/w6183z0+1j2OWWyPnqx043eurLIrL821WClt2euM9QcdB7ehNXPjHp0TeDdNt54FdZL5S0ZUsSoR8n6cjn0/GvetF/Zm8AQsFjvb0Nx96QD9MdB7elc3+0X8IvCujeHrBre5ueblhuaQbV+U/QYOMdDwfania8I4OaXVFYejJ4qN+6Pn3wZpt/L4h0+2+zbI0uohuWTaCTJ05xxgjB3YOegxivBf2gfhn8Z9X+Ofiq+1X4Satrmk32vJH/bFt4kuoLF4XMa26GKJlDbFMMbbQfnRjk5Jb6w0XwlZ2OrW13Ftk2zK21l+639fx56+wHyrrHgn9pH4w/tBaxovgiDxJGl14sn+x30Pi2W1tY5LeU+XJ5MRPlqrRxnfsJXyyTuYFj4HBsqi4inJuK9x776yjs/Jbn306ns8A3zJardabej1NbxD+yV+338LfFF14E8CfGL4kaDp+n7ilnoHiG/k08odzsYDI8IdMq5LYP3WJJrkfiv8Pf2yLv4Z65cfHn42/FDXvDegwrNqWn6tqc8ca7pxbxzbbiWRT8z7RhckFsHB+bqJPC37V/hv4qXEvxA/aC+Jf221YJHfafZS3y3CrLG2PMDxF4SWDKVAx+7G3IFani7wh+1R8Y/CniLw3J428aTeHILAS67Z3mpCzLqGWUA/a55ixb7PGxWMBnZFODhVr9LXPTxHPKMej5ubT1S5v03PGp1q31hTnGn3vfV+aV9/K3yPNf2DL3XNQ+I2rHwJp2qSWy6T/wATqbVrhJhFbl+NhCBtxfbxuOdpOCBx4f8ACfxBJ4o+Ntld+JY5Lu3uNY8y8j8tUVg8hO4gZ9R6g9M9z9Jf8E6NctbDxJ4k1zwguvSabbWdufFFxr11BM3lhLhofL2orcusnPTC4YEsMfOXwdlmb4jWt9M7brWYzyyLnAx1yeDjnv3r4TMJzqcW1naKahDVed3rbr28rHTnFRTwa1vrLbySPuX9jCwhsfDHjDWDpEdnDfeP797HChQbZRFGigY4AKuMZIyCMevp8eux3rzGaxkhNvgM0yhc544+Y85pPhLpWpSfArw14k1KAia/0G3vLqJY9jhJY/MQFSF5CMoPHJUk81yeh+OvDV/qKjSxdNHcLLL9oWMPHsWby1fcpJ+bhhxwGOSMEV+4ZXfCZbRpVdGkr+p/N+dTlisyrVKfvLm0/JGb+0lqMcfgyz0827SedqRdFj53KicgdO7Y46gCvD5WV42Bt+JAy7Wb7uTgDBHU/dx74wSRj6i8U/BnwP8AF6Sz8N/8LY8nW7Fpvt2jweH7m4+wqfvNPKdiRNlCmDkZYDJyM8brH7D3xI0zWY47LUdCvLOSVttwL8xeX97GUIyCR2BbB9cZr5PMuMuHpZpOm8RHTTW9tFbfbc9yHBfEv1OFdYaVna1rN/Nb/ej58v7K32yTQMsLM24r5eWcbcZP09Tg4x061XF1OgjhmEJLZXcW3ALkYJ4HYg45wSfxvftMyan+zr8Qm+HfiPS4GuGtY7mxvLS63w3ET55XIDcOkiHIHzK2OoavFtS+Ls2p2ZuFmWCQrlvLzjP4gYOFx9MnPTOlLHYWtTU6dROL1T6f16mdHhzNvbOFSk4tO2ulv69Dl/2iNUe9+Ki2lsitJaWEUYbHIPzSfifn+h9ua5u1n1pGjjvLlom3fekk3AdfTp8316+9dNqPivSryeaVl8x5l/fSSIu8Ec4OMkkc+gH4muavdWSe7aU2u/cPnbZkJ07Z4+vfP4V85jadONSVVVLtv7j9Iy2lUoYWFGUbcqtfufZP/BH2fw9fftDald6693DbjwnJDNcWeNy/6Xa4b5gSVI5K7c5HGcHP636n/wAFEfgr+wXqOieBvEHw/vNYsfFenreWfiTTdcDPNtZotksdysQjCvlQUYoQeu4MB+Zn/BBz4XwSa74s+L+u6NZ/2es8OjafLdW8k370/vpQkUbqWx+4+ZiF+YjOcgfon+3X+x98M/iHrHgHxf4j0LTLe+Xw7cx3lreapHpcPlpP5qERtcACQ+c+UDE42gAdK+M4nx1XD0nWiuaSS0/4Gh6WX0Y1q7i9Fc9P1z/gqx+w98QfDv8AYXxAn0K6s7qH/SNMvb6xu4iM9CJJVyM99v4Zr5V+PU//AATr8Typq37OnxNj8FXAV3uLKbxFa3VkAduCkTTlo1xnhZFUblO08iuFi/ZS/Zrnib7D4WtrqFl2tcW2uXcqsUYrlJFlI65BKnB5znoeL+P3wf8AgZ8K/g5408VJ8Lri1TRdIA0/VJtTlkWaSQBA6r5rEiN3X7y8kMACMZ/IcwzZZrH6tWhu10Sd7+vc+ywtGpgZ89OWnXV2L3/BXzxPqfww/wCCXnwP+BNzqcOp3XiTxhqnia31PTG3wzWSS3MsWOSGDJq1swOeqZAwePH/AAN8TNB+JuhxeIvC96rlrffNHI3763YA/LInUbenPUYKkqQT+y3gT9lL4M2Pwd8EfCXx58P9H8TR+CfCdpoenza1psdxtjht4oWIEgON/lKTgc4HoBT7z9hb9i28w15+yZ8N5gI/LVpfBNi5C+nMXSvrM44bwObYSlQlJxdPRNWemis1p0SPX4C8SMdwTi61WFFVIVrc0W+V3TbTTs+76H4gr4m8I/tG/Hr4e/sj6bjVtM8Y+PtHsPFVxpq7hFYNdx+eitgguIwZCVJCBSOcnH9DcVy0abBjgYUegr5v1T4D/sgfsz/ErR/iFpP7K3gzQ5laQ6V4n8O+Fba3uLC4ZSkiM0cakK8buQQ2W+YbPlDV7N4b+JfgvxhAr+GvEtpdbl3CFJNsoAPXYcMB9QK9bLclpZPlcKVCLcbtuTW7dl02tbRHgcZcZZjxpnjxuMtGyUYwW0Yp3tru23dvv9xN8YtY8Xad8J/E178PDD/wkUWhXTeHkmPyvqHkv9mXGed02wAdSSB3rSsItO0iyt9P0y0jt7a2hWK3hhXCxRqMKoA6ADAx0rifjVdaJrlt4Z8D6vqd5aPrnjPTmsLjT22nz7Bzq3lucH926ae8b+ocjIOCOpnu5WIQDbx611yjy0Uu7/yPleb3/kXLicl97H2H0zVC8dOBj8CO9I1wcFiuccdKZbPPK/2i3i3NDhvn+7kkKM+24qPxqYR9pLlRXN7p8xf8FWP2X/E37Q37OF3aeGHuL7UPDOdWXwrBah/7TIAGc7lKyJEZmRRuLBnXaSRX5OaZo93pmiRadf20gWKH/dG0Ju6khQMZxz6cnIr+jbwT4Jktm/txtMuJpJW/4+Lh/L3Z5MnPzMScc4AxjHAr5l/bx/Y58OftEeE9e8J+PtKhtNHu4RHa/wBnuEuBICGWRXAPIcbsNuUkEEEEg7Y7Jo4qnyxlZ9T0cpz6WDjyuOnToz8R5fHtot+9po0yzxxqd0yyZWPHuBjsOc8jOfftPhp8M/iZ8brzyvh/8N9W1ZtwE01vYs0UT4LBWfBCEhc4Y59OSK+7fhZ/wTx/Y3+H00N5Z/D6TVLwQbGi1Gea8V8kbl2OfJXnqSM4zjPSvonwzpVpo+nW+mWFjb6ZYWsax2+l6XFtVVxwuQBjr0AA+tedPhmkpXm727HpYji2VSNow18zT+CHiyX4ffs2eG7Xxnp1zZah4e8J21tqVi8iSSiS3twhGUJXLFCRzxuGcc49N8I6cvh/w7p3h+G4km+w2MNus03LyBECbj6nivN7e90SCWOOLSAq+YGGyELux2JHb+delWt6kkKzhtu5dwz29q9CdL2cUfNe09o2zcspkYb5fpzzipGtrTzlvQkiyLwu2ZlB49AcHr6VRt7oeXl6d9vYc/8AfRI4rPXoM+af+CunxYuPh5+zFb6HZXkcb69r1tbsrdWhUl8j6S+Tn2J+tfHvhKPTItD0HxH4j0uSa+tFWxlvIcAqYwud5ABKHEcmDnqOWwce0f8ABUjU9L+NHje6+DEt427w3ocN8ghkCtDeSMzcnB/5ZCJunRuK8d+CfiKHXvBD6Jr+mLI6bjcW/llmjeFuJFGAScZ6AEhhmvXp0U8DaWu7MKOIdDMoTTtbTy1O4lWK4kBiUDaCdyjj6emKzdS8LR3ojRIUc9l28Dr7/T8x15q74Z1TQL57qTRvEVnfR2tw9vcNa3CSfZ5UJDRsVJCuGBBU4OexxWnb6hpaObOJlZ48eWrHODwRn+fPWvisdTVSo5NfefqFDFU+RWdziW8JajpUNzHFDHH50nmTsv8AEo4HAwM8ADt9c18tftheOtWa4bw3FeNEsW5ruZY23IuACM/wnLD6j6ivuW/SCWzkVk+dlxMynJI9e3+e1fHv7S3wo1vXPE+pS+HNHurz7Sm5re1iMxGAGzsAPHQE/XPHJ8Xl9nUXuHTWxHtMO03ZWPjvwdYxax4pmv8AUZJl2ztPIsXUKvzeoAOQOuBx27dp4U0iW1sbm31DZI6tv+WEhlOQVXA9s5yRgYzjHLrz4beJPhzf3EPi7SZrK4mXi3lCNLHlgUHysQThs4IB7YBHMmhzw2V28N6m+SZWOed+fmZgSCCQN2BwPlXJ5GT9DWrRrRaS0stt9NfI+So0qcfenq9+9y1opm0/xlpNvFdJtknKysynkE/ex0I/i5I6H2Nfq1+y3cWtvoNrb2y/uRGPJ2r0UALx7YTkcfQV+VHh/Q49T8SW+q2Uq3DfLHp5jb7rMcc4xtA+X2yfy++/hD+078EPgZ4VtbX4k+M5LefTEVbww2M05wV5c+WnQYJPoMk4FcuFtPEU7ej9b7fIzzCjejzL9b/15H2paajbWWnTajqN0scMEZeWRsKFUDJJ9P0r4+/4Jza3qnxm+KHxE/aI1eaX7Pr2vSSWaSMWaNS7BI8nkrGhKgdg2B0rV/az/bv+B+tfsc+MNR+C3xM0vXtUvoI9HSztZD5yNdHZIChKsD5PmMM4Odvriuw/4J5/DVPhT+zJoOlCDbcXtut7PlepcAjsOMYwcc9e9fR1eanGz0Pm5P3VHu/yPpK0nVIfMyxXb826rJmTA3qp4/i6j9aw7C8MgKmdvmPyqV+vT/PbNXQ7p/q2k687s/0rOO1mVtsfKM37FvjSR7oL4k0lYZrNY1CJMmJBty3AAHQ8g5yc+1aHwS/Yy8QeDfi7ovxF8Va1Y3Ftots3lpFCxMlxtwrgsPl28n1zj619rfEn4Z+D/CVyunafrT3dyvDL5QCp14zk8+2K4fVLSO1u1t4Y9uI1DAH1J/I18nw/l3sc+jGS96N3o/K33n02ZYqCy2U4310J7SIGLI9PlUDPOelacFtlfLP5e9Z2kjzWjfYWXnG7+Hn35/P17VuQW6PGN4J4+b0/Kv0jEJ3sfI0noVktUeN0dVl3g4UrkdePx6Vjz3/jHRm8/RJ4tQhV8yWOoSFSQTyFlwSp923AV1CWYMgCryF7D/61UZ7QQ3rCVG+bgFsetefKL5jqjI52x+KnhiTUFsfGOgah4fkfI36hb74HbODieMsgHTl9hI7da6rUtD8NeKLGHQo76KT7TE0sESyj94AVwVweRnHT1980P4Zt9UXyr+FWjzghufbHv+VTal8ObCw0iCTQrVLGfTz5lpNAuPKbBGQPTk8dCCRTj7ruEj5h+OH7F3wl+M891pHj3wVa3F7EvlLqCwrHfQDrhJlG7H+ycqe4Ir5P+If/AATJ+LnwteTWPhff/wDCS6So3GP7OE1CFQc4ZPuS4XHKjJY8IBjH6SeKrybxZdW9trNnBY+JLO3Vri4smKw30XCmZFbO0hz8yEtt3ryeCXaTZanHerZahZhZWX/R5IlIWXHUc5+YcnaScjpnBxpWw9PF+9Ja/ibYXGV8G/cf3nhn7BmoATTfs3+PdWaG4js/N8O3m47rIkZCshHMLOGDZHyt3G4k/UPwrv8Axb4c8U2tlq5mt5LG8UXfmcAAHJHuD/8AX71B4a+CvgLX9Wfx7dfDyzvvEum2k50mbeYpN7IQVBDAMeMjdnBCkYIBHIftCftM2Hw1/Z31Dxz4hgXz7Szkiiv5pC890fLGFLZLHqVAPQkV1YejUvGG5GKxdOSlO1up1H7WX7b/AOyzcXln4e+KnxR0nQ7rTS/krHO8lwyNx86KjEAlPTg5weteQaT/AMFI/wDgnh4fiaGL46rP5L4ZxoepSZO3P8MOMHHXoSR6ivyA+JHj3XPiN4v1Pxhrt5vuNSujKrCYFl3cAEHO3C4xnOfYVz80jywYtmk+V/3jBupA/EnJA7Z7HmvsY8P4ONJOcpN+TVl+DPzqtxNjPbSVOEbed2/nZn7La5/wWV/YF8Ox7rXxjr2qMo/dwaf4alDS4zwDMYx+ZFZcH/Bdf9imMLBpnhn4gNNDHgFdGtF+Ykf3rvnvz3/Gvx5+zlxGrjywp3Mzoe57j0wehz29q0vD2m6HFqMd/wCIbswWcDb5WZvm2DkLwfvH7uABgt0A6dEcmy+hG7Utu/6WOX/WHMqrt7v3f8G59ef8FNf2+vC/7QBs9N+FEevaf4J1KWK91zS9QSO3u9VuEkLFiyvLtgVNnl8kb3fKkJzi2n/BZ741+GtBs/Cfw3+D3gPw/pem2MVnp+nx6bczG3WOPCohkn24AAHKknGeOa+N/Hfi+48d+LLjVNVdVh2+XbWpUhEjxhUHPTGe3PU9TVOz2S7be7jXaGzHlVUjJOT19dvHYjvyK9TC0MPToqlKD5U7rrq+/f8ApCxGKxE6jqKTvt0X9I+sNf8A+CyH7dWs3hudN+I+l6XIIzj+y/Cunps5H8TwF+nv065zz3X7KX7Tnxh/aAGtXPxv8fX/AIg1KxuLf7PdahNuaOJgw8tQOAoZMgYAyx+p+G47tUgknin8z5SNrfKz4OWA6f3h6Hn3zXtX7CPim20X4yy6Qxby9Y0x41wVH71JFkBx14VZOD65x3OmPpUfqdT2UUmlfRJPRpvt0Fga9aOMg5ybTdt299PQ/VvQvFF19k2TCNlIC/uwP8f8ag1HUhu3RAAtzkdMjNcp4X1CRbaNI3UbVwqLnj6flU2ra0FjbDN8ingdP8f8a+AnUqTd+x9zGEdkY/ib4y6HoWuy+HdRSaOSONW8xVDLyo7dfy7Uq/EXwsFV5vEtjEWj8zbJeIrbcbuhOcAAnHp9K+Ufil8UIfAHxx1zw1rk7eTLfef9oeRSQJFDDAJB2gMF544r1DwH+xfrP7VHhib4neAvjFZ2Ys7nyH0uaxMscn7v5ZDIkmUyGK52Mf3ePpdHDQjWj9YlywavzWvbbR21FKtJwfsleSe3/DnuXhnx34U1iaKy0rxLp800jZWGK6RmJJ4GM5ri/wBqW/QaRpayFSwkc+XuBJ4A4714f8Sv2Mf2g/BHiabTbn4danqFrDCsy614dtZrqzCLGpeQuqZiCnP+tCEbScYwx0r2y+JN/wCErXR9V1qa4FjxFbXkoDR88gNnPQDCkkDoMV6GaZVT+pc2HqKfMuhOCxknikqkbFrRtTWW6yjp8qqNm1flHr/n0r4F0z/hOPiR+1feeDPCGreMNP8AFc2v6gElsfFD26WtxEs0tx5DogKqfKkOVzxwMZFfaHg3XXOtf2c45WSQMC3CkZ/r/ntXwV4r8VaTqHxEv7m+0LxRFr/9qXk+oR2mvufLuN7GUxgYCDO4cduMAV8rwZRqf25Wg7NqFrPfV9vlr8j9C/iZeuVrfqr9PQ9D8S+If2+PA3iaTSbH9rT4oWNrYXDRSRnVL+R4XBGVzG5WUFhw33WXDZw1W49S/bs1DwB4m8Z+M/2mPiTe6TZ2sa6g8XiK4soypcIAvnn96WYqvyBSW+UljlV8WlW5nuGv7z9onxFY4+9a3WnzyfZ1wreWZFkwSMqCQoBypA5xVq/ubnw/4X86/wDE/ijxFHNcfNHPcz2MAUnK4iDnczEbtwJGFHHXP6fTwdRz5nTStvfVfdc82nh+erpGF/v19OZ/l8j2P9krxHqCfCX4oX3gyy1iPRYdBvHubjUnjkb7R9lm8tUcIGJChiRkhd/QbsnyX4XaZY6b40jvjFFcLBbvIUmyqN1O04I6j0Ir239mG+vb39nrxtc2OiyWHhu4tb63kt7i5N1NcXzwQozs7DeiiNgqjJHz9ioJ4HwT4Q05/FEOlRSTW4vrZ4JZJG3Khcqu85BGAGb8xX5lV9pPifFVoyXuuKfKuyvr1url5tiqNPCRoy15r6rRa6eW56ppP/BZPTpJYdK8ZfAm2ihikETpoOofZxCg4xHFIrAgdl3rgc57Vs6Z/wAFE/2Y/EN3HruiWraLr1um3T4fFGiq8LykgqjvA0mI9/BYkKBkspxtPyf8SP2Y59J+KGn+FdF8WQ6tZ6hfKrXltCY5Io+sjmNsjIAc4DNwvUdKl8R/sVfE3xDDrPir4IeH/wDhKNJ0vUGh1Cx02YPfaeHIMPmQFt8quN4R03Fzby5C7cV91R4lxmY4WoqVpRaaT1228rNHwFbhjLcHjYuScZJp2vdaPqfT17/wUD+KPima60e+8RabJHcTtcXX9jwLbwCVtxMm1EUyMc43HLHJz6nH8YftSeMLSxVp/GMkZiUSLC1wT5mWVfkGdzYycj+6cnPUfFY8X+OPC0reHZp7izbT5mgkspofLeFtxypTAKsGz15z16Vn6l4v17U9SXWLjV5ROyqqtFIVK9wFx0UZ9sk9eDX5hU4bpvEPm2P0j+36n1flitT0j9on4l618XvGMWtoL66uIdOW2lMmd3Ejv68H95x1wc8DOK4BdM8Sug2WFxu87Yu62OWyAce/AB9vTk0QfEXxz9pElt4pv9wYld147kA8dMkDv2zWxZ/Gz4kxyR/8TwFtxaQC0hBJJLEfc5ByB+nTFfWYajh8LRjSg3ZW+/8Ar/gnzOLr42tUlVcYtvzt+h6B+z1+wx+0p+05pP8AwlPw38N2Z0drqSFtY1HVIYY/OjC7kaMM02drZ3bNpJ69cfTHwl/4I4QaFqltqnxw8eaTeQrHl9Jhma1WVsE7SwIkkUjH3dhGO44rzv4UftP6V+wzoUPwc8YfBK18Q6xqGm6b4hbWrXVrZdsGp6ZaXkEeJbJyjLBLFvTJxJ5mGweOpm/4LT/FPQLCTSfhn8IfD9rAW3Qv4g1K4ujAoTGES3a2RcnkAqQBkYGRhVKnLV91pefn/Xkcs54ipGyX9f8ABP0e/ZI8A6N8O/DUPgb4VfCXR7Sz06PZY6wIZ1htHJyWAdh57sNzAsC7Plskk16N+3jd/CvUvhr4K+F+t+Jd3ie1WXUJraHUglwlk4MbG4UEHZNJ93ICnyWC/cr8mr3/AILeftmxaHe6Z4W8OeBdFvJrdvs/iPT/AA6Xu7JSoVtjzTSKzHLBS4O0HgZ+Ydp/wTd+Id9q83jz4tfGHxrrWteINZTT/s8kjC6u9RlAuDIZJJplZiF8kA/NjJzt5r5HilT/ALKqyT1svvbW7Z6OVqVPGU0111/pH1lBNoenWotYpLeGOPZHGsciqAB0A9Bjt0FYXxCvNC8VX/gn4b31gusaf4w+I+g6Pq1rbsJGaylvo3nb5c4AiRsnHAya2I9SkuVjmkh2ttDCPdnZntn26dO3fpWt8EoNT8Q/td/CrSLTTJLiHTNS1TWtS2sClvaxaVdWokcEHIFzfWoB4wxWvx/J6Kr5zRhe/vJ79tf0Z9rjKip4Ocl2f5H6KafcmLnG35fU/wCe1WpbncGTP1rFtrnCK3979KlnugoGO2fz/wD11+wbHwZmfE3wPpPxG8HXnhbUhHmZSbSZow3kSgfJIPcdDjBKlhnmvjm5Gs6HqU+g6oDFdWdw8M8e5ciRSQwyCQcEds9M19nz3xH32XNfJn7QHxD+HXin4palb+DdUKa1pd19i8QWE/yOZUGFlVSclSvQjCkKpGckn3skx8aFf2FR6S29f+CcuLw1StTc4rWO/oWtJ8W+I7OW3uotauFazmWa3/0g7UYKVzgnqVZ1J9GI6GvpvQ/EUHiLSbXWbIjbdQq3+sDFTjlSQSMg5BHYjFfHmh6rHPHHHGe2MMw47duc/wCH0z798AfEsl54Zl0KYruspMxbWAwj5OB64YMT/vV2Z5hV7P2iW35HNgq3v8rPTXulUbAvQ4211Pwnm/tDXrjRbrSmkgaJbmS64McQjcbYyc5y7PuAAIIifJGADwpuAMbm4/HjtXo3gDWtG8P+GVa1tpZpbnEl08UeXPoo9lHbPXJ718/g4uVZNdDurP3Gehap4i0WxtJrvUL9o47eFmk2rnAAJ/PFeSa9bX3juaTXNWRkhGRY2fGET1PTLH1OfbtXS67rnhDxjpi6PY3fmM8yvdW0mFfCsGCkdvmA/L3qneFU/dRnkA7YwvXj+WOa9aENTklJnleu+AIrVmFrBGig53KoBrDOgSrL9lEJz05HUV33iLxJYW0jR3Dqqrx83bmuR1fxrpFkWvQVZkjKqOOCRx3/AM8+9Un76T2E78vmZ8WgRxSB5F3NG2dpOAB9f8/4zTavqlq22G6kUKR+7XnIrPTW/PBYnMa/dVeTLJ35zwq/lk8U37Uwz5rtheehNZ14xtsXR5jvfDuuDVdPjvCNhBxInB5xVptQVP3qt78f4VxngK9mEd1C0qsqzZjXGOuSazv2hfizp/wb+C/iX4mauE8vSdJlljjaXZ5sxG2OPPON0jIuf9qvGnH95ZHb6nxT418UW/ib9qzxB45urqGW11fUjAW+0Bd1uB5SHaf9hQDjJz+VdD8K/g18Q9X+IFvJ4U0Sw/sOHcmpanI37zy2DBVXaxJOVXP3VOM8dvm7wRq3x8/ao+Ktv8OPgN4c03Qb3UpneTV7qNbprGFWJMsmcJgcHG1iSdvU4r9XPgx+zxH8NfhrpfghdauNSuYYwdT1a7x519OfvSNjgZPIVcKowqgAAV7/ALOdDDqT67I8unP22Ia7HwD42/4Ib6H4q8WeKfiL4M/aK8TaHqHinXZ9RuGjso2htpJpdzIBvDsfmkAJfGHUFW2kt7D8Ff8Agnd480xv7Iup7fQ/D9jI8OmrJM9xdvEh2IWU4GWQZLM5Ynkjmvr7xv4E0vR/Dq299p81xJK4azsbcj5pAdwZjnAUEZJ68DgnArV/4TDxJqs32ex+EhhVk/4+r3VNq7vUKqEkfUjOO3WsZYZYiH71Xt6f0z0KeMqYeTdJ6vqec+C/2Q/hN4Zhjm1a0n1SRfmWTVJty5/3ECo30Kt19hWX8Z/hboWqeD59H8PeH4bW32ssVtZoIQpB6kJjOceo/GvdbLw9q13bq959kjdlxJHaxnA/FiT6dMVm6l8JXv1kSC+Cwzj94AvZuuM9ePWuCvhaMVywjZG9PFYqpLmqTb+Z+EH7efw78R+AP2i7W2j09tQs7rTFmkkjtWP2ZjI64LA4BOxcng/dPOOfnzx/quraZ4na1is7eNw+JLdZfMaNW+63GcHg+/rzzX7If8FD/wDglYnjn4G6kvwskuIta0GKW90M29wA9623LWkjEDcJMbVZsFGwc43A/jHrMl5PrP2bV0fz7NRb3kBjVXZ0JG087mIA69OB0AFfNTwtahivaO1rPufR4WtUq0bR6HoHwVS41PXYbuOwX93CZGk2sVVwCCT1xtOCemec812Hxh8eeIPAPgTUrHTLlraTVtJktZ2t7iTzJY5l2HLKCSSueTkfdyRTP2fPCt/pnhCbxJ/Zky2bybIZlUtHklsRljjkjueDxz0rnPjH49bT7ubR7aCRpW3mRphln67doAJwMbeo9yCOfF9tWlmHLG9lbTp+Pl8z18PCnUoty/r1PAPGfxElvPGk2taZDHazyXCTeXFbALuEfJCgbT8yhvT2OMn91P2QPiO/xO/Zn8C/EO7tmhfVPCtnLOpjVFM3lASMoBwFLBmGMcEdK/DnRvhf4q+K3iNtK8KeGZtW1e6wlnpdmjtM0hIUBUB+bBcsTkAIrO2FUmv3d+CfggfC/wCFPhr4ZyX0c3/CP6Ja6ZHNChQSLDEsYbDMxyQoJJYknmvteaLorvp+X/DHxeOhGniko+f6bncW97KNrqGYjhVwMDjr/OtAX020bL4KuOF2g1jwzRKSzyrtPdjjiuX+Kfx50H4UeJk8Lz634LnZrKK43Xnj6G1kXePumPynK4x3IPt0JiNOVTSKOXm5dz074jfHH4f/AA/8P3/jbxnrItbGxt3uby6nkAG0A/mT0HfNee/s6fGxP2jvhu3xYsrZobLUtQuk06FvvC3ineNd2P4jsJPcE47V8G/8FFvjB44+L+iwweFvF8On+E4LxxbokbSyarIo/wBcFGAEDfcO45+9jivrT/gmdo1r4a/Yy8H6ZAq7ZtPluoW8vDukk7yB245Yhslu55HGDXDwjk8qOHqY+u3zuyS7Xve/mzbNs+wmOxjwNCV1BXdtultduuh9DaZfADLBvlOfXPGRjPb8K6LSLuOaNZEkTb029c8f0rz2bUFF00fmKdq/dPr/AJ/z6amiarJBcsRNld3y7W+X8s+n86+mxHNe5x0Vod9aGAzDbF04HPv0x2qS506G9kZggy3Qr7f4f1qlpl7GUBLjngZ/z/Krx1fyY/Ltwm7b8pbOCfSuGXc6lE1NFskkH2Z/lm2/I7EfN0rT/suR1NpLks2cMvQ/lXC6p4h8eaZEdQs7WzulHP2cAq2PY8gn64ra+Hvxw0DxgTo16n2S+i+SS1nyrLx1welVGSJcTB+IPhi6TxDp8lvGyrM01vJIrfd3ISB+LKPxA9qzdG16fw+9vP4hQTaW90sF75nJtm3YWTPXhwAeuDg8Yr2i80LSNTRUu13KzAoyjrzkEfjivMfiNoMFhq914W8QaW0mm6tav5MyZDFsfMB1+YcH17+9dVJcsrGZ3mjeELB5oyNVlWMHdb3EbYe3bPDccOOcHPOOeua/Jv8A4LB/HGwvPine/AnwhrS3Nnpepyz6s1vNuha9c7nTGRyGznByrdMDgfdXxL/aMPwS/ZcvvivqWrrPd+H7aSy3wkN9ouNgWJtv+0drY7DPUZr8Q/Hvi7U/G/iu+8ZahObm8vLqSa4uN+7c7Zz3IP8A9bn1H1OSYSMsR7Sb0W3qfM8QY6WHw/s4Jty39DPaa2il89rWFpHGUYShdzfdByDnIGO/PHfrFG8FtsfzRGq4dVXCcBenHHVRwff0qIQyFt6R/NuzIFxtYZAB6Zzlh0x+FNnthIxK3Aj2fdfyfmJweTn72OeT+NfWxcal7u239W8z4nl6FlUjw10sBO5wJJfJ+RmGeWI+9jp04Ptk1T8SX91b239iW1wzfKzTOcZKk4C84yuB6fXti/a3TnzpArJtU7lZz97nn3yeP++fbGGtrcXzsxguvlJddy/OGPJBx9enPQZ46lSEZKya01fbyLwtNyk5zW3z/HuVbSLdKssaSbVYP5zKCrnoGOOANvQ9enA4FaAtfP8A3M0O6Pcr7SoYxODxzjhs9vWp5dHkl3B7TaSzfu2A4YH9PmA+mO3NXINGmZuZW+6EaNYc7ucjBwev+R2FRlDlfN8vI0qVpSuo6+m/4GNvEbkTSSKykllZVCleMDGDx/8AXxiug+EfimbwX8UNF8UQSqkdrfJuuI49wWNmIc7ARkYJOAwJB445rrvDH7Mvxi8WyrBafDDVrdpIiyf2tbtZq8eQV2tOY0f8CTwcDGa1rb9ir41QJJc6rpVhaxx3SxT263DTTR59PIRlIx/tAH24J4cRm2X06coyqLmta102dOHweO9pFxpyav2sfpl8LI/AHiXwda63a/FLTb6RkAuZkKQxhsE/caQlOATgkkj6YGB478Y+EtH1VNM0Txdp+ptKmX/s27Sdom/29hIXPGAT259By3w0+Gfwu+GHhKDSZdNN9b28beXNJosclwyEk4dxKd4GSoJAOAMknk2vEni34S6Tod9N4U8OwW9wytFcXA0nyXUOuM/eB6Htnoc4r8reeyqVfZxo3800v0P0j+zpU48/tEvJp3Pjj9q7S/DfiH9o3VNTkv18yHTbM3kbEnbuVAko44AMYB988HPPg2s/EP4i+F/Ft1H4A8d6xpciyCK4TTdSkt3kVuG6MMj+I4wf5Hrv2o/F+k+Hf2qJIrrWLj7PqGh20Uck0IVRIZplw3z/ADDHy5JwMkEAfNXFyeMPAep6lNcbfL23TfvY5ljbduPY7lbqG3demc5xX6VkPLUqwaXMnH5X89j53HqrCL08zsrP46/tB6vaNZ6t8XfEjSszSRp/aU7zXGAd4YA/MM5wM9M8ZxjBbxh8RtW1VtM1XxZrE9u7bplur98jAPGPYAk5Hc9OKWHxB8KdGu4728u7i4keQMEOpPKqMoGNoiVCuD054wPatCD9pDRNOvYz4Q0i6uL15An26+XHlLjDMpYyMSBuxyuTxnBr6bFU5QwVSUKTVk3dpJet/wDM8fCqpOvBOXY9a+DHiW2vfFcHg/TLw2zQ277vLj6ME+aQfLtJyCcHPI5zmvMPCXxK+GnhP4geE/HLHVtR16wuL6TxBGsyQwXMro6xyxAKWUhnMhXnlRjDDdVr9nm91a/8VeJLrwyW/tSz8PXUtjJhflm8v9397cB8xHPTkZGMivm2DTPh5q12mm2HwovPOlmcl/7afcyjquOhwDn245Oa/K+EPaSzvFSVvhira31crvZ6W897H7Vg+SWXxgvtNq13touiZ+kmlf8ABYKystUk1KbwnqU0V3yljJ4ojSKKbjHlBYAzgbFARi/ygKCQXJ8F/bJ/bVk/aQ07w3Dq8Nzp/wDZM8jmPV9dMqufLjXciMF2PuSRmxyQ4HGMt8j6h8H/AAaL7yIviRqEa5LRCbQmIjyAQm7eDn73IQAlT06HSsfB/wAPvB+lf6X4OfxW73DK13eTz2excMFVUSTrhd3rwc5B4+6o4bD0anPCgoyWzcm/w6+pjhqOBw9ZVIU0nHq5t/gtT6w+F2iXVh+yXq2vQ63eMurXnnLaN5ZhhVLuKESR4jDKJI4kyGZh3G3JNedaDdWmn+PbOa6Map9tt4Wi2nZ88yAg9cj169G6DNdL8GNZ8RWf7M1w9/4KXTdD1LUI18P2dvqMlwYlEszTECU7oyJIiBk8jP1PIvpOt+INbuLDTFljlkaNHadPm2jkHGDsOQT0784yMfl1CMXmmMakm3Uk20tHorLbdfoeXnlaP1mn191P75Nvdf1Y7bx1oPgbwvcW+q6HB52oWcKtG1u3ETP+7BwTgDYZOBg4zj5iDXkdl4/8WeEvGbeMPht471Lw/rFjJJbrf6TcOkjQ7lPlvyN8bttZo2yh2/MCFrSu/EsunPqmhazqNxdX8N1HZ3dvNJgq0a5IABwBubA7EdBzivOfF99JaX0t0kTSKsgDfLwGJP0Oc8j8eta5ZCtgcLaMnu/xdzHMalPGY6VRLorfceqa3+0f4w1147f4x+DfAPjy4mbb53iHwbEtyo4B2yWrQshAUKCc4z1OcVxvxbj+CXi23X/hBP2ebHwndTR4VrPXLy4yxGS4SQlFGR0II2t1HWtzw58NR4Y0L7TdhZr28hV2SVVO0YJC+hA45zzjPpXL+LIWl1Epb2uI5FZFaRgu47eigHOMHrz1P0roqVpSbV/u/pI44qKkkebH4duZDOl20fB8gSRjpjoc464x0x34xXefAP4G+GvE/i9rLx9Z6pJayaXP/Z82k38UATUNuYPODxt5sO4ZeNNrFTw/GGqTvGhAmj8vc+37Orb+hJAwRjPGcc/h0r1v9n+60z+ytTvdQvPLjtbcSyLywUBXY9DnoOeeMd+axqYitTj/AJf1/TKqcyTV7Hgnxkm1Rfilrw1LV7zUPseoS2dpPezmRza258iBAcABEijSNEUKqooVQFAA5cyyRqPLidVPITAGOnPcnj05/LFW/FGo6nr2s3XiDV7hnu766knupY40QPK7bmxtG1fmPQADniqiw3LobpXkyr5XkcLxg5/yD/K4x5op7vqbfCi5on2uTUELYdfMXywzD5ucg5HOckE5+vHAP6dfsN/DW28GfALR9ek8OyLfazu1Fpp4oxIkTkJCEY/MUaFI3B7+YcEjBr86Phh4O1LWvEltZ2zLvaZV3RsZJGYsAMKo5O4kjj6V+svh7xyp8EaB8NvBXwj0/wANafoem29k9/Il20zQwoqKn764kUttRVyFXA5+8cj4rjjEXy2NCMlFt676pdNn1senlMf9pc7Xsv6/A2/7RfywTaFVMgXa0i5PX39P8ivRf2HNJn8SftZar4st7oxx+Fvhz9juLXzDmUapfxujFQcHadGbn1Yfj5lY3TTN5lwiLIrcbcHjOO2OoAJ9PU9a9v8A+CdA0/UtV+Jfjk2fk30PiKx8OyZXAe2ttOgv4mz3PmatOOg4A618TwnhXLNlUl9lSfXT7P6nrZzUUcE13aX43/Q+sI71iVXO7/a96dLeIYtvXn86yxfps+b5d38I7D1706S8XCqzN06n/PFfpx8kWLm9wASNy4yOcc1+B/xo+K3jPS/jRdxTXU9lqWi65NY2cdjqEsltBHFdF2hEj4umhWQBkWbDr8wddxIH7wPcxyJu3MysMYbuK+bf2rP2CP2P/ibp2sfGLx74WuvDmoafaTajrHiTwiRb3U0cQeaVni2PFO7DduZ42kbAAYYFYzpuUlJbrb1O3B4qnh5NTV09zwH9nn403Hj3wTp/iDUbL7PfeWqahbSHlXBK7xgn5TtyD6e+QPpD4QfEC00rWrfV5LpFt5U8u4ZW6RnPP4NjP0IrxPU/2Cdd/Zda48aeBfiG2ueGI4EbUNP1Gx8u9tpMqplWSLCSRHcWZSiGIJkMwLYdZfFzwp8L47XWvHGurYaffzi2WaYMyrJtdx0Bx8sbEn2+lfbYeusZlP79rmitX0/E8LFU4xzC2HT5W9Pn0Pryf4+fCW3+WXxzYqcY3eaT+OQMfr0r2r4K6jL4s+GGh+KNd0G40mTVNLt723juFKTRJKgkEcikBo3XdtKnoQa/O39gez+EGi/tT6l8arz466XZ6Tosm3wnYzwedHq5u4po2UltzQLBG21mKZcygg7Q+f0P1X4v+XYQajq3hS1u7G6QS2eoafqgktp1PRg6ZBBGORXy+W1oyi22tX0fRPf5nsZhhFRklFPbdq2vY2dd0PzEaaaOG4dV+WZW2yrgccjOf061zujeKv7O+Ifhqz1Ybc6wIo5GbnLwyoqn0yWA/wD11m6/8aRptv8Aak+GE1xbP8yy2urB1Ue2QM/zrgtI+PL+NPiz4Xt4fCMen6eviG2E15LfeZJCRIMKU4ILHC5Gfvda9qFTU8l0Zcp738XvhVo/jnULqBbX7Bcw2Cz/AG63X77F3B3AkKwG3O35Wb++uOfkH9p3w18R/wBnLw/q3ibxBo0uoaHa2szTalpaM6RqfkXzAQDExLKAHAViflZhk198ato8h1ybVWmGGsYoo1Y8M3msenryB77sGsXUIZrzVdQ02fRLeS2tbRIWuC24ligZo/m/hIdOpIIBBGOmcafPTVnrYvmjGeq0Pyx1H/gqvovhiFdM8IfAeBo41Cx32paydzLnqY1i+XudvmN16+vOv/wVy1tx53iP4D6XJHty/wBh1x42LFj03QsMYx3yc8gY5+mv2xv+CQ3we+LiW/iD4NR2/gvxTqFlLcQ29rC50e8cRgmOWAc22SUw0AKgbswk4Nfm78e/2Lf2pvgZDep47+Ft9Fb2e5mvLeRbhJolxukjaNmLIAQSwGF53bcMB8rmVbPsLUTunG+6Wnp3Ps8swnDuOp+7pLqm9fkfX/wN/wCCkPw++JnxB0XwH4F8KTQw65IzX11d3KiXTWQyrMHiUHfsWEyDa3zqQeCcV6R+3ro0fxS/Zk1nTPhV8SvDuqxLJHd6vbtqQgumtIMysqRSgHzA6IwGQSqtjLEK3eeGPhdD8Mfgf4T+E19Gslzpvhyz0++uoYwGeSGBEkZfTcwPbjcc1S+D/wAB9IuPiMLu9PmWcH7yaGbDeaegXGMY459vrXTledYTFyjH2f7y+mt07W+4+Nx2S5vhcVVqe35qUns0lyR2smtX6s8//wCCPv7Pl34M8F6t8UPFnw8aCfxDMtvpOpT43Pax8koPvBGk3EkhclFxkAGvuS00/TNFiWFVWSeTJhj455zx7D1pYLaDR9Ot4rWzjib5VhjVRhVHAA7AYx9P5yx+HLq5u/7VlYtN/Cv8JXPSvsar9rK9uU82ly048sTBvdCnl1Jrq6kaQD7u73PQD0/Wr0mnqgY7vlC5C7e+Og4ra1a2g+yrcj7sny4bghvTH1B/KqkUYWPaFHJxgdawbtE7Ie9sLocMMu7zP3gibiM/xN+VaksqyxbSqtnO1V6Dise4lSzH2a3b5ZD80mDyfr6CoJdF1GFTf2kzSrt+/HJgL1/TH8q5MRKJtRhLc6C50NtSsc30a8qyxgdW/wA5r8Uv+CxH/BLvx38Jv2kLz42fCXwReT+D/F0i3F7JYQ+Ymn6tLIwkjY7SY45WZXBYhWeR4wANin9q/CGp3csv9m30m87srnrxUvxD0HRfHvhfVPAGpwAxatYzWk25fub0I3DvkZyCMEEAjHWvNxEfaQaR6uBxFTC1Lr5n4L+Kfghrnwa0a68MDW4ZrO3t7a5vvJfetu5AjeIFs/KZScY6AAYGTXgHhv8AZ+8c/tT/ABTg8GfDma2mWZzLeagZC0NjagpvkIX5sDI4PJZguQScfpH4h+HWqWGu6p4P8b6baX011cf2ZrGnTQhY4ljLK8aFc5w3mDOckt1HbU/Z6+HWjfA43HhDwDo+m6ToFjIpurdsyTTXTAEM7k73YK6nDEqodQAMEV83RwsKeM9q3r+B7Dx1SFFxivmdB+wZ/wAEv/gv8INNs49JkuRqFnbN9o1edQZpZJsB5CuNqHCKAq4wpIOWZie/8c+B9X+Hfiabw5qlzGzQtmOaMELKh5Vueme45wQRk4pln8arvw/A1zYXPkQhiYZI5D5kvbecfdGM8enrnjkfiD+154Q1jRLjWviFdCxXS5I0F82+TejyJHg4yR8zqe+Bk8V7VOpGpotz5+so0ourPRdX/mXvF2uf2LoMlxD/AK2T93Gu7GSe/wCWTWX4T8H6Pd6QNV17To5Lq+kaeQsuSM8Ac+wFc3a/FPwD8V9dtdP8M+Kob9YcyOtucqBgZJbp0ONo+YZ6V6HHPA6ABYztGPm7UNxic1GvQxFPmpyUl3Wp+Hn7Svxjla1s/BWha3cTWtrCI49zB1VVOCo7dQOMHH5iv1y/YA8ZWOp/sifDXVrE/wCjw+GLS1mXdjLJGI2f/vpCf1r8qf20/APw+8GfDPwXb+E7zT5bqJpYLm6hUyTStsjJdpMnIBB/vcngjnP2J/wRh+OH/CX/ALPd98KNQmia68I6i/lWcf3jZ3DtIG4PUSeaO3AGSSTXv5XiqGMyuq6Ss1Lr1s2vTqebhcho5CqdJPmk1eUu7dn+HReh96arH9juxcxSHy5oTt3ZO7v+FR6fqgSePe7L8w49PfP+ep6Vz9t4im0u2hsbx/Os2Y/Z7hRjbxyPYVBLqQs9WFu1zvDHMLKww3fr9Pes9ZtRPUVlqj2PTTNDa/a4rjKbfm3Ej39f61qWOpG6KlZc9iGUY9f8KwfhxejWNE2mUZXjb5mdvHv/AJ4q1Mr6RdMssx2tw3UZ/wA/lXBUXLKx0RlzRudZY3oPySFWHbH+NcZ8bfhz4PtfD938UI9NMWsabD5lreW9w4J/2WVWAcdR8wIHX69Pp1xdSxK8FnHOn+1KAPpmtCTRb7XrG40i5NjJa3kLxXVq+4BkZSCD83cdxSi9QD9n74hL4y8BW88s+/8AdgxtuzgCtjxzeWXiGzj0VlZpEl82Gbd/qyOn5/yNcloHggfCNm0nRUdLORd1pmRnCeqAtyQPfOARz3ra0m2EitNLM0kmN34VvCXLYxZ+W3/BUz4neLPCE837OVvqHmWVzr82sy2cUxMaxn5YY5MDHyhnIXPAIx2r4dvbi3tma28yNpmIZV2D5yMY6nt6/X0zXtH7euq+O9R/ao8fHx8z2+oWfiC4tWj3HBijJWILn5SpXaQQPyyBXhAa0trhlu7uJXlcMqySDcSR04AwOe3Xr0INffYHmpYeCTWtmfnWNqSx2KqS1912S9DWluYjIqwQx9AFbzVIHJK7cf7wHGO3rxBFFFcX8KvAEjWNd27GDzwfXdnGcng4HHWkgj0/Y01vc+ZHzuaF2JBX5en+8OmM8HgHitLRNNNzqkcIaSLdcIZM4bHYkDnGOD1GfU16lXEUaMHUbtFK7fpuctPB1q1T2cVeTe3qaUPh6C88OvdPbzNdLcBo9seUKcjPynO7efXkdQeBVODStQvNM8u0ihVdmxZchF4J4PyluvGcYPbpx3vxP17/AIV14AvNSt9PWdljjEC7jGzZdV4IHGFY84wdvHXI8Wi/aO1mKymRvCcdxcYAZpbxwCNzZbHl55AUAk9ugxmvAyXiLD46jKoot+80t+n9I+pzThnFYCvGEWtYptaK763+Ynje28U6XaNcSeJWZvldfspYIcMDzgbew59OOAePuL9kb4i30Xw3sdH8P6RpcbmzBEgGyRiWyxPTdk8nP49a/PLxJ8TdY8QGRdQ8KxQgPut1hBUgYwTll67DjIxj27fUf7IHiPXrWy8M6rp2j3N3stykdvHJhmQ7j94glsde+Sp561lnlaGOwUope8tfw0X9f5nRltD6lODmra9LdT6q17xl42uJo7LU7e6nSaPkQ3X7vcWOBjGO+OvevO4PEfi608R6pc6f4xv7TyLzZcRrIMTOiqXjP+yAQOhHJOfX0O58WeMFMci+C9WkDRB28tEO08E8sBjHsOa2dd/aF+Glp4l0nTtU+C2pLeao8kFitzotpuIG1n+bzCwUfK2M546dM/nGDpy99Oy09dj6bESjFLd+Zzdp+0DpcVo1jax6wegwzRoy88AN65zxnP5V518dPit4VHwy8Qa3oOkaha39vpVxL/aH2geco2EBlOGwd3QkYAVfYV6/pSRyt5s9vtIcH5lA28ZP8AyMdh6H0rwn/gobHa2HwfuxZzTRzahHFDcLtJaaMzReh6bdw6Dr1yK3yithqmOjTUHeTsZZgpU8O5ymtN0fn/46+IPjDxrr8OpeLdcudUuLOFYoLm42+YIuXCkrjcRk/MTuPGemAzQnZoluZ5ocKpdzvC9CMr9cc4z39OapeIPC93bmPUYLSSRVUCT5SCuT6H09sn1yDT9ARvs/lyKzDaAkq5+YgHPT/e/zmv3Lhyl9XxCpvTseDiqtGvhm1qdHGqWUkcKyzcfu42eP5pGAIJYknt9ffjrQu/FUnhFY/ELW1neSQzqSsjHLK6sGAOcbgp4OOGwwxxi3OyyJCkcsjKkaBxx1AHJ5K9+2ePzrJ8QWr6uPsNo0jeXw67shT0H1+vP9K+s4gqc2T1Kbd+ZW/pf1oeJlvJTxUZSWifXY+gv2S7q/ttO8YeLrPUyLW48GX1xpmqWoKSRKhTJ3FD5cqHG4bSMqCN6bWfgrOTRIfFEO3XLGOQwJ5aoysgXfk7iGPAGThcEd8nIOB8DP2mfiD+yTdX0eg+GNM1KG8A8pdWtS/kNxv29PvEAMM4O1SQcV2vin/gqB8W9fi+x6r8Hvh9eWpdnWC88LmaNTjhsM3UcDdwTjoOMfz3l2K4g4fzSu6eGVVT5dXLl0V/J9/wA7H7BgM0yuODSc0vTX7uh9Uxf8FVPBfhTwvbad4U+Fk1jJY28CzND4sijhuGgVE2mKO13KH2ZIyxY5wRnnifiD/wAFM/GHjvXvC97pHhvw6I9BhvbW1s5pWvvtsN2YSYZS7M5H7oH5cNtVgTgkDwG1/wCClXxx0tQulfBf4e2O59qLZ+EShbpj7sg4GD/+qpl/4Kj/ALVIlbGn6HYwyL832XRZoxGpwucCT8s9c9T27qmb5tNuUMtin51JP/20wp1OHoVOeLu/m/1PRP2gbnTfCf7P/hnVdWN9pv8AbHi63vZvsNw0f9nzXFtcykQxHKRIpYnyVAQZb5R0p/w/+I2i/DLx0vj3xnrWkeIdPktwlneatcDTY7n5FZVLRKw8xfmB3K6sAcjndXhXx6/aU+J37RVnD4f8Waza6la6ferd293Z6f5J84Rum3JLYG1mznqT7DHN+O/GKeKPAui+BLmNfNsmWaaWGRdrYiCgHHzAgEgjAGRx0rwspyXM40ZTqz5ZTlJ6ar3mn1XRaaf5HmZpjMHXrRjTinFJb6Oyvp6P+mfQX7Wfx0+CXxl1PSZvhLZrDNo80yatcQxwYlMghaEpNGzGVFKSD59pUluMMTXhvh/T5fEnxG07RJgvlyXiysGGY2jU7347jap/+vzWH4d0eDwrpF9dNFzM0bqzMDnAY4APsc85rovhpqME3j+K8ldmjjtJnBjXbztYE5PbBx2/pXsyw8sPJQlq1b7/AOuh53uyjzQ6novirXZXuLuQXRkkG7y1bIG0dhk4zjAzzjk9+PPdXvXWZilyFBbP+uGQcAHAOD74HJxx3xr+Lb4w26pbTRI7AhtvzAqeP4cYOcHnggD045LV717m6kEcjF1G35hhCfTkcjpjPHU+1YU/Z8zk/Nf0v6QU6ajdoglvr27fypw08csodkjU/eCnOfTGWGenGehFdTqPiNPD3wvuEt51SbUJxZ7wwJ+ZSSSpJGBGNuSDguCOenLabcPNKrTXHlruT+L7y59QOmT165xUeo6D4q8e6rLYeHNNuby38O6dNe3gt8Ewxr80kjHgAAEKfZTjniokpS223/rT5GtubQ5GdSbdxFA3ysWLbTxnPscDNFte/YXCGSFlxllY529flweO3+eakv4RbjKQNuZ8JtbqMcfqTzxj2FUfluZ1mmXaGO4YX7vP4/kP6c6x925cj6s/4JreBLHx38abrxlqemSXWn+GdLWeNmhBijvXkXydwJ5IVZnU4OGj3cMFNfe0svIn8sMrL/q1Xdk+v5/5HSvE/wBib4ReG/hB8DNJksrGFtS8QafDqmsX0cJ3zvIoeOMseQI0YIFAwDvYYLEn1uK9aceUrKGVvlaT7uOMHjrjjj+VfinFGYSx2bT5Pgjovlu7eu3kfT5dRVHDK+71Ltq8ghVXdWkQDzHWParE9cDJI/zivqD9hq2v9M+AVvd67o62OoX3iLWJbvaMNcRpqNxDbTHPdrOK1wfQDtXyfJq0Sxss8vyhQW+bavl5+97e2c8fjUPwX/4LV/sl/C74J+EfAHjG88TXGsaH4X0+w1Oex0dDDNcxW6RyvGXlB2lwxGQOOw4Felwbh51cRWqJPRJfe76fccOeVv3dOPdt/wBfefo8usL99m56nJH065pq6iCfMDL25/Wvz7f/AIL8/sWJAJY7HxvIV58n+xYAx/O4C/qcY57imy/8HAP7FojAXRPH33iONBgyOM5P+k9OO2T7V+hfVq605WfO+0j3P0EubxZlaI/KDwNrbTj29P6Vk+K9R1SGwhGgpbzSNfWwkjuSNrW5nTzuCcMfK8wgdz2PNfBrf8HBP7G0jFrTwl8SZgGYMx0G0Ax6/wDH5/TOP1rXX/BfD9jjUb6xvL/wB8UI2s5Gnjmj0G08st5ckRDf6XuYbZGwMYyueaqGDxU5e7Bsl1aaWrP0Dvfsd/G1re28U0M0ZSSKVQyyA9Qc8Yx7c18v/t4fsq+H/FfwG8Vap4PlWzWDTJL+80/y1aMLAPNYQqV2x5CEbT8oDZUptFeVH/gvX+yhcSfZ4/h18TpASBu/4R22wT6H/SvTnjP0r53/AOCkH/BX3Rf2h/g/b/Bz4E6J4o8Pw6ndlvFE2uWcVtJPbKFaOCPy5ZCVdyS+cEiNRkhmFdFPDZhBOMU0no+3zRVKrRlUVndp3OU8COnww0aa7+z/ANpN5ew2sl1Nb3MOQMN5ZJ7kdDyM+9erfs/ftxfFT4Jajnwl4tmTS1l8x9H1BzNbSgqCVZNwA6FSwyVz2OAPhHw58adekmsdL1jXJJNPVljYTR75IIiRuK8ruwMkAtjPUjcTWhpn7Qj2995N3ZbYd2xtilt2GHoR0HPUY9MGvma+R5lRrurSlq3uvLpY+6oZtl9bD+zqr79fxP2m8G/8FIvhJ4y0uGeHw63h2+uNv9oR3Fwz2jNt7EIMDOeoGAeT1I9M0Lxfp/jHUdM1P/hHYnjm1C3e11KxufNhUpMrBiykDAYckkjjnuK/Enw9+0RYokKabq3fa8e4nzCCRxnGeh5P49cn0vwD+1lq/ga5ji8J+ML7S7a8Pl3gsJnUSh25ZkXjkjPIwAAeO2+DzLMKNZRxMdLqzSszjxmR4GrRc8NO3kz+mfWtStlNvarfQg3Fxbna7KdyGQDAJyMnnHrjAwSDTr7wxZTteafcuu3VZv3kYjCMylPLbJwQQUUHnrt+lYfgddO8YeH/AA34sstUW8hm0GznhnUKyzgqrpJkY3dSy5+VWw2M11GoR3E2r293DeMttDarMyqMeaxc7ckgjGAcjg5wQeK+vV4tLtdHwukot+hi64LG20a0mTT5JpZJGtrWNsBmOG25JHGdg5x6Gvm/9rfwx4oj8Dva6NP/AGlsjS5v9JkZTIsEBbfJD1YuokjzzuZAQSxwp+or2ygGmldZZZZLCNZ5Jpk2K8mGG4HnGeeOwx2NebeIok02S3t7mza+m1C7uLeNYeVhV1klUlVyFBSIANwTnO0Fmxp7H61RnTfUqjiPqdeFVdD4z8AfHbUdQhh0TX7v7VDGuy1vJFZmCjny2HUt2XjJOB6V7/8ACDQT58fiqCfdGzBGUtlTHtyCPfJGf5+nyN+0Xb698L/2v38F6LpNqt54kurPVdJtbVXKo8g2zO5Axnz4biRivRfmPU4+9/hv4Z08+ErezcH+0rjc+0t/q06gt2wBtB9SDgdcfJ5flf1fMPaW+C/4n0WcYyNSjHlek0m0adqYrqY61LbbjMoSNsg7YwTjH16+/HoK6S0kto4laW4VenzHp09e31rnL/w/faWu/TdrQxqF2q3AA7gdqjsfEzxoYJmHynBJA4FfXTnzU9GfLKL5iTxrqcvh67F3LI32G9KrNjlUl/hbj16H3xWbYeJFuJ0tA6iR/lhXd1yDz71Y1aePVLOSKzKt5y/PbyNmOQduP4T05XB+teO/FHW/+ES1KzsdVguFtprpA8Ltgshb5lV8bWyM+mfavPdZ09z0adDnjZbnuk+kS3kEZtgjt0wMZHFMs4tW0K633BZI9o3D+9+XT8a8u0z4qeA9XHk3upXVvLt3Kt0zR7fxDAfkTXR+HtYu7twPDni2wuo1f95Yf25DOrrnBxk7lPt7VzzxFOXVHQsNUpq0k18j0XTr+2vdfSF7JYZo2w0seRuz1z7/AK0fEG01PSYrfWbR2aONzuZPT3qhpug+K5rpr+40mRlkkWQSQsrD37+vP4Vm/Gb47+CPAfh6Twpe+JI4dW1BvskdssyiZCyFiAG6HZnB7lhj1rjq1owpuTZpCm+ax4lrfh34YeMPH+oa/wCMvDzXcl5eNM8lvN5ci9h7HgcisDxL+xz8N/FcDT/Df4s3OlXVzcCZ7TWrfYJJAgGTKg2nhVAyBkKOelbOknw5rZN9b3N9HbxsBJJeWKbNxOCNyOxxjPzFcY6mukuNEktLVClxHNBxtmhYPHk9Oeecc18J9czCNSbqRur9P8z6CMsDK0acv6+Z82fGP9mD9qrwpppiXQbbUYX4S6tJEjidT0wwyucY/i5zXyp+154f+IHwz+CGrN4/+F1/Mt80VrHOsBeC2lZhIJ5JI8qMbcDPG9kBxk4/Tyx1rxT4fdoNK1m5gWT7wikO0j3BPWiVI9RRnvf3zSH980qht575z7//AF63w2dxo68t/XT8f+AcmYZWsZh5U+a3Mmu+/l/wT8F/AHxT1TwLqyeJvDniK4s7qzZWVUlMe5R2IBBKkdRkZHev0++Gfjq81LwBpOtfEiew0TVtQs1urjS5Ljy2tw5JVCHckEDAOSTkHk133xL/AOCdX7InxS8T2vjPVPg9ptnrFlcLcQ3mjRm08yUOJN0sceI5ySOTIr5zW/pfwi8Y+FLGPRND1OxvLeLOye+tR5hyTwcDB+vGTzj195cQYOpD94mn1/4D1PzrK+Csy4fxlSrRlzqS2TsvVp9fmz+dz4y/E7V/HNrptjdaVY2n2Xcw+yxlWZjsB5yeBgEdMDPfmvTv+CXPxbj+Fn7Y/he9S9WGz1GaTS9Ut3kdTKs0REaFc4wJjETnOOp/vV4P4sl864jkLLMsan5mbJz/ADBxjr3A45ra+GS+JPDfirTfGejO1vNpd7Be2NwFWT50k8yOQDoSCo68dM9xX32R4OMJKlGGm3ye+r+/1PbxFaVSnz1Za9H6bH7+6p4aeKA6zoO2a2nj/fW7KGyMHrz/AD9evFclq9h4js7UTaXaR3FryY1ST5ojxwAecc+9XPhN8XtN1bwTpPiyCeQaPrmlwXkMrc7EkQMGHUEYYZx255ro9d03R4j9rguY4Y5QpW4j5hl47gHiuHEU5UazjJbf1+BvRlGpFST3NP8AZ+8aveSGLeNw2s67hx7fqPyr2yTSrHX7X91IAxX727HavkXQvH1j4D+L9npkMqrFqEzJLJHkruxxn6kV9UeHLie704XUCtIrJ1jXO0Y9q46yvJSN4e7oV38Napppa3lsCpH3JCDsf2yO/wBa1NB0zUBLtGh7pFbGIzhcfXqc1tWEyw4a6v8Ad8uGjVs/gT0rmPjB+0L8MfgloK6r438X22mm4Vha2cbBprlsgYRB8zYLDLcBc5JA5rmlKMY3ZpFSk7I9B/sODVtJ/s698mNl5jYtlY2Hf3z39qxdKudKW1Wa7uY1t2k3TSF8Dyx1Of8APFfIviT9uPxT8R9ch8H+FraSGPU75bTTdMhkHn38jnake7IyzHHyjA55JHNfaHgb9n+L4ZeD4da+IOrPqmoRor/2fbHMKynGIowceYc8ZOAcZIHIrLB4r65WtTV47X8zfFYGWFoqdR2b6eXc+DP+Cx//AAR9/aR/aJ+K2mfHP9m/w/p+rQ61psMPirTZNXhspreSJGVbkm5kjTYYhEpAYkGLJBzx8PW3/BEv/go1Dbrdj9nW6mkkP+rk8VaQPJUMFIKvdZx7EEkZwOBn+gy30C/8QSrresXgvNixC1jhYiEO/wDcGMgKnzeYRuIc4Kj5RVsPD0XiPVLi2vXZdNj1Oa0htzx5iQqPNll4wQZAVWMEqUIdgzcL9phcTUw9NRdnyrs9Px/Q+Sq4CnKpKUJOPM76W1/Dqfgv4Y/4I1/8FGdatEvIvgilpZys0YjHirS2IG/5SCl1ghgCQykhht55r2P4O/8ABEz9s22tYzN4W8OaHO0au1zrniVH3ZYgj/RlmIx04HJK4z82P2i/sW2i8uGYMLhbTz3s2YZJc4jjJzg8g7vm+Y45wQKlj8NwtqsOi3EzNvvCkjMMO8cce+WXv952SMjshwCM1yY6Sx0f30ny9ldI9TA1P7Pt7KC5v5mrs/IDxN/wQP8A2vvifYppWs/GD4d6ba28ys0guL6ZnwCW+X7KoO3O3O4gHjOcioNP/wCDYn4g3qP/AG5+1ro9rIWXY1t4WuJvlJ+6Q88eNqDncBgkZ6AH9mLa3sZYYbq3tIy/2eS6Ec0ZUA8CAHHyqAD0OOmRzkieaDTrF10y2RTjUobHdwGxtWaQNxyWGc4657YJHRl2LjlWHVDDQSXpfd6u7ObHU6mZVvb15ttLvb8Efjnpf/BrJNeosuq/tp7ZHYbY7f4d+YVJJIUZv0J+UjGQCBkn1P0b+zz/AMECf2evhH4Qt7fWvjP421eW13Ol9YLaWyXEZ+YsqPDKygyE+XhzkIpBYEg/fWqzTv4dvNV0OaP7Z/Zt3dWUgbCiRwVt3IPXIGM4xx24rWT7FbXRsIoGhiW8gtLePbsXEcXnArx06j04I65Fa4jNKmITjUitenKv8rmVLBxjJNSf3v5Hy14b/wCCUX7LOiPI/iOfxTqkagrcLqniIrGNq7nY+UiZCjg+pz0HTovC3/BMT9jFtei8V3vwGZtQhtFhka+8SajKsatiUxeUbkxZUlAWC5OwZJwK93vYY9Z0R7OSRZBeaLdt5ivyPPZdoXcNxGM88AYHAyMZvx5+NVp8GvBE3iC1sYb3UmH+g6c06o0+CN55I+6uTjucDIzmvJrYulhYNqCW534fC1cZVUE7u+iPyb/4LBfFH4U/su/tXWfws8BfAKxFnD4TsrqdtMv4rOKN3mmBzGIWLSbACWJGRtGeuPhz9o34reC/jHoVvp3hnwndaa5njN2s1wJI2Cbip4QEHJA444/Cvon/AILDa2/xP+KFt8ax4fstPvNVuJPtrWtgsdxKBBEiCWVWLT4WHaoPMYGBwxx8XxW06Qicyt+6Xa4XCnPQ4+XHA6Z9emOn0XDeDyjG4WGY0YPnu03e6utNr28z5XibEZpluOngaslyqzWi6pO1/IyYvD9oHaD7GsiqyOjFiHVgOnByQc9zjj3wef1T4QeF7u6kuInMMzKXVY5l5xnnawPUnt36k9a7xrYQx7o4gHw3ymTGR2Y49f559aaUjLebEsmxmz5PcjcfQ+nOeB15719lT5oyUo2Vux8jRx2IpxahJnDW3wr0CIi1uNbvnVlKMd6qvPsgwSMZ5PUAc1t+HPBtnoLfZ7KwXMjYaS6kLEHPTJJ55zwe44J67ktlDJGv2g7pA21mWTgDgdc9c9xjnmmyvbKuJJk2yLncrbt3fBz16Z69vatpVKkrxu3fv5EzxmIq25pN3M+68O6dMWhuFWZ9nzZbG1v4myFBHf25/E5V1pelROyTvHu++vlq2ZCpAY9ODu9Om49Cxz0a5z59oF3Ajc23BfAz09iMD35Hc1T1Kwe2VriYcbVEkkaswznrk5xx7/xdfXn5pP4o+n9W/r1KpYiUZOPOznYdLs3Xb9jgj2qwHUqB7k5/ycc8E159OhFz5skMePM/dpG21dpAPPJGefbgnjHNdDPoVtJE6SE7lI/d+afLcgEYJU9M5xxyTVSbwldptu5rf5clm+bcxGMkjH44HbgetS5LRJL+v61OqGKjGSfOzlbnT9Ot7eSK3gVYVPmbAoCxtwTx34ABJzx1Jqj/AMI94Ze5Z4bO1huDIclUOScYzzz1yR3OT+HYN4MvP9Y2nuzrD/EwLfKo+bqNxwozxycdc0268B6jMInfTtpbcU8w/McL8xAbrjJzgDhs8dueoo30V/yR62HxnLG7n6nL3mhWN7bnTiqJJIN0beWTuz2788+vesfwBbyReOrfT3m8tvLljaHpk7Gb0PcAc+n1x3kngnXbVpri2kzcqMqsC7mGckLxz8xO0Dk8DnnA5fwxAt/41svEtlctDJGZDcRlf9WPLIJGB0x3HQEV8Zn2HlSxiqdJLfpp8u36n1eT4iGIw7inez/Mn8TubHU2t7iZigG1WjTbtyRzn3HUezVg61DJaySTx2u+3aPf5qnjbn8M/iMcj0rT8RwNrDyXqvlR8zecxZs57AngZOPpimaFp82rxf2dewS+VGrNsSP5TGTycD3z154wK8OPLf0v/Wh6yly6oxYL1rGG41GWBo2h3MrMw5foOpJwcHJ/njJTwd4e1G60238SDWPJS+uJ4J4obiNpJNqR7ty5LKpEmNzKAxDBdxRtrfGrw292vhzS4wqtKXYyEHJIUKGGPTtk/eH0Hu/g34Sz6X4d/wCFe6/4hhsLGW1kuPNmE0my6jjaSLy/LHzNI5kiUNiNRcysccEdOAoupiFO10unr/kc2OxFLDYfklKzlsfNfjbw8NB1v7MkLNHMm+Fi27IzwM4559uta3wW+GrfET4h6P4V1TxRa6DY6jexw3WualHMYbGNmw0zrDHJIVUZYhEZsAhQTxXefHD4ZHwsNKWeWKaKdX8uMId3B6E5bcRvBJz+eKyvhzJdLrlomk2UZuGkjFvEuAXkyNuSfoPc5P4542UaGYONNJpPbutNP0OzLVHGZYqvNbR6+mh798UPh34r+HOuzeEZP2gNT8V2tjHGbXWNA8aalNY3cbxrIvl+Z5UiqBwUZEZSCCvFcmvw+0vUWSbWpr69ZlyPt2rTsWGQC/zvk/w45Izj0ql8D4fim1xcaR490CSOC0hUrd3Khnk+8AqMCRgHcTtzgbeMEV6fa+GdPjufIlb93uD7/KU42huOnrjgdOxHf6ijhcDON/q8Y+XKvv2PzXMMdmGHxHJGu5ddJOxwdt8KPA22O8bw9Zr8xDMqBtxyByTyCdvPoc/U6Q+HfgQuYL/QreNpBuVmt1Q5yBxnoOD2rtJ9CsyY0kugzbtq+Zg4bk8HA9R9O3BNKbC23MkluiIqgCZv4sfj6j0+lehSw9GLXLFfJW+Z5NTGYvn+NvvdtnFw/DHwrFdL/wASG3XcWJHkDfu655646E88YAzxlZfhn4Zwf9CjkZsvtwVOPw64BHY56HoK660sQ0zC1j2s2Aiq7MCccYBxyV7Y46A8Ci6Rwixsys2wK2Ae+eQMZHPPUe/SuiUKE7PlXY4/rWJjdObXzOMPgPSFgW6t9Et3WFjuGw5U4GcHBzk4HGMY9QAJ/wDhDNBaJZ5NGhkHLK2w/dIGfXIH4nH4V2CwRTJHKAu4w4PoOenTnn09PymijV5Vkuot0iyD7g/w9/r09uSVKMdWv8+wPEYh6uT9fzOF1fTdD8O6Pda7f2qm3tLfzJN7FZNwAG0DbjOPrkuRwABXy7421+61/wAQzarqEieY0p2Ls+RRnhQOwUDb1PHc8mvZv2qPiDG9xJ4Fs72Nbe0KtqG1OWk2kqmcEEKHOeR8xweQMeAma51C8a8nKhUygjVvl+gH4nryOK+bzavzVFCP3f5/ofonDGX1KNB4mo23Pb0C0uHjVY5pFAZsBgTx6jr+vf17VI1w0sIkf/gO7sNvT2454z1/KrLG45kU+XuCop6t2x19fqMn8aknR5GVpRtVlGNp9B+vIHPPSvHj8VkfWabkFjqN9pN0L2zumWZf+Wh9cdPTtjoePpx03h/4oXMT+TqaFfNj2maPGUwOcDOOnGfT2zXNXkDhlXcDjhlCjBOT+JPAqrcrAXWTdu3c7lYcfie+KwqUac5aq5rTrVIR0Z/Xj+w5f6nq/wCw38DfE2jxrbDUvh7o5uIZgdsUB00yRqTgEANsHTJyK9Zk+IPhy1126gOrRW8lvpNsPnmQKgaaTfjJwxUYbjJ4wM5wf5L/AAH/AMFJP2xvAPg7TfhxY/tDeLJtD0mxSysdP/tyZEtbdF2xwLggbFX5QpyEVQBgACvQvDH7fH7UHia3kuNF/aS8bMbUb7qN/EU48qMkDLZcqFyQMk4BavSjRp4io5OVru9rdz56tKthKavG9ra/1sf06fEL4l+EpfD+qWtn49sIZo72yhRm1KLaii4QvIq7skgEk9AduMg5Ix/FXxH+H1lHc33/AAmel3T2/kwQx2t5HkMzAOR83zZB5OcDHbGa/nt+G37fvxRtZEtfHPxp8XCORsNef2jFcKX5H3bhCwUnGcMeBnHUV3tr/wAFJvEem60ug6D4k1jUrySRgJItHgkfhc8Zfbzg8hDg9hg1hOccJq07b3tpp5l0b4v3Vvt/SP1z+Knwn+EXij40+HPjNNqulT6ppOn6hp4ma+h+b7Q0UkZLDn92fPjTHRbuUHJavU/Ceoab5m7TdXhuN21lEMwbemAQcA9Mk/p+P4nah/wU1u7LWpLm78d2NtNNsW30zxNo11Ywxx4Cu7XViGYsGwwVYSCDgsB81fTv7Nvxo+K3i7w9/wALe1D9nzXPE2lxt5Gn6t8K1XXrUTb0G6dY57i9gH3mAe0RiBnIAJE0eTEUnKnr/wAE1rc2HqKnWumtFfsfp3d6daa7b74ruS2m2lfMRsA5HQ+orldW0XUvDF41xPB9otWb95J12j3r5p+H/wDwUP8ABg1xPBNz48W31uNQk/h3Xo5La/t2BA2vb3ISdTgjJZEHua+gvCPx/wDCviWwE2oBSsmF86OQSKx9Py9Ca5Ze2w8rTTXk0bR9nWV4tP0NN7KzntV1DS78x8cqcnJ6V5d+0VeW134WzcusjWsySR7OTlW57ex6eteplNBvYn1Hwx4ghWNh+8jOGU/5/GvHP2mNZ0b/AIRCb7JdwxyL8rKpA3/h1/wrjxPLUptnZhIyjVSRwct0fIVpW+Rl+6V6Hr+eKjjvbUyKNwYbcSDGflPX6Vxdj4wj1PRbSeK4VhNbq6nd1yOPz61e06+uJZY5AfmVvvdOc9D/AJ618Hiq3LUcbn6Rg6cZ01zHqnhXxFq2iI17ouoyWcvl/wCttpmjbH+8pz+dd9F+y34i+L2lweP/ABDBpt/dX1ulwtxfXUkkkqqB5ZJZDztVcHPHHpXkfh+7b7LvK7W2g/Lznj8P6f4+z6Fe+JLvwlp9tda7dyRiwiCRNMxVV2DgDsMdu2K8+WIoyi1X5pR7J9UY5hRlCC9lZO+7XQdrk3xD8Ih9I8a+CrO4EsPlu19YqyyrjqXjxvOOpJJ4571F4bbQ7KG4htPAFnZi6Uo7abcGEADvtkWRcjseP0p0eiy3Um6S6ZgvPzSH8+auy6VDbxKjTBVVe/rWSxmIjP3W+Xs7NnjVMLh5fFFX8tDntT0nV7W7eTw9LJdQlVK2+qMglDHr+9iVVYemYwexJ61XOtW9pItvrMEllI3EfnKArE9g4JX6DO725ree3iQ4Vuvtyaic2cqtFJBkMMYYcGuWVpy5nZfgaxko6MoFo8DY5PGW3Y4/z/Wo5YtzbsMf91qbc6Po8bM2mzyWbN0WNspj02H5R+AH1rMnbxTbStDDBp92oPEzzPCT7bdj/wDoX4ClzpFH8vmi6bBqs8y31wI4gG3TSLnceMAZwCcHPbGeTWxoOqnR77+ydbn2wFiYCxVsr1HTtkEcdDn8KKxTLGv2a5Vl3RglQARzjJ5GR8vHqMegpt5o0dxCssoMUrNmE7+c9emSR2wOA3GPf+iKNOWHpx9m+WS10776I/N8RH2srS2/L/gn6zf8Ez/HS/Er9luHQrycSaj4YvprK4jaTJaFyZYxjJ+Ta3lg/wDTMjOQa9/0HUtS0iwbyj9q0mRtrW9x/wAsG/utjv8A7Xf9K/NL/gjb+0Svw4/aRj+FHjS/Een+MbVbJTcSAKt1HuaAH65eNeRzIOOm39SvEuh6x4P1VvEejozW7L/pEWwNGVOM57k1x5hGVSopz3mr+V+vo76hg/aRpuD3jpfuunyOP8Q6Jf6d/wATjwVBazvvB+z3qfPHg5/dycfQbunc44r1DwF+1b4L0fQjbawdQkuraPdNp/l7Zkx2IJCn65wfXtWTZ6Bo/jGBV0FU82RcSWLfLzjlV/M8VnX3wY1ZL2O5ufDFy+xi0bMMshPBw65I57eleNUopxcdnc9KMrSVzxj9pv8A4KwfFWW8fwp8FPDun6GEby5r6aP7XdKBzxuTyoyRxhlY5Pbmvkef43+JvGmtXHijx94outQ1e4Q+ZcXl000oAHQbj8qhm4xwBt9gP0Zu/wBnz4cX9q1v/ZumxXE0g82LWdMyz8dBIGXA5HH4c8Y+Xv2o/wDgnnpGkWNz4h+Febe8jYs2j3UmYZhls+TIclSc/dJKYVQNuDXzuYZfUxNO02/ke5luLo0Ze8vmVf8Aglpe3Xxi/b58AeH9Rthcabpt9capJ5kG5Q1vaySRSZwfuzCA5P8AFtweQa/bTxP4XuvFVxbwyapZrb2zh2t53YeYQCVYMjKylWwQQcggHtg/nD/wbs/C2TRL/wCKHxA1rQ/Lu1fTdMt5JbUqYdvnvOnPQn9zn02r07/qXaFQ7MIo8k43FR6V6+BoxwOFpwhpZX+b/wCAc+aV3isS7u62MSzt/E9jHDHax6M6wSvJHuuZOGKkf3ewYrjJwB7Cs/w14Q8W+H/DNv4YtptOmW305rSOd75/N+Y/PJkR/fbjLHJyoPXNdtHdMVwsfK/pUqSy9hkd/wAq7FiayueV7GJzQ0vxpPdm+bTtFZ/tKMu2d87U27VJ8vn5lDZ9gO1LZ+F/FdvrkGstpmmtJBbXcaP9ofcTczRySH7o4BiTAx0HWuqS5kH3D937wXtx1qZLiQDABHYCp+sVNhexgzn7jSPE19NNNc6XABcxwK6x3h4Ebl8YKnJJO08dB9KZHoHiJ5LW41DSWlktNTnvIzBdgZd1kRc56qqSFcdyBwBxXTrcOckde3PvTxLJtwP0FVHFVI7BKjCW5xkug+MID9ntNEk+zxW+nxws1xHvbyLgySbiCow64XpgcnGOKvRSeNZSlzc+BCJo7+S4j2alGFbKyIoPynjYwz7iupS4lIypPtk/rUizyEnHah4mpLewRoxief2Hh34gzyw6fP4Uht7eODTY/PbUgwUQ3HmTYQJ1Zcd+SBnHNP8Ajl8HfCvxL8LyxeIfCQ1W4tY5HsY/PkhbzMHA3oynBOMgnB7jivQQ8hHU/wCzUVzNIASTWOIm8QrTRth74ealB6n4Gf8ABRCXRtF0rVPhv4jtJYtRsdUW1Wx+1CRrW4hdo5SCrHI2+YuPmBY5GcAj44wssbRRxyttY/MNoZsE9PbnHJXv6ZPv/wDwU2u9UX9u34qabqZxDb+N757URqdpDzs/zkEqTgjjAOSc54A8Ekig8lUMS7Ifnhbb8sY9Occj8PTFfecI5LWynKVGTvzScrdEna3ztr6n5/xrnFPN819pCNuWKi3tdrfz3/ArC381S1uFYNjau4FvXOfTpxnJx15NQ3Nw0EnkfZVZN2FZVPDDsMKeeO47dsirkUEaruYkdvMZflxnjJ7/ANM89cF83lO4gGGYBGk+X5R/LgbR3IAI56V9ZCnu/wCv68z472fLT1/AqG3s5TKpiHzNiQMf4gMY49Mj8z34p6WMB2zXMWTvPkq45znGeR05OcgDH6WGtrdIxFHEreSPMibjaBx8uSM+vGc5GOBintKIE3NLhl4KyMpOff8ATqOv4ij3dV/wwRqOyRXMOny/8e0O0sNq3DZxzu9SMjtjgc596msUhMhb7K4bZ+6RX3Y4Bz3yAODnn37VJFLBcyrsdl3do9pBUk4+9gDqCeTwGxTp5o4/LnbaG+Tcrbi2dvBHOePUj88A1Li5aSBNxklp1KyabYwz+SLZV8sZjk2gkN04Ix7np+lTC3hWDcd3mvIfLaNeRjgYGfQ4PY5HJzwjXMhhYQx4bIDB1yev8RyN1EF7IG2tAgjZiGX7vBOd/J6d/Xmi1Pl/4Impc2unb/hx02ncLHFtkZZN3zHHXPp6Y/T1qukZC4Ayy5MbKpJ659OmcnjHPp1qb7RcsryWzbgy5VVXj0Ix6A/56U0amrq0aAYYjCqACxGDyevoDyeBn6Y/DdJdv+CTG/La5cR5wv2me3k2v8iNtKhyeuDjkjnnkdOleD/ErQv+FafEVo7DUf3V4zSxwNnau88gdOhPA9Mda94kmVGXzog4LNtjLFl8zOSCOg6Ae/uDXkX7V+j2oax8TQ222Tc1vvaRsFQQVAA6MOcnvtHBxgeFnlOMsG3ba1v6/M+p4dxFWjmSpt6STv59jiLTWo5buWDVH8uNmZZFWPJQ84G3rkFvXOB68VNBqOueFdb0++1GC48i0uIwsMM2GkjOM88bhjPr1+oHP2WpPrNrsumWJ4mAkdm4ZewOTjnnnpn6Vet4Ft7sQSmdVKusfzZ384wARj36Edia+I93Z6n6S7XPQbDw5YfE34v6f4p8Nw3FrpN3qEebW6t2Ro5IovM2tkFfmMTfxHOTkYFdn8dvDnxc1200u08I6ZPcw6bcNJLLDMqybtmEGXIYgK7jgkHPOdoqn8DPHDaRdyaRdTM1vOwM1tApYKCB87Erg4OThQPvD8PaIb+2M8MbI0yM2xl3DapxwcdAB+f0617OURo1MPKnr+tvy08z5LP8VisPjKVWOqWmvfz/AA2ueB/FmDxjb+AvCo8ap5d9C06y7fmRZCqkLwSBwAOvVfTkZXwE0uTVviLai6tNsMPmSyMqjcm0IAwXIbIkZR79vWuy/at8S+G9Ns9L0KS+WORfMmKxDPyfKFbpnn5lDDnOe3Wh+y7LDKmqa5arOvyJbMzKQzBm3OrFRtxkKTnvjjiuKphVWzpKK008tkj1cPmEqPC85y0k+b8WevNHcxORD5ilflkWaMqqsO3fA6Dpng+nIdQ+aWMzeUjYVW++qYxgkkdRx65yOPTKXXrVbiSZVaaSFVVox+72/MOCD2IwQCMYz1Bpi30Mm66iQfLgTFvmY8Y/XnkHqc9STX1UIyjJq+tvv8ux+Zte9f8Ar+v+CdFLfxF2xIxaNvm8xuV7Z46nOfc8DHpMG094yZUG1WwxKjhcZzg8Dpx/PHTn/wC1ILi2W9U7dgLx+YoVh2J4AwM9+/5kWotcXy1Z40O1goWTDr8wJPy5+gIPHrjNVGXLqw5fe21+80bjT4D/AKQsaKxUHdJkDjAGRjP9e3bFVbmILMsSW+0/MOWOGG7gc++OT2yM0o1IXDLbvGV25XphUfIGB7cfTnHtTbrVI7kqDAy943bPHJzxnjP6n0wM6Rr6rr/W5jKMb9htnMixxiFGO478LISpBJPzcdOnOfTtWf8AEbxvD8NvBd34juLmNLqNWSxXyN3my87RtLdB949sA8knm4txdLIridY1jwu1QW69uOnX8cnrXzr+038SJfFfif8A4QzRrw3ENhlC2BtaTjfgnnqAuf8AYyMgg1ni8VGnTbmehlOBljsVGD2Wr/r8DzHxV4i1PxbqEhmu5G8y43uWkO53/vHuep9ep9aje3WzsPLWNt0nzbjyOvGOPQevH4c2rLSorb5BBHIdo3GQ4BBAz6dcY56d/WqXiS5YAW8h2yHnKtnK88cdgeQcdyeh4+YkmqcpNb/lc/WKXLGKgtloZ0B+13KtIm1Sw2Ltx3HHXjOPTmrEu2ECZkVn3AKqnG3APbpz/L1zxXsoGEqrHsY5+Ut35x6E/h70XQZphGNw+YlxJjjjoce3pWHLaP8Aw39I394a/meQ0ksr/f8Avqx7e/Xv64qqrq1x93cXXJG3cR17/h/hVq9kJjWJdowN7DAHGf8A9WOvbHaqKt5UZZZQuW+7z16Z9vp1rGa2RcdrjpbrdCihTyV+XbjIx26d/bp9a98/YhvdQ8IDx98TYdsdrY+FTp7KhDSG4ubiEwkDqdpgYnA4wM+/g8Sq05kWZduMqufu/MeP5/h+nu/7OdtcaZ8M7tbG6k3eJPFFvBeJ5ZZJbWxi82RWwwz81zERgH/VtnGFztTjGtL2b66HNiqip0XLtr9x3nij4UeGPHkGnammpzeEbhrdFvbNrfbHJIQQoXkhGO7G1QenTPSLR/2aNC0yaK/j+JF0l5Z7i11DMUceo3KehGRj+IZByDiupvNctbCwmuryJljWIvvfKspVvucEDrj0OehPOfEb34qeLrjxddQ6XJHu+0NLcRhvkhDIAsQJJ6YJJGCSx6YJPHnGS4/CySw1e6f2Xrppfz+8jIOIMHipXr4dRkvtRf6aa/M950rwNol7ZS6d4+jsdQ3qoN95Oee3y+m3Odvcnvk1RvfDvxE+E+mXUv7PfxT8ReFpJpI5JG0HVJrMnkqu4RsGA3EZY4xgZ4GR4lF+0F4w01VfShAxjb5mbdgLjttZcbjkdx17cV2fgj9r/S3vI7bx1o80Ee/5vI/eLjk89/X8R9a+Slg8+y7EOrQno90vu0R9xLFZLmNHkrpPtzLVfM7KH9v3/gpb4L8LP4K8WfHjUvFGizsySaf4ytINajnzztdbyOXIzyPfpxmum8I/8FS/jvo3ie31G/8Ah94Qi+zWP2aG08PW82irCChw8MUbG1STJH/LIgquODt2dF8OYfht8V2t5NG1y1+yyYDXQmC7G7rtyCGxjI4+navdPhX+yH+ylZXEOp65oDa1cxMr7tSujJF06NFnYwx/eDDnPYGun/Wath48uJjd9rb+uzOOfCmGre/Se/mSfBr/AIK469YaVb6jqPw38YXiIqrdWtnJY6o0mRknzbeSCROcdYXyM5I5r3pv2tdP/aE+F+ueI/DfhXULZbOJYNY0XWrOW3uLJpVfa48xFyGEcmD907WwSVNafwu+CXwN0e1jg0LwBoun2qSLK1vY6fHChfg7yEA56DPUY616rpOh+CLG3+y6fpFrGm1QqxxhRheg4+v61x1uIqNSLtSt21Ko8N1qdSL9r6q366Hzd8EvFuma34fttDgnCNZAW21nAwEOzbj2wPy6V67Y6RPGhaFmBYgKvX0J/pV74nfBrwn4xjXxB4bht7LXLXHkXqrjzQOscoGNwIyBnJXqOmKq+Hr3VLKzjttTtNs6fK4IHzY7D8/yr4/F4mVSo3bf5n2FOgqcUdBpck1jYFZpGO0Etnqv+OPxrS1f9v39lb4d+HrW21/4y2rCKFEDR2spXcFHyhtoXoD37H0NcX8WvFEXgL4Z6546ulxDpejz3ki7TyI4yxHByTx2xzX4Y6l8P9V1e7a5GqyQSTSN5zTI8wYAcN/rAWJHPt7dK9zh/Kaebym6rdo22tuz4fjfPqmT06KhUjByb+JN6K21mj9wvFn/AAWl/Yt8JoY9N8Xyapt6yWqpHGDx3dw3IPYHv0xXl3ir/g4g/Zy0iAvYeBr24baCkcuohX56KdkTgH8Txk+1fktonww07QLaS4ZJ5rxwY2lZfkUEDO2P+EnGCSckHoORWPY+ArfU/GUWhLLG3mShcPG3yx8+Y2Ru+X+HkfxdzX2FPhPKYyS5JO9ur/TofldPi7M8bipRji9F/LCKv9/Mz9qvhz/wWx+A/wATfBia/Z/DLxcLpZmins7XTftEbOG4KOvzMCCv8AIJxg8Gm3X/AAVet9YnWDwl+zt4gmkkUssmoXIt1OOeN6jOfr9fSvxE1r4w/GHwfr+o+C9D+JmvQ6fpV1NBb2rapIkaxhyoAVGCjgc4H54FLqXx48YeIbuOTXbi5n/dom24uGbPcnqCCSM8kjOOeTXl1uEsP7aVm0r7bpfr+J9vQzbMIYSG05WWr0v8krH66eJP+CvnxBt71rU+B/B+htv2Iuv+JoMOc5GNtwM4AboPpXN6l/wUu/bY1dotX8G+EPCt/p9zHuiuNP1EtFkMysu7ymyQVOcHGcjjGK/MrwFpen/EDxbp8F7pSz+XcLIy7RsmUHcwOO5Gc9ARwK+ph8X5f2e9H03wB4X0exWF7V76VZLjy2Ek88smMbW4wVxz0wO1V/qrgY0+Wzk/680ZR4jxkpPnXLb0t8j4bgaVpfNSVjGULp856le/GB0Hp/hPDd3QlEt1BIytHubGSX4xx688YyDz16Vk6XeLa4gc5RcAruPfncPoMd+vqTitSGZiFkhi3xxqDzlRjHQZJ6HAyeeBzya/QMPUq1IqMt1e2v8AXYy5Y6po3vBmt6voerWXjLw7Kmn6tpOoR3NjdMvzwyxsGUgY5GcZ6559cV+/X7NnxH0z9oP4EeG/iXp4V49V0eCa4j6+XKVw6NyfmVtw68EfjX89N08okVlstreXjc8nD9dufXPTIHav1Q/4IQftPw6t4I1T4C+JruNb3RLj7Xp9uzIN9nO2SwGckrMX3NjjzY88nJdWDxVCa6rVfLR26voc/s/Y1VJbPQ+2rv4d3eh3v2zRnPku2Y9p2shx2P1zXUeH/HEQ/wCJP4u06Teqkfb7dOQPVx1x7j8ua6SU/wBmD7eIluLWRcyx7eR7j8M1D4o8J2WtWceoeH2xKPm8yFgrj0579en1rw+bmjyzR06p3Rl65fXb2pbS9es57eRWAW7thJGy45BZcc/WvOfiBoPjOfTppWh0m6ijjJMPmMvHYAFT9Ov5dK6bULjWNIeRda0Bdrf664to8K4Hd1HQ571zHiW7ntomm0iYzQzKT5LP/q/QqTzjPUelYVKMvVGkZHvH/BLfw7YWHwr8Uavb+H47Ca+8WP8Aaduw+Yy20A3ZUnPBHXB9q+q4odqbhivmn/gmtNIfhR4g+0wyK/8AwlkwZWA5H2eA8EdRnP4g/j9KW8/mcDPTGM0VN16L8kUWIos/Mp69amEKMmGP5VHEwP3Tn61NGyuVwe/vWNxokWFW98/lT0jDMoPr+dMaRlcIB9amR/4wO+KAsOjijA27fp9KkSPjei59femJJg4YHPpUiMeMDPrQMcIRjA+nTpT0iXORt9RSKQVyRTw4ztxn096BDliy2M/rUNwgAK4+nvUzMTgdKbcvngtQI/nV/wCCu+lRad/wUU+KEBX/AFmvQyeWyjlntonwPXru7/eI65FfN7S2MUAgh+TYqjDc7sZ/MgZ5OeeDX1X/AMFp9Pay/wCClvxMdhGyiTS5I14OC2lWjenc5J6nPANfKMc8EckcrF8nK+Xuxhs87eePy49uM/r2Vy5sJRkv5V+SPx7Mv+RhVTWqk/zEa6ig2r5jSyCTEhK46cZwAfmz+nvgGK5V+fl+aaNgzKFz2xzjpkfmTyTzS3U1hcoIW27UlDJ/tHj5QBn8+n4cVMZraONmtodrSf3sjPCjuOBjt0+bPqa7pVPZuyW/9djiikovt/Vwa4hu7loLUFmkkPlsfuydsnJ4/wDrfUVGvnieTZLIuI2STc33gQQQOcnj5SCcfzMCTvcwNPB+8kZTIZFUncOPmC44/pgnoMB5uGkMjo2FJIVG6kgtjIOO/IPPGOtTra6fyY7919w1xPiMCJmUD5y2eOT2GOn4YA46GnDVdUacxTIka/e/1m1ef4sN9OvU8HvxH9raVcXFoNg4WTbuwD/tD7oIH4nA7VFJKnnN9nmwxUfvmkODwc+pPQfLjPI96uK5ZO33lx5d0vUlfVJIiBOd5QALM6hXwex/EHjsSPbDLrUJHJDTSM207pFVuikcdCPfnPX8qomkniUFI8M2yTy/m+b04x0ORzjB+lJPATBgOsg+b94MY6+hOCMduPboaiPVpa/8OZ8vvJvX8SzNqbmEIBtRSqpiNsHK/LgnnJ/u4HI4xVD/AISaTdm8Bk3ZK/LgkYwDx/nkZ71VvLVriD/j4Zl4aSNWICEHpz1ycevGfWobqGGCRjMI1UoSyhvnOFPzYyMH6Vm7u0U7nVSpRvqvn+hYl8UT2lrNHbySMzRgKrPhSRkL8zA889s1y/xf1yLX/CcdotmsrQv5jebIF3AZAX0HXJ6dBwMgHSlPmS/bJ1Cx4b541Hbrn5c9+59u9U9XsRFoVxPd6cPLWFyf3fLJ94jHJGOpPHXI468GYRjPBzjyq7T/ACR7WWwjRxVObV9UeKW13e6LqxMJbhgGhjUFWznIO3qMZ6c9eBmt3Qbs3UKTgNMu795HIx+Q5ByPX7o74559KjvvA090zavHeWz26yny2EmS64z2OBxjqR+oqW88K3uiaFDqMi4m27pGjOPL3E7Xx/CCPXHOMivzyDjzWW5+me5ya9TW0DWrrTL1pRMEC7mLbuWPUOwzzx+BwRg17vbeMNRk8LQX1hq0UgjtS0k104CIygElnGQu3ORnG4A+xHzjo8jhfOguGuOjsMDjk7geDkZA9f0r0DRvEdr4w8IXXgvULS4T7Rs23VvIrfvQQVLJ1cc8qM9O2ONKFerga3tY+a/4c8/G4OnjKapy7p/167HJ+JvGXjb40eLl077RE0Mlxmys7i5WG3j2IDtVpSApfHTcCSQoHzKB6N8GPilo8UOjfDjQ9GWOORLmW6nHyyfaPLiLM4wMqQuACCw243YAC+W6bcWtq1xoWlp5q3DkTXEVqXkMIG8kIQOVAYkZ4G7PGCO4/Zs8BywazeeO9f8AJk8u32afbzhzJKzt88mAwCAIrL82c+ZwP4l0wNSpLHKd3e93pf8ArQzzTD4enlcqeiSWmvXoetXkaRytHC6xbpFjWdgG3AAEfhgkDPOc/jC/7uLyHnEbOx3/ADEL90jnkZ7gEjjmprktJaf2mPuhW2/u2CheoUZGQDkZ656dqmlXlS9oFVsHd68duPUt6++MYr7CnH95e/8AX/APy+UpRk1JahEb5rbzooPuocrgkIMcjp0x69R+NWbe6eSSRYpsMwIhZcZB/vc5zjrg5zx1xxSMrNM6xwrJIq/eb+6FG7ockhenbkGo3uZ1jVQ0cbKVWPLgMSMZY5GR0Oe5A9elKj7S8bfeRJ3im9/I1xdSqnkkq0nCjbjcDkDB564I7VZuYPs3y7QY9rFUjYFXOTz1P88DpxxWFsjeFlkZFkbkfvBgjk5HqOOxGfyNOtNSuC5Mi5U5Hmw7nYcDAzjnp1zjntgmojTlSXe3l0CS5tlYt+KfEVv4Z8M6j4gEvmCxtTJHEz4VmOQq5B7uUBb346AV8qwWkmnJJcXCq0l05LSsx5XIJHsfx6fmfaPjr4mkg0W10YzSr9ovS0zbQcqqZG4D1J74Hy/hXjOpy20r+VLdEncwZio45+vXPU44x3rysw5nJLb8ndem+v6H23C+F5cPKp/M/wAEV1eUW8l9IJI8oTuXHGMHvjn3Axj8K5e7vpp9QaUKNxZgyhhtwB1yCM9Oc5/Xja1288uxXT1l+eRt8x5ACg9OvTgY71h29suN2N6/9dAcden059c+3bxaknKUYn18Y2LljFBDFJdQrn5irMM8Y79euSf/AK1VZVBXfv27VyVxkNxj8O351PfuIyIU+9nHPIPPtj/I7dqcjHZiR169d459T2zz/n1VSMubluaK70Kt2wllYCT9591s9Mf5NIbeSFGInByuF/8A1fT8qjt2fewUNzyrDoSD64qRFQoERZF+U/MF68n86xWt22aeQ6JmMqMzN1wQM9cDjJ+uePT3r7I/ZquvB/hf4P6PpOs6TAbuWKS6kljYlpTK+4Ads7PLQjgjaMjivjqEbp0iiXmRgm4gNtyQcjHpj9TXrvhvxReRGPTtNfaIY8RR+cRsACjPoB2/D61NpSWmn9fkcuJjzRsevftEfEvSLDQfL8Nacqt5JyzKWy7fd5wDnaM4B7jqBXiFnBNofgCeW7iWOTUv9Lv7hHGSp+5APQnBI4OcnHTNVdf1G58U+J4tHt4ZvIadYFV334U4XOPUgk9TnHcVs/GDUm1GSHQNJtvLsreNWZIxt3MFzzjkD0GOnrxURfs7ptvs79dPw7GNKioSWlu5w8sN61um+RUNy2YZFAJK/wBcDAA44HUckyR+H9Ulg+2W1qzR5z5h6oOeOfcnp0GOcnnpk8IiygiM22aZLdBiRTtTAA24wAeM4yMHgdRXZnSYLTTl0xFwLeNGkWTauWCfMQSO5wR147HGKlyjGLbR0e0jzJLqeVaZr3irwpqH2jw/qdzpsu8FfIuCh5I29OvXoc+h9D7V8LP+CgnxT8A+Vp/iGBdSjDKm/b5Uh5OWI+6x4x0FeZtp8F5drLJL+5kuG8wtGQ2AcBjxzyMcH+WKbYeFbjWJLyWGDItT8p9c5+7n2GTxnkcYyRx1sHhsXHkqpPz6/wCZ6GHx2Iw3wSaPvD4Tf8FU/h7cxLb6p4hbTZdwPk3imMZxgjfkr6Hr3r6E8D/tv+F9btY3t/FVq/nM3l+TdBg7L124zkdM+hJ7ivx6PhKR3unspEkCsNpbGG+fBH04/H8RWr4T0LxVpV1cDRLu4WVdsnm28hj3LxjGDjOcN6/L1HIr53FcL0pxvRqOPrr+P+Z7tHiapHSrFP00Z+2mk/tN6Zejyl1SF8/LndjJ44/Ij/PNdJYfEjStXkhaO7iLdG/ecdv6fzx71+SWgeNfiD4b8F3fiHTvFF+txb6bLPbmb99tk2GQjaTjB4yOgBGMcV0/wo/a9+OEulQ6zc31nHI5LRKYX27N2Nu3dycD73QdR0NeFV4XzWTbw7jO3y/4H/AMsf4gZDluH9riuaKvbRX1Pur/AIKD/HzTPCvwDvPBelXwOqeIlNrDCsg3eSSPNPH8JX5M+rjr0P51rYC7cG5QbeqL5fGPTjvxXVeOviZ4s+Kmsr4g8XazJdTKnl28e4iOIAkgKMcDB9Sc9ax22rD56DczZHzNzkYHTOO/6V93w7ldbKsLaWspO7128vkfzTx9xnLirOOegmqUFywT3fdtdL/kUWjhs5lUIGZ2x8y/cH6cZFZPw0jjm1bUvFtpFuW8kEGnrxtktxt3HBx96Rc4PonYHPNfFHxZC089jbXDAfJHIV28gklj7naSO45z9J/DvjW102GGTTriGSO3j8uFdwPlqq4C8c5/HBPHHSvrcvpqWKc3fbbTc2yHJ69PBvEPRySXXRaO5558YNHtj8YtSt0Mawz+VKziPbhmjQydsfeLAcc46jJNdj8F9E0Xxd4MuNA8QaMLxYZ48CaPLRM2VcKcZU/IOc8/TFc38YLlNS+I2naxA6eXPZiOZuzsGOc78divHpjHUY6T4PX0Ok+NdQ0m0f8AcTjzYwq7jhgrAEd/ldvfg89aunzU8wcWk4vf89V/mfd4p1ZZbFQbvFJ3Xlo/uPSfgJ8FvD2l+Ptuk39yy337pocqDCgBld1ZgPmCqCOM4HcdOR+MWp3XjP4na14q1ex1LzL6+Z4ttxIqiIfKgAVSMbVHc5PNe1+EVPhL4f6z40uw32yaH7DY+TlULzcsSRzuCEH0OcZrybxB8VNN8P3/ANgdfMJjD7o89847DnHrz61McLRxFadZO2tlbX12XoeViZ1vZQpyu5PV2aXpc+eJ8yOXL/vGkwoVhw3oQPqO/r9am03VDDus5XZY/wCNQwPXGSM4wenp+VRr5d3tjlXDSMGZXUfMfz6+vQetQr9okZ3jnZRgFtqfw+pz6fhz9K8z2lSMrrp/Wp99y6WZ21mLXUWK296rK+RGuxlYHb02genpk/pn6G/4JZasfC/7a3heTS5Y411KzvbKZpJlDbTbyTKOSN2ZIYx0Y5IwBmvlHStaS2nISZXY/IWRtoHpg9uMnpzmuz8A/EYfDfxToXxI0ueNptB1q11ONI41zJJDIkgQAEcEr97cP4s+/u5fi8PVtCT1el/XT5nDiKdSKvFXS6H9IXw+18axpKw3EZWRV2yA9OmPXpVpYL3Q52bTpmELsS1tIeMk8lfQ15b8KfG0vjbwZonxP+Ht6tzomvaVBf2PmqVMkMqBh97DZGcY4I+vA9BtfF9rqVt5V7OYZf8App8uf8/j1r53GUfY1Hp6rsdFGfMrPc07nVNPv9wni2zFTu3cY/xFcZ4u8L+HSk1xG/ks3VY225wcj/6/r/O9qzNKDPb3Sux5U+dk4rh/FcurshW6uUC/7xz064/yK5I9ka27n0l/wT4a1PgjxNa29z5m3xEXb5uuYYl6Y4+4e/OOgxz9FRKB8gPtXzB/wTPlgl8J+LPs4ZW/tmIc45XyBg/nkY9R+X1FCuxztjXqCc/TrUVvit5L8kXHYnhIwPkK/wCfyqdHcfKSf8arxKR8w4/rU6AqePrxWJoTKhb5iP1qaMbfkzVeLfjao49T1qwqnGH57Y9eaQbEynLZyKki345OfT2qGEkk4X5frUiDYRgd/Xr1oBEyEEZIwf504MW+YDB+tNXd1H/At1PXkZ9s0lcB5JGNo/Amo7jaw4XPPBp23IO0dvxNNmTAZtpxVB6H8+n/AAXK0ye2/wCCk/xCkdfkvF0iVCuRgf2TZp/NW9vzNfIkKXkiMJWVtsmGLcY4Y8cZHGPcH1Ar7k/4OBdHutK/4KC3k9ptdtS8L6bcvucr5a7XhzxnPET+g/Ec/Dt4otlactG25cj5sfNjrn09ewzx1FfrmTpPL6DtvFH5DmkpRzSvF6e9+v4iedM0ytNKrblJXy1Cb15Ck7uevOPXGMZGFO9d0DZmXgRHI2qSSDnPAyfXsQMesks9xJGqR3TFTzG+7CjbuAz2JAOAOvXrmlfEUTPcMrfN++Zhw2Vxn/Zzz0PIOORkH05XUl8jzZazt2IHRolaEzyblBMbKS27A+nJOT+RIA4pplmSRpHhzGq/vEVc59s+pPToOnSlFw4g2lVTy4f3fKkIc5298D5sY6dMHGaitrRpS4MDKqycZXp06c+3Tv8ATkuMW732IlKMVotehNFLdIEhD7jIq7+jcEY6duv4fqI3sytuELq7dfOkAbPGCcd8nP5GnuZhcR3BDyNtO0AnAIXGW3Y46jjPtikmFz5atHK4ymYxIxK5HPUjqRnoMcY9TV+zlvsXzQe5XuAEl+z3cLKwHyY2/M2fTj6dPxPNNiWeN2uPNZl4k+bp1C7cnuBzn8frO+m28kC30kI3NHlt0JPlcEAe4GMHn09qfLaefcQySGQrn+GUFW4A3H/DOOKwrKcI+rJpVIuzvZdDLkt2Yl49MG2Q5kC9Hzlc8ds88A9OfWqF4XbEP7wSR7Q6r8wJzz+ufyzjGK37u0um2usglYMw3Qrjp1GWAGCQueenoelO60+6u1juIolWRhv/AH0rOzgkZXJ9Rkegz05zXDUpycdfv8vM9DD4jllYw2hlkCqSm0/LIjY4UYPO78+frxVDx3PfaB4PvNUs4o5TborANCGR/mAPPPOPXn6itDxBfxaNp01xd3kfnSSN5KzQk5baOnIyPc444yO3mnxAu9X1uKx0mfV4nSGEPNg4G887WC8Zxz3wrDPQAeHm+YQoUnBu7aatfoz6rJ8HUxdaNf7K/G39bmN/wl2n3ECz6Xor2cm4tKnn5jLA5HyYzgjjnP8AU9P4U8aSX2nTafceGJr+6uo3muI4+JdgXBfpk+yrgdMckk+f6nqtwlrDYQ3xWG3LFVkYYQEk8HuCxJx2JJxya9B8I/FnWPHfi7TT4ls9MxZ2hhRdP0i2s8xk9G8iJQWJPDHLDp7D5PCRlHFQu9L79rn2WMgp4Oduiv8AdqY3inwnc+HdXSy01hHHcbTZOw27h6ZI45B9MZ7dB1Xw28bar4eurc22iaasuQyXV3C5mViBhgEYfNkbsnjOMcEmr3iTR9P8V2GxNS+xbJw0ciqGBYksRjdyCWJyee+eefHZdV8QeG76fSPt8izQyPHMOSylTyM+nbtzyMcGunNcDKhWul7stvLy1OLLMZ9cw/vfElqfUmj+JYL7w/N4VfR7GzsNbXOq6pDpkccl9cIwJt5ZAglaIbE2qHKMQzFQxYtsaXcaHpkS2thBDD5aYh8phjtuHoORjk56nIya+fvCfi3xHqFhbw3WpzNHDIJFMkzFEPJ9e/P5gmu+8B6nJexPb3cs7H5jDLHIQqu7B8cleuORjGK1yrFVqdaGH5VZvVpa/wBaf5HmZ5l1OWHlWlN3itFfS/p/wT05tZhjcFCepUMF6Htgjg8/oexzmpJqYkBhaNlbcuxtgyO3ODx049ABnrWKmqNOBBBIWOUZgwIU5GTjjHOMeoyvtViyu40ma3t5NqeQp8nOQ2e4ySQf9ojkY57V9dyxbtfU+B9n7qv/AFc0rlUmnWS4uMLswPMwueODnGc47Z475BNRia3VXYfvO+2NiGH1JOckdzjGcc96olmkVjeRSFo1A3Tcldg+VevpjHYCp5JhKkmQ33iGWYhgVzyOAc8jj8j60Q5oy5V06+pEo8t9CxLGot2t7S5+fJyzNjJ3HufT244xxioLfbDJ9nubndIZdqs3yqSduT78nAI649qmtl8x5Ln7Uy/KQymQcHAwMegwM54GT24EV1cybY97MrBtzM6kAqTgZOeCRgdh7AcHGcakY+6/XuaR5ZK239f11O10/wDZ40L4wfB26vdaufstx5mNJ1BArCOROM4/uliVccA7V7qDXx78S/Bvij4XeIW0nxRpaQ3USb4eFkhcY4YMB8wP4Hkd+K+tIPj4NL8Ir4YcY+yqsawxkKxONrElmBOBuOSehwBk8+ceM9Q0jxdFI/iCys76GRv9XuDFWI45JwDjp0Oe+ea/IcVn2ZRzaqpaw5nZfdt29Op+/wCV5HgZZFQjSfvqK17311/zPli8uTcyvNPG3zbfm3Hav1GPbjn8sVb021uA5mV/L5JVWUYJI6cd/wBOnc4rt/FvwlMusSv4IimuIIh5k4aRdsW7kLkkZ78HnaOOK5aSC60+1+xbJEZnXzAMDae+Rnof8ivosNOpiaMa6TSffS/37nj1uWjWlRbXMtzOuIrl3adk27eWbGOmO56Enj+nSs6Uw7sRltzZ+ZVOSO/AGf8A9R6dK1dTa2BaMzDy1UAtuOMg9eg5GT1FZM/mS3H7khRtyWZc/wBP8471rUlKW4o2I/JBwUOMNgNjp0z/AC5PFE0Zlk/hVdu3En97Puex/HvUn75lMYJYqflVvrz/AEojkcbhkKN+5fm6c9/8/wD18nFxXMy7o9H/AGav2fPE3x81TVItFujbwaTZebJceXuHmucRx9QRkCRsjpsOcZzWx4k+FXi/4Oalfad4sTddsoFr5P3pFP8AF0yAcenbjtXsf7Gvja2+Bvhe18P6xawzQ6/brqV86Rr5gJOEKt8pCqgQlWyMliMZyOB/aE8dXPjTx1qGuyrIElnP2eNj8wjHyqcHOTgKM5HQn3PRVjGnh13a/H+vU/O8rzjOcz4uxFOP+6wVlpu9rp+bu/Q4n4cac0GtTa6U/wCPeNv3nmDOWBAHJ/HrxyfalkRL+9aTUFdVkkG6TG5mAzkjkdP06cgbqv6NpUulaNDG7FZLxxLcR7Nu4DGz3OQxx2/KrEdu9xttIBJtG8fupN+Oec47BeOe31NctWMXZXu2fde9uWPBum3Gp67E96pNvC7PNJbjHRPk9jk4HAzyQcAcWPHGp3azNFNKP9IVd77gWVAMjJ/i9R7AdAedTRbFtF0olJ4W+3KrebGCFweeScduxPoPpz+uhL29aW8KqvmbfuYDDg56nAHI6A8jtipxD5bQXr/XVMiEvaSvLp/X9WMW1jMzSRCL/VttXc49cgZxu6d8HBB+h3dB8LajHo32y685FuLhv3hUnPt1/EeuD2INZltYia6UXKNmR9quy4UqTgsc8YxnpyTnpxXqsvhwQeF03f6NcPbMFaGQdy2Mbiwz85GeucZJAxWUv3XKu/8AX3jrVZU5RS6/l3OU8LeCp9etLi4022aSSM7Pk3BiQc9iCudw6c5XkjkDofh3olzcTXFvf6aYzCrfM0eTtYEkcngg+3OSRWj8HL6DR72dSvyXCsirGODzjK87TuyByccZzyCvYJpNoNRuLqC2DRyMfLyo554bGMc8HHfA6da5q0l7Tltf79O//Dmc6zlBq+n3mV4m0qzTwzeWnmRxxraP5ztgbU2MwPUc5A46ce9eaaJ4m8O2VtFZ2+qrtjX5o1wq9OnHOQSeuePXIr0zx6Vg8K61cPJtP9kzJwTsU+WcY3Dr2x098mvlPfcwyLNvDYYZQ4UAAgADGMdjwOmK7Mrl7STklqv18j57NMhp5slGpJq3l/Wp7k3jzSZ1aZ7iPMcfU9+ntg/UZGTknmsPxD8arNbeSDSGWWXGWCkbUxwO/J9uOMfWuStdZ8N6n4z8O31vojw6fp1rbw6gkmN0zeYTKz5/vZOAeAAMcA1B498Ijwd8QNU0WK3jjjtb1vIt5M/dJyhyOAChU4OMDrjjPpRqylFxV1r2v/SPn8LwllOHxyp1W5NLmSei3sY99rMt5eeY67jGzPiRT949T14Hb6Yz2FWLXWbjTTC1tAsbIwcKrDghieemGOevocY7mpcytM7RWzbFZt4miQsWJOcdu2D2PvViNLeK5We/ilmjwCFiBAXrxjGO4PPOB7VrHmoq8Hr1Pu6eGoxo8iirLoQa9f6/4m1K1aQNI1vMSoK+Xg/xdeTkjjnPbmvWPhX4Os5Ndhu49OZ9QLb5gzb+FzznODkdT6HqeDXK6N4l0+wdUt9PVmY7fnkKsuW65wfU4+nXrXt37OOgW3inW4b5W22s03lTSSfKoVAGkJLE/wAOckgDPUgV3VJYejRc5fFbv18v69Dx8dKrFqlGNo2/pfM2PjXrtp4Q8P6P4Zuyvl2tj/aF9HGxw0k33VOOdyoFHuG5A4NeDw6RceI5rjW761/eXFwz7ViBCjsOfaup+O3jufxp41uLSK+EqXN60u3keXbqSqRt8vUADpydvTOMUdL0/TVslM1xKd2WXEOcLnjt6c/Q1zJ1pRWHpqzWrtrufN5rUqupy01r5dkeF+d5EyzqmQ7MdoYMoUjrx+B5P54pJpDP5iyFl3MNqqvzbSAOvp1/MfhN5PzvGZlDKcjyxuKjHHTrxnoffio2jSVdqSGNlbH3uOgGR+B+h/GsY0tU5PS26P0lvmGzXKysmAFbjK9VZucjp059utWBqG22VnUsEj28MeSSOuTjJHvj65pT5FnHIkjLI4yI5FkG3rzyM+n9RUQ1NYWjktPkaNxLHNuwQwPH1wffnAqsNRj9YjKT0TV0S9YtH9HH7PmmTfCr4TeFfBfiC1VU0vw/Y29wsI4gdYURsZ6rke/Y9+fSr7RdGns0vY5o/LkQHzCR84NfJv7EH7cvww/bQ+F2kw6hr1tp/i62s1TWNGjk2OlwnyvJErH97CTyME4DqrbWIFe/abPrPgaKS3dY7yzOXhV5NsbKf4TnPlH0J+U9MjOaWYQlGo31v8n6M4KPu6Mvap/wj9txZ6hu2kELH9f6Yrznxnq99eTFfLeOP+6Uzn/P+fbsNYutL1sNPo17NZzFc/Zby0KqT04blSPcEiuT1qDXbEsWnW428q0ecH/PNeQ9/e/E7I6R0PpD/gmZ+48B+IpmDf6RrStntxCuK+qoSky7g305NfJ37BGuJovgvVv7ddoPM1NjEZgfnASIDGQe5PFfRun+LLS5GLIzTMvDKtu35dKjEXdS/oaQtynTx7UOyQ5461LGcDcCPWsmDxC1wNqafc7iPl3Rbf51JFqV4X8xbFh2w8g496wtc0ua0eN+4tn29am3AkhSo75astL65ZVfEKn/AG3PH6VKt0xPz3kfHoM4H50AaYmC/Nn681KkiA8kdqyv7StkTfLqCqMddwAqnfePvA2kH/iceMtPt+fl+0agkfv3I9KI06j2RLnTW7OmDpjlvzqRNrLgY98muFuf2gfgRpSl9R+MHhmML18zxBbjvju/riuX1r9vT9jbwy/k6v8AtA+FoZOcqNRV8bev3c/5I9a6I4PGT+GnJ/JmMsXhY/FNfej2PzVHdf8ACmzXSjq/5V88a5/wVh/4J/aBGzXX7SOgybWIEdusrsWHYBY+fw4rhPEf/Bcz/gnrphECfE3UbkM2PMs9DmZeMdyB6/5wa6YZPmlT4aMvuZhPNMugtasfvR8Bf8HDPiHQtR/ba0ltEv7W8ey+H1pBqC28qu0M4vLw+XJg/IwV0ODzhh7V8C3UsNyklvZKySNH97qQo43Ywe59DjNdt+1P8SNO+MH7Rfjv4oeFXuDp+veMtU1HTnmjKyeTcXU0kSuMkK21hnnGR1OBXBxyrLGXIkXdgiSRfvDcTxwOeRxweMcnr+rZbhpYPA06XVLX/gn5NmVenjMdUqbXY6B5PsqXF/tjWRSu5WG51Bz1HTg/mTUm2C4n3yTNt2iRSM8D1xnngg+5/Wot0p2xz2nzbtoWaMEswORgdCMkd8ZPY1ZFsIX3yXLMrK2xWwSpIJ55GTjJ5P8ALNdvK4x13/r1OGXu3WpBIYQY7YPHktlsszYCjqN2O2P/ANVMgKAfZQWWRWwrbM9sjrtyRuPsMfhUghNtEoijDfum2qI9uB2yMccDPYg46d0tYlheSZPm/ffu13k8Y6ckY+o65NOPLrFP+vzHG8dXv9wsEgaNmmRWh3ZiVenbsRwN2fXjnjinxX0AEXlxLudQQqtkfdzkbsfXOOcYycZpkkXkR77aMTTA7mi38n5sgDPTj19xwMgkaAz+ZdGNioIjWRyq8HaAuc+vH6ZzTuur2I5bqyu/67Eg1BkTymAZY2VWjZsA54x/P/61VL7XbPTohPcXMcfGPMJyfoBwD36fTI4FYuu+I9RttXnsYryIwx/dfcrmQ5UBVUEnHOTkHlvQA1ipceHptXWfUYbhJGz9okmY7ZMjgFjkA9AM8jng5yfHxecYOnLlbTa7Xf5H0WX8PYrFRVSr7sN0rav/AC/M27PxzPqF80UMVzHCqq6O8anzB3BOT/eAxz+PWnSavbalfyaddau1w21m2+Ww3LnDZOBxngjj3HQVT1/xl4ds7aRbKE2ki26vFJIpLM2erLlcDdnjPTIJ5zWOfilpmsW9zp1norSTXNusl1JvJ64JXngcADPPpkZ58OpxLGGkI/fv/wAN6n0n+rWFlTuk16f8FdTivH3ia/HiW4sdYkuPmlUJ5p3KEUBcJ6g/Xv7c8ldXF5qt809mjNI0xLMrM7kkcnAJP48j3r0/UNYimlj1YabbtbNkeXeKGUcbsbQB3BPBBxz6V6B4Tm8Haz4djvtNjtY2jfZNGYFDIwHA55PqDjp9TnysJgaGbYiU+blk3e3e/Zno4rGzyTBwUKXNHa+1vU8B0L4N+PNffKaIY1VT+8mO3v0xjP6H9Rnf0r4K+MNKSOaa4tfm5aGMFmYZX5MZUqfr2Pbkj1+fxNpUR86CVN27G7y87V4P3VB/vfluzjmqF98Q9KgtY0Ut5jL8rJCuD8+eMnucd844yBzXovI6dOeq7dex4z4ix1aLcI2Xoc1LZa3HpbDTbHe+0rHdsrBPMVSQc8ZIJztwMD8j5J468H3PhnxIlpLBMWuLZZZZOcsx4Zj6HcCcfnXuV38QtEtzHZDRJNsceV4UKrZ7k4IGBjp/UV5T8R/EU/inxVDew2TR/ZYVjVAqkt8xY7sDjIPOeBgelY5w1Uw6Tu3/AF8uh6WSVMQ675o2i1f+upoaTeJptgIRFOkd2iRszWi7XYqOm4nqc+nBHNemaTGIYsJE3l5XMixjbtxjIGe+CRnGRjrjjynwdBd61q0FvJDths+VC/M24c5bnJx6d+PrXrQulbzBHAI1hiyzbwOnG3k/MfTHt688+S4X/aHVa2Vtf67C4hxUVQVKLs73foaIuI4rZZnZUdeN2Dnc2QFyD1znI7evTM8dxa8Orxrt+7J5gDcAkk+nr06HA61nxW5nlVYljRWjG/5iwVQSVbHGeCx49R0qS1lVgwcM8YYn73Q5xg4xxjcfbvz1+k9lyy16fkfITlGUbLsazxTXPltErMrybFM0vynOCDleoBHp3Prw6DdYxSRypt4JSYMdwYjpkk/7RHQY6VVkUXu6M/vAu4ZKfdz7sc/7ORz+BNCF445IJoGw58wKR16YHtyD2IP4mtL+6lHf/gnHUvze9qXBLYz7HdNso+VXboOeenrgflyOpNiS6chp0twZFwFj3As3OR2469Mjr3GKofaI/J8yKYMqtjy2kBb0zn8e3tjgYqzHeSRNiS4lwzfu2jwGKjjBzk8/kP0qpxqSqcvQx5VyuR5fr008Pjy8jkJXdcOkcfLCTDH5tuOBwD0P6cu1XUP7P03y7Wbb50IDBlX5eeu4Y75759OpzJ8QpnXxvdXGN0kyCTdHIM7yAec9sDJ/Ej3p2ktvEGFxcSJLE/zdTxjPH0AxjI5OQOa/Ic0oqGMqJrZvb1P3rIq8ngISu9Yr8kdZ8OJbVvDUM8qxtMk8qXjRr99i2/Lc54Eijg9AuAORUHi7wD4X8aGR3t9sixFvOhbayFiMZ9e/GM89sDDPh4gTRTLFJJtuLpmjZmwTn5TjjnIH4AdMZztPPbxwraSJtXeDGqqQAeQp65yccj15yeK/Rsu5amV04yV/dStbRH5bmlStRzqrOm2rS37nzNe6fLK0ka+XJJH8sjr8xPOPxyR/kZqnLpd1CylkeMLu53dD0IAA46+3T8D6Hf6Fp1lrWoLF8u66mW3by87dpIxk5HQjjj0GMVXvPCX2maOCL7iy8s3zKqj3PBPzDg+/XAI+Jr1vY1pRk9mfp2Fw8q+HU11SZ581rfBf3FlIrcYKq3zcDmtXw34Rn1rxVY6Hc/u1uZseYeCQo3HHGckZ49TzXVJoWrS3IS0tvLitcI38QdmUEtyTz0zjsKNFjuo/Fujk7o5Ir+MGXk/IXUMTj2z79u1enRw/tqUZvqeLjsROFOrGG6T++2h6149im062069Vfs6xW8irGqkL02qOmAvP15HXNebyFtZ1FZbm5MjSHO7aT1wMAAZyMZxxxnrxXYfEfUb2YQ2c026FYW2rHIMLgHqRzgk9Rz069Rl+GdOklVtUWOMJLGV2zcjIHB3cdiCOc/qRhibSr6ar+r6ng8L4OeByeMquk5av5u6X3Bqm+4uGshbTQtDH5cPl4bZj0POOoGMchj71Pp+gLcyKDC8aDA3bABH6FuuepPHHBJHFUIZr6S+k2ugaQvyCXJVc7enOcE98/mK6jTrGbRtPzMi/vVKrC67ctznr159gO49salSUaidtH127dv67nt1J8lqaev8AWpaa9tlsJ4LfdtjQpC3yA9eCOx6jnjv0rjry3eXBvYo/vN5iL93aPo2f4uoHfjnr0PiVo0kg09zcJ9omaWQg/XAHBHXqAOg+gHOXnmTH7LZtH5ZB3ZA2noATyBnqD9e44HLHdyXXVf19x1U48sbNl/wrpxvL5Uli2ss23ztoPHQn/wAd9MH8xXpOv2oGiRoqBvuruL5LrkkAkgfKCQMY5Oa4bwjujhW8aMZ3YCyK2GXGewx0x3x3HGTXWPftNDtupo/JkPzjBQAFj7Y654HJ4zjGampCXNFt3v8A1rY5MR70l09V0LHhPTYY45EK7WWPJUjaT8+MHue/OCB710VqkDwtPDFL5aL++831P8JHTk8DpkHpyKx/D32VIHiby8LnLLjhicdCTlcd8YOD35rVMdxJa7opyxjBDFmYbx05x1HTk8Z57nHPUhK91087X/4BPovusc98cdZbTPhzfObhY5Jj5O0E4JZsf8CJAJ69etfOptbhoVimnVMkbvlO85H4jGADxn/D1z48+Ire5is9Eu5pBuuDJujkyTsyqgeqnccYOOcjsK83S18uPyvLO1ow8hKBQijHB7eoPXI44r6PKaNSjS5rLX+upfNL2epmxOilJHugiwnDb2G7r1JwPXOe3eu6+M0a61NovjmK0YR6vo8RuisbBHuIgY5FAzgnKqccH5c5zmuPeGRJIcwxyY4LNDuO7PPIGGHTA9vQYrspLJ9f+DcMRUyTaLrDJ80eFWGZN24quM/OvX1PbJFdNbkjKK6vS+m/TX1PAzCtDDY+hXltzcr9JafnY4V7ZBLGk02zaFdW84Fl56cfTGfx5wCApcKZHzu2853AZYnHBOOcjgAfT3sPpM8sbKs6NJGw3SK2EOeuPfjr3xRG4Nv9na4Ibd5bF2CknryAe38vxFaOnyyvL5+TPejKLimmV2m+zxBLpl83y1Zfl3Arj2Ix9Mg4B6Zr6atdQg+DH7MWoazM8cN9e2/9k2r4+ZJrgeZOcBu0QbaR26dCD4f8NvDEfiPxlptk7xtDG3m3TN3SPB+br6hcnj5+o6V6F+13rMiXHh/4ZWNysaaTYm8vo2BBNxOxOHG3kLHGmMEcs3A78GI5qlRQgtHr/wAD+u5nUj7Sorapf0jz3S4phbTa7qiDzLmTK4jViqkHb0IHTnPYV3XhHwxrHiPSjqNm8Cx+cUH71YwcAdBg8YwPTivORf3OowR21nbBdi5WONPmPr+vH5dK+qPhX8KdbsPA9nZ285DIn74RM5AkIyw4B6E4/Cqp16mBlKdV2cn1+R4dPAOVaVSqruT6dF06o+GILaRVYwxsZGyyxq2MDg/gcH6Y9OhZJbx+YzyxMy/NhNuSe/ue4XufbnnrtR8MXVo8V1bjzAygLnkgHHXgAcHt3zkVHp/h/wC1zfZogj+av3o41UBMjB4GT3yR3A6120KVOpeMJLT5n0VLHUqkOZHNrY3N1J5kSyKWYh1ZevzE8Y/Lj06elu28KXVxbYeKTYvLNuyB82MZHT0+vNdKLKRJMTtGrt97dEG+TGcjr6Acgg9Dg9dHRYIkfbJAqmPIXd8p6kE8Ecc/n2IGD0Rw8eb+n9/oTUxvLFW6mj8DdK/4RXVv7Xttak0250/N4t5aTMk8JXBIVshgfpgn1HFfVXwv/wCCwn7Tej2B8L6x4N0zxHptiPKg1LUmeG6dRgAO6khjkfe2bjnnpmvk/T/P8o3Fr5cKyboyu8d89CB19Mt37dBY0bRvHniOZbbSw8EMONphXOwbcj6np2I5xnjjPHQdKsv5Oz6fd/Xc5aNSNWo5fifoZ8PP+C4HgbS7kaT41+EWrWhM23/iUzR3kZJHzFtxjYEN1ADZ3DGea63xL/wWk/ZBS38+/wDAfjKSZXAjjtdHt13nA55uVyoOASM9DgHv+Yl9p9p4Gvv7WufLuLiSMH7PCwPlsDwW3cL1B7Y4OR0rFvJri8b+1Lq4jkbzCRGx9W6dMfkevX28epTw9Spe3/D/ANaXPSpRqOSs9D9Qfhz/AMHB/hP4c6pPp/hX4E6sun3UzFvt14jyblGNwXzFCgjbx655pPEf/Bz18ZTr11aeCfg5okdnHkQzXGnTvK4yxD8XQA46LgnK8nn5fy71aRI43jSBZIZMP5b5ABAIK9tp9B2HfvWLp8aSQXF6QzbcYaRQMgAcY9ME/Tr06lP6vTk1yJ+v/DjqYedSPxNeh+oOtf8ABzT+1Ldy/ZotA0i2Ztvz2NrHHt6E/wCuWXAxnk5x1wcYNa3/AODg79sPUIf7U8ReKLez022tXluja6fELgxpySpSJV3EYHIwScg4Ix+ZmpCRTukfexwu5xt3Y25XJ9OB0wD65Fdpo6anqPwq1WC0nH2iSMQyEuVGwsuD9MZ49snPNV7SUqdoQjf/AArroY/VKcWuacn6yZ+murf8Fu9G8Y+Bby8T9qbxRpuoCzkeMabvSaSRVYiJUkTyyT93nAOR8w5NfPvxJ/4Kb/tUXPwvh8c6x+39dXmuag+/Q/Bfh3TZbi5K5+db6WfyxakAn/VGbccDgbsfDun/AAl1i6Gy5u4oVkj37fOLYzz/AAg9MepPX0rqPDnwp0rSooZrnWJJI5Fy0VogAkAHAByWYY74UGvRwOAxyd9Ve1r20/C5yZhiMvtdO1u19T6U/wCGuP2hfGtvDPc/FjVvMuI1aaP+0CqoxGdvyEA4OemecHJxWbd/F34ra3Ks+qfEPXbqLkyefqEm5snGSSeRjnvjBFcLpd3BpenfZ2LRrZsojXao525VeCGIyGOcHrx7THXbi1/dTwGGNvlkePKk8ZyG9Pqc/Uivu6dOFOKtul/T+Z+dYr6w5N3dt16HTTa9qz3EclxqLs4wdsil1YcADnoOO+RjHXNV7u+u4Haee5Zl3ZzuZTkHd/C344IOe+cYNK71UTxmKRY3SZioXYGUfKQcjjIII6VEdUYtvgt2LtuLLxy2Vx0GPXrjp0rai/abr8f61PO5LN9/UmZrm5uGlkdzMz7laQ429jg/QewJxwDTome1l3OknzRkSbm3beRwcdOCcj24zSyXU0pkn1ARqRnYrR5bOFI4H+6DyRz6cU2W6e7lkkto1ExjVWDKPu4z+Rz/AICtY2vpsZq6v3/q/wBwsV5dwlWkVo2nB2QowYpwT8xBxxwPTng9Kd5J3M0LsW3E+UzAlGH9054xjp+vTDoLnyG2wpkZ3PJ2XIwx9SDtx/XOaXfEDHb2sUnktHlokx0P16qRxz+PsrS3/r+v60CUVLZ2C0JkuFEqKzqx8pkZTuUfxZXOecdx1zgUolaadY7efmPkrwpOc8ZzjseefTuDTftFve3apJ8yrES8srZ+vJyeCQcZzwetNF5Abv8AeRtlYwFXacA9uvf3PU1p+80XUiM5fE3fU0RfgW5heZWTaPL2lht5wR15P6fniqtw0Lutu8RV9x8mOQhdrYPpjqQMf0qO0vHvbjy/4MHftGN3z/TPbPHQE96ldLONVu43ENxtG6Rm5PcHAHbP8Xc8CsIwdGo5Nav7zVc0kovQhEFzvWSNZGJ4a367CW646c5z1zjdXN/EHxRclbfw94dYx3CtJLM+Au5cFiAMZJz36/Qit/xLr8fhrS/OkjUTMAIWLYZ2IHGSMZwVP5cnIryCLxTYX3jddR1bIt45nDfO3zIwxn1Ax1IxwD1zivnuIcyjCj7Gm7N7vqj6jhvJ3WryrzV0tuzNnU/E9n4aijs7f/TtSV/Nm85scnoGJ4GVI6DhSecnjIl+KmooFt8RyRxSbo0t4NoDA5+9nOc55znnisvxJfWFvr+t3qwxb5LrdDHglVw6kL3POB3xhT6cczFrr7GVphCDvaQbTyTjn9cenT2r8/jTlLR311vsfo8acYxVlY9d8MyaT8Qbf7VNp0sa7iOJFZpCSuc5IO0DnjoPu5OBVO7+Ha6R9thSdpG+1fuSsZKiPIIPJAOD9c4HbBPIeEPFuo+HtQiu0u9sceFLMudoPJG3vkfhn06168fFOm+OdHjS5O2VIxPNNl8xMQrM/AJPQAsMfc9MZlVJU9OhE6dpXT/rocLrHhK4s7HGoM0jN+9khi/eK3B3Agfdxgjk9OefvVR8H38vh3xCNLvdq2ssipMvl9GAwCevQnG7nqPx9A1+408W6yWlxC1rNHtaeCQh2+bKsmMhQQf4mY/JwecDyfxJcW+n3XlJLJGTuCsFG3r29c8Hrz74Fb0cVUw9aNSC+FoiVOOIpTo1Nbqz/r8j1e70aV4yv2WNWAKsVTgru4GT784z16D1zLnw7qOoSAW+lyKu3YGHfjn5emOwGO469K7r4YaxaeLvh9p2uT/8fC24gnjHzPI0bY3Yx7g+gDjjkGtK8MDxtC1s37zHl7YwoxjjqOTgAY+mcDp+s06dLE0oyj1Sf39T8fr4ivgcTKlL7La+48r/AOFZ+IJo1kuLSFWUuW23C4I55z6kNjoR0Ge54vxd8J/F0Gqvb2cDSIylnjVDyCc4wPXaMD1H5/QkdpLKseovJMzJCN2F3Ju6DH4Dgf4U63ihkO4xeZG2SwVc/NjnPXPoec9MdK4MTldGt7stfNHbheIsZhanMlp+h4f8OvAOq2zR3F7pkieWBKrKoXK+nHUg9sccetd9/ZeoRpIJI1zI22Hym2s+fX0HoPQfhXZ31pZTW7zWMUKyDb+/8ssxA3ZXAPPXt7k5yBSMlv8AaN9vAo8z5Wj3fdyflAGfTHr71jTwccLS5Kb2/wCB+JOKzipjqilLr/XU5EWt9BLGYcx/JhgZNxIyCM/3/r7e/ErWwitma8ibdNxg7cjqSxz2xz/L0HQ3tvCWaWBd0qrlcDG49OeeOO/TAOO1QyWsElpCnEKtIqsy/LnkZGcAnJI6evQ5Fa8st7X7/wBfkcssW4x5DJcrIi/ZYpVEP0UnB654Hr164B7ZNgPK9uwdjIuz+HLY6HIAyTyvt06mrK2YeRfKvvlDELEvQg87gR24AGO681G4eLcqqr+YycNkjaWHzcYOeMcZ6Y9KPZ+6l/w5n7aM6j5tvkIrvHp8cSxbg2QxVeSAM7cbeMHsOmOfae7jVmZ7cMzRr5ZVeNzBQMHkZxnHr9cVSuo91xmZfJk8wBo2wDNgjnk57BQc5HXnipI4fMXZANy5+86gfN0yCf17d+9ayjJyXK9t7j+NNPscf8V4Et7uxvJ1VvMhI2nB27eScKDnqR7dM54rl3hsLqGSK2l2+YilgrdTjvjoORx3wORgivdofgl4g+Inwd8S+N9OjvGXw+8LW8Fjp7Si6+fE25g42GOOSNvlV8rnJUBS/mvgj4Q+N/iLqzWfhfRWuI1YCS4Ef7qHPI3yNhUyAepGSccH5T+ccSYGtSzS6T9+z8vu76H6rwjjqVTJ7SfwXT+RseGLBdP8I2sYtvuwhtqLzvJ3ng8gg5PfJ75pLlHlnWW3uVXZgPvTHfhcg9T83Xt6Yr6fb9g/xh8VvEtvo37Pl94fk1Gawa40fwlqHieOHVb5IVQzSRLMEiJQSRlkMgIUMVyFYjwLXvD2s6Hq1xoev6HJBqFvcSWl1aahC8T2s6NtdHB+ZCGXawK5XoRnivsqcY0aCgmuaK1Sa7dj4HHRxEsU5zT5ZSbT1tr5/ceWHS7e91a61JA37yZiFZCNvpkY9hjOecZxg1XvtL89chsttwoHy5O05BPOP8PYZrYv5I9Pkubi0dX27kR2JBJ3dfqcZ7nHTGTWDe3S3cq2jAh5JMo2373OPQ8/dGQexBHavx2pLFYzGOUdrv8APqfvWFp0sJgYxfRL8jYm0tmt4ZoItrvAv7xcgdOCcZ+bA+92H1Fcnq3gXVtP8Z6ZKmqSXGn3unx6hY3yxsfk6SpjOUeOYSRMDg5Td91lY91ZeMPCWl6TbrdSK2Ihu8vczhgB+B5yR6/jmoW8T6PrsQ0q3eZZMedsYD98Soy+3JAJGBnHIC5ztr9GqYWUMthFN3ilp8tT80p4z/hSquUHySb16bvuZ2qQ/adciuDEqgyBGXzMgg7uOx4HHGe9WLuJYdP2xDcyuA+5+WB9OMDjnpgEY7jL9M0p1u/tipFtypJKlmUZJ3Dd1GB177umTmrTwW16IoYo2kWTqu4H5jhhwB+HGeB+Xi2XLzt63/4f5dD04x05eiK2gRPMV1KSLBj+5zIvPPQ5Izzx/wDXrRVC0sNnuPksWYKwHCED5eeDgg9wDyOKknsIbS2WGNFW3jj3MNvGQfb1B5+mc9Kitbhbd5Lh51RVX5NsiglsHJIORwOeOvueDNRxpUlya36f1/w5L5pVOb7v+GKGsotxqFzeQSEqjKFSSIjd8wG/KscdMZz079jz8SNLIp8rdtcnEi88KTznp68A9fXArS1m03WHlW0YiWRtjKCBsj7EA9tx4A6luAetZlgeG8mR43Kn/V8bCdoz1+Y8YPXnJOOa5fhlyW08v+HOyCtG7Z0uiLa29t5s9n8wZViCg5AyCGHHPbPpjJ9tzTpHaaSKThmUN821QTg5x0zjHrxkceuDp0c1oYW5XcOWg3ZDD0I9iecfKGJHatLStOv5bmGKESNN95I2b5mz3AAJxk4HXjGOlbSp07ypqVvnp5aanLUjyv3b9rd/U6TTrd7S2hd7oozFvMZlwWfls9Bg4+vfpVh9QdIm2uTKu1xiUAFQB8p9OeMnBx9Rivbrd2cq/apVhXav7uTjac9B7Ag9cnLewFR64JV06eXTfM/dwvIjCQMF2AknnkcLx0HfniuelTjOSUn8v6WxjzSoUeZu2+rfbu/+AeW/EW7utV8Ri7syq29viO3VWLbiN2e+OAeB6+nOMSO2NrF5VxGhWT+6GDKOqjnr1GScnrxmr9xcSXTkNIrLIjfM4DHgfUYxjHOeWPXiq8n2N/IuA0w28hlZiDg9c9/f6A9OK+sp040YKFP/AIf8N+3kc6nOpoN8kFN9s7sv8e+cAEnvzg/gCD1GRnjqPhbHcatp2u+BBCzJqWlyPDHC21pLiFt6E+v8RxwOewzXJrLDa2pXLMm5lhkj2rgL2APuTj6+pre8Ea2nhnxnpXiS8iUmG6USR+YP3cTkqxJ3c4ViPTOM5HNTiPd5dd/6+fzPJzejWxGBn7PeKun5rVGIljFK7XFvcfNlR+9BwEBwFx3O3dyQfXHFUr3RUlM2yxz5itulhA+YgY6ZHufT6547LxfoaeHfGGo6TcEDy7wJGH4UqxLr6YJQjsO544rJns5mi+0unls0y71cjcpz1OCO/A/i9OgNdcaPM5ef9fcdOFx0cRThNdUmvuO4/ZC0fR9R8SS6pquqrYqh2XDT3CxMsK4dySSBtKoB83GRnPBxxfxS13WfHnjXVPFusGZmvrlnt1uFPyQ7mCfdJGAm1BzyAOTjhsdtIqSSQMom8zO5Apbh25AJ5GAAD3GfpU7WkBkjF3bswlOGfywQSe4yBnqCMDOMj0A4XhZRre2Utdra6Lt16/8ADG8sROOsev8Al0RB8JNLku/iTpmnX92sMcbeerSNs3leQo6Z5w2OTgH5eK9p+MPx51/4ceKIfBvhCFZls9Pi+3SR7UDXD5c9QSflZBzz27AnxeYWjssmcfuvN3MMEsW9QPm/Q8UunKZ7fz3jWUO2UeO4dVK4GMbQf1JPueK2eXxq1eepqu22vqE6lOTjO2rXqclo3iJrBmivoY5F8w+ZiDAUBjjnGeBj9OgNbeppY2ga4tNVhkWVW8zft4OckE8kHnvyOeOprnda0SCLXbjyVdU88jczc9Sce5x9ehqFrabYRN5m15PlyOSwGSM/z7jg/TkwNOrTnzp2TX9f1udUsFTlWVWMraa+Zsw6nZ/LHa30P3tqwH+8eg4B6ntnvwM1ONahE8nnSyM6sqgLH95QOnHI5XGORwayI7COS+a0lDGNW3vI0mW99oGMZxnk8fjVqCyszFGfIVWUAAhDv5PPHQdQC3PfBGa9hc0qacVotb/0inTpxjpqW21ktEs9iozHnyVZfl9yAR2PbgjjnnFdRpni7WNJsIdPsgVa7hbzJMFfLHcBs7j2HJ6H16cxFAHn5tI45C2WVWPz7s8/KDyRnvxub3rSv9RSwWMCC3RZI9qx4BKDpxkZBOD2zxj0rhx1TmpqN9dX/Xfy/IqCjb3V11MjxVrd3qmoyQENmWTG1P4MLyBnOMnPXI54A6VYXSVht4opn+Y8qjfLsAIO3JzznIHp+lZfh/Tvtt/9ouOOPl7EE5BG0Acnj8CcYxmuguLe4gZJJY8bl2bdo3k4HGAcjocnnp0PU+OqNSUlJu34bf5npqo9EjD8TXk1zAYzFtjOC0e0lWxn+6T2b9D61V0NZrHTktNky+dJIrR+Tuy+4joAOmDx3PHSrF5ZyO3mJFvaTDqywdct6Dt+mOe/OhJ4eitYrPcu3yIWEiqpG4k845I56jPHqAazjTjHWL0+78/M1lLlMnVb0RSq9vO0iqqkbeFC+p56dOOa7T4bfb/E+lN4Fh1hNPsdQvol1W7aRVCQhg21WPLMSFwp4JA7deJvdKu0iZ5AWZeFWGT5s5x2z+HHT8CHTi8n0C+ibcpZVlVFcKq4YZ4P8RB+mBx2FTJScW09vS62/J9Sbx5k2j7W0r9nf4D61a26NdapaR7Q0h065D7wEIH+uWTgcEbWHAxwDXz7BYeKdX+KN38J/Ang3VNW1SS5lh0aHTdNaaS/QMSJdmQdhHzkjdhdx5AJHnvw++PvxL8GIukQ3Ul/pwZA2nXGoTRxhEHCBonDrkccMvtyAa17f4w/EmbTrrR/DFuul297aPbRxWGpXrslq7vIbUedOymMtIzFGBwzFsZJJ7sLjswo355yktP6/BaficOPweDqO9Omk/N6fcjq9G1h5NRvNA1RrWO40+5e3uVsb6G5hkkU4yskReOQMQw3IzD+6ec1fXXLOEiG3iKqswVo2BQPhsNg43YwScYIP0bNcF4d0Y6dpzW95u81v9Y0bbmO05PPUnrnnr6Z43vtbiIyhWXyf+WeSdy5BydwyV3HHOeAeQMkfdYOpN4aPtX63/A+Lx2HpwxF6enz+86ZvEcJeZoY8LH90hvu/Kc4Ydceoz744o/4SCBYVn8v7PG0n7vK7gFzgjPHPTtz6jFYI1Tzm/dWjedlXVmONp9wc9xjjPOfQ5mguLi8ut0kG5gqGTzmbYVznA2kYOQenY4PHB7Fyxqc1rbdf60PLlh4y0Nc6zeNMFVGaMr+8TH3l6biCe+R7cdsVLJqMhjVWndV2dSQMjA5zu9MdRjkdazyk9y/zQ8NgNuUqxPQ9evT1yPbkVY8q0ijjSLy+D91GAG4Z69MnGMjpnPtXRzc+y1+/sctWjCLV/6/Q0Y9VcxbJL1/M27MdFHPQDtnHXHXHrimacJzC13JCPM3Mo2TH5wMqpOQOqnnjAJ70WnlC3CxrhVJ27htBxnnJ/Ed+mPpa0hY/K8x4G+b5F3SEgL0+b1zz1J4IHJGTpGWjb766nJLmjfZdia0ikL+Tu4RSGO3auRyeQBz2/HqMU6N1uow4lX5Tn7m4t1O3nqc/kKdasCvloY2VuFWKZmjTrxxwMcZzg8HjHWWRUX98JF3FRuk2YPbtj8+Tweh4FaQ+K/9Iz5db3Wv9eYyw1CczM5dll3Bt3X5RjcS2M+vGck9zggaA+zzqZPJxlslXI+Vj6lh1PGMfj1qFLQrLvii2qqkMyr95uuduMAfj+ea0tMk3wBTuTc26NWA6AccnPPXOSOBz3NYy96N0tTJv3uVvyPKvj9fXFrBp9q21Y3WfcjSb9h+XuehByMZ9h0rzDTdTk2yWMdwypMzbi449MFjjAGT34zXrn7StnPPpOl6nZPIYY2mjVi2C25V+XsdoCjHXjpz18VnaN4vMCHc0mFU8Ywc9/qOvH8q/O+ItczkmrbH6lwr/wAimC6q9/vNnWbC/vtPFwZ/Nl2q3meYW3YGM49eCvfvnrmsY+CvEFzA13DbeZHApeaTeBsX3zjHI6euO2M62h69Bp17DPcJvWNx8uxR3zj1zjvx+nHQX+vaB4p0RbbT53srlmJEflgGQ84yQBnPGQT+oxXz9Rzjbl+f9eZ9N8O5xOn213cXP9nW3zsy/u1bAJ4GFHXPsMfT27jwrZeKtPtvs40gPaqPNdvKfO4jJDnBVflA7dcd845vSPBGp6jq62luiLdbcRb+FkY9RywHsc9O9eheHdZu4tBW0uXaHUE8t1gZF/fr6HOOcNkjPGWyOKOblvpv+pFTlNSxg1q7Vbi2gs5Nxxta4Vdg7cMRu+bIIwRznjt5n41nZtUmxtjRrok9CpUfhjvkcnPPTFeka3bWWn2Z1rdbrezf8fkGzY0BwDx1AzkYwCD2xkmvO/FMGpXWqbrmRZPlHlIqDDfL3x3A7Ac9R0rGmnG/9f1/TIorm1R7F+y7qKyeA73Ss7pI9Vb5fL6K0cQ2rgdPl9uQfXJ7+7isVAd9xQYdI44w23Hbp2B/w4Oa4b9mbRdYt/h7J4hudNmhtL7VJEsLrymVZGjWMMoOBnYXAI5Iz9Ce/wDtCxu0Fta88ooY8euCR+I5Hp74/VMoblldNp3Vvy0PyLieFs4qqXdb+aX9eZUSCK6jjaNoz5pJRWTBGcZY5znoMAjr65yIxFsDGALHvJG77uTtHHBPp+ePXAtTRQYM8iI00fK7c5K7NuO3PTqcHPbkVGkcvleddReYxGF24Y49QMfX8T9MeheS32PDjFciTIWt7v7P9oF2qyNwVX7xXnI9ev15B554gSK4jiWR4vMbc2HZPl69CBwBj8PX1Ms9ujvGkM+N3MeWZPmyeg//AFD8BREjLCVu3V41TDsxHGMnj17Z59c0qkOfVjjUjFPfTz79St5D3s22Nn2lDl3YEZzwPxx9enH91k00pcK9vJ+7mB2rIS0nb7wznqBg+vPHNTXEo8tZnDSO3yqGjxu4OPXHvkcDOeOk9xBZXG0pdp8w24YA7v4fxXqPep9nyxv0HGpK93o/6/QpNYbVgmulCsEwzbuRnrnB4PPTP9KhkiuJo/KtYIdzMWjTzMdTwB1HORxzkc5NaUsgildt+1NrfN2Xk+ueePwNRxLB+7hW5LW68rgFTjHBJ55znv0/GotKNrrc0lKG70/r+rmfDpiXm5tixybhuC/KW7djz19BnJGcYNBsJDOrtJt835l2gjbjHJAwRgHHpxyOublyofbas8bNImCyj7oz3yR+POOMe1YXjjxdp/hDw3cazqSSNH8qxLG7xszkZC7hnpjd6gBvoeepU9nTdTaxvh6M51VCnrzadz3H9kj46+EPAuo6p8ILmb7deeIhHJNYtIY3jghCFZrc/dkcmZ8xlgwEO/cAmH9X8Y6rZavezrcaRdWdrHMstvLeXHnOFwS0aqdwVQcfMXPfj0/K2/8AiT4nj8e23jmLVpodRs75ZobiORsqytwpIxnjgjuOPXH0jZ/tFfHH9sGwv7a4Sx8O+F9Ht4m8Qala2xaeRvlWONXcna8koJXGNpAy/Rj8viM9zCpL2dK2t0m1qvRn6/geH8llgqX1p8nKvftf3uu3ffdo674Wap468Yf8FDvDPxK+G3iTVI4/B91bSX2qRyfLbW0IlAgLrtDRzsTCVHJIlypVXNdJ+2p46h8Y/HjxR43sZYftF60byTWK/u3dbdFfleh3K5YnksWyemfP/BOuTfDvRpPDngvfp8a4864WT95IxwrOxzwSAmOpVdq5wtemeNv2Tdb8K/BL/hb174s0nUF1TRYb+GysLtp5oYpAm5pMr8pQS7WVQxHzchQSZp4LHYXD1MbiHdqMtN3r5/LzPDzbOMvzfMKeFwNNKDnFdrKOn3u+r/M+Xdbktja+YI3XLNuHcNuHHPI59+/bNUvCPh+bUZ5rm5XzBD88ZVvlB3DjjHX64yueeAL/AIisnubttLs32TNzH8wYf1HfPOD+prrtG8LSeHvD0ejXc7ecvOcc5B5BJyOOeTz39RXyvDeD+uYpuW0fe/4H+Z9fxHnFPAYFpP3pKy/z/rqcHc6OIbma3mUeWsmGl2jbk9Tu6ZA9CSMc45NZw0WWRjLYh7dGZG27juUkdcdADge2fpmu81nRZY5xPbwDBVguVwox1yRnB6/U8c8iufvfIspm3M25dnlyMd23kkBeueDkgcD9a++qRpxla2/n+Gx+d4fGzqS92RoaZcXF/oUN7IJ1vN2N5kXLj7oPXAyeo75z14Fu10We4bMcoLbWAYx7lQY3cjhiBjHPPAwcnId4Cim1iZrK5ceXcOVk3EMA3JHt/dPHXnt16fUPCOpeFVfbGbi3aRI5ZI2w8ce7qwUdTz1HI5yOa+azKj7OsoKyu7+S+Z2ZZm8cRiqmFqSSnF7dXHo16bMxb2+vUtWAs1Vvut7ZAAIGOR9OpzjnrW0uPUpNK223l23mFWLLgj+EDI25Xp6n8BzUWvXTyak7K24TMoVWkbLPyFG7pjAznBP076dlc3d3Ks8l95kkm3y2XKkcc5H4gA88849PIqSTuuW1vP8Ar8j3KcvZ+9v5HJ+MS8drC93CVkYKyb1Aw3Hy9sDOec84/Gs2xubKzH7tIvODNG0exVXn8D02tzjt15zW54yslvPJu2tGjUKS21vmBx1weDwAcZH1PFc/Bpshm8otJGu4sGkkH3eAQp42/wDAaXLzR1/4b1O5S5o6f1/Xc3rCRlttkkyb/M8xVkVepbO0DHAPP+ea3dLYyRxiOBeMJ5jMN3OAvLHGM8dT0/CsPR9MSK3+0zcqObfdxvYjd93HoenJx05re0+FVRI7e3l3MuF83K7eeo3ZLHkEEA555HQq1PmtK6T2fdGPtakPdavrY07hiJthuvMZZWAV4xhM4wowMeg4yATg+o1PCur2P/CUWei3Mqs1zHKPmkQYx3PpkAA+pzWabZ1gkniZg3zF98ZLJxzwDnrtIwecHmuFOt6hpHxPt9ZuLkyW8MyMqpNgJGQMsSevPJ4HU9RyenB4WniKz9mtt2ePntKriMrq0orWSdtTM1uxvPD+vXmmtOkrWV7LHExwhlAfg98Z2jsR74qtIpvl8iPypm2/MzPlolP8PfGRjjpyTjuOo+KOoaP4l8aXeraE4a3uWhkVV/c/diUNkEZzkDnA65JOa52KG72RxRblXdtWOBwpZicEDJ52/kQD1OK+qiozir77X2PPwdbmw1KVRWk0rp97akCaJ5uovPFbMG2MuwSdMDqMHB+XpweOoFUZ9Bv7CH7VaSW9wtwxTy3wFkUnaMEjI6jPcEDrWzdxz3XmXKGRpFUq22Mq3T5So9OOcADAPoKclukafaJpI8SZVf3bN0wDj0PUE47etTWwUcRFOb6a/wBff0OyWIlGLW6eny7f8E1PiJqOieI57HxPZ8S3Olx/a/MbayTjCHd7fKB6HCnuDWJDPDNI15FbLIshDRsFGCGYfyBzzknHHbNu6Tc0l9aKwkVdvUAY6ADjPPHfkMMEZyWyaaVvGEf+rZcNIswZeSSCARhSAT+XuRVJxw8VTbfe/wDn5f1Y5cFh6eHwypQfw7X8+n42uRQr5kb3NtJDuWMBd8h24ycgrkbenQk5HT3Y9okW+Gzt1jJUM83H3T1PXsDxyeBgdqspaqsbCTfvU43MODyBkZ4zg9zz6KeaY8U6yIY418wYG5csyjcMoQCM4zj1P/jtXzU5Xjf/AIOnX8LGii5Pfbp17mfqum3KW5ltbqSRZP3i5mA2MSd2Rjk9DkjBwRjABNyeKxu386S+jVtqhk8wqVOBkHHfOff19KdcH7FPHIDGwVXVgqlm2nj1IHr7/lSEJNI0n9mpM27DtMWyDjp8oAH+OaqjKPs7b+en+aQ5Vby5Zq/boc7q0dvqVy2pWAdQ8mY0ZB6YJ6ejdyeDkdaqRwkyMstuyMeNqqdqNk5XrgHgcnnpzzipwtkrNLBbs0m5mZvMCYyvUZ46fNu7EryM1LE6ywraywbtyqhmhxhhxx254PTAOPU5qnheVWjrZff5p7/M9GNR730I5598Ecz3C7htkyvzHAPofzwT/PNNMkXm+RFuZpmZjlcYP8QwOnX1I4oTa91FP5u1lVgsKsF3Lnrlj/dJzzx9QTTZYpZIVILbWkYq0cZypwMAAd8c+uOnXhun/Kv68zSPs3G/Uks7i5L+U8yxpIuVXaWOTnqOnAGcdeverev2FrLYZjfy1ZlRZnBw2Dkn3zyffHbpVK0jvZrm3kllVvmMbMrYZuOMr125Hv09wa2tYZbazhS5i2iORmj2rt+XaAAeM5GDjnGDjmvMzCEuaLaWvX8v6eh2YfljK17mTpUVw832qC3iePq2DjAyFIBzwCx6ZHTkHFSpcyTtJcXN2qqoY/LllaM5OBkHJP8Ah1xR4VupZr67srdo49ymWNVVjkgcY7k4z1GeO4xhZx5TlNw81JS7MSvA+bgZJGcYGOc89Op8qVfniubTpt/Wv9WOzeX9XIljna7itrQMzTzfL5j9RnsMjnIHXB5I6deq1FbKW/X7JbpCY12lLeTcqjoBx6LjDcdPTOcLwk4/tt7y8jaZI42EJ8xThsgZOe/1wuB061ryxmRyNPtvlZgm3ZyxwDgjngD0/TsYhzl7rdvn9yJ+Gd7XSRU1Dw6kt1G0LLGJlwq/NtOMEZ4wfm6YzjPHajTvC1nKBbSuY0aORptqkNwnKqG5I3EAj0PTsbV6yW8Z3xsy3CqeRyZM/d69ehJ6cAdxV7SbixkuIWSVvKDtGsiw7ducqAecYzx6fePassPaPLC9193+ZlUqc1N200MGDwVpdtbrC9hM0cgJRSu1j1zjpggBv4cDp3NaFtotpHHG8bM6wojpC33pG5Y7e2Se/eodM1621Odre1UrHt3yBox7kr1y3AxjPcE1qNJco6xpN5LIoYKy8hRnj3O3+R64r9Bo0sJ7JOm07+e35/ofGYiWKdRupo/6+ZHPp0zW7TB9srfIJlkLEL1x6e/cjgDsC24sJZwsgjmXYAsa7fudNx4xy3XPOD171bbDbU8/5FXBO5tqYXnJ5PPUnsemBirkMUBmZXzGSSWMmdrrtx1OeDxkcgHnjmuunHli7q/y/M86eIamZ39mS7vtESSbW5Zm+XzOM9xz9OvPrnGhJpszGBZrgMsm0NJEVyoIzubAwehGQO/1zMIheIl2w4+6G+71bHGTjqO3GBz2qRI0tIF82L+E+WzN9/oQd2MDBPr6itp2tbl0Wn9ehj7Ry2ZH/Zat+8SWM+TudWGc85PGO/r1+9z1q5EJBgGFmLBWjlWMdcAH1PQD6D6Gm2dm3lC5DspkAG+NeSTyG5P8+/rg1NIdskex2UdY23qqlcE7mB98jjsR74qLjHRWSODmqO92PCx2hWV4PlCn5zIACSfm6npjB7dOBxViyMhs2vG4Z8Bv3nXqCvPbHB4GT1x2hMUU1pGrlWZW6t8uAO/Q46+vUYPerttCnkqBuHlx/L+7OCc4xyOSTgnnt276OUebT/NfiYy5m9f6+4mtlgewBMzg/d+VSoB5xgk5JwFxkY6j62i1lKd32I+WFX95x2GeOc4yT+fAqlZ2F1MFkVHjRBjzPMz8q9Op7cdOevrVx9OP2dra03Luy78Dt82fUd/TJA5rSU4rRO/kjOUoxlf+v8y6htrwG5SLzNrH5txLAkcA8dffjOOnap4kw7RzRBmkbKKzEgeuDkDgkY+g6Vl29rPc7IzJHu8vbK0bBijdMgZIGPRjxg8HOTqCCxKlZAqMyh2XBVCM8EnpuIA9T1x0wRytovkctT95O69Sl4w8Mx+J/Dt3pc1ou5YN6tHkeW4AAKdec5GPrxXzLfWl5p179gv9xeGQmRVO4k5IxkZ+bHv/AEFfWypKVk+0yE7VYqsm3+7gHHbB985xnHUeB/HjwPdeG/FUl/b2P7u+TzY5AoYGT7rA7T1BCtxkkNmvkeJ8LKMY4qPTR+fm/Q+24Mx3s60sJLrqvXr+GvyPN3IDbWmGP4/LUevTA9x2x7+7LQW8F15dyrKAy/MVPA798+/tVt7cW8LLLtyuPL3NknJ54HPTngdh1zVW6CGUsJBHHGo29T3IzjHQfj19wB8TTnzP/L9D9HcVI7YRmDSZLi11KBpHjVxJ5wZl+8w4ONo5OevOB3OLss8GrK2q6hJHus9w+aEYB8ovsY8Z4zgk9c/U+eQ/aLFw5k/3uytge/X0yOKdJe3kgkRp9yvIzCNmLE7ifvY6kZwf/r1Pvb3/AK8iWuZWPQtU+J+lDRZIrfTd11dWawTeYrBG2yLtk9NwG5O4G7HU8clb3U9y4sj8rTKEVU4IbPGPftjPbv0rNdZkmjkR9w6+ZwOvIA/Xn39AM+hfs7+CG8U/EC1uNS0/zrexVri5XeoYlVKoCSCCu8rlQOVx3GKqnQrYj91TjeT2S/ImVWhho89R2Std+R9deCdLtrL9hjwnoN3bKL7RPEt3CjrGPkilad5FPf76IPT2GQByN3FaQz5gt2+WX7jFSApOM4xgD36Y9K7Aa/PpvgF/D0hR2v8AUmuFht2KiKFR1wVwTvy2eDgLwOK5NtMjUSTl2ZcgbdxJxjkL75x3/h9hj6zgXDY7C5PNYuLhJzk0nuk7Lrbrf7z4rxOr5Xis9i8FJSSpwi2tVdX66ra17FVbMtAvPmbztbzPmUnd3/iwf6Y70iW0pbz4S3yg7SvseB7YH/6zVqCKN4/KN20cO7Ez7hv2sM9M8YGTjI4HJpot3Fotw2799Ky7eVUgDlR9AQSB2x2PP2aUpaNn5raKktem35GXIt2jFGfcir8qsSw3cA8cZ4/TjmrV05MKwRTLllbHDEqM9D2PHIPuc+puNYHZ5E/zNHwx2njrx04Oeo7djUFxFJFKsslyvl/eGZQSq46jtt6evv6VXL2+4q1TdozmgF2qmQERj+FecEdMDIyPfjsQaj2hX8sun3t0a5Kk88dfc/yz6HQhhmkBAjkb+OEcKzIT1PAK4J24J5Ve5zUd5auVYSLGsasuPlIB+X0B75b6cYxyKzkub3VsEVtbXzM8MpuAfOZlYjzM5IYjHt688+pz1NBjPnMrySyK3IWNsY55xgH1Bz6nt2uGwAmhupII23KM7ZCHVvl+XGD78gjkdPR92VklWF4nVmJRk2qN59DzjGPofXPQ89SWqOiMG6d5GVNHd/I32vy/KbMlvu3OM4wO3uDwcHGD1z5L+1Bqerm50/TkWSHTViZoJm3eXJOCN6Z4BZQU4GT8+eN1e2fZVnutrsskXllG3NtCAHjp9SOemcZ71yHxQ8Kv4n0N9I1dGntY7priGCGVVkt5MKrOjshKbo1UMApVtq5BKoy+Rm0a+Jwrpw/4frY9XI62HweZQrVNV18tNHY+YrfTNT8S6xb6JolhJeXl5MsNrb2kDTSzyu+1IkCgl2ZiFCgZJIxzmvuFPCnhX4JfBzw/+zxp9zFcatav/afjie3lDK+py4xGpDsrGBEWPK4UmJWxuLV5D4A1af4UxTRfA74eLY382ny/bPE11cG/1aKJI5GnaGQIiW0ZiL5aKJXCg7pCMY4TxD8T9ThZv7Pt47dm3Ce4nmfzA7MSfmzzknjdnOfWvncHTlgPexGjWqW7f/A/r1+/zCpPNMO6WGd76Py9T0T4zfGCD4dSwado8NnJqs6l5oVdWUJ8vDhTwSDkZ6jnuM9l+yf/AMFFtf0PwTb/AAP+LcrSafbSSzWGuWun+fdWwLsxWQJ85hXzGIIBZcBfudPlWazhuL+fUNRuGZrjd8rsVYseCTzk/ez/AI1qeCtP8U+LfEC6H4Pna1ulhaa1jt5vJeRot0q8jBY7jwTkjuQBxP8Ab2I+te0ivd6roduU8M4eUY4WzlOT3S95vpb/ACP0O1TwH8OPDkqePdL8L2FrdeZCW1AaOyyWAMvEgQxgRuGdPmRN4b1IFeL+Kn0DxFreoan4es44bO7vJHsYkbOyMnKhQ3QbcYH88E1zenfHb9r7x74X/wCGarlm8SasYxayWWmW8k97FGCEBnnRhEihypLsW2Y3HacFek8VeA/EPwi1q68A+JZrW41DS7GKO4ayYmIyGJGzHu2nBz/Fg4Az6V3ZfjqdeUuSlGF9Vy9X1+48/izI/wCy8LTjKpKVXmfMn9mNlZNa6t3vr0OTudGMpNr5ssLLGGXbgKc4POR2Poe3sawPEvhw3sm5EmEa53NDuJUhuuORg5B49Dyea7edLQRNPFEGjUhWLLkqc9MN6n165Pbpn3omltyLxV3BgDDnIIyp3fQcdhyv1r2qfJK35afO3+fY+Ao1ZUZJx9f6fmcx4S3aRqTaXOi7lkUiXAwxz8zc9O3GePqcnb/aA8Q6n4c8SWF7DbSSLeaWiPGq/JLIp5PckjevcZ9e1Q6nYW8kisLdlmWTKsjbdhHII6YPXpkfXnEfjKQ+NbO2OrzSsunyOkHmIVI3Y6nB3dMZxjA6Z6cGKwNWpJztfv8AkjOOvEFPHR2tZr5W02ObtHn2wajqF0LeOQbn3SE7OM7PlxjALcnPY8gCuk0Kazf59Plt52kkPzx3SluDwTuxtGSOh7n2rsPA3w+0fxyi21xc/ZzHbpGxVip+XjHvnPGSeefSu00L9jXwFqSEXdzcSXH3/lk2gjuPlPcgYPI4NfmmMzujhKkqNWLTTs+2+h+4UMm+t4OFWm9GrnjPijQpmjSG0sIY9rA28cMYXBGTjnjIXOOuSQMc5rlZrmUFXkt7hV8wK0e35gSAFAPB7HGBg4z9favjJ+zT4U8GeG5dQ8O6lqFm0FuZlHnNtcAEYO0Dk5xjIxnp3rD+Cvw1urv4f+IvFOqXEkjWuj3M9rLMx+8kTFWzznBHQ5B9hjNYfMqNaDcZdbGdbLcRRl7/AKnmNpqFw8ckNvpn7uNsfvl4zyv3sZU84yCMbvSun0+8SSeNtTbzmk6bWGdwcbRzyTwORgdBXPC/nCPFPaQ/IpeaZY+MsSSwYAZBOBn688knvPCHwB/al8Z6fDq3gT4A+NNZjmJEd1pPha7u4ixyvDpGw284zyOvvXvVctlThadreb/HX7z5/wCvUamqu32SfyMvVtShsLNp7lpF8uP5fMZdrkA4I4HHGOT6dO/DalOt/HJMssSSzSl/m+8HBBOBgHk8Dt26cV9S+H/+CNP/AAU4+J0MNzbfs+aha20y/L/bGrWVn5Jx/cluFkHU5whIz7GvST/wbn/8FC4/BdxrE2oeAJ7y3tjMujxeIpzdTSDB8lGNsIS/3gGaVBwMnnNbYXEZTl+lXEQb/wAS6ej39SJxxmItKFOVvJPT+vxPhDzDC7SxS+Yy53buc8c5zjnkD7vGDT5yI7eNf7PXYzZKMxLByScnj2P1yDg1+jvwz/4Nsv2pfGtrb3Pi/wCP3w+0qxkkfM2iyXt/NBjI2tHJb24MisNrIWUqQwOGGK9u8G/8Gw3wvtrlZviZ+1FrmpJ8u6HRfDkFptIxn5pnn5zyDjjPeqrcRZJRjyuuvld/grmEcrzOpU5o0nfzX+bR+OdtEvnFSZCnmEr8n3GB4zjhic8kj8O1NnUNElkLUqZPmfzRlT1HOB3GefbvX72eB/8Ag3d/4J4+EZvN8Rab4w8UKA22PXPEpjG4k8/6HHBzgkfT869g8Ff8Env+Cdvw6Rv7A/ZE8G3SyJsb+3tO/tY7fTdfGY855Oea8qpxzlMHqpy06L/N/odlPh3NKm8VH5/5I/m8gtpLoh7aA+Y52rGzHdu7hQOrd8YOVbivQfA37Hn7U/jmJNT8Bfs4ePdesbx/+PrTvCt28AJJHEgjK88DJwPl5Oc4/pY8LfBv4Y/DHT/7O+G/w60PQbccm20XSYbVDwB92JVHQL/3yPQVsKImVW2qG3dNv5H68/rXk4jjyLk3Ro6eb/yX6np4fhKtGPv1V8l/wT+erwj/AMEYf+CjPiyKzvI/2f7zT4ZELG51TXLG08oMFGDE83mqR7Jk4OcV6n4a/wCDdX9sjxOtvceK/iF4F0VV+VxHql1cXCJt6fJbhDhuPvdAeeRj9v5081f3mCf7w/n+tZ91ZyRnfj5Qfx/GvKrce5tGSdOMI28m/wA2ejR4VwsXedST+5foflV4U/4NuLe1a1fxp+1LPcRhvMmtdN8MhPmxztlec+nHyevtXoOn/wDBu9+yHBbLFqnxJ+IFxMoAaVdQsow3AHT7If59OO1foeH3jawXGOxoayiuGMqxtjttYj+lePW4uz6vK8qzXokv0OqPDeUw3hf1b/zP5Nbu/jjdoREu5cHdcNjpxnr1xn1PToSaVGgk3XA27VVnVmUbWGcHk8t1Hy5I4z0p66fNdqhe4iVFkxu80M2NoznHVcd/u5OM5Bog0aKAKqtskklKwt5Z+bBzkD5uduB353D1Ff0FS5Kb3tffr089j4WTjblSGwtFPJHbq7M3KKvOTzgHnIB+uenQZ4lxbeWuYNnlxkyb2G5jk47+54OevUDkveRLUNatdeYsiAMxXaWyc4BOdx6/kDgjmqZvFjuhJI3mYcgb33v22AnBHr3x1xjOKzpqMk9bW/FfMmnLm1itjd8H2MF5qcbatD8nnfMpyWK5zjaDwpxyRkDI7nJreOY7a2vW8lC0Zz+88shWbPyt1HBz6DrzUng+7nure6drl/mjICybtq7weMY3DIyOgznueKz/ABBpl5dbr92kVfs4Jl3YAUHAwPfhvYn2yPFx1RSkuVaeb+dj0MJGUZNyb+dvkY9mkcWuxvHC7bYTsw275Sv8ugx15PHp0SRySw4vfL3O2dzMORtA43HkYPfv+VcvozxXGtxWt3HKwk3JuWRcFiCTtboB0+Y45HbpXbroV218ukR2iyLCxWXycfu8L1bqcAKD2Bzx7ebyxqRfJpr2/VnoucYtcxHpemf2Zo//AB4xrPM28DcP9URnIJ6+vvu9gC5rh5J4Q3l7otu1Gc8tuGVAI5OGPvk9M1PfXz3SiG5RYxCoijUqD8nGMBT6Y6jBDd+c15rq+imhCyHzBAGmkk2sG9SrYw3UcfUY71EZT5rJ6rW/b08/6RDlK7T+S7/PYsL5csbtLGmI43/d8YbgsQo45Genrzg1oaGWhv4Ufymtp3IjZgBgqfmJIOOMYxnowBAB4yL3UIVk+xxRKkbMp2iQfLk/K2AvX7xJ4PHQYq/pF35Nyj/ZvMVNoZtvCjnr/s4684w3QGlKk4xcba933fa3z/rQUvdjdnIHxncaxrX9kfZUW2gupHjMCsu8gEfxHqQOnHU+2Oj0q6ilbz3Tny1+XOGTn7oAxk9uQeO2art4bt5NQngibyY2lLMoQ9d2OOeD37rjHqKtQ6f5a7T/AM8xJE0kZ5PYgnOCSpPY5Nfc5Th/q9C00297+VtvU+azKpRrSs1a2hpWmoWqbzdLKsnmK24Rkb+BzkDkkHGSM4WrK29vf7JreJlVSF2qhBPI+Xkds9QfQ4xyKVppktuFO7y28tVdgu3Z1ySM4OTjOeOfXIqcxokyiMOzQqSz7iTwOCGJxnByTnGOeuK9KnVkpLk379Nu3Y8CpThKS/H5fgX5b6Blk3TLHDcMsa3CsAef7uDjgkAYz/hoT3C31qZFj3/MztHuGWYd+cc4PfB47YrDN5eBcK+/dl2kijGU+XgjkFfoMH9K0Lc3iBfJMjRiQDdNDg+xweeepzjpjtVyqe9zNf5nJ7DljdPuawtbV1W2tbQpuQBY1Vsk9Bk8k9MY598VdSNQWkaOORUx5kgYdgVYAe59G78jiqFtZI4W7k3KzKqM0eMbc8D3J/p3FbUcMN0xMhURx5LMuBu4xwTnIHOM56845rH21TlcY7/PyOeWHi9b/wBWIIpXXPlRMkaqDIrRtkckdumBk85yeuM0qFGVUjCTOsfCw8lCzY24/lzjjqcEVdj04K8fl7dixhY14Cg9Tkd8DH19upuxWDQzeXceVt8svIiZXdz36YGcd+efQV1061/etd21OOdOWsU9F+vYpHT3FoojXcI3GfLXkEH9T9c88cCrds/ksyLPHI6xFTt2jb+Izjgnj0IOKuRaUtsm6S4bzJOdm4Ha2PmG7HI5PGPbnpUlpY2LSYERk2NgrvJO4c84zzjHH4+la06q2S1Zxyhze92KsaSyy+WFjWTjO6TCnscYHQ9hjq34VbS3W6VbTzFVmwP3ak87hyQV6553cjrnOKuNaWf2gLHIzLuyqqoJ+nGc49O5xX27/wAEdv8Agn54Q/aN8Ral8ZPjFos15oHhm8httL0tpNsGoXxXzG80A/vIo02kxn5XaRckqrKZrYqjhsK8RU0jE2wmHrY7FRo0tZPRenU+e/hL+wr+1n8Z9A/4TXwN8I7y60VpAkd7fGK1huFOP3kX2h085eG+ZMgHuMgVx/7Qn7BXxx0LQI9I+Ifw9lt7iOPNvc2ZSYLJj+Ly2bAx1zkAH8v6QLXwLpDaeljFaRpGqBVjWMYAAxXnfxi/Zc0Lxzo8+nR6ZGvnJtfbGuWGe5r4HE8XSxHNTdJcj6df8vwP0LB8H0sKozVWXOtb/wDAP5Ndb8Ca3o+pyaZfWjQzwztBMG/hIPfI6/Lx2wevIrJ/sOW++aKBkXcVaRo+GbGSvP55Gc59hX7W/t8f8EEPEPje5sfEHwCa3tL1pAl9DeRlo542JJYnkqwJ4wMEcHsV+Jvip/wRY/4KJ/DbxvJ4Y0/4AyeJIWtTd2+raNeR+RPhTlMswYN0G0qpJPGR8w+dp8kpNo+vp1OX3ZvX8D4nuvDFx53lxW0jL8pXymbheev4YPvjk9y6PRmhg3huxVY1c9cDacfX8j7jn2fSv2N/2rPG0mfDfwH1y+bn7Qthb+cYySAUYKSUbLqOem0gAYOPZv2b/wDghV/wUO/aY1aGKP4YQ+EtLkj846p4qvDZxplxjcoVpM99qoSAM45AM35qlr2RU6kYnxlDYwx/uGgMm5mG7pxxk5P054PuTxX0Z+yt4ab+xXeytJG87cjKYs7mygXPO4k/NgAf3s84z+hHwp/4NIviJevBqPxi/bS8PabskRri18OeFZtQEihgWUSTzQbWI4DeWcddpr9NP2HP+CSX7If7Eum2bfDfwfeeINasyGj8VeLpI7i6RsAbo1REiiYAHDKgcBmG7BxXdQxVPL8TCrGSdnsn+trficWMo/XsLOik1dWu9v8AM/Cfxr8J/HXw6vYdL8eeDda8O3Eka3ENhq+ny20skLZVNqSoG8vIOD0JXr2rFfTwXln+0NGqx/f9ME/w/j0H+z14NftT/wAFu/2J/jT+1Rovw5f4EfDyTXNS0e+voL6SG6ii+zw3H2YKXEjqChaLludoUngEmvlbTv8Ag3f/AGv9U0VjqfxR8A2t35gMdv8Abr1oypUk7j9l4bdgYAIAJ5OBn7jA59hMRhVVqyUG+jfZ/fr6H5rmGR4rD414ejCU0le6Wmq+4/PWW0kaXY275Yztbb0HQj65/GoEhuLpmgvtrr90GToq9MnH+ecelff+uf8ABvV+3Do2lXF3a+JfAOqzK2UtbHW7lGlTj5cy2qKCcdC2M456mvmv9on9gr9q39kyGPxN8bvgvqWladJIYl1aGSK9tCxPAaS3ZxGSSdqyFSTnAIzXoUcwwVb3adSLfk1f7jy8Rl2Kw8earTlFd2tPv2PHYLeaGJUdB56rm5Ib5Rk4HOcHpz3zjg0SW891IsTTbmDBk+U8rkD349e/A706SeVCGinWJtysWZgQc/8AoPQDPb3JNSWtwGt/nigYjaF3KNxzjg88fUcc+hrfmle9tTljTi9L6PX+v1GQWisill/eRIAzMxOfm6kAbSc57d+w5qB4bUTtLGkaY+6QgwCMHA/Lrj8quXOoI8OVto1CruD/ACBj14I49+xOD+dWS9uM7IAiybcqmQdo7n/ZPPofTtzkq0o6vvb0L9itl0G6nI0aK2n4WMvtJXKkEDGfTnjn9TWfIhh2G6kjXdksu75tpH1HUknNTBpHVQzsWbO52yM9+Mjn/DApkdq0km6WRW5ZRJngfdyPw+pxkY9aXLG2wpS0b/r+v6uV7kKV85Lht3zCMwxnluxAxx79cH6Vha81zLMkLKoy21WZj9wEZ4yM/ePHTJ71uapPFbxxiS73Kku2RpGGBg479vfjJHuKzdVaKV2S34XeQBtJK+/5nGPT0wDXLKUYwS3RrQsne/Yo+APH3iz4JfEHS/if4HFrHq2j3Rks5LmESRMxXDowU52MjujFfm2scbSeOZ179mvwT8RNXe5+HXxisfD9xdXTGfSPHNvLax2YJztju7WOWOZFyQHeO3LDPyKK0tSsWeRrKKL7udpWMDOQARnqcnjIA71LDp4GC8as24FT5gGzPOB06Z9+vTrjy8bl9DHRU3Kz77v09O/XsfS5fm1bA3tZq+qMqL9gLx3c7muP2j/g3DaxlUkum8cM0YBz28jcWwrEAqMbTyMGuu+HXgT9jb9mf4n6brPiL4qXXxAubXRrxtSbRYHhhjvDNAlrHDGsm11MQvhL5zsrDyyIxnaeW1XQtFeNLm5sLeNtylmGDubk46HgY74/GuSuvB2naPcSf2Vp2zzTuk8lSuCQOpJzkE/hn3ryqmW/VZXumu2n+b7+R9Bh+IFVbcbprZp7P5WZ9Qa3/wAFHvBXhzRW8NfAT4GtYbYQLebUrhRHb5PRYIkxjPPDLnNeK6h431/xLqp8W+JLlZrzUJWm1K6diNzEFshe2BtXAwFHTpX2n/wTF/4Ip/Cf9tr4RWPxp8T/ALT72c08ki6x4Y0Xw+hubVPN2xj7TJLt+ZY2OfJOCcZ+Ug/cng7/AIN4v2CfBs/2nXR4x8RRMwb7Lq2uJHGT/wBusMLD8G7V8/LijIcprSXM3PZ2TdrdNVY7K2U51mkUlH3Xrq11PxYsvEEPmq4h+9GS0itgNtwCenbOT+mOtTTok0sVrFIkhmcBQv8AE2PXad3Hb0z7Gv36+H3/AAS+/wCCf/wwjkg0D9l/wxdR3LZm/wCEggfVfmwBwb1pSvbgYA9K9i8CfBX4U/C6wGn/AAx+G2h+H7UqqeTomkw2q7V6AiNVBxXDV8TMtpyvRoyfq0tvvsFPgDGO3PUSXkr/AKI/nW0T9k79pv4gWMcvgf8AZ18aanb3SFo7qx8L3ckJVhnPmCMqMrnvgjHHSvUvDf8AwRr/AOCgviyGNYPgtJp9u5xJc6vrVlAR2+ZDKZMYJ/gyffmv3tv9Bt4y1xZxqGb7yr3qGG1Ej/N8rYwrevHT+deHiPE7MJSfsaUVfu27fkevhfD7BU1edWT+SX+Z+RPwU/4IE/tT6TqseoeO/iL4K062OwuljeXdxMo5JyPJRSwyBw4HLYJwCfqLwR/wR90Tw0kY8S/GG4vWXj/Q9FWIleu3LSv16Zx79+Pt6K1Xbj04bjp7057QN+7dV/3l7V8bjs8xWYYh1pWUnvZafjc+zwODjgMOqMJNxXc+T7v/AIJQ/sta1YnTPGOmazrFvtKzQ3OqGHPJzk24jbHzetdP4B/4JzfsZ/CzTJ9G8GfADRPsV0pSe31JZL2NgQAy4uXkGDjp0ySepNfQUtkf9ZjnnHXmovsw+aeIfdOJF7DvkVwfXsVbl52le+9lfudUqdOpK8ldnnvg/wCA3wj+HViLL4efC7w7oMKKMQ6Lo0Fqg/CNAPwrqtK0qPzV82Laf93HP+fzrZFogHmQdc1NBZo6+aqLn34qJYivWl78m/V3CNGjTjaMUvkPhWI/Lj26YxTkka2k6cdm4qNAQcSDgcbj2qRWZ9y/eUjlf8+1axqe7oS6fYr3Vi5n/tfRplt7puZAykx3OOzrnrgcOPmGAORlTY0bxJDqUsljdwNb3kOBPaS9R/tKcDehzww47HaQVETsIGZkLMeu0fzqtqdnbavEguGaOaFma1uoTtkt3/vKeexxg5B5BBBIoVSWiE6KNp4w3zLhcdlFNVCGYI/K/wANYMXii7025TSvFBjWR5AtrfRrthnycKrf885CSF25wxxtOSUXV+1B/lBG4DGWPNXz2lqRyND5RHKu8DBx+BqhdWqSA8AOw+8tWZJXzsC/xfd9Khmbhhvwp6jB45pblLQzJpJYfluMtx978KhFwo+SR+o+96+v41cuoAyEmT5e+3r/APWrMuY5Ixui5X0asHJ9DRWkNuLcAny1HK/dbofxqsbqOMlbh/LbP3W5/GpVnCqWyzR/xf7NSLdMnUq2efvYx7Vmpe9dEts/k/8AIeFZJ5V8weZszsPz9Tkk5zjOfbtnPDbiOyZo5YLnjO2Zl4IbI2jpuyMnA9CvQ5yxLq5nmZ54FiVY9pk8ttoUHPJxkcnv1Kg81JNYSXbIt0sky8bzNhlCnDALzxz2J6Zyelf1TUqSVbla672/r10PyeMbpJO5WlR7jfJtkMLMI3ZckMpLDGD2+vUjPFNh0951SZ4RuceX8z529jzz3VunqfpWilqskG1YpPLXcscDLsyMnCfzAxwe/fL5o3ZfMiiiQAkPG24qRx8p/Enjrz7HGDjKtT021XrbuVGXKrW2L+kpBoOgvfQWrSTMwCtuGPlHfPVef/rjisPXb7VriBoxabWdtu+PrnB4OD0APv8Ad7c1ty3LmxZSfORlzbyDeuSp6DBIx3x0B+oNZa30afvINPfcqgxyb8rt47c8ALjvjPTvXzeI5qc5K2t/m/vPUw3LyK69TG0TSRHqlpc/ZlZVuo/MaRtpb5xx/exnd0xxg9RXoskR0eO4lSRlnvNw/eSL8gHJ46k53e3J55rifClrda54ihdFt7eG1kNxLGqkn5Tu+7gjngdzg9811OuXslxciaUlR96NWJZTnB2AnPU9h6duozp1HJOJdaKckrXKCeZY3SB7uRvMIADZ+QZ4AwcDIznJJ/WrcFvf5SYcSZO4fKz57hQANwwQevAwPaoheytHHJYyYjzlpYnIByx45xk9u+duMitDR5luFZ7uJVXIPytsjViTkA5J5PqcAHHJPMVIzjKy/wCDt2+fUmUpKN49Dn/Ekv8ApWFibchDSbWA64wCWGWOO/bjnuNfw890BDJcnyVX5yN2FO8AE4GMHb+ffOayviTezwaisxQLGVPyqW2yLnr3G44HQnOOp4qDTNbvIdDN29zcL+4YLDuAwxI5B7jjOOuBkdAajllGL7pP+tP+GOjllKN07GvqN0NMvo0Ny1x+73XU8jb26tuTKNgHg8Y/i9ttbmiaLqeuaJceLBpkEdjbybmvpn2HduOdqsQWwfQEk4zzXnem6pJcXJa+gUoJP3jG4A2dRyeTwWP3eoAPHWtO28Ua/wCL7mHRJm8uzt48fZ7c7UCrjc3ct97ueD26V7OXZhjpSVNS8rW2X/APNzDBYP2HNJJWW+z/AOD8zu7Gx+0P5sMiySuNysMhGAGPp6DGccD0OLV1ocok2XEkjtIqorfMvzfXOOmT6/lmtTRtDka1hjvYuI2XLbUUoBjjGehzzz9a1n02CK7aWCKNdw5ZpGOQMkDn05PUng/h9vSpyVm307fp/wAA/OsRilH3Fe3mcummMtzcFYlzySDjknIIx1wcY6DPPua0tO0EACW4CpujVuPmR/mIx3AA9x+Nblva2UaxyotwIzmJ2ZcZB47Y6g8dPfIGDKi2xtVhguJLc8qOcfxAAg4OOATz68n10lT5Y3XU4PrEpW1/r+vIztO0+0hLKtmS0jYA6CMjoT7/AJn9KveRcSq1vCG8zcNzFefzA5Oc+2AOuM1aEdgjiK3RmjTriQcNzwByDjOOf/r06N1XaEXK/wAcSj5c5A254weMduc571X7mLbin8zL2kteZ77DINPUt9tkXYiuTuxtY54xxwBz6Z7k4FLawx3MYtrdll3IQu3IyPm9Dgg/r2p8OZY1IZsqpaNdw7nGecc559h093y5RlRFkXb/ABbQCPm4XJGeuOnoe3NaXUbdtLGKnFv3Hp/X4FqS9T93JLuGAdrMuQ429+38h9OKWOWKK4hkWJvlbDFdpXbxxuPcde3GPfEUYkltvOVZC8ePmyMBcj+n16+tDs0XlzS2jTfK+1PMO1VI79c5/LPer5ZRtYzlKfNZvy/r57Fmzt1Hl2sIaNYtv7uP5ioB4Ix0Hfjr+OK/dX/glp8P4vhl+xl4L0uS0MdxqFsNSuMhQzG4UTAtgcnDHGeQMDjGB+On7F/wOm/aK/aL8MfCeC2mGn3GoLPrDRFgyWMWXlywBCsVXYpIxucZzjFfvb8NYLO0STRbaFYbeBoUgijAARRG4AA7DgV8hxdio08LDDx3k7v0W39eR9xwdhOatPENbK3z/wCG3PUdKlDJHECGZun5VoRwrLut2+Vv51zFtevZ3NmMEK02w9a6ib9xdrNt425yDX52fogajolhEkbvAOeN3cU238L2LQKnlox67tvrWmpi1GyMTPmixglt90bcjs1MWhwd38DPhnaa5/bX/CH2dvdMuJbi1hEbSr/t7cb/AMckdq6bTvh/4WiUNaxfK3TbyK1/MttYJ02ZfLmj5ib+lUxpk1tOEZTG3cDoaBGtY+HtOtkBSFT/ALy1dZYII8/Lj0UVlWkcsTDdJWhawF5PMlPyr933pDuTRKJhvKcdjinNbqwwRxUmc9KKBkJth2rH8ceB/C3jzwxqHg7xloFnqel6nZyW2oaffW6yw3ELqVeN0YEMpBIIIIINbxPHFU7yUhMjinGUou6JlGMotSV0fzs/8FS/2RdK/Y5/az1f4eeC7eaDwzqljFqnhuOa7894bWXKGJnJLYSaOdF37n2RqWZiSx+cw6SXKweZJC78K0fzHA/5aehHTrnPBzX6xf8AByF4Ht9V+Hfw9+JCXSrJpusXtg8QwGkW4hSQMGxk7Ps3A/6aE9jX5Gzr5EoikupPukx7mP3fr9PX6cE5r9XyHFVMZl8ak3d7P5afez8XzrAxyrNqkKfwt3S7X6IuPLGB5QaN4yuVi52/dPIP0z04IptzLa/bGkQR/aI0wsjL93n9eo7jpjjmoobkWSNBtbrlFuCcjjkfr93H5cU+d5DIssUSkKcGTzeEx/teo5HPPXqc59iVKnz3tZHmqt7ra77f19wsPlSwxzpaFc/6zY/OMdMc/njvzVae5SPMQjaOTaDv8s/MN2QDjI5Kjr/d9ei27PDvgETber+X/d3H8vXjHP5VRaSZJ49OtrVmbeqIsQbc43ADai5PBHGOcjkis5e7K2xXKotJi3dt9pja6MyxsH8tct0BcEHrk5Jxg9x2yKyr2SaSNlnhDfwrtGCGJ449ee3r9al1K7txEqG3kk3HzFaULt++OM44wehAxhecYzVefV4puR5RVFVWV5MksQMbegIyPXr0HNclSFaUrxX9aHfD2cFZu39f19xH9hyyxqojkZSS0c2do+Vh2G7ALdh6+1TrZz7pBNIgjxtXzGORgg9RjPbrnqfaoDPbiDd9jUlFYjY52lS20HnHUd/XjnrTP7XhNpi4tY12zOszRqEVlByrHnpleeeec53VzVKaVPb79S4xUpJp7fcQ3Vh9mXy2/wBX1YLCAJCD83JOcnscf1B57UtGjjna2UMjR7lZnbduOMlhnnqD6/jWy2qtqUbXEUfkxpkxrtXdHzwM7sDGOcA9cfXE129uwGkuY5G8zc0eU6+o+Xrx8ozjjnOSa4ZU5SS0b/4PzPSw0+Wz00Pdf+Cd37cHjD9jP4x2fiXRNXH2GZEttQt2ZzDJbxiVhH5SHjLuecE4A7hSP6Ff2f8A9oHwH+0Z8ObXx34MvlaOaNftdrv3SWk2MlG9evDDgjnjkD+WOW2ESfaSwXzifKXb83YYPowwRjnGK+xP+CWv/BRrxr+y18VLfRte1GS60O9PlXVnMzMLrPlhRvLEJtVDzg8jJwB835XxhwtU5ZY3DK/WSX5r9fvP07hvO6c4rDVpa9H+h+/WrWah9rLtLc7gvXmlsrx0OyTbyPm3Nmsj4X/FHwT8ZfBFp4z8Eaut5p97HlWLDzInxyjqCdrjIyM+hGQQTrXFu8Rx1wDg1+RyTifoFOUZRszQVTkH+Fs9qp3VmqFp4uzZ+76UaffBXWGQ/L0+mf6/55q8sUaNnqvSknzSE7wZmKGZsofm21PbSCSXa/UkhvfntUlzabWE9uw3Y7Z5/wDr00L53zEfvFz68e1VzO+g9GiXyY1GWToMLz0qpPAitvRx8q9uvSrsZ8xc46dRSXekxXI3Y29wQtWrvVGd+V6mALlbaZnST5CcMuPWr8QSRfMiK8LnHfP+fpVe/wBLlt3z5XXB2lf5VHDI8LEg4O7jrz+FTFyjodD5ZRui48QkGVT5v4cdqhCqrAo/3hyOmP8AGrCSRTxkIm11XlcVHLErSZyqt/D0GRWl5GS3syPcsw2yKuQc59f/AK9R3KmP5l+73X0pVLINjLyD9eBTPOTdk9B2HX3qoy1uVy21K9zDbahBJbXcMVxDKhRoZlBVgRypB7e3vWTNc6x4Tkefy7rUNKVskLmS6sweuAOZkHLY5kHIXf8AKo1ru2VJPtVuuM53YyBUccrg8RgZb5e4P0q+ZilHqOs9YtdVtYr3T7qG4guIw0M8Em5ZEIzkH0/Gn+evykfKxACkk1galoOoadJJrHg8QwzMzSXWnyOVhum9SQD5b/7ag5/iVsLtk0XxVpviBpbSGQw3VqAt3YzgLPAxHAZcnr2YEqw5BI5pe0ZPKjYeQO+AOv6df8P0qGaAk+YqfN1wO9DMwCxnj5sNnqKdgwtyTtX1HtUup7xPLIzby3/eZhG3J+dWqiZ5YWKNFIvPof8AGt+WITNkN67l/wAjpVaSz3nO5fxjz/WpcObVBFn8oTwypIu1E3DDuo+Y7iPmG457YIHU9OOtCR2DweXHOzw26ndGuMMDgBRjk8H2+9zkUyN0ZWlDN5u35mdsR/d5wMDHfr1J9amvZ4rZmSJNpPG+TqWAPIIzyOCSDzyea/qiFP3VF301+/z1PxtS6JakIdRbKZ7dtu7MkXzbnYsAFHHPy8A8c/nUYtrWWV/tFinmKzeXvcgvyADxnHUYPXOO+RSSQmIbPtG4PtZfLzzkZzkAnB5xknv+CNHJJ5ZtreMoztvkOQV6nHzHnnHqKqVSMal0rvVX6L5nVy2g29TQvb6U2UTwqsjSDHlnC9AdoXHpk4xnpgjOAefmnmkaRWi+dSpUbgTyMkZOOSe57c+ueiu4zBbKTsVmjxHhQcc5HYjPPXB+nGa5XUVubWNo4hujSXC4VuMf7Iz6HHPOfoa+TxPtKte6S3ue3hf4MdLaXNvwdfXMes3MstyoElmRHGqnlg3cseAAcEk5GOmAa1xcXMsskC2qvCIy20KCrcjOAOCevTjB6Cub8F+HbptaWeG5khj27QwYfOWBwAD0HtznrxW80V1FItvFc+Yv2jPmbf3hU8gAD9epyDx6y6fV2T/4P6eRFaKdTlT6FyZ40CLbxr+7hJbyAMtg+2QO/GSAW6jNNgNjeX8UtzdLIpUGPzM54/iGWyOv04zxTbPQ7ozrJIzSGbcPLZVyNuODn7wI3DHQEdjmtO20OO2vxZXESBJIwMnBYNjnIPYnaOMH5uO2CdZ/DF99L79/MI3jK0mUPiAHvtCi1ZI49s3DO7dMBcYx0znIJ9R0qvo/w/l8Q+GIJBqElqjSbv3akkYJ3Nkjr976Y9AprqJtJTxJHDYQQ+aLeQvcxs3Pl8biOee3TPpxitq30yaFd0bkRlWQsr7QGxhVxxnr689jzkepkeFwde9Solbszws1zKrg6KhSdm/w8jjbb4P+GrBInv5JpkLEk/3gOcYGcjG7ngcd+3XaBo2maHapFZaZJEeDiOJnYjJPGRlsDI44BB645uYEk4uo7jy4Y4wqt5JBK4weP6ZOM47c2rZ5HKSkjcrAIWAyo6nqcAj73pk9PX6inh8Lh5WhFK/Zf8DTQ+SxGYYys17Sbfz0IYbFTJuukWNtpRZ2X5gMAnoRgcnjHUZNa1nOkNukVpJzIxw24ghu/QdfoOo69aaltDKiXRgZwzBWj6gAHk/LnDY5/mDjh66ZBKUhlZh82dtuu3fznqcjOOvINdrm7pt+ttjyVH3r21X3lWe5kuHWBWjAChG3QhTGwPGeOnQZx9fe+0NxDEt/Ou8jBZ3J2h8KAR1bHXP1b6VJpPh7WtcRIrDSprieOEPPHbRmV0QHBJAXgZOM/wC0Ac5GR7JEmW1laSIMq+czAYOSSwX3A5xnHbB605VaclyR16d/6REqNWKvazfX+uo43NvDaRtMACq/vPlCt97kY9DUkS/a5t4RQFcsuUBC4YnjI9h14x34zUQ2RXTOGX94SNjgbsY65J9hnrxjpnAW3heKHyY5M7ozI7+YW5z3OAfT8O3UVUUuV30b/r8Be0ivd/4f7vMkV45LtEcF3bcSNuflySQBzjp1xgmrjXFlJbNavCFY5DOVx5RIz37Y/l0z1jN6+zzVTaNwAXdjGCOcD1weQRnjrzTbm3hCtGgCeYNxVTjKHPfgAde449qmEfaaSbXoGlNaW0+X9f5kMTwoxR/mkbImaeMjduPqTyB+HPJqQwO8yxK7+WOI8KMqxO0c9u+frzjNOtPP8qXftbDMW/cELgH5Rgs3T1PBzx146r4SfDvxH8Y/ipoPwu8PFWu9cvFt0YqWESsMvIck4VFVmIweAQOmK2UuVWv8/QI041tEtz9Cv+CLX7PcPg7wXqn7QesWUZvNckbT9GmKn5bKN/3jBicsJJUHBAx5C464r79+Hd6//CSsC/ys7HIOeRuH/s1ecfDXwb4d+Fnw30n4d+FoWhsNH0+O0s4mwzeWi4Uk45J6lsDJya63wHcyT6z53m9ZgB7EtX5bm+MlmGYTq9Nl6Lb/ADP1rKcHTwGBhSirdX6vc9T8XTvpthZ3TL/q7hGzn3rvo7ZNT0mG6iO7dGOVrk/Eul/2zoLQA87MqR9OK1/gx4gXUtGOkXkn761YxtluTjvXj7xuet1LVpPLbZhLFSDitXT5Xc+YQx/GjWNBHm+bD1aodJkazuPJmX73SgGUPEN1JpWoR6jECPm5966PS72z8Q2CzD72OfUVn+I9OgvrNig+brnFcrpGs33hTUtssoMRb7vbFO19Cb2O8XSpInzFJxU8qOAvFJpup22p2y3FvIDkdPSrBGRgioNCKB26NUtRsjpygoXzcZH60ASdBzWbqUiojAtn5WPWtByQKyPEs6w2k0wH/LM87vagGfmp/wAHCkLf8M1+D9UWZt0PjKOLyuzb7S4YluDwBH7devr+PkdtcXMjSvIsO7IUKQf4Rg5weg7/ANTmv2f/AOC6GjReIP2Tb64ll2nQ9U027j+Y/MzSeT0yM8XHv0+hH40prc+nwsLZfnuI9/nbQNrFeDg9Oe3ofpX6NwvVqrK2oK75mvy1/E/M+Kqcf7WjKfw8qb/EoXEqRXDSRMqxsR0kx8/T5R1weTx+op8TW00skwjZNpwzjcWPHA5wfXnA5xnrVWe4ktZH3+WpuOMmMMqo2DuHccj2HXrSvd7ZGWaRpEjweMjDcHGOnHPOfTpyK+rcdE+p8jHlu9rPuRX96ty2zzG+RtxcoBtB5AOD0x+Ix61VEyiZmud7OY1ZW8sZPIz1+jdeMelW7qS3u2UW5Vdy5kkQDcckjjrjPQfiQfSttu7rFrI6s0aqFIbhu+e+foeTTUYxjZLYylJxk3v/AF/VjPuSk8i7U3wr/EzDlhg84H+eMjBqk0rA5gEjKW3FnxxxyR6D8SB71duUuLSNo4kmkRcMZJMOETO0HJOG+8c/xH145pyabHaskkcczxqd52E8E85z/cGeQOMZ9hWfsZOKbehvGcW++xVuZWEaos5by3Alx8pJ545x07+3UVWW6uXdmgaQxr/FKWUgbgCeOxPTAA+taYW3S3Z3X93IWSSaT+IrnJyR0+vB69MVDFIit5G7axVQSzYJB6jjrz154P5nkdN6ta/p0f3Hb7SPKm9PT8ClFYPPKt5A0kbSZBfzPmBCAk4xyQcdeBz71BNbrF8sxjeZVBjjVgxTk4PqTz3PbIxzVq4W9J+z7VbcoDI33doGSe43dBjnjHvVe6hc2ytBebcybv3ynaAR6j8hz361lUoS9mkdNPFRfT/gf0yim1ppZEumMa7m81gu5geeg7BQeeuQM5r6J+Gn7MXgfw74Bj8XePLeOa+vLf7QsN0wWKxjbBUD+84B5J6ZwANu4+RfCHw7p/iz4raP4avYFbz75HkjvAMSRxgyMF3HqVVuB2+nP0D+1RoumeN9HtfDPiTW57XTYY2vbiKFTG08mCEDHqV+8dp4Jwf4QR4OcYr6vSUIaX3ff/M+iyej7WTqN6I95/4J6ft667+y/wCOU8GeI9WGqeD9Wutsfkyh+Mt8ysT99R0J++MhjkA1+vfgnxn4b+IXhq08VeF9WjvrC8jElrdQsCrD+YIxgqeQcggEEV/MN8PPGCeC5JtEuCs2l3Cr5m2HHlNzh0HABHy5C4yMYPSv0a/4Jof8FGda+Bvi61+FXxP1ye88J6pgWc65dY22A/aFOCc8AMMqGDdC23H47xfwnVy9/W6GtOW9uj/4P9aH6Vw/n1HHf7PJ+9HZvqfrfJayjMqp+XQj1qe1n3bfN+g5qHRdWsdZsIdR028jmguIw8FxFIGWRG5BBB5BGOlSSQ7NwCZHQe3NfnMlys+ujLmVmWhtfCiTjdj6Uye1dW8yJfm6HHemWcrGPb5mdzcN/n8vrVsZ2fMdwz2rSOuhm/dkUmQzHfbvtdfvKakhuZBkfMWxyu6pLi1LOskYww/zjj/PNRL877lwrDO4Hv8A59Kr4Q3RZkgiuofLKdOcZ4rI1HTXidmgGY85w1acE4ljwchhzUjGG4GHyrEj8fwrSPLKJPNKmzl2llhnWSPI5x/9er8ZS5G0nbJyduevrU+oaZEyNglWHoKzEhms7kidCV/vD+f1qLTRqpKpG6H3KSB2YFuny1m3V21o3zHHp83ArUnkEkXl7vmVcA9cjFeE/tqfta+Df2SvhHqnxK8SafJeG1VIrS1SRVae4kcJGv0DMCW52qCcGtaNGpiJKEFdvQcZKPxHsFvq0eG81t3Ygt0NTMYbhQ1u39Of84r8Rfgb/wAFhP2ufhn4iuPFPirxOvirS9WvZLm60nXI3KQs8jOy25Uq8C/NhYwdqjGENfoJ+zT/AMFYv2d/jNFHp3ivUV8Gaw20Gy1y6UwPkZys4wuB/t7Dn17elicnx2FV/i9Px03/AEPPjmmDqVOTms79ep9VSTyK4Qjpzz+lYfitPDF3Jam+8QQ6TqnneRpl99qSKUyMM+Uu/iQNtyYyCDtBxlQRY1fVZ9W8Pzal4Vu7aSaS3L2s0kmYWyMq2Vzlfp+Ffhl8f/Af/BQD47ftBeIB8dPF+n6xrHhPGoy2ekXSRx6Xb3kzQRxWxK5kQJbeYE5aMNMxX5pWYy3K3jqzipWt979F5ddh5jmFPL8N7aaufuPpfiO+t9SXQ/Etutrds2LedOYLzAyTGSTtbAyY2+YANguqlq2lnIfymz29xWX8PvhlquvfCXSdB10R6t9n0m3tr6aSQmSaRIkBkOfm3EjdnrnnPFVLubWvh/JJb+IvOutJhcL9uwWuLLjO2dcfOg/56feAK7wcNIeGthalGXM46a62Fg8zwOYU1KlLfps/xOliOJM47YK1IkrOgYSL/wAC/wD1VRsrqO4jS7tpUkt5lDRzQyZV0PQgjqCPwq1AqSpvZe/aPOffrXIp8ujZ2uJ/J/FGJ5trp+4Y7mwv8RBywbK8/f7DHuTQksbxRyyyjCsRGvB2qG6HthScZOM4JyecWryKG2lmZbfbImAY22ksdgXLbRjGAeCCeABzmpJra+nR7uG0ZpsL5fmyAIz7SR0AHXnHPbANf1DzSpx99uz2/wA/usfj1O9kuvkUUtnjtpJIbqM+XNszyw38bQTjnt269yeajhs5Jik9q8ijbvZXk6uGDZONp5OPwHvmt7wv4H8e+Ndct/DHhDwhe6pf3SstnY2FpLPcSrjnMcalhj5icA4w3rx7x4N/4JO/t4eJ4oZ9P/ZzvrXzoh5kupX1ra+X0PSSQNz14XkjBIyKxrY7D0af72cY9dWkrr1/4JpatKV4Rb9E2fNN/ayyQLexR/MyqVZyCp74GOuT9O3risuU3Mskcz/dCtuKthVbnjIzxgg9Pbng1+hfgf8A4IPftZa1Z48T+I/CWkpIxdop7yadk68AJFg4J7sCABzXc+Hf+DcdFuZLrx3+01Ftkjy9vpPhX5mk67t8k5xg4wNhx6ivjsTxBlVOckq630tdr8LnvYPC4+VNSdJ9lprbzvY/MHw/FLFqllEZyka/NIJGO1W4Hb73UcjOTnHvu3dzcySSX07sVXhpkgXlc9SA3BPt36jjNfrz4J/4N9/2QPDsUN74o8X+N9cnjU70m1aO2ic9mxDEjZUcff8ArkcV694P/wCCVH7CHh/U/tcP7P1jfO2Nx1TULq6Tjj7skjLn3xz07mvKqcYZTQso80m+y7+rR3SyfMsRJe6lbXV/8OfhjZu1xPFNBqsm2RWUxK3Mis3y+o4wvJPO4/UdB4O+GfxH+I8sVl8N/h14o1yQsCJNF0qW6UcdSYlO1eM845Xg9BX9CHgP9lH9nT4aeSvw5+A/g3RRHuZTpPhm2t2DMcsQUQHJJJJ755zXoK6IsVuoSBFCgAKq8KPT2rjrcYYfmvTotvo20vTSz6HV/YeIm/fnFfJv9Ufgd8Gv+Cd37b3iHVc6b+zZ4qjjkklSebXrVdPwmxhj/S9hOeAOoPrzz7b4I/4I0/tq+LbiO71jTvDfhmFScR6zrgdwuz/p2SfcSw9R1znOBX7T+CfBnh/WbiG31eO53XFy0Vu1uMAsI97Ekjpj3zz0xk120/wJ8IYEEupXUa7Sf+PhBn81r2sLnnEX1eM8NShGMldc12+34eh4+LyHJ6tZrEVJNrTRJL9Wfjb4P/4IU+O7+3jvPiF8etMsZ9o82LSdJkulj6ZQPK8PTnB2+/09c8Kf8EKPgXp1s0fjL4seLNSZn3Z01LayXbgcMrxzbu/OQefpX6eW3wT8Dacihraa6bOFWS4O7nvwV6fyHeuJ1jSbNNUuIbZCsfnMIx1wucCvKzbiTi3CQ9pVrpc2nuxV1+F/xO7A8OcM1Z8sKTlb+Zv8r2PlXwt/wSV/Ye0K3U3fwqm1WaDiO41LW7reoIAPEUiJ7n5epJr0jwz+xf8AsqeEo4ToP7OfguNoG8yO4k8NW0kysOjeY6M+QRkc8YHtXr9tpig48hdrLg+1TxWAW3dNqrt9elfHVs8zzEfxMRN3/vP/ADPoqOS5TQt7OhFW68qOPsdJsdJMdjp9hDBFH8kcMUYVUX0AGABX4SfHfTP7I+M/i7QrREjjs/EV9bLCp4jVbiQdT2HTnknkmv30u7NY3KMMbeelfhV+15plzoH7VXxJ0tgjeX471j5TlCVN7LwAQOAD2HbIzkE/eeGdao8wrxcr3it35nxviHRpxwNGUVazflujzKRljQrNbsq8H5W5bnqeemSP/wBdQRPNOnkC1kaRTlSv3QueD14Ix2z1HPFWLmXz55BFu2qTtEak9M8Zwc89cD+7x3qP93KVnaKPy2VNi4y2OAT1z16Y/wD1/ulN8sea2u/9f8DQ/F1TjOs73t/X6k0Mkl6y+VFInmqUYuwy49Tzg54Oc5+makMF0VaGDbue4yzSSFd/zYzk5z06D27k4ZGq/aIZLdVkcNndtOB1547dB69ec4qVgk0vmQ3SkyfIIlUbSM9c+ny/+PH8J5o7vqaTilG0Vp/VuhJDAv2Y2ljH5cazE7IyVQ574xjvzkdS3J5z9yf8Ec/g/FqnirxF8ZNU0p/L01F0rS5pArKZ2HmTuncMEKDPHErDua+Io7EyXq2sCedJcKg8q3BbzGzj3AP9c9O37CfsKfBaP4FfBXSPAM9uBfqpuNWlVVO65k+ZwSv3ggxGG7rGteHnWK9hg5KH2tE/Xf8Ay+Z7nD2BlWzGLnoo626eX9eR7Pb3ElxP5CsMj5V9TXZ6J4efRP3izfMZIm6nAwGJ/XFeW+OfF1r4TtJr4XO1o0LDa33SO/8AWu++E3jBvEHhjRL26uvOlurTz3ZpM7tw+U/livz/AJXy6H6Xf3j3bRZDfaPG5U5ZPmXBrmLLU38C+O/t+NttdMFk9iT1Nb3gm4L2nk56VW+IPhuW/wBPkktz+8C7lI9u1c/wy1NfijdHqUUsWo2qzxcq3IqtJbwSkK0fzK3HFcb8EfG7anpx0LU5Ntxb/Lg98Yr0BoUdt+OamS5XYpe8UZLViuCM1znifw39qiZ1T/gVdjtA4296ZPaxTx7HWjmBx0PNvD3iG/8ADV+LS5DbN2Blq9C03WbfUIFlU9Rmuf8AFHgkXkZeFfXp/OsPQdcvPDN8tjqisIy2FZulPSRPw6HoYvbYnHmikl1C1iGTKD9KrPaWupQLdWpX5hnctVYtOkWf/SOxqbFXLq3Utx+8UYUZrK8VAy6bIrEDcpDfjWuHVF8tF9sL/Oub+Id8bXQriXftKwtg49qaEz8z/wDg4C8eXmgfC7w/4RsWmWLXNWRrnyx+7McEIfax95GiYD/pmfTNfkq0gvJ2uJZI2jYZVR3Bxz9enGckV+sX/BbTTrjxr+yPoHjq2jmkbSfF9sJHjTcqxva3CBnODtBdYhnjluuSAfyfEMkWpT3eAky/NvXBLdeCfr6dsE4NfpfC/JHK7re7v6/8NY/MOKpVP7S8rL0tqVZHNrjKeYqcHYw45GB1zg56D04HTMerXbGdoU8xkWPP3sLnOeh5ABxx/wDXNWJ/OZCsr+X5e3a235gfTk/rznk4xis26vvPf7QIFYhBvZn+YYfqPY/NyeB6c8fR0/elqfKNcyaWi/r8ABWW23MPLOGBZvmCrxlQPcY/HBqv5Uixx3FtJuk8wtJhgeduMHn3z149RwKsXM8UcK/u1yx+by2yow2RgnqARk9+DUcplnVre2smjkRB5nnD5SSMHDDkj5c57ZPIpuUtrMuNOXMra2/pf10Hs0kS3BS4lH3g8pk28FSTzjgEE5Bz96syO0mgKwyLIfm+WRnGAMErxk+5yADz0HBq8oDWrvNPbL8xJaQdfqWJ7nHQde/AOf8ALNarJCXZcY+VurDAzjjJOefY07x2JUo0/NX/ADCUvBC1g8G3ZwrcDPGAcevOOlUpobPzhNF8oWM7hJ0CgeoI5zjr7mrt4yNaSNcwruk+87SbhnjAPHfgD8D6iooFjntPOVMtJgwxrEAG5Bw3HrzjqcelYTaW73NpS9noin50YljkSJfL2Zfy5BhABxx6/XH8qrHTZJJfNgljRmYRmQZ3FhjI3Drxz0zwe+cXoreFIySMqzb5vmBbls9D7cn3OR2qvqE9oVLx3IAZiV+cF14+ZW7HjbgAgDkd+SU405KKNqUak6adr2/r+up6v+xp4UST4h6l4ku4UK2WnsoZshlkcgBwOP4Fde+AcdcV0P7UOrSiHUbe3lbiFYAj5ZVG05HGcZ55I7fWtb9km1Wx+H9z4uu4UhbUboyecrcvDGNgGCePm8zoB1ryv9sDXb/+zLXT11CVJri8aXdbxp820kbW3A5Ul87e/wBBz8NmVT6xnUadrpNX+X+Wx91ldP2GTuV7N/PfTY84iIuF2zWyR9g3JIzxkDt17EjjuRiul+G/jCHRoD4T8QELps0pazm3jfayZXa6nPCkjkds+vDeQzeKPFV9oN9quq6O39n2M8dreXFq5WNHkWTbnqfm8t+vHGOTjPHyeIpEvV8udWX7QGRpJPkbLdx/h2zya6swzDB16LoSi2npr/WljTBZHiKNq0KtmtVb+uvVfcfux/wSe/4KG+JdDkj+BPxkNzc6PDhbPWVt3aKxJPDGTBAR/wCJS3ynLDA3bv09s7m01G0jkinjljkUPFIrAhhjIII7e9fzW/sKftXaJ4ouNP8Ahv8AEGb7Hf2Um6O6RhF5ijhZAAcKVOzO3naMjOOP17/YS/bdutM+w/Bf4n3vm24ZY9H1bePljL7UBOcGPJH+5n+5gR/lHEvAzy/CvHYKftIbtdYr9Ujbh/xPhW4heR5rR9hV2hJu8Z9raK1+nRu63PtseUJBFIPmXjPX8KkgkJO1j+PpTGcXMauGyR/Fn/P+NNG/cPOQdPyr83Vkz9gUuYtMBt+Vju/niopYUL/u22yd/cUW0ylmjB6/xfripwVbCyIu5f1qtHoyfhZnujbvOjZhJ0Ze9OiuQUy4/wB5c9PpVi6twWMsXyyevOGqn5Uc75C+W4z170tik4zRaldH+8//AAMdhVW4twXG4Bl/D8xTtwP7qRt2773vx19v/rVOqxsRF5g8vH5VrHWJn8JiXdpJGvnIN/4V82/t/wD7CHhP9tv4SyeBtX8RXOj30N0LzS9ShUSLb3SghWdD99MEgjIJB4Zeo+pLu2kWQOnzD+Fl+ves+7sBdkgQ7W6sq9q1o1qlGopRdmirxnG0tT+d79pz/gnF+17+w/dTa34h0JfE3he3V869ocEk0ccPzYNxHtLwcLvY8xjKjeTmvMtD+JGjajapaXkB0/UJJt0j7sKoHDAjnPygj5t3b0GP6Vdd8LWGq2DWGp2kcqFSAsi7sf8A1v8APSvhb9tf/gh7+z3+0JcXPi/4YQL4G8STGSS4fSbVfsOoSOQzNcW/ALE5y6FGJcl9/AH02Dz+MrQr/ev1R4uKyuUpc9J/I+Df2bf+Ci37SP7Mk0OieH/GP2/Q2VYX0DW5XuLdFySzREndCAGY/IQD6Nxj1T4PfA39rj4jf8FH/Dv7QviLwXPpvh34h+IJY/DNxcahFJDc6XbCF54WCyt5Z8p/MVXVVZs7d2xmrz/QP+CG/wC3dp15rnhy703R5v8AiTznTLyyv/Oiu7jawSFQVEijOMs6hQvTJr6t/wCCS37PP/BTr4Y/EjR9Q/bO8O6lZ+HNFhZ9Fh8Salb3EhI3xyxQiN3ZUdJlbc4VsxjGcmvqstllNX2tbmS5V8S879up8vnEsVQwqhVk+RuzVtfX08z9HNF8RaT4ZubrS7yeS1vLL5ZofN2vH8oYHAznggjBIINJoPxc+F3xU05pG8Q2mvabNCWuG0y+H2iFD0kVkZXTn0I/PioPGOnjU/FA1jwzo6wwzJuvkmkDM0i4AYHkcqApHTIyOc18dftvar4V+Bnxl0P4s6FdeTqM0UUOuaDDviku4VdsTiVAPmYM0Tlm5UIMMAwr5N04YXFS9lU5k+j1T+WxthMnweIox+p4lcyV+Wyvfs+/+R9leCvg1o32u4vvhb4qvobGaT/kA6zYvDGpIyXh3IjLk84AKsSzEbnZ60J/CHiW2ma2ufD91ujOD/opcfg3Qj6Zr5sj+Mf7Z/7PmiR34+Gk3xk8AXGLm1e4fb4i06GQgtbTLg/aliQFVbY8jEjf93n0XwT/AMFBtDn0+ax0zw548his5ljMfiLw/MJ1doY5WQFwzOqNIY9xJ+aNgCwAduuvluVY2KqqPL091r8U9vu+ZUeIquGpKKqXezurNP57/efy/sbW6gWOK3h8h0X92q8Ef3Cm457deQfQjFdN4H8NeIfiN4wsfCvhTSZNU1bULpYLKzhj3bpGI4OD93BzyQAFJzgAjN0dDH5MsUKq0kezyWIHkOW+bOBhgfl6H+HgjPP35/wRJ8AeC734k+JvF2ueHw+pabDDHY3huN/lRvvB2r/CWwwJ5yFAGMnP6lnOZxweFnUS5uVX31vorea7s58LhfrFSFOOl3qz6+/4Jpf8E+/D/wCyd4Ij8Sa/bW954y1SyUaxqEcRxEvDeRGCcKikY3AKXKgkYChfrCPT12PICf8AZ29hWToeuoVKxwbVB6+n+NbVtqIeBUZfvflX4ZisXXxtZ1qzu2fdUKFHC01Tpq1h0OmqAC6fe6HbTZNPjmmzEvbOOP8AParsFyske4HHy4zTbcRR/vSnLAr7/wAq82coqyOqKKk1nCcR4BXGWzxj9fepNLsB9r8vGR1LDsKkkdVdmYBlbpxkgf59BVrw5CBeNcSD7xyM/wCfTFZKXNLQ2t7pcGmCGXDcHrUkloggJKfgasBN7cLlc9SadeFNnOMdewro96UlqZxOu+GOnabK9hA9oskixzzzXHXyW3xqkeM4+YKx6ZwnbjPaX2laE7+a0ZZ42+Ux+vHHv/n0rB+HesaZDpcdo8LMtrZwyRt5ZWRmdCzfKeRgMOvPzV1FvqFncr5sEW7e3ylB/Wv2XD054fD04pNWil+Fz4GtKNTETd73bIDHGJt0WnSKcEtJMxGPXHX+nevKLuMyStKVBbcST+v+frXrmr6h5NpNI9my7bd2Mnphfz5xXkcqGPn/AOtmvj+LZ6U4+p72Rx1mx0MSRSAgY4+tNeFFHCYz/Efr09sVnxeLfC8HiWPwnN4gsU1WS2+0pprXUYuGiyR5gjzuK5BG7GMj61qOmyTygT82cYavi5RlGzkrdV5n0UZRcrJ3sZrxxvI7HafmA/T/AAr8Lv8AgpRZwaR+238TY7W38tV15pG3RbQwljV87ep+96c9e4r91bhSyYVPlVscV+Jv/BXC0i0j9vbxxZzSqvnHT5Yw0e0bmsbc4J/iOenTrjnGa/QPDWcf7alFLVxf5o+H8QI3yeLt9r80z5zu5XikSK3usLgbgEztz04wP6ZA7HmnRJJMkskb7ZN3AY7sEH3P69fUDpTceY8LhY9ija77sNzwCAQeT19OvPakghJmbyzGrNuDKznLccgk9P8APXt+/Qqe4mt1ufh1SNpNOXX5/wCRorG6JE4kiO2TepjkzlT3GfY9uwAzxSSSLgIsmz5sfM20Be/zDp7np/Sks1xbwrCkW1QFVo1JYHjaF7jHQ844poLJMxuBu8zcPlxwvHHX1B5/D3rlqSnLp1/A6I04xj7vY7j4Ial4c0j40+D9Y8TzRtZWvifT7i+mkUN5ccdwj7jjqFCknA6d6/ZzSvFNl4Zngv0uVeCREWRgeAMYDfQ+vr7Gvwqub+QuZlYtzuceZjaxB79MkY7Y5z7V6T+z7/wWh8WeAII/hn8WvDM2vaLDI0Gl6tZThL62hUsER1kwsy8KoGYygzksMKPL4gwvtsPCUJK6bVtt+3ofT8L1pe0qU2tElqfpr+0f8T9EZ510bV42jkxiMt0Hce+Bn/69av7Cn7S39teJZvhN4nnWSeCESaTM5wWiHBQ/7vykfXnpmvgnVv8AgpJ+y/4i02bxBF/bb3TIwj0+azCyEjHHLFV5weDnGeCeK8f8H/8ABRrxf4T/AGl/CvjXSdDj0/w/p+tBdQjkk3yPDJ+6kYlehTcWAA5KgZOePlKlJUZqlUVnLTU+0pxqVoe0p6xW5/SD8OtVjuh9lZyrdVz3rsbmDenzn73+FeH/ALOnjy0+Ifhm3vIJF+2Rqv7xSPm9/wAa9qsdUY2qw6lCVbgBl5BryqseWTTOiMrrQ4vXNNm8Ka/F4o0uJl+b/SFUdRXrXhbXrbxDpUd9bvncvPtXPXuiwatbtDgPuGeaxfBd/ceCNek0W8b/AEe4bdG2OnrUP3o26jj7sj0thht2cUo6YpFZZkEkbcEZFNR/mwWrI1HKwcYNZuu+FdN1uBkmiw3ZverV0Xhl3IeD2p1vd+ZkMO+Keu4tNjmtJfVvCd1/Z94Wkt/+Wb4JAH1rqUaC8hEmFZTzVfUNQ0yNfLvcY/2lrJj8W6faSmK1gk8oH723in8QvhNOV4o8qiNx/FivHf2wfHQ8E/BzWtZW78qWO1xC3/TViFQfTeR/9avYG1bTrq0+0xMrfLnFfH3/AAU18Z3Fr8LbbQbe3Mzatr1tCINvQLulBPtuiFVBOUkjOo+WLaPKv2qPDlt8VP8AgnN450a5u5NsGgtqe+NCW32ZW8C4zzkw7evc1+LvlTxJ/pBd4yrEhm2n6kZ9Mkg9z2r9xvhRGfHXwvuPh14sihubDUNLkttTtYQVAjkjKOuSTkkMRuOPp2r8NtRvFu7dp45lmhnUCFfL25BHU7sHnP8AEBjHPv8Ab8L1v3dSm9rp/f8A8MfD8U0f4dRrdNFK6gDXTKrgHdw0bDgD17n9O3PSlMYhZZXljZm+V9/K4zwOe/b368cU2aRUnxJf/LjMSq+QCCc5HA+8N3PJx3OKg+22ko2hkb7oZmmHzcHd8wzx1xkc5Hfp9e5Sp2kfDRvs1qSSguySNJtC+YfLiYghcAbj2HXkexNU55lt5W8iVGjUBG/dnBJOMk5B7Edxk/iK19rCRXcc73DLHHudWjH97IJJ544PYYAxznFQzanFKIypKjdk/u+2OVHGO/bjj1NZyad23steyNadGUZK2tv6ZcE8VugYHfGjMdsjbfXgZ9OBxngDp2pz6pbQTSJbRENtCiThSF3ADOccY/zmqC626zTQXMyLGpUxs7AHGMEHJ56e3ccck5H9ozzJ5k8nmRk/K0iYJbH3dueQOcgYzye+amnKpJXbuaUsLKUrp6P+rd/M17nWvMiM3mnarbdrDpwDn/Z/H0xWde660FuqwNI6hAuVkDYB6N9NufrntmsvUGuEuN9t5iMpIdnQvvwTg478knkAnPc81R1Ke+lZpUTa24AqzdCQCe/I+hA+nStI7Lv2/qx6VPBxnHVf1+JevdcMD5L4kY5VchVwT0GByT7evXtWbPqcS3ItElkVY5lYDbubn0B5OQffrioJBN5LLezNCygJ97DFyAwbnvuP3ucc+la/wv8ADlx4w+IWjeHH09blJ76OO8UkBjbg75D0JPyKx4x35rOWK928tv6/I7oYanTl7n3fcfZvgvQX8B/B3TdAu2SOa30uJJ4VXc3nOoMoBX7xyzHjqf0+VP2ofFV/rvxAudGR12W1vFCjL+8DZy5bjpyRn024619X/EG4FppyWe9tvl/vSoIBGMf5+g57V8N+JNX/AOEh8Uahrs1sypeyyM0K/dg3NlR77QAMjoegr4vBxhicyqV27tX/ABf5n0WI/c4fl6GR4V8d+KPhvr0nibwlZ29+rQyW+paPqcIktb63bG6GRD94fKCOnK5BPBr0J/gJ8E/2nNDHi79n3XLXwt4nwz33w91aYsokUfM8DD5whw7DaHweNsagEcC1jLcQ7SHkbb5m6P5eATxx14A5zzz6YrJXQLe9SG504tBcIzO13b/umRhyCrFgf7ucEnPbNehmGVxxFZzpaPt6/wDB+ZWGzDljyvp1Mm7sNf8AA/ip0hv5rfVtNvmR1t3AMUiuVI4IHDZyOnJ7CvvH9jT9q/8A4TfSoNI1HU2i1jT5B5ynaCWxt8xFP3kfGCCOCe/f4S8Vw3s2qtfX+pXE1xMQ1xdNIxmfK8ltxBLE598n1zi38O/GOufD3xLB4l0VxDPAyhlVflkHTaxBHHrzkeo7eTha1TC1pRk+aD0a3T/rU+P414Yw/FWWKdN8leCvCa0aa1s2ujf3PU/pX/YG/basfG0Fn8IPiNqkUOpqoi0OaWY/6QAv+oJPVuPkOTuB25LAFvrhmDfMg3bh3/rX4D/sw/tF2fjzRrLV7C7aGe3+TaZdrBxj5cg88YIPB6N1HH6yfsKftmWnxj0eH4ceOtQ/4qaztwLeadtp1OIZ+bn/AJaqB8w/iA3jjOPzPjbhP+yq313CK9Gfb7LfR/p9x9B4VeItTPISyXNvcxtHTXT2kVpzLzXW3qtNvo+WIrzGp+8Pm3YxUttKtwmUGGBx1OT/APX/APr0MnmL5kB5/n6mq6lVkkYSNGGHTPBP5V+eRavoft3xIuhlIAxksPWmXNsZk3xcMg+6KIp1c5Jy3ftnpTxNIZMr83H8PetFyy0M7O9ylIVMm3btZfQHmiCbEnO31k6/N71ZubaC4UyRnDdckZzVF5MYEg27eGFLmlGRorSL6SpjKhcd/qahubJGXeD8vUg9qjhudp5RW46Z6/8A1+KsQsGVXLbVx371tHle5m04mdJCzjL7SvTd7VSn06IHDspU/dYcbf8A63Stq6tzuzCm09WU/wAXvVSeBHLCCPvnbU/DsVGVzmLvQta0zWoPFXhjUPJvrNWEcbH9zcIeqODnGePmAyCO44PWW+i658ebOHxVoGvrpD6ZutprK408TRvPwz5+ZWxt2YIbueuKzbyR1tpIo1y3lnavT5sf41m/CX9p3wV8I4I/hr8WtKuvD8zXczWurXmDaXe+VmGJeisFZRtJDH+EGvp+HMZFylh61uVrRPueLnmX08VQvJPzt2+RV17wt45+Hw1C48YeEn8u6i/5CFnqjy2TybQuBvA+ykkgZfYhIJL55OprnwW+DPxr8NRRa/4Ks7yG8s98FrqdriQEcMMsOobnILBgQwJUgn13TNZGp28us+HNbh1W1mYv5BkVsZGQisMbfo479QK5S8+HVlpWt/bPhrdHSL24ZpZvD10zLZ3KowDOm3Pksd64ZdyHgNGece7juGMrzCg4axfRptNfPdf1c+TwKnlWIdRLmi907X8mns/TRnmHgvwP4U+Dekr8ONCtja6fZszWcbXTyKqn5iMuTjqSADjHPHSvAfjh8CPBHxu+Id1468KftB6DYxyRpDdWstwJdkyDBxiQbQV2nb6knvX0X4mhtPEGuN4W8Z2d5p+pfZyrW9/GiyXURRhkNH+7lxhvmj5+XJC/dHwWn/BMuw+FniDXNA8R/D7xR4rhuNYkutH1nQrwYks2RFRJg0iYmUq6nAIKhCCAdq/M5fg62X4ipRxtR3i/dlZNyXRu7Sv5o45VsLWzCVTCy5LrVS79VqfiXpFrC2nRql9bS+XDEsNx5xCyNuIIx2H3VGN33scEZr1L9nL9o/4w/s8a7JqHw08Ux2Md3bxtew/Z1KP5bDahGOcKzAYOB1GCTnyXRfuN/wBdD/JqpSdYf9+L/wBFxV+01LVoyhKKs73Vuh6FHm5207W7b+p+lPwp/wCC5PiHTLtLL4n/AA5tbxIZiLq8026MeFzhQqv8pYnI+8Ac5wK+9P2Xf2tPAn7VXw/h+I/w9hulsWcxst1CUkjcY3IQR94dx2r+eDw3/wAg2T6yf+gx1+0f/BE//kyHRf8AsJXf/o16+E4oynL8Llsq9KCjJSS0vaz8tfwse5lmOxFXFKlN3TTeu+nmfayX0klorKzc9P8AP41YgDeUqLMud2SdvtWfZ/6j8T/OtJfuL/ntX5vNctn3Pqafwk3lBo8uo287hjt61oeHSbhPPMf8R+Vfb9Kzx/qJvx/ktanhv/jwX/dX+VYwpqUrs1lpE1YEJRdq+x560ltZtqGoR2QGfOZU4xzk4p9p/n8jVzw3/wAh60/67xf+hivQwtGMsZTi+6/Q55ycaUn2R6bbafHpsrX0caNJcN94RldqqqqO5z0696mhuJhbNIo/edUG3ceM5PTrjFSD7sP/AFxb+laGkf6iP/d/pX61zS6nwpgeIJbuXQdQeW3kAEG1XIwp7fjnNeZa6x0+ykuZOFjUtu9gP8K9k8b/APItXX/bP/0MV4j8aP8Akn+qf9g2b+VfCcWSviILyZ7+V1HRwdSa6Xf3I8y+HWn3HjLx1L4uvAHkhbcszJu2lx8oHPBWLHTA+c+pNewz2/lssiId3HXof85rzv4H/wDHnff9fX9Fr1ST7i/74/nXx1GpKrRTk7/ocnBUZf2HCvN3nVlKcn5yf5JWS8kY72bgfIesm7AHWvxm/wCC3HhuHTv24dTvlXdNqOi2FxxJ0X7OsWQDx1jI7evfj9prr/Vx/wC8/wD6DX45f8F5/wDk8+y/7Eyz/wDRk9foHh/KVPPkl/KyeN4qpk1n/Mj4zuluorbGnssazRfvJCvQ84Htkd9vBA6DNQ23npZE6jePI27HLbimM89BnkdhjnipLX/kFxf9e7/zeorb/kMRfWH/ANAjr+gKckund/cfieIoKUtX0T/Asx2S22+W0mK5DYbjD84HPTOOfX24xUU+LOzaNG3Mzfu/MYbuh+c549fXPT1pF/1D/wDXaWnaf/x9S/8AXv8A+ypWyqeX9I5VUb5YrT+kRtK6J5szeXvxjaxUDIII+6fm9MdcYHWvmVpV0/xi1pPD+8gvpg0ccgC43Hpx1Pp9PoPp6+/48YP90V8w+KP+S1a5/wBhSf8A9GPXg5tUtTpy87/8A+q4YcliatPpZG+8xtbaOVbh8bQf3fGG6A5ABzg446kY5zXp37Lvwz1L9oX49+FfhdBDJJa6lqsJu2hnVWS1jIlmbO3GfKRyOOWx0615FN9y4/64t/M19Lf8EXf+T77H/sE6h/6INePjsLHEYpX+zeW3Van22FrTp0JJdf8Ahj9yv2U9Z1HwjqEMGm7/AC41VJLcdgOAwHGeOPTj2r7U8L6xaa/psbTZSQqCysuMGvh/4G/8jnZ/7kn/AKGa+yPCH/Hrb/h/KvGx0Vz3Jw8pao6exlktZmVRuXP8VP1vR4NYtfPIAKjKsBz1ouOq/Vf6Vdsv9TJ/u1wWOoXwZqc32f8Asy9fMkfCt/eFbU5ZOVrmdG/5C5/D+VdRN0Ws5FRZE6LKuJKqTJNayCVdxXuKuD7gpsv3fxoQmN+x2N9EpkjBOO9Q/YrKL9ybRWU9eKks+p/GpJf9W30o2YHL6zGum3LS22Vjbjb121+fv/BVT9o3wF8IfiT4J8P/ABG11tPtdckvmtb6SMmGJoBbDaxAOMifIIHY57V+hfiL/kGS/Svxc/4OVP8Akb/hD/u+IP8A0HTa1oq9WxjU+E3Pij/wVR+A/wAHPhZqXhT4D+MYde8aX1nt09dPRngsVcAfa5ZXXZlFO5YxuJfaCoUsw/M/UPFCXFx9nsNrDyyf4SIxhgAOcHv7AADjtw+mf8jvcf8AXJf/AEaa2NY/4+JP+ui/+g1+k5JgKNLDyUb3b1b6n51xBjatbEKnL4UrperSLn24W11DDDHsjVYwkkfy4PXcCMH/ADxzkVRl1GbyE23Tx74RIoMhB3Fc4ypxgdCM8eua1I/+P26/66H/ANBaseT7zf8AXwP5mu2jiKjvF9EeL7GOskRgx3d2Ly4uZB5MWIw0f3xuwOeM8YyOR9e9O7lJdWhKsVJKysuwjd1HHT7uccZwOmOIdT+//wBs5P8A0Wauv/x93f8A1yh/9Bat21TqJ23uvxCnHnpud9bfmZUtzdpblWj8xmZQEjmA5JOTk/xd+M9PU8V3hZZ5fNaSPy1XdIVKg8H51IBP4HJ4/KTUP+PiH/dX+SVKfuj62v8AIU6cuZv+up2Q92UbdV/kZV9dYVpvLbMUik7lDAx5Jydwwe/P1+lJqEqyyR2vlRtuB3qsajPOSOeeD064HHYEvf8A1MX/AFzl/nWRqn/I23H+438lpOC5W10Tf4bHfhuab3f/AA5O0ETL9ntbXdBHxGUkC8BsfdA6fKBkdBkcV6l+x34fudd+KcniS4glkj0nTZNkm77ryfu0GO4KGYcEYx7E15LH/wC2qf8AoNe6/sPf6nxJ/wBcdN/9Cmry8xlKjQk99Pzt/md8YxjVjFdX+p6D+094nbw/4E1jUt+4+T9mVVwGHmYjZvlGcDdnr1HPTj45S7M9w2wNIysWmNvtXPyjDZHPU9euO3evp39tT/kX1/7DMf8A7NXyrpv3oP8Ar3l/9nryshoxlRu95N/oenipSk4xe1/0NG6ub21HmfadiTNmOPb8m7/Z2nH+1yeMtxxUlpOvl+XsUrK+7dvKuhGc5PGc8/L6emDUcf8AyD7n/di/9GVHZ/8AIcj/AOwjJ/6HX0fLGUJNnL7CMossa7bLMq3BVnjaQqvnKoBBA2ggnp06Z68dzWTHZeaxnmCrH8pVt5zgHbjOPXvyB2Oa6DxF/rbH/r1/qayov+PO3/3If/Qa/Pq79nUaXf8A4J4OHr1VFq51Pwl+JGufCfxbDq1htkikVVurfd95eCCPQ9CCex9CRX6DfAr40z3jabr2j67NZXFo6z211aybZopF53KR91weDggnAHoa/M8/8jDD/wBfH9RX2J+zB/x93X/X+v8A6CK9/BUKdajPC1veg07p/wBfifk/iRTlltahnWEk4YinqpLrZq1/61WjP3F/Yw/bD0v9oTw2vh7xNNb2vizT4VfUbYYVbyM9LiIcDB6Mo+6c8DoPc5oPMT7RE3GOV254+lfl5+wZ/wAnWeBfpff+iWr9RIPuf9tf8K/n3iTK6OVZvVw9NtqL0v8AL/M/qvgHiDFcTcKYXMq8VGdSN2ltdNp/fa/lsRQ3UeQ4Ybh1z6VYb92A3GP9nsfSqL/8ff8AwL+hq7/y6J/1z/pXgwfY+2ktLi+YQqtg7sZqHU7X7TH9rt22yL95fUdfzp1v9/8A4E38hUsH3l/3jVSZNuXVGcZPNIUjDdMscj/OakilfJkc/Nu+X/aptz/x9/8AA/6tQv8Ax8N+H8xUwnoVui8JiEwy49G9OP8AP51DeRtJtfHzdPTPtUMX/Hwf89quz/8AHqP+uX9BWkqj2MZLlkZk8H2kA3I2v/exyf8AIrN1/RdI12yfRfEmkx3UEiFWWZQw2ngj6Vs3H/LT/dH8hVTWf+PT/vms/tXWjNI9meWxfAnxl8LLtdV/Zv8AiJNoaxr+70G9Zp7EDJOEQndEOeQjKDxnOMV2ngP9sXU7S9HgL9o/4bXGjzyfu11a1xcWV1kY4YAFSf7rKvsWOa3oP+PSP/r3X/0EVy/xI/5Asv0avfwPEGPw8owk+aLtvv8AecOIy/D1ru1mexX+k+Fvif4auEjubHW9Nkt3eyt5m2mGbGEKyKN8WPm+YfMNxwcACuBuvhp4y0q5ex034geTAmPLg1rQ5bqaIEA7RNHIglUdmwSOQWYjNWv2Zf8Aj0k/6/m/9AFesJ9+T/roa/Qq1HD4mmnVipep8Pistw+IldrX+vQ//9k=" style="" title="" width="356" /></p>
]]></description>
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	<pubDate>Fri, 14 Jul 2023 21:33:17 GMT</pubDate>
	<guid isPermaLink="true">https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2319</guid>
</item><item>	<title><![CDATA[ Summer 1 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2302</link>	<description><![CDATA[<p><br />
<br />
&nbsp;</p>

<p><strong id="docs-internal-guid-01ba19d3-7fff-ab3b-d419-dec61a1cb156">This term in literacy the children have continued reading a whole class text, focusing on skimming and scanning, inference and character descriptions. They have also been developing their creative writing skills in preparation to plan and write the final writing assessment of the year- a narrative to describe the Amazon jungle! The children have recapped and consolidated their understanding of using apostrophes, direct speech with inverted commas and literary features. They have been doing short drama activities to inspire their writing, which has been very beneficial!&nbsp;</strong></p>



<p><img alt="" height="1200" src="/_site/data/files/images/auto_upload/730F263C348B2C5FC8CB2AA01B8BE884.png" title="" width="1600" /></p>

<p><br />
&nbsp;</p>

<p><strong id="docs-internal-guid-01ba19d3-7fff-ab3b-d419-dec61a1cb156">Maths&nbsp;</strong></p>

<p><strong id="docs-internal-guid-01ba19d3-7fff-ab3b-d419-dec61a1cb156">This term in maths, the children have enjoyed a range of practical activities as they have learned about units of measure and money. The children weighed a range of objects as they learned about kilograms and grams and comparing the different masses of objects. They then moved onto capacity, first estimating the amount of water in different vessels, before measuring it accurately. When we learned about money, we made sure that we spoke about the value and importance of money, as well as learning to recognise different amounts of money and look at a range of reasoning problems. Well done to Huryra, Aaron and Clarissa were chosen to represent the school in the &lsquo;Count on us&rsquo; London maths challenge this term!&nbsp;</strong></p>



<p><img alt="" height="244" src="/_site/data/files/images/auto_upload/7FF8C32CEE845D7A0E2F3F5CB8036C0D.png" title="" width="246" /></p>

<p><br />
&nbsp;</p>

<p><strong id="docs-internal-guid-01ba19d3-7fff-ab3b-d419-dec61a1cb156">Topic&nbsp;</strong></p>



<p><strong id="docs-internal-guid-01ba19d3-7fff-ab3b-d419-dec61a1cb156">This term in Topic we have been learning all about Rivers. The children have explored and then created their own diagrams showing how a river is formed and labeling the different parts of a river such as: the source, meander, oxbow lakes, river mouth and deltas. They researched how the River Thames has changed over time and created their own fact sheets based on their inquiries. Finally, we explored why people choose to settle near rivers. They created their own maps to show which human features would likely be found at which part of a river, creating a key to explain why. To embed this learning we have been making links to previous lessons such as: our Geography field study when the children walked along the banks of the River Thames, our Roman Topic from Autumn 2 when we looked at the settlement of Rome next to the River Tiber, our Science knowledge about the water cycle to think about why the river source is usually found on high ground and our PSHE &#39;effects on the environment lessons&rsquo; to explore erosion and flooding.</strong></p>


]]></description>
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	<pubDate>Fri, 19 May 2023 11:52:47 GMT</pubDate>
	<guid isPermaLink="true">https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2302</guid>
</item><item>	<title><![CDATA[ Year 4 Stubbers trip ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2297</link>	<description><![CDATA[]]></description>
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	<pubDate>Thu, 27 Apr 2023 15:55:29 GMT</pubDate>
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</item><item>	<title><![CDATA[ Spring 2 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2286</link>	<description><![CDATA[<p><strong id="docs-internal-guid-11407d37-7fff-c91f-c4cf-cfb37e143968">&nbsp;</strong></p>

<p><strong id="docs-internal-guid-11407d37-7fff-c91f-c4cf-cfb37e143968">During Literacy, we have continued to read a whole class text, where we have linked our skimming and scanning skills and inference skills using the A.P.E writing format (Answer, Proof, Explain). This has helped us gain a deeper understanding of the books we are reading and the characters&#39; feelings throughout. In grammar, we have been consolidating our understanding and application of conjunctions to extend and improve our sentences. These sentences linked to International Week, where we learnt about the various species of animals that live in the Amazon rainforest. We have also looked at identifying prepositions and determiners.&nbsp;</strong></p>

<p><strong id="docs-internal-guid-11407d37-7fff-c91f-c4cf-cfb37e143968">We also celebrated World Book Day where we got to share the books we love to read at home!</strong></p>

<p><strong id="docs-internal-guid-11407d37-7fff-c91f-c4cf-cfb37e143968">&nbsp; </strong></p>

<p><strong id="docs-internal-guid-a1abeb22-7fff-9590-7c48-7bc709a67faf">&nbsp;&nbsp;</strong></p>



<p><strong><img alt="" height="331" src="https://lh3.googleusercontent.com/HH86h2ng50fJ0jurVQ17LrljIEBqarfQwQQ8wiGm7V8_XGNQBH-4eMqt4sKt23fLnN2ENDbogI5y5MpabBcjclwj8SCJTV8ibU9bzWrf9lZ97RtOtbOtsXRblnLSOSevxGWQXtn4-mbHN39yKNp5u4Y" title="" width="349" /></strong></p>

<p><strong id="docs-internal-guid-11407d37-7fff-c91f-c4cf-cfb37e143968">Maths&nbsp;</strong></p>



<p><strong id="docs-internal-guid-11407d37-7fff-c91f-c4cf-cfb37e143968">This term in Maths, we have been working with BIDMAS to understand the order in which to attempt complex Maths stories, including: brackets, combination problems and working systematically. We have also been learning about&nbsp; shapes and angles within them, as well as calculating the area and perimeter of a 2D shape. We have explored data and the different ways we can show or share data through bar charts, pie charts and line graphs (this has been linked to our Geography fieldwork too). We have begun to use key vocabulary when talking about data including explicit and implicit information.</strong></p>

<p><br />
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&nbsp;</p>

<p><strong id="docs-internal-guid-11407d37-7fff-c91f-c4cf-cfb37e143968"><img alt="" height="218" src="https://lh5.googleusercontent.com/UxTadOhejvX1T3RTnNBq7QIthCCn0vTi5w0YToSfu2EC9G8j-mpJw0d2jF3z7Olptzkk6JkToqFo14ga9tJRlN7fxaIflF704qMe5WrNtpOZiKLEL7E5puFscZjCl-edYacfAFlogwqQgcLkJ4hC5K8" title="" width="382" /></strong></p>





<p><strong id="docs-internal-guid-11407d37-7fff-c91f-c4cf-cfb37e143968">Topic&nbsp;</strong></p>



<p><strong id="docs-internal-guid-11407d37-7fff-c91f-c4cf-cfb37e143968">This term for our geography topic, we have been carrying out fieldwork. The children went to Battersea Park to carry out a comparison of Newham and Chelsea. Before carrying out the fieldwork, we looked at data and research about the two areas. This included levels of pollution and greenery. During the field trip, we made our own conclusions about the area, rating the levels of cleanliness, greenery and other aspects. In geography lessons we then discussed how our findings compared with the research and presented the information we gathered. We also made observations about the river Thames on our fieldwork trip, to introduce our new&nbsp; topic on rivers.&nbsp;</strong></p>

<p><strong id="docs-internal-guid-11407d37-7fff-c91f-c4cf-cfb37e143968"><img alt="" height="203" src="https://lh3.googleusercontent.com/7IqUP_DZmNvfdypKf2OviJDkyAtQNDCK0L1risfzBIcK13OAKOGif2mOUq7FWqpZzAUT0MlbXR6S_fcE3YC933A5Z0DUI_GQfUsKkBd0pvJGfCLQ3NPwjYuZlJu_i04BYh9oztAeZV_gIG9dEoXr-1A" title="" width="271" /><img alt="" height="204" src="https://lh6.googleusercontent.com/RanhXTTiz0dLxQ6NE1e2W2CYDTkkwns-_JlnUKWdSWNW8jqzzGt6oYWQXp3iCVABNn3V-IFdaIakXl2dImocxep3kD8JyLka45217ngmj1DZ-sYxTpRiNmZVI6w744JiCMUE4XTxGPBDQdsaodCJErk" title="" width="271" /></strong></p>
]]></description>
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	<pubDate>Thu, 23 Mar 2023 21:28:11 GMT</pubDate>
	<guid isPermaLink="true">https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2286</guid>
</item><item>	<title><![CDATA[ Spring 2023 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2272</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm"><strong>Literacy&nbsp;</strong></p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm">In literacy we have been learning about poetry. We explored different poems and studied poetic features such as metaphors, similes and personification. We used what we learnt to create our own poems about resilience. We thought about our own experiences and when we have had to overcome barriers. We used these experiences to think about what resilience looks like to us and used a range of poetic techniques to put these images in the reader&rsquo;s mind. Every child performed their poem in front of their class and each class chose a winner. Congratulations to Phoebe-Grace (4A), Sufyaan (4C) Jasmine (4G), Alice (4M) who were the Year 4 winners!</p>

<p style="margin-left:0cm; margin-right:0cm"><strong><img alt="https://lh6.googleusercontent.com/ZTMAL9k2Sdfa07tcTr51RsbaZTACzFtmfZyC05ArmVdB_3gGphbhY5gIMJVgFmB5nKR65o7wBgfCAPka_KITGwkjMrkX9xpmzPhEQQxP8FE1mwUG2ZOgytGSgtHNNvNgLF8wg5BePfS629ANQ3bPkRY" height="230" src="https://lh6.googleusercontent.com/ZTMAL9k2Sdfa07tcTr51RsbaZTACzFtmfZyC05ArmVdB_3gGphbhY5gIMJVgFmB5nKR65o7wBgfCAPka_KITGwkjMrkX9xpmzPhEQQxP8FE1mwUG2ZOgytGSgtHNNvNgLF8wg5BePfS629ANQ3bPkRY" title="" width="306" /><img alt="https://lh5.googleusercontent.com/iGL1okaxJ0Et7rBvKIT2-5PQTvdtMZhCj2brYxYs9VWV-yDUhoyc-Y2nz8gZUIiMJPh8q2pP8fhBPbnCB1BMYEEqh_C9CaMvrnJPCuM_naDquHsXeb9I9_1BD02VYBxGGQv4aSsevlJz6_pWgfKKFLE" height="230" src="https://lh5.googleusercontent.com/iGL1okaxJ0Et7rBvKIT2-5PQTvdtMZhCj2brYxYs9VWV-yDUhoyc-Y2nz8gZUIiMJPh8q2pP8fhBPbnCB1BMYEEqh_C9CaMvrnJPCuM_naDquHsXeb9I9_1BD02VYBxGGQv4aSsevlJz6_pWgfKKFLE" title="" width="274" /></strong></p>

<p style="margin-left:0cm; margin-right:0cm"><br />
<br />
&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm"><strong>Maths&nbsp;</strong></p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm">In maths this term, we have been recapping the four operations and using our reasoning skills to solve word problems. We have also learnt how to use column multiplication to help us solve&nbsp;problems with 2 and 3 digit numbers. We also learnt how to use and apply the commutative and distributive law. We have loved taking part in the &ldquo;Count on us&rdquo; challenge day which allowed us to apply our problem solving skills along with our mathematical knowledge by taking part in some challenging games including dominoes, T- shapes, pentominoes, code breaking and the 24 game. We learnt that maths is all about problem solving and that those problems don&rsquo;t just involve numbers!</p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm"><img alt="https://lh5.googleusercontent.com/gZ-RTB0yKkmKLfn5cckTLeBOYNE6dJBHCHPA31YrvgIWwyo-Wt5bPvIeWqDCYJ6FKh1kKUhcdW9OJTaigvJudwT2HnWSYPos7ZdwpDqez8OlfmQYzue-xmOKjxaBBL46HES1QGpINDxJLgBIN3O-QEM" height="218" src="https://lh5.googleusercontent.com/gZ-RTB0yKkmKLfn5cckTLeBOYNE6dJBHCHPA31YrvgIWwyo-Wt5bPvIeWqDCYJ6FKh1kKUhcdW9OJTaigvJudwT2HnWSYPos7ZdwpDqez8OlfmQYzue-xmOKjxaBBL46HES1QGpINDxJLgBIN3O-QEM" title="" width="292" />&nbsp;<img alt="https://lh6.googleusercontent.com/R6KxeEwi7bXCvm5bk6a9Elm8E3MIAGLtoTW-Li8z7wCOQuRm4kxK4Ow74CVFcOqK_xsh-5_lqqhme7dLaDs6ihH7nq38pnYrOei91thEUBURc02BPAuM1cbAMvhOFZSxJyq8wI7-8C2IghdhYxTg370" height="216" src="https://lh6.googleusercontent.com/R6KxeEwi7bXCvm5bk6a9Elm8E3MIAGLtoTW-Li8z7wCOQuRm4kxK4Ow74CVFcOqK_xsh-5_lqqhme7dLaDs6ihH7nq38pnYrOei91thEUBURc02BPAuM1cbAMvhOFZSxJyq8wI7-8C2IghdhYxTg370" title="" width="289" /></p>

<p style="margin-left:0cm; margin-right:0cm"><br />
&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm"><strong>Topic&nbsp;</strong></p>

<p style="margin-left:0cm; margin-right:0cm">In topic, Year 4 have been learning about the Ancient Kingdom of Benin, located in modern day Nigeria. This involved a trip to the British Museum where we looked at a variety of primary sources and artefacts. Even though we loved seeing the artefacts, it also gave us some time to consider and discuss if it is ethical that these items are in London, not Nigeria? We ended our unit by writing a letter to the British Museum to express our opinion about whether or not the artefacts should be returned.&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong><img alt="https://lh4.googleusercontent.com/mI30gi2T6cDTNaxB24uMmRV4xDepSXNnEeatDAL9JrywGWr47Db-6Oxx1pSRRRLB8VhKOO290GDUstNTVBi-5TwcSX_RLXzTzhskb38qY_3thqMaogSGJvbQly70IUDmknyStDk-47dPVHEMmD7UyW8" height="285" src="https://lh4.googleusercontent.com/mI30gi2T6cDTNaxB24uMmRV4xDepSXNnEeatDAL9JrywGWr47Db-6Oxx1pSRRRLB8VhKOO290GDUstNTVBi-5TwcSX_RLXzTzhskb38qY_3thqMaogSGJvbQly70IUDmknyStDk-47dPVHEMmD7UyW8" title="" width="215" /><img alt="https://lh5.googleusercontent.com/I3l11HM5waKE2cjMhtGqTI-Jc1Q_9EkZHOaXpYgMlXv-kt5-bazLWryCddODIsv_0IbhFSMitv2ELzP5b28KCDCsOFjshxMywYhgPJN8x_5w6mZY1NpwhxSP9NFkRNKSDhOHlWMmQL8ZfW9GXIH2Hnc" height="287" src="https://lh5.googleusercontent.com/I3l11HM5waKE2cjMhtGqTI-Jc1Q_9EkZHOaXpYgMlXv-kt5-bazLWryCddODIsv_0IbhFSMitv2ELzP5b28KCDCsOFjshxMywYhgPJN8x_5w6mZY1NpwhxSP9NFkRNKSDhOHlWMmQL8ZfW9GXIH2Hnc" title="" width="259" /></strong></p>
]]></description>
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	<pubDate>Tue, 31 Jan 2023 13:56:17 GMT</pubDate>
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</item><item>	<title><![CDATA[ Autumn 2 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2259</link>	<description><![CDATA[<p>Please enter an introduction for your blog post here.</p>
]]></description>
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	<pubDate>Sun, 4 Dec 2022 21:26:56 GMT</pubDate>
	<guid isPermaLink="true">https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2259</guid>
</item><item>	<title><![CDATA[ Autumn 1 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2245</link>	<description><![CDATA[<p><strong>Literacy</strong><br />
This term in literacy, we have been researching our local area to write a non-chronological report all about Newham. We learnt about the different features of non-choronological reports and then started to plan our own report. We applied our knowledge about reports into our writing and then edited and improved our writing to create a final draft. We have also begun reading our first whole class text (Adolphus Tips &ndash; Michael Morpurgo, Cyborg Cat: Rise of the Parsons Road Gang- Ade Adepitan, The Sleeping Sword- Michael Morpurgo, Treasure Island- Robert Louis Stevenson). We have been learning to read with fluency and expression, as well as practising our prediction skills.</p>

<p style="margin-left:0cm; margin-right:0cm"><img alt="" height="530" src="/_site/data/files/images/auto_upload/09063B82A43254DC8955F4318ADEE5E1.jpeg" title="" width="706" /></p>

<p style="margin-left:0cm; margin-right:0cm"><strong>Maths</strong><br />
In maths, we have been learning all about place value. This has included how to round a number to the nearest 10, 100 or 1,000. We have also learnt how to multiply and divide numbers by 10, 100 and 1,000, using a place value chart to support our learning. You count the number of 0&rsquo;s in a number and move it that many spaces to the left or to the right, it depends on if your number is getting bigger or smaller, and make sure you don&rsquo;t forget about your placeholders or the decimal point!</p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <img alt="" height="713" src="/_site/data/files/images/auto_upload/760C39F445EDBC2E155DA53D08CD6470.jpeg" title="" width="950" /></p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm"><img alt="" height="686" src="/_site/data/files/images/auto_upload/53251023C4C67B576CAC1312464E635F.png" title="" width="922" /><strong>Topic</strong></p>

<p style="margin-left:0cm; margin-right:0cm"><img alt="" height="642" src="/_site/data/files/images/auto_upload/6161AE0584EA7BE5DCDE9D4FBEF30106.png" title="" width="970" /></p>

<p style="margin-left:0cm; margin-right:0cm">During topic, year 4 have been studying Roman history. We have explored the three phases of the Roman civilisation (Kingdom, Republic, Empire), the origin stories of Rome (legend compared to historical accounts) and the Roman invasion of Britain. Throughout this topic we have compared Roman democracy to our own modern equivalent and questioned why historical learning is important to understand our own society and culture today. This learning has been linked throughout our curriculum, specifically to computing (working collaboratively to create presentations through online shared files) and will inform a piece of extended writing during literacy. One of our highlights so far has been retelling the legend of Romulus and Remus, with great dramatic effect!</p>
]]></description>
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	<pubDate>Mon, 17 Oct 2022 11:01:59 GMT</pubDate>
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</item><item>	<title><![CDATA[ Summer 2 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2216</link>	<description><![CDATA[]]></description>
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	<pubDate>Mon, 4 Jul 2022 10:39:55 GMT</pubDate>
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</item><item>	<title><![CDATA[ Summer 1 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2198</link>	<description><![CDATA[]]></description>
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	<pubDate>Wed, 18 May 2022 12:47:22 GMT</pubDate>
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</item><item>	<title><![CDATA[ Spring 2 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2180</link>	<description><![CDATA[]]></description>
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	<pubDate>Fri, 18 Mar 2022 15:07:10 GMT</pubDate>
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</item><item>	<title><![CDATA[ Spring 1 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2160</link>	<description><![CDATA[]]></description>
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	<pubDate>Tue, 25 Jan 2022 12:51:36 GMT</pubDate>
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</item><item>	<title><![CDATA[ Autumn 2 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2145</link>	<description><![CDATA[]]></description>
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	<pubDate>Thu, 25 Nov 2021 11:24:38 GMT</pubDate>
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</item><item>	<title><![CDATA[ Autumn 1 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2121</link>	<description><![CDATA[]]></description>
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	<pubDate>Mon, 4 Oct 2021 16:37:06 GMT</pubDate>
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</item><item>	<title><![CDATA[ Summer 1 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2091</link>	<description><![CDATA[]]></description>
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	<pubDate>Tue, 25 May 2021 11:02:31 GMT</pubDate>
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</item><item>	<title><![CDATA[ Spring 2 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2054</link>	<description><![CDATA[]]></description>
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	<pubDate>Thu, 25 Mar 2021 13:41:24 GMT</pubDate>
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</item><item>	<title><![CDATA[ Autumn 2 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=2001</link>	<description><![CDATA[]]></description>
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	<pubDate>Fri, 11 Dec 2020 11:30:27 GMT</pubDate>
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</item><item>	<title><![CDATA[ Autumn 1 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=1972</link>	<description><![CDATA[]]></description>
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	<pubDate>Fri, 16 Oct 2020 14:30:40 GMT</pubDate>
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</item><item>	<title><![CDATA[ Spring 1 Update ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=611</link>	<description><![CDATA[]]></description>
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	<pubDate>Wed, 12 Feb 2020 10:26:31 GMT</pubDate>
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</item><item>	<title><![CDATA[ Autumn 2 Update ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=544</link>	<description><![CDATA[]]></description>
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	<pubDate>Thu, 19 Dec 2019 14:12:40 GMT</pubDate>
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</item><item>	<title><![CDATA[ Autumn 1 Update ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=495</link>	<description><![CDATA[]]></description>
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	<pubDate>Wed, 16 Oct 2019 12:45:13 GMT</pubDate>
	<guid isPermaLink="true">https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=495</guid>
</item><item>	<title><![CDATA[ Summer 2 Update ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=479</link>	<description><![CDATA[]]></description>
	<enclosure url="https://www.curwen.newham.sch.uk/_site/data/images/news/479/list-DSC0482.JPG" length="31452" type="image/jpeg" />
	<pubDate>Tue, 23 Jul 2019 10:19:55 GMT</pubDate>
	<guid isPermaLink="true">https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=479</guid>
</item><item>	<title><![CDATA[ Summer 1 Update ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=449</link>	<description><![CDATA[]]></description>
	<enclosure url="https://www.curwen.newham.sch.uk/_site/data/images/news/449/list-43.jpg" length="26216" type="image/jpeg" />
	<pubDate>Fri, 24 May 2019 15:39:27 GMT</pubDate>
	<guid isPermaLink="true">https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=449</guid>
</item><item>	<title><![CDATA[ Spring 2 Update ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=439</link>	<description><![CDATA[]]></description>
	<enclosure url="https://www.curwen.newham.sch.uk/_site/data/images/news/439/list-year 4 7.jpg" length="27176" type="image/jpeg" />
	<pubDate>Mon, 29 Apr 2019 10:39:09 GMT</pubDate>
	<guid isPermaLink="true">https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=439</guid>
</item><item>	<title><![CDATA[ Spring 1 Update ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=419</link>	<description><![CDATA[]]></description>
	<enclosure url="https://www.curwen.newham.sch.uk/_site/data/images/news/419/list-s47.jpg" length="23795" type="image/jpeg" />
	<pubDate>Mon, 25 Feb 2019 15:02:35 GMT</pubDate>
	<guid isPermaLink="true">https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=419</guid>
</item><item>	<title><![CDATA[ Autumn 2 Update ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=400</link>	<description><![CDATA[]]></description>
	<enclosure url="https://www.curwen.newham.sch.uk/_site/data/images/news/400/list-7.jpg" length="28383" type="image/jpeg" />
	<pubDate>Mon, 25 Feb 2019 15:03:29 GMT</pubDate>
	<guid isPermaLink="true">https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=400</guid>
</item><item>	<title><![CDATA[ Autumn 1 Update ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=373</link>	<description><![CDATA[]]></description>
	<enclosure url="https://www.curwen.newham.sch.uk/_site/data/images/news/373/list-5.jpg" length="22753" type="image/jpeg" />
	<pubDate>Thu, 1 Nov 2018 10:02:17 GMT</pubDate>
	<guid isPermaLink="true">https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=373</guid>
</item><item>	<title><![CDATA[ Summer 2 Update ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=353</link>	<description><![CDATA[<p>The Amazon, Literacy and Ancient Benin</p>
]]></description>
	<enclosure url="https://www.curwen.newham.sch.uk/_site/data/images/news/353/list-5.jpg" length="26797" type="image/jpeg" />
	<pubDate>Thu, 12 Jul 2018 09:26:06 GMT</pubDate>
	<guid isPermaLink="true">https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=353</guid>
</item><item>	<title><![CDATA[ Spring 2 Update ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=321</link>	<description><![CDATA[<p>Spring term in Year 4 has been extremely busy, but as a result of this all the children have put in an effort to work as a team and showed off their learning in a variety of fantastic ways!</p>
]]></description>
	<enclosure url="https://www.curwen.newham.sch.uk/_site/data/images/news/321/list-Curwen 1.jpg" length="35617" type="image/jpeg" />
	<pubDate>Tue, 24 Apr 2018 15:26:39 GMT</pubDate>
	<guid isPermaLink="true">https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=321</guid>
</item><item>	<title><![CDATA[ Spring 1 Update ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=291</link>	<description><![CDATA[<p>In our year 4 Spring term topic we have begun to learn about rivers from all over the world, starting with the River Thames.</p>

<p>As part of our learning we have explored river features and also learnt how rivers can change over time.To support us in our learning, we visited the River Thames at Greenwich to go mud larking. We searched the banks of the river to retrieve interesting artefacts from hundreds of years ago. In the Victorian times, children who were the same age as us had to mud lark to provide for their families.</p>

<p>As well as mud larking, we learnt that the Thames is a tidal river, which is why ancient artefacts are washed up on the shore. We had the opportunity to look at artefacts from Victorian and Roman periods. It was fascinating! When we got back to school, we used our experience to help us write a newspaper report about mud larking.</p>

<p style="text-align:center"><img alt="" height="585" src="/_site/data/files/users/Yr4%20uptade/AF60C8FD1630824731EE4F39EBF1F0DB.JPG" title="" width="780" /></p>

<p><img alt="" height="585" src="/_site/data/files/users/yr4%20uptade/78702A59F235C1DCAFB7217EDD043AEA.JPG" title="" width="780" /></p>


]]></description>
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	<pubDate>Tue, 20 Feb 2018 10:45:42 GMT</pubDate>
	<guid isPermaLink="true">https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=291</guid>
</item><item>	<title><![CDATA[ Autumn 2 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=276</link>	<description><![CDATA[]]></description>
	<enclosure url="https://www.curwen.newham.sch.uk/_site/data/images/news/276/list-3.jpg" length="26040" type="image/jpeg" />
	<pubDate>Fri, 19 Jan 2018 16:19:24 GMT</pubDate>
	<guid isPermaLink="true">https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=276</guid>
</item><item>	<title><![CDATA[ Autumn 1 ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=250</link>	<description><![CDATA[]]></description>
	<enclosure url="https://www.curwen.newham.sch.uk/_site/data/images/news/250/list-41).jpg" length="30624" type="image/jpeg" />
	<pubDate>Wed, 18 Oct 2017 10:19:46 GMT</pubDate>
	<guid isPermaLink="true">https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=250</guid>
</item><item>	<title><![CDATA[ Summer Update ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=231</link>	<description><![CDATA[<p>The Amazon, Literacy and Ancient Benin</p>
]]></description>
	<enclosure url="https://www.curwen.newham.sch.uk/_site/data/images/news/231/list-IMG3793.JPG" length="21976" type="image/jpeg" />
	<pubDate>Tue, 25 Jul 2017 13:47:39 GMT</pubDate>
	<guid isPermaLink="true">https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=231</guid>
</item><item>	<title><![CDATA[ Spring Update ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=201</link>	<description><![CDATA[<p>In year 4 our spring term topic we learnt about rivers from all over the world from the Thames to the Amazon.</p>
]]></description>
	<enclosure url="https://www.curwen.newham.sch.uk/_site/data/images/news/201/list-5.jpg" length="30996" type="image/jpeg" />
	<pubDate>Wed, 10 May 2017 18:03:34 GMT</pubDate>
	<guid isPermaLink="true">https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=201</guid>
</item><item>	<title><![CDATA[ Summer update ]]></title>
	<link>https://www.curwen.newham.sch.uk/blog/?pid=101&amp;nid=12&amp;storyid=123</link>	<description><![CDATA[<p>Rivers, Mudlarking along the Thames and learning about the Amazon.</p>
]]></description>
	<enclosure url="https://www.curwen.newham.sch.uk/_site/data/images/news/123/list-Image 2.jpg" length="26025" type="image/jpeg" />
	<pubDate>Mon, 11 Jul 2016 14:17:31 GMT</pubDate>
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