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	<title>ραντεβού στα θρανίαquiz, γρίφοι, παιχνίδια – ραντεβού στα θρανία</title>
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	<description>6o  Γυμνασιο Ευοσμου</description>
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		<title>The London eye</title>
		<link>https://schoolpress.sch.gr/6ostyle/archives/757</link>
		<comments>https://schoolpress.sch.gr/6ostyle/archives/757#comments</comments>
		<pubDate>Sun, 18 May 2025 18:41:41 +0000</pubDate>
		<dc:creator>ΜΑΥΡΟΠΟΥΛΟΥ ΔΗΜΗΤΡΑ</dc:creator>
				<category><![CDATA[quiz, γρίφοι, παιχνίδια]]></category>

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		<description><![CDATA[Read the following article to solve the crossword Άνοιγμα σε νέο παράθυρο &#160; by Γεράκης Σπύρος The London Eye, also known as the Millennium Wheel, <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/6ostyle/archives/757" title="The London eye">[...]</a>]]></description>
				<content:encoded><![CDATA[<p><span style="color: #ff0000"><b><b>Read the following article to solve the crossword</b></b></span></p>
<div align="center"><iframe src="https://content.e-me.edu.gr/wp-admin/admin-ajax.php?action=h5p_embed&#038;id=1335864" width="678" height="559" scrolling="yes"  allowfullscreen="allowfullscreen" mozallowfullscreen="" webkitallowfullscreen=""></iframe>	<br/><script src="https://content.e-me.edu.gr/wp-content/plugins/h5p/h5p-php-library/js/h5p-resizer.js" charset="UTF-8"></script><br/>
<p align="center"><a href="https://content.e-me.edu.gr/wp-admin/admin-ajax.php?action=h5p_embed&#038;id=1335864" target="_blank" class="small">Άνοιγμα σε νέο παράθυρο</a></p>
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<p><br/><br/>&nbsp;</p>
<p><span style="color: #0000ff"><strong>by Γεράκης Σπύρος</strong></span></p>
<p><strong>The London Eye,</strong></p>
<p>also known as <strong>the Millennium Wheel,</strong> is a giant Ferris wheel on the South Bank of the River Thames in London.<a href="https://schoolpress.sch.gr/6ostyle/files/2024/02/London.eye_.manycapsules.arp_.750pix.jpg"><img class="alignright size-full wp-image-760" alt="London.eye.manycapsules.arp.750pix" src="https://schoolpress.sch.gr/6ostyle/files/2024/02/London.eye_.manycapsules.arp_.750pix.jpg" width="299" height="204" /></a></p>
<p><strong>It is Europe’s tallest observation wheel</strong>, and the most popular paid tourist attraction in the United Kingdom, with over three million visitors annually.</p>
<p>Built in 1999, the London Eye consists of 32 capsules, each able to hold up to 25 people. The wheel rotates slowly, taking about 30 minutes for a complete round.   From the top of the wheel, visitors can enjoy panoramic views of London, including landmarks such as Big Ben, the Houses of Parliament, Buckingham Palace, and St Paul’s Cathedral.</p>
<p><strong>The London Eye is a popular tourist destination,</strong> and there are a number of different ways to experience it.  Visitors can buy standard tickets, which allow them to ride in a capsule for one rotation.  There are also a number of special packages available, such as champagne capsules, private capsules, and even wedding capsules.</p>
<p><strong>If you are planning a trip to London, the London Eye is a must-see</strong>. It is a great way to see the city from a different perspective, and it is sure to leave you with lasting memories.</p>
<p>Here are some additional facts about the London Eye:  https://content.e-me.edu.gr/wp-admin/admin-ajax.php?action=h5p_embed&amp;id=1335864</p>
<ul>
<li>Height: 135 meters</li>
<li>Diameter: 120 meters</li>
<li>Number of capsules: 32</li>
<li>Capacity per capsule: 25 people</li>
<li>Rotation time: 30 minutes</li>
<li>Opened: 31 December 1999</li>
</ul>
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		<slash:comments>1</slash:comments>
	
		<series:name><![CDATA[τευχος Μαρτιου 2024]]></series:name>
	</item>
		<item>
		<title>Now we laugh</title>
		<link>https://schoolpress.sch.gr/6ostyle/archives/728</link>
		<comments>https://schoolpress.sch.gr/6ostyle/archives/728#comments</comments>
		<pubDate>Sun, 18 May 2025 18:41:38 +0000</pubDate>
		<dc:creator>ΜΑΥΡΟΠΟΥΛΟΥ ΔΗΜΗΤΡΑ</dc:creator>
				<category><![CDATA[quiz, γρίφοι, παιχνίδια]]></category>

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		<description><![CDATA[  ENGLISH JOKES                            Ανδρόνικος Μάνος Α1 1. What did the left eye say to the right eye? Between us, something smells!           <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/6ostyle/archives/728" title="Now we laugh">[...]</a>]]></description>
				<content:encoded><![CDATA[<p style="text-align: left"><b><span style="text-decoration: underline">  </span></b><span style="color: #0000ff"><b><span style="text-decoration: underline">ENGLISH </span></b><b></b><b><span style="text-decoration: underline">JOKES</span></b></span><b></b></p>
<p style="text-align: left">                          <span style="color: #ff0000"><strong> Ανδρόνικος Μάνος Α1</strong></span></p>
<p style="text-align: left" align="center"><b>1. </b>What did the left eye say to the right eye? <span style="color: #0000ff">Between us, something smells!</span><b></b></p>
<p style="text-align: left" align="center"><b>                                                     </b><b>2.</b> What is a room with no walls? A <span style="color: #0000ff"><a href="https://parade.com/1318862/parade/mushroom-recipes/"><span style="color: #0000ff">mushroom</span></a>.</span></p>
<p style="text-align: left" align="center"><b>3.</b>Why is a football stadium always cold? <span style="color: #0000ff">It has lots of fans!</span></p>
<p style="text-align: left" align="center"><b>                                                    4.</b>What did one math book say to the other? <span style="color: #0000ff">“I’ve got so many problems.”</span><b></b></p>
<p style="text-align: left" align="center"><b>5.</b>What kind of keys are sweet? <span style="color: #0000ff">Cookies!</span></p>
<p style="text-align: left" align="center">                                                       <strong> 6.</strong> What do snowmen eat for <span style="color: #000000"><a href="https://heresajoke.com/breakfast-puns/"><span style="color: #000000">breakfast</span></a>?</span><span style="color: #0000ff"> Snow flakes.</span></p>
<p style="text-align: left" align="center"><a href="https://schoolpress.sch.gr/6ostyle/files/2024/02/story.jpg"><img class="aligncenter size-full wp-image-730" alt="story" src="https://schoolpress.sch.gr/6ostyle/files/2024/02/story.jpg" width="135" height="123" /></a></p>
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mMcgXhyiVarlsHcDuCRD+S/DKSeRfPqvgege0BuVaKbhowxFP0WJzEgGJWxEBiwFAYWIC5FLLCy5UIFHa05+IoZmW80LAR8hKXK4QkW0RblkN8RBEsuUq2+S1XYkdZFHusiJeAJpfL3C4Re533QuIu6yGQKBdim17RK4WI5QKJZ7hRLf2o2vz2nty4QLfK3fSKhNlRr4uYy/q4PETulR1t4xvXMGC4IJF7JaLunmePjZPYOeIwqSTWqSTSmQTO06LLuH/3CIb0a4HX//Rz/OqX/4mhQ1shLp4WIIfuVGoYqtX5DO9/8lcS5HN4+jSFGyoIb77xC3TpUhfFxXG4fPkg/vzqf2PE8E548vghyf1tWo+baN6sAs/7JW7dOkHX7A7atqlMK/QjWofDPO8B+cN5AiIIOTm30aZ1VXz00euMgt2gZbqGtPRwrN8wBb/97X9i9coFvJHcI6gfYMXSmfjvn/8Qu3fNw8YNE/Dj//wBFswai4fREQT+fUTePonrEYxoxV3HsiUz8etf/hTbNi1jNO82bl5lzueOLXLL29sIHEaymDOxf3vlwRTZ8pOOfpTL9opCw6WAYcIwZInnbtkSQOxonMRAE3ZxpQeK52AoAYUX0SpJKhpILhh3IQcxS2LE3SXo4iBu/sS1Fi4pNyuh0K8sh0AhV0vWRZ/7DkiUMAzMfyhjrju5QPKi0K/cLJegK+plP7QiWfqs8h+yBoFWwja/ol4CiQDkgkY5DgHCTRjKvRIIBBK5X7IipSHgveQjB/C4IAhJcYcJlhAU50dxEx1Dp46N8K//+n8wYHArZORGIjPvDspX+Zgu1zfIzI1ikjGYodaz+OKLP6F9++oETRrdp8X41a/+C3PnDkPRo3tM6l0g4Y9F//4t8NJLP8K5c5vx9FkMWraqjC+/eoW8haQ/6SKSUy4hNe0yCgvvoFHjL/DxJ3+kBblAgIQhIzscU2b0wX/97N9Qvdo3aNmkEVo2bUCX6yu8+defY+3aUfz8WfTrXR8v/+a/8Nn7f8WMacMR8yAI9+NDcOvOOWxYvwi//83/YNf2FQRJBK3GQVqqnSTvDLxE2SJpv2V8xM+JCSjiJbImbhbeDwuTqHOJj5g1EVn3I1x+MlFWRCDxAEFr4iYS7bXzln0vAYk4iRvZciNdCveKk5xj6NiNcinTbhbm6L4pnpul5KNyJnLX7PUXRrfMcigH8qLIkxvSlVtk1kKE3iXkLr+QlVFUSm6ZKzVR9Mq1Di4Rt8eupRFIRMpdV8ol4mZdXLIukMi9UsTLEnUZaQz9MkybnrjXsyQPSY5zuCmzeAcvyI5BZlok6tatiL+9+zJu03IkpUeibMUPUJFuTmpGJMn4TbpB51CmzB/RuXNNz5Ls2DGXIPkJQTIUT57EkqhfRB7BNXx4O/zudz/C2XMbkF9wA+3aV0KZL/9A+Qijb2mhBEMo4kn6s7IvEySf4IsyfyZ4GPFKOos8BgUmz+iJl//0C252ujzhl5idPkLX5zgJ+ynykUPIyePfyQnDgd2L0bNTU/z21z9Do+Zf4OadI0hOvY6588bh97/9b+zctoQ5IVotylySycXuRVtofRXdQlumwvAtheuOK/MuFYa5WgYQWRg7GlDM1bIVfM5kJ3S/GOGy5edLbPncRLzElaoowWjuloHE1gULA3OZy2XLLIibM3G5iULBCvUqi+5aCzcb7+ZQZHW+AxLbyLpbKAzoJZ1KMuUCgKyE8hT68exc3wXzw7UCgviInW+vKaEngGjzu2FdWQv3aNloW9JhicRrs/vXNdnJbkaUjMcw1JlsLpjpuEjG6VL5j00qUhrl8jPkh7ksFGxZ9CPISjtF/3w3xo5qRt3QMjwrfuABBHSnunRujPc/eAVRUeeRm/8AFSt9yuhWOWTQjUoiUY/nnbpSpTfRhu7Tt9+m4eLFvQTDj9GvX3MUFcYijdcpyL9H96oG3nv3VZL6EDwptudVUK7snxmuPUeOcp3JxNME3DEUFN5Es2Zf4t13/sCoWRgBRnctMwIr107Fz37xb1i1ei6efVuAvNwUfi6BpHwTrl09QLftAF22ICoFooFvMzBvzkj8/Oc/wK5dc1CQexfLFk/Cf//sX7FhzQyA7t3tiP3MxO9jdIuJ3jumq7NQvikjfBWGlvJoioQaYKTEcHMmliMx8u5bFH9dC6dqI3SFR9zPnbEsO7VUJfkRhX6fg6NEmmLE/ay5WgSFWRJxENeCuGRdXMXVael9JRcNYK7FcMHiumvfCxLlPZQYdEO0Aoj4hWtZZDm0sfU5nRMIEvEVO9+1QK7IUW6TH+rdztyET+QDI1PSXD18YJIP01XtYIRnD/13X39lIsU0ZrIz0syq+CBRvsQsiQHDd8v2eGDJZhj2fuwpfPnF6yTQH/hhV4Z+t2+dh7+89ksMG9KFPCKBkpUr+PKzN1Gh3Ick4BEoKIhiOPcE3nrrp7Q4nyI//y75xy107FAHv6Pbs2rlNIZ9b2Dl8mn4/e9+gkULxtOVi/NCy/Vrf4p33vgJNVgnUERLkZZynnf2s8y9XMWQQc3x0n//Cwb2bcm/3QFr183EnZhgVK3xBX750n9j5OheBMsctGxZG+3b1iNfCMKAvu3QsH45nAvahTuRZ9GlfX28/9avERa8DYVZd3Bk3yr84dc/RrUKn2LO1P4YPqgZwkOpeGB4+SblKjFRdqOzBLHls3ziLo/BAKIAjyKgSiT6Wi4fHHK5zJqY22XW5VKIH+U6H2TaLGqnLMRbkieRu2XPZWG88O9JZum5sc2SiH+IgLt5EgFD7pZCxAKBkot6Xa6Yol3Ktn8vJzFw6O7gChTdO4hCuiLycn8C3Sd7XddQlMpV7tomlxTFwGTnKOchKYubFLTzfbfKl5zo8yLxdq4JA5PpJqWQdNuyx0lcCcxgxz/c6emjUpJML+VLUCwfIldM7phZnLTUo8wvBDMPchYrV45Ew0YfoWbNN9CkyScMzX6OSRO7MGF3Brkk1BvWTWXU6XV8RVfo0MHFdJsisH79OLz//s8Zbn0LJ46vRE72dRLlYEayuqBu7U9Qj0S/BUn7siXjqQWLQFFeFE4fX4PKFf6Kd//2C6xcNpDf9wgy05lwTDhB6chpqnL3oEuHqvjrq/+Fnt1q4+o1WsjMazgfsgv9BrbG+x++jHff/T26d2/IPMwBZBGYC+cMR61qHxB8DPHW+gBNGXo+tG8epTZnkHD/NJLjzmPGpB54982fog5Dw0sW9Kea+Bh/50PkIpbHsqjWOgLFlwopGCNw2F4Rj9W+EXgkVfGUwASMF+EyoaOFgy+URrtCgymCdCJcUv56xJ3hXy+XUhLdsgiXWRS5SxIpmvul8G8gP3EJuQsYNyQcGAIWUF6YTBQARL7FI+Ruue8HWhvJTWQFJBuRtTAAuMCwH11hYD1WZlxiQylhBRA312HvCVTmghl4bIObe5WWYq6U5UR88aCBxweQuVxmRXwRo7iI+Iv9fQOLcZP0tJMkyYeRm3uBYDlGMk4N1YPDdH8O0925zPzHeS9pZ8nBuAen6DKdws2IXQQEM9eW8eYmv8ts9927+5CVFYLsrEu8Vji/zzkvQXgv5jgjWHdp5YIZSbtA7dR+8i1K65mhj6Lg0GQpiVzZWSepATtGVyqY1u0C7+72/YKRnhmCeGbNM3ndZCY9H8Sd4efINex6yST98eeoOD7DrPtJXL28hRnvjfx/PuZJbu5RSn+f3zH+PhOVD49T6GgJxB3MDZ2k3H6XB4rouxvp7lEqdM9KHHzVtoAi4ar9Wyuf5pZGSJHhu14mZVnhWRELCdu6GEyrQmti2fewi3zP03RZ1MuXy3u5EUcuf64kDOzxkhJ9lviDaxFkDQQAOyqU6+ZFSkWNvqze5SwCnK7xHXdLxDlQOOi+Lh6iSJeb/5BF0PluGFcgUXjWrqM8i+ummWVQFCrQWkjarpyHH40y67LXA4bxCclNtPElOzF3ypYR86yMY57blZ7qL7MoAsjz8zKOcsMxPJzGO3rmMW+z5uedJTBOMIRLK5JNAs0NbTKUvJxg5OdeZKj2HKUfh+mGURmcTzcph3yg4AK/k9WbHCGAzjFnwkx8fqh3fmb6WX5/X7Zi1yssvMBrMGOecZBk/QiBQtcxnoLHtAP8DgwqZBwnWChJSaachQrgnLwz5Cj2/c7g0aPLJZbnOMFwgiChDMYkMYlHvb+fksQ8EMWV9yl0fHDf1MIUU5rei9L/FALnfgytLaX8Vgbw4D4V1w/svA1cxkV80q4UgFwuV+MnV0tSFUlUlI03+bxA4rthvkTlEi1JaHBpNt5NMJpExayMgcOsiamAQ7kkiXfrPiR1F59ws+gi4TpHrpgSh9JrySX7h5xEYVm5VwKCrIESf5KwK8nkgkMZdYFH7lAgX1HdiMCjrLpAIquikHCpStcvjvIthBUi0UKYcJBulLiGSLltfqvbsA2SmnzYe2xHsxR2vlmdzHQj677lsdezLYnIjZ6cTAuQTYuSQeAxHGwrhareFPIXu8vn5p7huawhIX/JzDjpgSc76wQ3sW3SvQSE6bQOEVBMTPL1FAYHMtOPIzeLcheem8iCLCvEss+lcKPnZJ/ywJieTt1Wxn6ufd5KTdtDa3GQy77Tfl6fAM09Tet0jK7dKd+l9KyoKZypHqbuKzWRQQhu/GSqmX0LytoZCicTHtJ6x23i99/q1cvEPaBCm6phI+a3I9d7nC+OiuEYqoWj7671Cs5i71lRXWmJg/5dXXdcBViSqki75SqFL130Xa2/4yjMo1wkQIzESwDpZt/12PIjRt4NJKbdkrQk0LUKlKIYKCSHl7Vws/WuZMUl9uI6du4LM+6SiSjDrueuyyWQSMSo5KCb/JO75SYCFc2y18xKSCovha/cqu8WQ/kVev6Gl7XwSba5VMY/rGrQiqV8F4obP9lcC7uLctPyLm4bMinBQOKTdAOIbeJsu0PTqljUywcJNzytTWoK3+eGzco6QveKYsfck+Qq3Ng8z5S8abQwtrFNwu5xGH7OLFROFoHFz2al0y3LPsHHBwkMgsOum3IUebRI9jiNwC3IoWXi37K/mUerkJbGzZ1mgDCxI/MzBEc6C7/S03k9AtbeN9VwCq+Zlcn/p+Q9vCYBbDzMInl0FRNZ1JVMsKTab0XwpBFYaQR8IgMZBpL4eFZTsuoy7sFmfp4hdVZaGjhsmQLYLIwphaOZI7nL4qx7rEOxehVXsOomlWVNlFtTqPjmDb9Azxc6Wtad4kRaEwsVy/XyC7J8yYrVl5ieSwJHN8IlTuLVlJSIG5UPcUPAkpJI/KicSKCrJU7jumq6ngD4D0PAUvGaX+lmywMFicq2y2WSfkuFTvohZY3ccK+rsZKFkQLX5R8i037lnt0xjW/42XFfwGh1FqxCtCgWN70BxSTjD+/bhjnBdZxh2yBuINZ5PDjE6r293JTHuZG5Sc09o3VIpyujiJcvUTlC14cKXEpTDETGXbIz/c/IJcvK4OYnMOxcsw62yU05nMlrZ5tLxHOz0o+yUOsE9V+nPVCk01pk02oU0AXLowXKMreP55tlyc8Nont2zucftGLpGQxBE1g5ObRGBJvVlHjAtAgc1cJ2zOB3y6RlyzB+xd8n04DK69kxmRWUdszgtRItHE4rkkIgpSbTqiSzYIuulNWfPLQaF9ajxLLuRP+OsvCxMSYJshJpn4vYv5/tB3/5Zdgq41VGvjTiZZEvK/c1VTBdqovGQ3xLYrou1ZycPcOy2XOUuZOn2DGYSUZJVNwEo5cfscpDk8mXVCCKV5gK2LUoSgy6Enll2VWqKzIv3iFAiI/8Q3fLlaCIiMu8iqyJvLtaKzdKpZyHazUUpXKLoVRJqGShJCMCiWtVRNKtvNasicK9nhWxuyTDu35Ui3kBlq6a5UhnRWFG6lmC4yir90ym7oPGkmXKl1iB08O47R5gMrmpzZLYxk8nUU5L4R3e3Cg+NmBlpB733LZ0Hu39nMzTtBSUjGTR7SJAcrOY4MvyAWBgMKuRleaDoiiP+RSeb8s/h59JJ7Aoi/f+hoEriy4U38+yz9NCGf8wC5VOMBnPMZfM+9u8pv39FAI620DDm0WOgYPLKhUNICmU6JvuzCsltt/MAhIEuxcZ5G9m9ST+v5NZDcs7saLzPgMhrF2JibICLv6G3u/MGhaGgV0e6gLGLadQlEvc5MplViKGLaElMf5hNe9mRSxXYtyEId0g5j4IktKIFxOGZ0m0T7DAqiTzboCxx6etQMpq1a2mpEQFLMItl8kl3+Ises0l78rUu4lDF1Du9V7obimZKFItFyswzKvXZYLlPqmwyj6vakGBobR+m8VI/IdVmFecRJEsRbAkdXdrRBLi6HMnGMn2o1PpvJOmpbICMd5KdK0ZBP1unpPBWoy0JN7ZU86huOAqN+YlDyxptC7p3Pzmu5t7lWauCvMo3nUIFOMradzcGYxsZaaeJBAYPbLH3NB2zEgl7yAgzJXLSjdgECS24Q0kBIzAkcON7wPijAckHyAGDPIObnI7eu/x89msPUnndTMzCA6+lksXLD/vnMdVfKtBAPB6qfzeBhA7J73EYqSyQjGH76caMPi7pLIhRRprVvz/T1pLfk/b7OYS2u/oFWaxCMusoAHTQGGlu9aQwoh7bDQjkCVNKuy5Nat4wErIwFIGRbm0D1RSoUiXRbQuX1riAePqFRNAWlOIpXS/LHfC7Pp5JhDPcsOfnedZFgOKrIlKdqXf8kLBpv4tWQYSt+hKm1pHNXWQRQmsXy+Vq/hVilpuvYkszAuLrqSx0gaWy6T8hqJWbsZbYNBdRREpAU13HmXTtfkFPF1LIFLeQpZEJNzLkdhmYLTG5yXGIbixU6xKz8+BGOAyjQhzoySxaOrIgXnYtHYMIq7s4F2dYVMWHaUynOu5R54LZVyC1zGyTPfFCLttYtv4vgWxqJS5eEe5UWmJCCJzr3LoIhmX8F03bnhzoXLOkJPQgpSQ/3wS7AK6Ubm0CuaqFeTZOVZwxetbpMwIOF0x4zI5/GwuVzavZUeLotnrKfx7ZklyvGIsWjNz7Ur+dqZZPYLoUf55z2I95EYvzAvh/+MpL5KWlmJ1JbwGv3u8JUlNZWDuF4Fl7qhFssxS2P+fWZIYNoaIIyC8TiwEkj03S/PQqiPJIeVqvSiY812QsBjLuqWEL6E6mS7XVR8gBpSLwfPpdvldVcyiXDjHTDpBY+7WBVoStzmE6kosiWikPaSkwEpukVuNKC6huhG3sYMrWxGIZG1kUdzsvLjNC7VbAkWp7+nXoQscLkgkkZfVsM0uAu9qsOSKua8ZUAQSWRIVR7k5i7+Xj9BVYETI7o52J/QJuFkCSxgyxk9/O4Nk2qxA3D1KT+JPYeWSIfjdS/8HPbrUJD9griLjPK/B3Ac3nUV8LMKTzuiRF3JlyDeLLo65LWZtPGkKiXgaN2qWJ5231w97x3zb7HzPeEduNgHAaFNeDsl3DgHBqJaRajvaymbEykh/YcFp8g7jHxYBs0WgMkKVmcFr8rP5+bQ29hqv50XOSlyuLAMVr2uvZ9p3YDQug981I/UwLRL5B12oAgLLi5wxjJxJC5fE6FYiAZRsbhrPSaKljDe3lLwt2XPB/FZLZll0c/JbJhkgrIR6iyf/sfp54yv3uPyIp8lU/GpSi4Z5QR2+5pVFRPiFWaVZd2sWssyrlb/Go4HE3K+LwfM898svyLLcCS3DedaHECTnzLqwYlEthnRUVWIoI1smlRc4pN1S+a4renRBIiuj7LoiXIFSFj0X0f/e6JZqQyxKoeiTQr2uXMQ2vULFfrbb7+ahUG5gpaDb+scVPqooyq0kVCcRN3loj62u2+cFZk3MPaLLlWbRJZLSFG52RqkstGqtffKywnh3PU0Zxv+gS7taKKSsPZeVgekprBKkK2WhX4ts+fkVCwsTIHSDrAFEUrxtPoKJoVurKzEg5JlFKHGjsmkxiqgQLmREKocEOz+bd3+6VQYy28S2wY2IZ1no167P72WPc7nZ83J5HRLynBxG0gxIBEgWLUsezzcrkkfrY3mWXB7tOrkEpEXR8glE4ynJtHg5BJOFgs1ymXXNpM6sqOAi5s3tiHnzuiA7h7mZVDaysDAzrUwSAX+PBD72vkUD6YIZX2GI2H5Lc8XMVTVA+J1WTPJjyUZyE0pSzMp4bhkbRVgN/P0YWh3ylDuRJPB8bq2I/JZDVlVptUgs1uMSab9xfaVH3q+G+8sAYpEuP1zs17/7WXjmQshTvIQiybm5WaeOs7adSUWPsJtuq0TgqCYPZj3kTinXYRtcdSXqnuLmU5QL8Tuk+A0f9L6BSPXv31tPoiy6KzFRtEN16yp0sk0vviFiHShdN+Aoqy63ynWzdC2Xj9hjhY29pgy0GKoRMeJpG9ru8n723HRZ1vpnJ+/K3Cy0CHbnTyNIMlOpoI29gA/e+h36dmtHgV86Vby3SHZv0j25xmvQ72fkK53kPoOS9MeFt/nZC3RDWKOedp2bnG2CmCh8QPckjZswLc028TVaiSt4/CiSd/5L/Jtn+X14505gNjwjip+/RO3WVYLvBjf5XX6v89zoIXj85Dq/21UGCS7SlbrB/EYIQ7rkOEwspiTTDUy/whDwLb4XgUdFETxepnt2iSAgP2HSMZfZ9nQmHlP4XZ88u01QhTGjT2tD4GfzOyUmhhAUYSyoegNNm31DkeUlKgMo8+fRCsPiE4ORVxjJz5z1xJOW+U9LO48Ei/qRx8TS/TLgZLH2PjHuKC0Nk5GJ51hTcoy/IcuLmbW/fZNNKmKPsKT3IO7cNOAcxM1r23DzCsWst/laxG7cYjO76FtsC+V12/H7ckktLEXwRbYXsgYRly/RklgysUQR7DWGYHTLciOWQHTVwAJIUEnDB6txt6WNbkfVvbuRKwOLW2cSqAY2QLg5EVkSt2jrhQJHhXrdmg0JHZWJlyWQLKS0Ft3vqmhLSUFXiKh8iPiJPRfnUKWg3K1A4u5bHEuM+T20/IpDI7a8EyZs5yZk2Jeul5cY5D9+Nusw7lOl++m7r2FQ7264EX4S3TrVY+ODcti4Zi7BcYl/+yyvyY3M+vVVy8ZTGFgWzZt8jV7dmuH48XWsF+GGz7+M0PD1aNvua/Ts2ZD9qI6zyGkiKld6F5Mmd2DB1B62FGqFDq2bs7HCPhY6TUEN1nd079KG3/UqN+QNbNgwCZ1Y1dimZU306tkYJ04sRS75Q3FxJDZvnkNNWDXMmTOedelB6N27BerW+RQH983Eo8JwunAXmddgsIASmMysK9i/fyE6dK6BFq0qonmLSpjNGpXoe8GYPWcYXvr1D/HW315C67bV0KlzXRw7vpFgvMu2QiGYOKkPWrSsgmZNK2Lw4DYs4d3DUPM1/s1jmDixE+pQ27Vv9wIc2LUIjep8ia7tGmLXxiVo17wuKpX7AJPHd8KDaEpmIvdh0rhWqFfrQwzuVx83wnZ562oo/80pmbkRxtSBdXi05nVX13iZdbMY18LXeM0gDBhXL68ueUyVcOgqX7tlbhSlKcZD1EXlfEl0S3kSI+9uHbsrP5EL5hJ1WRVxEoFE1kLk3s4LrG//3jyJFL5ys1TwpIy6SJuiGoEWRyRer7thXBU+uT2yAuvOlYcw4LjgcjPs8YztS9vluUkk3ZYUS0lm2DLJGruRp7BziIEk9vZZfPUp67qrlMHoER3Rp3c9vP/em/ifn/87N+oKFkDRIvDubcLDNynyW7x4AI4dXYt2lLD/6ZX/wpbtM1D0+BayckMxdFhT/OrX/4x+fVtRhdsOn7ISsV799zzt1NpV0/Drn/0Yfbq3YLltZ1Qo/xk++uA1WoJITJ82AK+/9lMsnD8GBw9sRsf2tfGH3/8QO3dOxbOn0SzSuoivvnyP4sQ/Y+yYbqxBacgqxh+xQIrWDze8zirp6ecol7+GNWsmEgS/wdz5IwmAHejerR6rFX9HfdhZBAfvpPL4d6hX7yscPLgKR49SSnLnNK1XGEFYBV9//Vfs2rkcO7auwccfvkFJ/geIuGph6wcsulqOl37+r6hV5TNMGtMPrZvUxmu/ewmHdm9Ery4sRf7Xf8KBPYsY7bL8TigbR/TBqy//B3Zvm0lgnOD55VCn6rvssLiC1oQtpgiSqwwBG++wyJW5VAYSLQOLVSha+a5VJwocbm27WgpZtMuEjW49ietayZooGSheYhvfXCZFs2RV9Lpby67X3FCxciUvLLpSfkMWQUc37+GCw5WkKOMuICgv4uZAXIIe2BxOVkTul5oz+C6XNXCgvILJQx9wftzf8iTpaZYrYV9fap1SaUkyUunbsydWPO+wH733Ksp+/T7Fhke56dIpntuBX/z8nzBpUhc+j8PZs5vYcOFHGDe2K77FXRQVR9F1uY6/UVJeu87H7IZyAcVP7mDduomUuv8n5s4e7V0nIeE0LpxfTpcthOHJTQTJv2PUkO6sF7nPvMwFuhqHaVm2469//gXGDO/Oz2QBz9LJe25RWv83VCz7Lt21m6wjeYgmjavjjTd+j+ALu3leAi4Es3/V9Q1eziSZ3CGH2rDHT27RAliR1i9ZfnuW5z2iy3SdFm8tvwtdPxZ7lS37Ibp1a8T3EqkDi2GB1wMsWDCMNST/l+et53Xu4umTVNabbGPZ7n9hyMDOKC5MIFhO4m9//QOa1q/AHEs4LcZ57Nw8G/funOEGXe+VLS9dMJJZ/EvkQOcxZkRzdO9UgYVpwbh78zCqlX8LX3/2O/KGZXTJ9rDs15KJfvM6A4pZEgOGrZv8/zIXywi6yVHcOnezIAYKWZPnHVVKVMAGFLfGXVEo11LoNVei4kpR1KXRLcBy1cGyIN9rSVz5u6yKXCxJUZT8ExF38yFumx/d7d32ogKIiq5U7ORm1ku7lpQWRvkWx5e4GyhUB+JHZug20OUyXpKUZN0QmYkm1yhgDUZC7Hl89P4fWEZbkxaBXKDwBkIpI/8b78ajx3QiD4jG6tVT8Mqf/ocltuyrRfcmPSvU21xNm1TGW2++zKZux/HsWRxdpum8e/6Gdz57nkwrcclzh/LZ+vQAP/vq7/8b+3eu4QbNxLPHd3h8yNrx2fgpa8x3b11OgKSQK11m0VYiunVogT///pf0+YMYwr1H96oiZfVfkQdFU6h4mxuchVWmz8q28K8lG0+TA13HmdOb8MlHb+KPf/wVJfFNWcy1h0VdSQQI+UZcCKsh30aLFpWZVb9CoF9li6MHrLOvjd/85p8QGWmymqsESiSjVWfx5l9eRptW1WipIhmO3Y2/vvZrTGUTvpxM8hi2KTKuZTzlIVu5ViYIarIbSwZr629e20+p/ztYvWwYM/1nGV7fQ6nIeib5lpOLWOnvJly/soLHdV7tiOVMDCRW026840oYm2tftGYPVuduIkfrx2VKYH8ZYVe70wsk8V7m3Ui2dWy0jiglzbGNgwRWJyq8qzyKGxaWhXGJutvd0bVOLlC+Y0kMELIYbjTKbbwgPqKQrrLpbsmtkoqSwAdK3sUpBBK3pkPE3AWO31TOT/4JJJan8NW7BprSCFc6Q6OWSMtlu5+4aEa33v0dffjayCm8jOyCKwi9dBivsuXPmHE9uMGKsHDhRLz0q//G7j0rUfA4giHTUJbGRqN16zp4+29/YmO3IILiAYujRuJPf3gJp07s5AaOJgfi3TvzPMFwH/t3s1b8lz/GqSPbGWW6T+CE8fUo7ODd+D/+5QfYsm4Jn6cyWnbdA0nXds3w5p9f5l34DC1JHFsMVWedSSWC5A6DA+zCwuibtTrNz7O8CPMxloTk37P6lbu3Q+nSDcGnH79Nt+znmD1rMIMF92hFr9CSvIMOHfj/SouRmXHLKx1u3qwS/vjyvxEkDFOzXWtGRjgfH2IDipdRi22EDGAhITvwyss/x9QJvRitC+G1+LvypvQgbrOnPl44j6F0lv5eDtmHFUtGolG9DxjZOshI13E23abOLYHdW1hBad3pr4ezqTbDvTdJ3K957YcsusXkoleN6LcVssd2NJ2WAcOOeqziK7fbvPIkFxkCNu2W2whC4V9ZAwHEJd+26e0zqkaUZREncYWOyuR/r7sVGImSDksulyQnbiZeG15EXzkQuWH2XNxD7pcfvv37unPVdggcrhzeryI0HRWJO6sMDQiWE1G+JI0AyqYQ0ddwWc4jiNGtYNanEyTv/ApdSbgNJAXFtxB+5RTepQs2dlwfuldp2MR2O7+k67Fq9Sw8ehqFRDZ9yOImq8O2pmW/esMrrnr65B7WrpmEN197iX2A2Twu7SZdumDemU/g22fXaUnm45Xf/hgnDm+ixUhkyDiYx5s4SD/+p//+T1gyexKja/F0bVj++ywJbZrWwftvvs5I0hX28opl9WAFWq5KBBejb6wTeVRkUTCGlvMtx8Lsucli0tgAIvkqHhUk4tmTXP4eUezBVZH9uH5Na8qoW8Yd8qC/oVXzmrRwcXwexWvHY8SwzvjFz/4vTp9kNWLePX73CAItCG8QpJ3aNsCToiRyib20kr/E2JE9eOO5SHk8k7FM2sZQ9JhJucxlthr64N0/Yuig1gxAVMaC+X1pccIYCj7MSNc+XA1jePjmbpb/biVZt5p4G9/h9wG2VrgR19mv68paj5OYJbGl1kEquFI7IQPHd5aJGq1fr3VwZELRjnKXDBw2isFA4LpQBhJr9uC2FLJzA5OH0n25uZF/qN1SVxKXZ0jYZkeBxuUnboGUAGKAEeAUwXJbjbo9sNxMuwFFMhSReHUyMYthsXyribCstich8RKLvJORr2RlWnba2gIRKMyqF+VdYYTtDN5+67/RrkMN5BZeRWHxHYRdPok//eklDBnaiZ1MchERcR7vvfc6ypV/j74+LRIbO2zduoBW438wc8ZAbthbeMziqPnzBuPPL/8Uly7spSsXyU3K7D3B+vjRRezdMQ1/eOlfsXfnUoLhHhOZhwmIS/z7Z1Hpq7+h7GdvMK9gyb57JLvz8MpvfoLZk0ajKNd6ckWgXt0vCcrPaSluEhxhnriyqNByI8y5UCJv2flU/r1+fepj7qyRDAHf90qHe/dsxkrG37EFUDDr2O+jQd1v8Bt+j13bl2HDWs7eOLYZJ45uYkeUX5B/MDoVE0oQ3sOIwZ0I6p/i2P6teJyfgmuhp/D6K79iQII9wMjHHtwPohU5wZDxYUSxaCw58TL692mD//yPf0bz5l+zPNn0YKcZxTxIEOxEl06V0aTBh9z8a6gc5jSBW36exKyIgcTAYhGtG1fZT5hgscd+ayE/3CtJvKyHMu3P55aoUwqP5maFlLQ4VaRLpNztzigSLlGjq+NSVl78RaBwn///FN1SmFZ5jb+vNfcH5cj1UvLPLIWsjfIi6mTiK3n9mSACjPIobj7Eb8hg8gm/RsKXtR/ymzt49ee+1N0rIuLdziQjHriYQTdrYkLFFG9YzilsZhntq3/8EbsmfoTLV3gnZTRr9qxR+PnPfoTarCe/fHkfAZCIfXvXo2LFd1C/4bvo0LESz38X48b05N3Y8h3hbDS9j62EKuI37Lk1YnBbWgCTmJz3akceErjj2Czil7/4MZvX1eB7VP6y+Oohh+g8fXKXd8DNqF31A1Sv9AYG92+IGjyOHNQWuam38ZT18CHnN6IM6+g/ev+POLh/Lv9fTObCIirWihTkMiPP6F1BniUUz3mb8ZOP/4ge3eqiVcuKXinwxg0z+H40wXYLK5aNw19oWf7w+/9B29ZVcDlsP92/GIasp+DzT99iyfA36NaxOr/LW1i/eiIjW7fIk9jveM5g/OZX/8bf5BNGydh8j9Yskq2F7lLoGMfEalraVezcwbZIL/0LO770oXXxqy9jY9nILnIHw8cf4cP3f0E3armXkbfuKqYCNjfLb7TNOSa0HmZJDCiKbpmLJU6i3IgAo86OnkzFrEiJNMWTypfot8x9cqNbCgMbINw2QgKBW8/uylBE5u01u6ZcN/vcdziJ2070RfosWQcl+9Rd0Ta/rIciVvZchVJ2VN5DoHEjWQYIJQ3dktrS1j/mavmdTzzO8RwkBiArXDJJCSv5qOHyNF0U/WUwsx5+cTPzDYuwf99iXL+xC6npF3D82HqGSFfi5MnliLi5k/77FW7mh8w0X8BJ3qF27Z6G69fZc+sR7/LsbZXA6r54aqFOn17M7ovzeGdezoSjr9my3EwSxZUXgpZQhLcWJ48t501iP60IcxqcYZKTcYEknq4ZXbiQc+uxc8tk3Liyi4nLSPb0YlIzNQTXL2/HEdbGHz1iXdiZ1+DnCpl9z2TtSDp5SVY69VmFnIliKmRWMIaGbsCmTeMZTp7vlQEXsZNKKq+fnUnOlRVOHrALRw4t9BKZOdlX+P/F0RFFkV6P4L27puPwgRnUYe2mguACv7/NWTnC32QW8y9TsHf/eIRSXxXHKGIs5fUxDzgJgBn39PTL2L59LurXf5/uKrPubMYdQ51XLPVfd9gG9fCh6TjGcOvV8LUs1vJBcp1N7fzhT9b10eckl0P9fImfQLSOjkwqMk9iS1EuFyRyu7wGECaRN6CUWBKzGiLvyrCrU6PnkvF9y4dIUq9cSGDzbBdQ4iOuwviF5bsK77pAEHiUWVfES+e48nZFsOQu+XIS34rIkriEXe6VQBL43NdvHSrRZZmV8WUkaQRHCiUWaSxNNb2Vz3tYE+5prFhWm3WBytswbsg7vJveZp4hnFV+pxk9IqFl7qOwKIQRLyYSKU60BtVFj67gybfMvD+5Quth0SFyDjZiyKcw0bRTz55dxbdPb5GDMPrEflYmjsxI30W35xjbDZGoP43lHT2cG5Kd5lmeW8iMeSb/XgFl8nm0Ao/Y/cRI/tPiCN7BKUqk+NAI/pOiG+Qpd3j92+QQ/NvZ573vX8xS3gJKUnL5/2MasqKCcwQES4XzLvA6kQw6XKPF4XPW4OfSqhkPK6Q0pfgRr/k43Dvaa+mUp6RTMWA18oX5wbwOJS+Uwhh/S0u3WSm7+BtYjy5ajEzeiLL2IZolu/eph7vLysUUasLuxZ5kT7AKmDqtI7P+JwkQdl+J3oKb1G1F3dlKIHLiFkfZXadEJYIarsgIa5O7umScoG9JLIl48QIHQJXkSAwAimgZSMyiuAD5u77AJeW7BhbjH7IggYlFd3OXdkvxu88HZttdF0sAUr5EDSZeqN1ym78poiX5iTqeuNl2qYNdci4wuCBxo1ki8eIlgZwkUK+lSkKfqBvZ96dGmWzdCqvSyD+yqKmy13IYCcplNaDJ6U0un8kGCVnMrKexg3pqMofuUPFq0RuTk6Sk7kZ2HqNmabsJCFoiaquyc6mK9SodKUNJpYKXbtOjR9xoVhlowkZKRFKTufG5MXNYOZiTS36Sxw1G1XBh7jVaDoZqc6yYiqMVKNMvIDgKTGfF75TN75LL1qRZlMPYxs/LZvUhz89hVxYL+aby+1q9fD6vbZbwcWEwz2WJLoFiOrMsRpmyTbXM2vecAtbZs1IxlxqwvDyribdKyQMEvvEkU/zuJvD5G/H1TIotrcIyhSUBVp9i4xhMu2ZAtHC5V9pLaU8Kc03xrHSMp7WOpwjyIV3ZZSsGom6997jeR/0G77PrI2XzBMhdm8EYw1kmnK5123qyUc91g0nEO9R3hVOfdY1Tsm7SmpgVMT5iK5wyFOMhfgjYbwBhlsWAEn7JMvCrPX6iunZZES/BWAISbxxcSe8tA4ErOTEgKLKlqJVbofgiYi6irxENbuhXgPuOJRFIXCuimnVXkuJyELfKUBZC1kNWQbkS8QwDiLiJMvECjVwse13X84uhrFhKdSR+RaBKdH3Zug8ik6LnWl0GdVG5WdRU0cXKpNtjTRlMRWsiRqsATM9glCyDgYBUdjjhnTWD7loe76ZW055pVYbMcucQTJkMBjx6RNKdY9zAV/paJeGjAuMN3PzcjFaGm8twcFHuWW56ViRSY5VNkOSYVJ2gM6A8KaLEhdYpN9O+l5F4qy40EPA5N3xOJkWQdK2KC/hZk+vTFSrOv0jAmeL4FK0AgUgy/+QZ/0auiRwZNChm0pRCyRyP3BNABHMmVwZFn1aFmMO/kc33TWCZQ/6UZsVkBHkSm0TYDcZqZDyxKHmejZBLtNoTy42Qh6Snn2fuaLrXBb9Tp/KsC+GAVb5305oVsqrxNrup3GX14j2qhm+x63wkG9rdZsVipA2SpULYVMG+ItiPcnkdU9ghxXiLuV5+ctEsDDs9XlrD1wwkfuMH6+roDht9XktiYCkZDGrWRLNJ1HdLhFyvy1oEFmi5al9ZD5fgu2HgF3ISJQTFIwQSSdqt3kDWwu27KwAIEG6TahF0gUuCRQOBRXLkammuoD33W476pFzPfZ1X6XuKfAlYxlXsegYUU+T64OH1TRDJ65jc3NSz6eQwqQSUAcMaKuSRGBfS77f3zaLkmyKX0vo8EthCey//INduuir7mPzjhrRzuIlzKUu3DZxLNW4eE3+FJNyFmXR76E49YXSrkMrgTAYWvBJdr8CKm53ujrlNXoEVXStT9z7K3YOinJ0ExSECjbkRgiQjmQJG1sDkUvaST/1WHgFocvr8Ar6fe4CgJaipIs7l9y+gpSoyyb7J5a39EGtqcry6GCP8tC5WtWgAKamCNMtr7p6vpi7tHWCPE1ljYgNUbVmhlzW7sPNN4eBPBaYbxo4qt2wepo39K5k2Fh1lE5g5wbekebZf2utPy/JJvK/4tSIrSyaaJTEXy1YoFQYh5y2P4g/wsUy7uVuqLdFsEo+XECgGArlcksu7NSbua65LpjJeiRoDu6W40nm5aN8BiepBpM51BYwi7YHKXYFCDav1XMRcFkO1IW6NiCyFxh/Y5rZN7ncz8duQyt3ya879iVQvAofXK8trGeSDyweLFSpR9k4yb8CwlUH/3iyKyc49F4ubyzhHfj7dK25Yr57D5OlWjuu5S+ZKHeeRFoN38EeFR/GELlg+N6e5d0aqnxbT1+cGzqZrk01LlEvAWJ4jj66XWYn8fL+LSlERP0eLkGRDgrhJix9foZUKw9PHV5n7uMrrh3BT++5XQYFJTYwz2SKRZ74i2yT5BHA+2xVlExiWjfcsm0npWaSVz83sL1pLq2i0SkZu8jT+vyZZ7bvXxtW/kfg9jy1K6IPEXWq2YQVZulkqyukdbWBpybhw1carIYTKKiI9bmKulslSTOToT+n1+nCFmbDRB4mfSLSMvL98caM/cPR5QrEksmX1JLIkriZLkSqzKK6LFQgQt2WQCL1b0egmF7/X3ZKwUYDQDyAyLp7i9sVS1MqsiwsMJQtd0LgJRDdpKF6ibLtajgo8AkdpqyC/n69AZv/oApEsj31GoDNwGAAMINblRMAwcAgYepxjBVVmUcxtshZBdNNys+ni0ELksVgrh5veolq5uft4Vz/EzUwwcOOb21RQSEAVc/MW0vpl7SYR3kO17yFm8I8y/HzS4zdpjM5Z7ywj34UEwn12eT8ffAQnz+zHxbBjuE3JSAybyiVSWpNXfAnFTy8jn7kYA0uu198rlN+FU7OsHJj/Tx64+b2sAUUOLUkerVYhweSVEns9xnike5nCG0eizbYnKAwc9p6aWQgsBgotr+yX1sMqE12uqlya637bY/WOVl7NLMj1qz5ArNiqtKG2Hw72s+7+HHezIKHB9tysiT9s1MCjGnfjJAaQyyErPUtim9+sheTxqgfR3BJZBIWH3UZ2qkHRMFLpvlwVsBvl+o4lERdRUtCVntiGdCNUbq7DJebSZflSEn9WiCt7FzgUYnbBIvdKYFO/Xq8PVsnkXDWbEzDMrTIwlPIW3/p4pbgl4LHaDdtMBhLzvz1uYuW7VgRlhVMllX+loOE1sw/ydbo03NB5OZSEZHEeYk6oVwyVwShQRvYuzidhTyxGhjLo1qSnMxrGO3g6LU46gZGWQ1cyj+Q+jwA2YJF4m9v37ZNw8pILnOQ7C8MG1EMN5lAat2iC/sOGY+6SeVi4YibmLByN5WvGY/dBFhBd2sBcBS1s9kV+f3/ZGLksEvws/j/lcGWVlPdmlZQWW9mwlQhnGki8gARvEFYAZg36+JrxOVueK8qkrJYBxNxpA4YdrfGGX8779w3QtS98wHCOSckYc3tdUwkMJNdY325AsaIrc7f8PlzWRNv4idWM+N3mg819cki7yLtJVE6X1Labq+VWJprLZUshXOU4FA4WP7H31cZU4V9Fs14EFI2w/l5L4loQt5mcS9Rdha7ItQi6CLsqFXW3VwhY2Xd1WbQNbxs50EK4HCXwsWrIbRN45bYCgrlPJYCx91Rbbi6JVf75LhbdDC6zLGZR7DWzJAYU20y27LFFjLKy9xEktAKsN8+jnio39zofX6NIko8LKV8nWU4j2c5jjfmzJ5SbMLwLROPxt3ShzAI8YVi5KJib1RpBnGG0KhRPWah1guDo27EC6lV8DQ2YWOzRrhoTdGOxlzL6M+cOYv+BjdiwcSGFl7Mo3R/P5OdQLF82FocPL2NxFCNrhREEKKNsFiomQNJp+TKs1NesiWfp/EpGq4K0xnhW6pvNrpAWnMjkYwOHWRe1RfoOJ6H1MHCYFbFlj91Om24DDxXkWQm3VBqaVXKLAscIViWaPEXzTfyxcaYMtoGkIu9G4I28+8sAIum8O+nKK+G1mhNLLAYkEwOlJnK/LpzyewQLKDbJyp3dLm7ihojVOeUfarcC8yTiJXK55KPKvVKWXWW4AoxfPei7RAKFnSvrIGDYpneJt19Kq/Y+fvsfe02uk0DhknrXcnjRrZLmCwYaA4x1VpSbZSCQJTHAGEgKGFEygNjr9n5hoW8t0tgYLssiX8y5ZGaTI1gRFlcuJS/ffnuXOZHriL59CMc4o3DtinGcqzgCm9eNZrf2WbjNqr1sFksV02p8y7xJHHVN04fWQY1Pf4ZmFf+IGYPqYf+KYTi2aSxWL+yOjasGIujoIsRcP4SYaydx6dQenDuyA2cObceuLUs5sm0y9WMT6ZatwcNkfl8GBlJJ5pOs0Z3xFXZYyTGuwv8f+//I9sqCjYfRopIr5TFcbC6kuVF+2yTjcKUrkJ+o46UBRe6wVBYSv7qaPgOJGtP5nT45ubcEIJZY9K2IDffx5yp6y0sw+hWKfpWiuV3+eDhX6GihX7Mk1ghCHRxlOWRN3FoQVyYvcq7wsNwrV1LvChwFsO8Fif6nZQn0o/iv29gDv5ZDGi6RaoV03Q4npaMMrLtiaURMPMK1HiLofkTKj2i5QPFb/fiZdi0DiyyHPmcAsY4kAon3mHfUTKtVLyHn5nYZ5zBr4key6Ps7lsRAU8SEYCFDvGkMyaZzo2Xys2nWXyv3Mq1EtFdxeJ7jDBbPGYXBvZqgfdOyqFHuFVT+7CWUe+8nqPDRT1Du/f/EimktkM3f7jFrYHYsbIXeDX+LfQtb4uahUbi+bzjuHB7Dx0MQtq8HgrZ2wIHlrXByfV/cObkISeFsshfGEQhBu3HlzC5cubCPauNlWLlqIg4cYd0GQ7mZTFSm07XKYsQsixYtjf9fKQRCmgUnSOy9xhK0JpaAtaCCyVusU4wA4YLFHhuAzHKYu+W3XfJntujG6HITt95IPESzbfxu85Yn8UfGmQVRGa8GkxpYvJ7AnFnyfESDN5Kh1PVSFl6ViQaWMIaJLaEo6YjcLlcWL47iarnc2e3SerkjHNzeW27i8TucRFxEVsOVkriJw0ARoitYdKNdLhBcl0wEXhZGFscFgci6GwIOBImBwl0GDrXtEcgsCZjDjW+b34ASuAwwfocS36IYYCyPksPwrWWoM8gl0qkJy6V1yWUWPTyMG37TYswcNxRzxw/BugVjsJZ6po3zO2PbwnbYMKMh1k6tjVmDPsXxNa2Rfn0aMq9PQkoo6y9CKJiMHIv0kH4ouD4MOZcGIO1cd2SF9ERmcC9kXRyI6ANdELSiMcK29MCD0zPwgJvmznkKBE+txaUzHE99dheOHlpHmcxy3ONmzisybsJae27+TFMHsEFFikUCCZS8PMvpWO9hgsYCFp576nMR2/yutTC3K9Ca+NEt/yYnrinPQjxFPbncaWcuL9HsEk11dkFi7U6ttZA7x8SsieVLBBav1r1EBeyFgOlqGTAu2zklz+UuvUiC4taRiG8Elu3KCsnq/EOQ2KYWMJQkNOtgr9vR7hj2I2nzS4flWwL/bi8lr0i+QsNupl1hXIkXxW3kWolruGFdA0OgFbHztMyt0pJlsb9jLXksB+Jt/hJAiLAbMLTsnEePgj2gWG+rPCYiiwrCPD/f5zInqAGbxgq9wdi4YirO7FuPs3uW49TWSbh0cCzunBmNmLNDkH51FB5FTUb+rdHIjxyG4jtDkHe9J3KvdsLjyK7IC2+NjOBGeHqrPfLCmuBxeBvkn2+NnDOtUXChAx5d7IjMoDZIONYKiae6Iz10LOKDp+HmiVkIP8pmb6e34srZ3eyuborbrXSlrMs9AWI3iELqtShfMZKe4fEtS3haLsaiXRYSNrD4bVmNk8h6+N0aSxpulzQVdy2L3wzQ3jciz4YQ9CikxFB7W7ezp5ocGkDcGSYCiI7mcql7ivXeCj6/wMvCqx+whvhYzy1bwdb8oQQk15h8DGc0TMVSriJYUS0N4lEm3a1KdDVbbjdHRca+VwVsm9Ql2ao6lBslWbx+MG1u5T5ckaI91h3IJd8uQLTx3SiWXK+/d7f8aJUiVkoWui6X+9gl7pbzKCDRVh5ElkSJQ1kRN8JlYeAsdhPJJw/JZ0QrkzKTfbumYO3KIRwiw3rt8+txbh/Fc7tHIurMGKRfG4usawORdb03iqMHoTiqHxer/K63R+61Nnh8ux2e3CEYrjVC8Y0meHqzGR5fb4T8sDp4dLkxgdEaz8I7ofBCM+QFNcCzy63wKLQlMs82R3ZwN+SGDeN1ZiD+wmzcPjUPsaHrEXeT/Xs5gcqaY+cbJyGwkxletmWASfVmrFgY22+OZ0lNr/Wq1xzPEoR+P2NbBho7+iXRvlbOH41Xam1eBBIRdwHF7TSvEeW+yNHvySW3ywcGLQJ7BPstUP1uj9aHy9d4lcrnLan4fGZiyXxEk8q7060UDnZHV/vcY55H1GUhxDMEqECpippI/MPKRN0ptLnlg9rRFR4qiiU3SyFggUZEWhbHtTA6185R6NYeK4kYGL5VaNcFiBvZ8ok6N7UT3TKXyzomel0TS6JXimLJ7VIi0SyMAchAorBwEe/IJmI07VdqQgi2b5yB7ZSk37q2DxdOMrpydDJunhuD5IjRyL7ZHxlX2iHvZjsU3uqIgsiOKLrFWpXornh0uz3yr7dA4fXmeHyrFY9N8CSiBYqvNUPx1ebAXY6svtEaReEtCZaWtCot8SSMx9DmeHqpFVc7FId2RmFoT2TTRcsJG468GxORFTETCTepOKYlyaVlwGMbIMp+YTZPhb9DLt2vDK87vqyG9R22Fq0W4fKjW8qTqOG3gUTulcK/CgG7laXyMNzKVakyZE3UU1oDagNBYnmTsFADyKLn/YLDw3yQ+HUmfq2J5rmrEYRXmVgyUFScRPIUAeRFrpesgzRa7ix3V4KiPlyyLPb8hZxECUO3W4ksgUi3XCqBwLUkyobLIohwK9fhylUMGHpdLpakJQLNc25h//glnMNAIJfKXjOFrLkUcrfssZ1jjeWMk8hquBl2A4e5ViLulsUuNKWtR9o5hMeG7LAn1mGW5m5aOR3XQw4gPGgjgg5OxrWgUUigK5V9l27U7ZYovtsUeNCKqxOKb3Pd6UygtMcjW5FtCZD2eHq3M76N6oIiWpfHN7rgyfUuBEpXWhQ+jmzD18260KLw/SfhtDwX2+PbS13wLKwbigiUgtBOKAi3z3dFwc2+SIucjVR2fM+lG/SIlqKQ/MO7IVggoogSG/s9vParpiezxhh8zHC05VIEDC8J+ZzI+/kSPyTsZ+GtGaB1efQa1HkzK31ZipZyXc9FsCXd59Ufwbo8GlBKOzuufJ5gdPsDW8LRLMklNq2zbLsmXlmUy+MmFtUiB7Fkog3xsQiXJ0uh6+XK5d0eweIngeRcM0vUc0uACewL/L3ulis9kZxERFzZb1kFbW7d4V0QyG1zQ8DKiEs6orCvIlm26XVt6a8kT5GlUR9dz30okanY40JucAPGc3BY2NfcCiP2JTkSLyzqabes1psbyPiJdU7kY9NSPWJWu4DK2xzrnMiQbx7nEQaf3Ii9G6cigoVIIUdm4MaZqYg6Nw6p18cj+/ZQFMT0QeF9Wo4HLfDoAa3EvbZ4QiCYFSmOIr+Iao8iulmFd1qh6HZbWpYOKLjWAcXXe6D4Sm+6Wb3w9HJPPLvSBk+vECThTfk6r0Mr8/gKLdDlFsi91AL5BM0jgqnwanfkX+7K533pus1EHmUfOQy15nKY6iOqkgsouExlk75UihozC/n/RrBY8+18JjsLTEpPkOSXtET1b16+fOfvQ/UadCTpCsfdESiSI+nmqUCOGhS6HT1Lpziv9maemETFl6Us87qo+B3nKZvn0tRer+O8N8ra121Ju+VJU8zlsk7zPF400Fi5rqmDLdnIu71qS0rzI+xaX1J45VYkuuFge91cMcudaJa7245Irtd3LIkA4VYQKrPuqnNVJCVLIgLu5kHkwyqBKBAJbG6eQ8AJDOvKmpSOcvP1WbJOApNZE3OtBBLPipQkG70wcYk+y7MeJed5ALLhOV5rUSP2vk4ql/UahQXhiLl1Bgd3cHRA0EpEXZqHB+ETkHx9BPJvj0LB7SEoihqIxzF9Odm5G4oftkPRwxZ4HMu7/102mIjuTsvRBY+jO6I4hhs8hgC525ZAoUsW0QGF1zri0ZVueHKlFx6bpbjQAt+S0H97necaMEIbI+9yU+RdbYnsK62QFdYGmSHt6HJ1QUFYbwKIAYFLk1B4aQ5yryxA1q3lyOP0qhzWgqRwpVmWv4hWgnIZ4yo2miGPOi7TdOV4pN2/IekGJ+supYM8Aym0XXfLbfjhhoTdYU9Rtzmg1pOlMON+bdnzXsC+hsuf967QsIWC/XBwyUzFkvnuAooSil7/LQJF/bj0+BS7q5zn6wr3uvkPZdZlFZQj0XNVKrpJRb33vXkS98cRL7HXtEntsdTAOtcl5y5oDASyRi4n0fXkuimC5bpZrpVSQtDOC8yjyL1SAlFHA4JZFy8BaUN1SniHHQ1QctuKH7HwitbDNpIn17Bev0zQ5VJ1e/roahzfswD3WEgUEz4Z2TFjkR/dH4/v8c4fwx5dXLjH3l20JN/eb4tvY8khCIont3owctUDT253I2FnROsWLced9ngW3RmP79CSRLRG4c02eHSzLQrIR/Ku8PmVzrQUvVB0rS+f9yUo+nLzD0Bu+EDykP60HgNQxOfFfO9RWC8UXuxBF2wQucwYRssmMHAwA1nRK1DA2pgirxk3E6Z0pdLoWnn/X1y5drMosb4Km+um5CZ+5S67oXxVoEpi5KoxJGiUNEVk3jLu16/RRQpbyO7yi72su1kRc6uMqJs8xYh8IEgkfDQL4k3e5VJprzerhKA4cXSWd7T3gvhakM1555KL5Ua65FYpYehO2g0EhziLWZjv7QWsu77uLC4A7Mdz9Voi8jpHdyZFqiSB191KlsN1t+wfyza0bVpFrNzwr9S8slRuNl3n6+h3gbfCKCt/Pft81IFFt8zFKjBf3VS+pmXi37WaEOMefiKRd9cSq2Lfx2aGhAbxTkj5duy1BciOnYY0bvzihyTj0c0IDpLuey2AmNZUorRl9yB2W7zTDs9I3B/fpAWxFUHyHsHnN9rxMd+7zccEjJH54miCJ4ZW4W5HWoFuSLkxHPcvjUT0hZF4EDoFiZfnIjF0HhIvsuY9dC6SL0xGSvAoZF4cyrDxQBSGG3B6c/UhqIYg8+o4ZN6ch/z7m/CE+ZBiymDyKOPPYr2IzWfMZv2KFWxlMDlqdTeeCqFE7yYX1rXQLue0fwO7MRpA9G9oz91koiefp2xeDdT9yVfrKKe3mhKzGiueg8RcLcuNmJtlo+J8d8uOdKHYJ1ithQwYHghoQcRNfC1XaSNta6ZtTbVPH5uNcwSJwCFrIjGj2g7J9bKj24JII+WkEhZveSFxV04jUMHrFku5St7A3IcrMnSjUa7MXZ/XXUzvSZPlZs9dSyH3SVZALoOAZM/NzTKA/N0cEL4mvmKf9TVaJof38yZZXmaanyOJf8REnNd0gRspkWWpiTdXIPXOTBTGT0DBfbpGdKu+jWtGq9CQqwm+Jdf4lqT825ud8SyiKwk4ybhZj0iSc0a7nt5oQ4LeGk+ukZDf7MD3u5LQ90Durd7IiOiDxOt9EEsX7kHUMnYy4bgDa7xwh3UbkcxXRRxGPCUqceGcSBW6Fve5sRLDZiPtynRkXB2PnCsESngP5F8dhLxrYxhuno68W8vwiINBv6XleELXqsibxmU5FCvNZVjXZkDaJOESgOg3dyU/siquFyCvwY5SYbi9osVlNbLDd72Mi6whWCz8a/23fLfK7+i4oiQcbMN+jLT72Xdrpi2ho3Ilcrfkfpk1kYUxwJwkQGy2u2s93EZzqmCU8FEjGVzAKPrl1pkoA/8dTiK3SD+KG+I1yyGXSMlFPdf50lUpsiWrobCuAGDn26bXP4isj1wv8R+7niyDt8Gd5KHugHIdBATdJZUrMcvgRb/MongyFX+8gScELJGqFJPgFhfR+rDmI5fCxQJWLWbeW46su7OQEz2RUawheJJA9yaWhDy2E/kIOcgdRrEie9JtogsUMYiLPOUWiTytiblThTdI5q81waPwRigMa4zHVxnOjeiN3OtDkBQ2mrmOKXhwjRv/Hhsu3DuOq5FHcO4imzic2Iy9+9Zh987V2Ld9FQ7uXoXTh5lxv7AJd69zNNtVVv0Fz0HGtcl00UYy4jWShH4C8q9MY8JyNgpvr8Cz+O14xtktxZSi5FItkGFVkJT0Z7CyMtPmqpQIQ/Ub6salf39FMyU3kjJCigy3QaEBw22FK/AYSKytkLlYpS1PTQ3sA8Sf2MsGEJZ1t/wIQXKJEhWrVrSad9eiKBSs9qcGJAOLWRF7zZpDiLQbGFSQFShWdJOKAoSdI+Gjm2xUtOuFIHHLaQOthitOdGs9XFmJNrrcL5egiw8orBuYQXdlJ4p6+ROhmBwrmZobaF10TS+rXJKVlxtn4Cikm2XVf8qdFFLj5Bct+UJHK14qYPi0kMrfR/nH8YglvEVZnIwVMw3FcSTH94yLMHt+j/5/DEl77DhkRzGBeJNh4PDheBg6Ag8vjeFxDBIuDUJKWE+khXVCGpOBGRcbIzu0ASNUjZB9qTWSg7swez4cCWGLyCFYyJUYgRuhJ7B7xwr2+lrCfsNzsGTJJM4YGcUu8yPZY2sY5s8ZjuVLxmLd6kk8j2PRTq3HlZDNiOOmyg6bQ4I/my7YTGRfnMLI2Uzk3mA3+nvLUBS/HoWp23lzsNoWWhECJMvUyyWqaQU97LeSe6WbmaxzYMRSe0PaPQOL20xd4PErFP2KRL+uxO8LLLm872b5bpc11PbB4YscVYjlylICG0SYJdG4OIFEA0ely3LbArlcRc3oXCGjW0siyYpI/ndAIs6hWhA3p+HWqctSyCS/KCeiu5LuWtr0cptelIW3z7g8xP4hZRkEIG12N08iUaP+lsaveaFhL19iFYIWyfItiTdFissSb1a+m8sKwkKGTZ+wY+KjbLbxSViF/NjxyIsaTPdlIgpjZyPzzlzyksVIurmMbthKxN9cjYTbq5HIMc5xkex9e2kuIk5PwtUDgxC+pytuHe6Au8eac9XD/TONcO90C0Qcao+7QeOQc59/Mz4SBzdvx4Yly7Ft2UzMHdcTQ7vXQ+92FdC7w9cY2L0CRg2ogcmjGmH2lA5YOm8AVi0ZjS1r2ZlwLyv+jnN09Kl1JPmbGQVbh+xwAi98BsPCM8hPpqPg4XIUpW1mkz5GA2lJHtKFTLAcSYk1dm9QIusCiW5wrtutJLABxO0DHdhYXUOgJEkxnmKPzc3yM+5G1m0ir42ttsy7ZdlNCawaE8u2+8nEF42Ge85D6GoZXzFr4pX0lswsUd8shXMD5Spu9OtFGi6FiQWi74BEP5LMa6DsRKFXl+S5ES2FbN1wrxvylfvlChFFygMJvpt5F2HX9cVnXH4iTqIQr4IBlom20lpvVJsnm2eQwGYU2khos1KMBhV4FoSEl7Xj+WnbkXF/Ce/0tB6xY5AVNQ0JV+chjRylMIFWiQNzMuODOdbhMG6zl9ctukA3r7IJwnX2o7pKtfOlfYhi8+jzWwfj1MZ2CNndGpcOtMD5nU1x7Xg/POIMlcS7R7BjzXzMmzQd04YNQw82yutS5TUMaPw2ZvX9Bmsm1MaOeU2we3EzbJ3fDGtmNMWiCc2wfGo3bF08FtuXTsXh1WzruXEV7nAEw70z66kV2474kDkEyHzkxixGccp6FGexMpJ5k2zyrEwODsrMpbarROPmckHzBCQ9cnV0CuPr38LlJG75rki7pvTa0XenrJ7Ebwjhq4Dt6NeUWHTLn1PiS+X9UQzkJyWultvqVO6W5PNuePiczTMxl6ukUlHViqpnV6GVK593G9O5eRTXPfuH2i1t2kDdlUK3IueyDC5gdHeSFVFS0c61TSzwiVu4AkZZDSUQXUKuQZwCiXiIK0WR9VD2XVEvm6lujRI8BaxnOSiENMkK1bNW1Wej2QoJkuJ8giRnL3KTNiAtZiHS6W7lJXEmxzVGme7soH9/DQ9vn8eloH04fnADm2HPxZYNk7Fl/XhsWjOaA28m4dCmRTixmfyBTbVjL+9BMJujbVzYFqvnNsSOVW2QwT5WmWzVs2n5KKxdMhmjB/ZF/W8+QZ8672P5kNo4srAzzq/ugctbeuPa7n64vKMXQrb0xIlV3bFhSgvMG1wfy8a2x54l47Fv5WKCZSl2r1iESf3bYf9qiiwZjbtycibuXJyPWwy9ZrBTyyPjY+zHlcp5kelMKFrNu5uMFS/Uv7d7Y3SrTOVqiaRLmSFJijuR2ayJRbgMGJrIq84pBg4DybUrfttTK+U1gFgzbes8r97ABgglFFXK642GYxLRQCOXy6yJQKIad218JQvdaVaKXLmACMyXSJ5i57wwmSj/VLUj9iO6GXS5YPoxXf/VJey6U9lrLuGXZVHi0d4TgXxeTVgynVbJQblWCvMqeiWOpGTi80RhSSLRkoXWJMFAYmCRJcky/sJEWxZl5NnWtIE9d4vzDzAatAM5iauQ+WAZ0u+vwX26U5apTk8OYwOC7Syoms8BNhMwd+YQTJ/UDdPGt6Nkvg1dpfZYMqk71pBHbFgyDZtWTMeB7dQmnduGM0eWY+akTozhM+HHmSk7NlJJPG8EenZsgJEDOmPioA7YMKsnwvZPx90zS2gNVjBhuZ1asC1IvbyGoeBViD2zFBFH5mHr7B6Y2K0aFoxoh12r52LTqiXYsHwBerZvgqG9WmPLyqkY0LUuBnSrhYE9a2Hq+LZsZzoc0XcO0JKy5JcDgUyz5VoRV+ngEne53nKvSrvllDYZtH9DV6qi+ndzsfxuKX7PLWuYbcuzHgYSNoK4xv836+aoSVdyr6yGxCXqz4eLOuFge02ulkW3LvA9jYdz2wW5EazAPIk77UrZddWhuEVY3wGJrIUKq0SWtfn1XMAQAXeti3iF/fiBCUK5W8q5uHITN3LlZcmdUc7KoLt/zx7b97TvZiARwZc7IUJvwz+fPTrv3VF9wSOth+VCrPjKq2+33Aq7oFhjh7RNyI43gKzgAKCddFXC2TLnFKdDLWE57TxMnjyYU6PKoiGbtXVq/Rn6dfwS43pWwfyhTbFsRHvMG9sO82d1xbKlg7BqxRisWT0Ne/eu4+g1Fm2lPGC48gAWzZ2O8SMH4As26R7LoT/7tjNnEMrhQ0lMbOZGEqg3abVuc94PV9ptzgu6jSdJ15ETG4y4KwdwfMt0jOxVF3Om9cP6DfPZDX8exrO2ZVC/nlgweyZqV6mMquW/Rv3q5dG0XjmOeajO2vCN5CacvcKGfi7nU4JW3oAbwlcwJrAOyJ5rorKaQWhqs1v7HsUeXOZeGf/Q+AWB5CrBYa7WFZbrmjReZN0AYk235XJJDRwoU3ne/rTEorgZdwkW3dCv9FuB2XS35WmgRP573S03s24/kn40PRZIXHfJJXsCgVtiqxi83DM/lOu3DgoEhiyFbXQBQptdmXfF+F1e4gocxV8EGiPu1kiulJNYboSrREJfkE/tFy1JEWva81O2IT12BVJi6c8X3cR9jkZYv2EhRw1M5jzFBniPs07q1/sEw4c0wuK53bFr/SgE7ZmF68zOXz2wGke3TuXYt86cotUas2b3wRxGqeYvmoGdu3bhwMFjWLJ4JZbOX4qaFSqgXaPaOLOX7URvByMp/Q6Ssu4h71EaBYqpVB/H0+qkojg7HY8ykhmlekghYxSyGQ27HxmEY/uWM/I1BEuWT8Fikv7pMydhyrTpWLxkFSpXro1PPvwCH7/3AadPsfNijTI4emAJw+BXvbaoL7IkblTRDfsrFC/SrvfcilUlFt16Er8Qy1yuDR5QzIpYd3nr6GiRr5s3NnggUfluuNdiyPoBW5cUy5cYaTdxI3sAn+UQn9Pz6F7RrRIoSuYqet1UvCE/fJ+5EpFyNc7W0e0VrH7BGsOgxKK0Xsq2fy9IJCWxH0PhVMlHbFPKoih+7vIU9y6vzS/f142W2HnKeYhjuBEsN8KlDe+eL5dMiTBJUJS5d3mKnWsRLiUYLRxcQDfLxkrnsjFdEeeqFzDR9u1jhorZiTH1/jbyjrVsOneKrT6vYuvOdVi4aDpaNa2Jlg0rYWi/Nti+aQ6bVu/heIET7HQYRlfsJtITbpGMX8FdjlU7c3gl69UnYhiHd44b1xfzF07FzDkEz6JFWLl0JUYNHoa29etj8oDemD6wK07tWkO5yEMGE9L43bL5XbPYETKTvbwKWSeSigKuwmwOAEqPR9LD2xzhEMohqWexZ+taRrvmYeni+ZhJC7Jo+SrMW7oCX1esgjfe/BuHF9nIuU/QsM7X5E5TeWO4zDJm6tPISXQTk7V2Ay4uEMzVsn8Pt+ONiulcgaNUv8q462hjqw0YBhYDipF2PdY0XotyeRl3dnYMDaYSuKRa0SJfXgSMIWKb8W4FWdZdxcBiy4Bz+sRsul1zmSchn7EGEYxyKU/iznp3e2upQ4qBxK2Lf5Guy7jKC/Mkauig/IbLHcRD3FyKbUo30eeKFBUEkNulO5bcKTcTr8iZ3IFSF8qvWdfzR1brwY3vJgvFXRTR0nt/L1HxW4UWWY8schRrLlfIZgmWXbfWoo9oWR5G76AV2c18yVXsO7gei5bORduWjVChzHs4tX8jGzSQyyRHMqR8l7mWB6wEjKfrlsiNl4C0xFgkRfNOfzMYtwmWw/vWcl7hBEycPByz5kzD3HnzOOJgPsYOHYHGVaui+qfvoW31LzGsKyf97t/GuSaF/G4ZeFyUS9com21R8/k8h/mbbH6fHHKqDI6TiMPdWxGICL+EY3v2Ycua9Vi8YBGWLFuG6XNnY/biBejYrROqVPoGzRvVQIdWNTkVuDJWrRyFBw8Z2bPm2p48vrSi09XDPdfrWX8up4WTgGPvy9VyE4puMlHT0nwl8IbnS61OFd1SCNiSiEbkLRtvr1mHR6tSPH+WMpPz8yhVYc9fzni3Za+dOWWz3f1lIDl7ei6l86xwLJHPCxzKh7h9ftXSVG6WOIsrk3ctigHqOyBRJl3AEHkT+ZZKVGDRXd+NagkQdpdyM/GKNv39XcyPtAg0sgZ2jiyEMukGDnOrXJC4WXcVWbmSebf+xG80x3AvyXo+wZFrUS+rO2FVXxZ99TR2qH/AgTU5nNceG3WUSb2pGDVqMMp/+RFG9mPe4xL78GbHsZVoNEEVT2k9J1rlEyDZCYycJSMjiUB5EI2Hd67gZvgZDqsJ4niHPVizbhmtCcO98xdhzsz5GNp3MD766xv4w0/+DS2rfYnBnRphxIAOBEYiXbw0doTP5bXzWNdSwPWIpcdFlMwUUl6Sx9anaYi7G4Ooazco8z6Bjeu2YuGCJfwbBOTieXTxJnNcdmdU/PJt1KnwPprV+YSWqzFOnVzCDo4memQXGK8pXWknTP3bmTssKyEPQfkTgUedcdQ8XW6XWg7JupQ2hvBBokE+Phh8jqIol99iiGFggsUHA5W+BMO5IGbTDSi0Ilrnz3LuCEFi4Dh13ESOBhJGvOhyCRSl3eQXeKJHI+hqI6Rz5Jq5Fqa00MoXSn5v3y1XlOhmzl2yp7uKm1NRYjAwYysOE2jeleX1NnmJuNEeuxJ3Rapc2Ym9L67hRsTklrkVifp8gbUIovXQ8RGtRjHr2Yss886CpGxGr7LYHDqXAzVtfFx2+hWa861YtXwO2rVqgjIf/g092zTGyT0b8Yx84UkuN3N+EucRprOLeyY3cDavlcdajRxkPHyIxJjbuHfrCiJvXEJIaBD7ae3G4uXLaU0Wkq8sw9jhY/GX3/8B//6DHxAo/4Iqn/0V7ZpU5MTbUI52oCV5nMOujUUoevIE+UVPGKYuZoDhESNTBSwCy0Ri9APcux6FU0fPYdHitVi+Yg1ni+zFhvVLGc3qh6WcoTjARraNaYvDG8fxXA4vyueIO65ktlbNKGkjKyvv5rkUyRRIZGVUOqGbqDtZ4PsqFP3yXX8+iS1vJJwN8/GSij5PMetij/2GdeQjTCz6de++TMWXqpiEnlJ4ulviKOZimW7LQsIW5VLrU5eXuNEsN4susaN4ij4jd0tg+V6QBGZaFWJ1eYLuLq4r5RJwtwZECUJXtKjsuFsLIndKkSkXDMqiy60TSMQ3zLq4blap/OSsZ3kMHNYxxFYeLUi+NcDm61axl81ev1Y78vSJjaUO5z/KXlbdhWHntpWYz7tytfJf4f3X/4QKH76Nvq2b4OKRPWAyBU8K0v07fjFdokLe8fOLWNiUz2bVmchMSkJSXCzvoNc4OCicfbJOYcnK1STxS7Fo0SqMGTke77/xFn7/i//COxxL17zWVxjSoyniYy4RJFmc/JuH4mcEyNNnyCp6yg4oj9nOqJDtUXOQ+jAZD2/dQdTl6zh26CwWLtmIjZu2cwOdJg+ahXEDGuPsrqm4zrvnXd5hE8gBclm3bhYzjdKcBJOklEQNFRxxQ/quW+XWDInAKxUgOby5WW73FMnmVb5rVsSfdOWHgTXQx1wuA4ebXJSVkRvmcxNzv1iARWty/iynUHk9gqnTCjIy7wsdvZHWfKwcSWB5r2rc3TCvLIrb+9dtUOfWvr8wBFz6Q/lj2/RcdxdZDVeTJRLt6qrcpKBAogiV3CuFIKXelcRdHEOcwhtgU1Kia+dqyf0KzJOI3PtHs1A2MMdGLlDmYo9pTTLZRyudYxDyC65xLNwe9OnTDJ27NObjIGzauBqTxg7H1x+/h9/9jD20PngX/du2wOxRQ/AoPYkDewo5eKeYG/oxXaNiNql7wq7wxQRKAVLjkznvPIkTn+5wvPUtnAw6Q5CswQJGnhYvXo2pk2egVrXq+PjtN1Cz/Gfo2KQqVsweS+Cl4llhJocEPfKsSM5jAuTRE6QXFCMlM4c9fFOQcD+GvOgSblw4i80bd2LN+j3Yum0HroSexNHtc7BuRntcOzAWsScm4MGp8ezcsgD58Tu8jveZbIn0kJ30E62TP4MnijqKC8rVctUWrtcgK6IadwkZVXilpKLCwRYCtkiWG+HSY41jcCUqBgi/6zwz6LQa5lqJsAeft0pFK7jyI1xecwhzsSy6ddrGV5fWkhhYvLmKPNrGl6sl/iEABGq09LrrktlnXihLce8aZi1so2nDy2IIKLrLCzB2vhu+FQgUSjbrobu+iLj+sWQZlCh0SbfLT543eChp9qDS3SfFIR6PCRRA2vsmgc/hmALrx2sN2wqsxVA+SSzbjqbTzRo1qj3+/NrP0bhJDQ4evcA5hGswe9pEbuS/4Gf/+v/w3//yz6j3dRkMaMes+f1YguQxR0sX4cnTJ3SPnjIq9Zg5jmJGoPJ5t08hwU7i5Kc4REXdwYnTp7Fs1RrMYejXLMnCBUvRqV0HdGzVDO2a1UEvJgJjwkN4zWI8JVl/xFXM6+YTKKn5+UjJyWLDuWQ8eBCF+1HhuM3BqEEHt2L92nUMT2/nGLn9uBl2CGf3TsflvSMRe3Qokk8NRerZkci+Spl/HMt7M1g4x//vJGrYbBhqujfrxW8xKxdLPMUt13atjHJbBhIJHN1O8+Z2KcrlAsX4iIHBliJcmsjrixz/3rUyzmLgCDo927MevlzFtFwGDHO5/GKsMycNNMy8c6kfl1wn1bq780lkSdz2QYHdGvV5fc6OL7Qk1iFDwjb7YdzaAzf/IevhChhfdL67aeVGKeTrJfdKmjoEJgQNJOIVbj2I+7oLHoFTGi79LVMAW3vPTKujsHke1GpZC1Brcp3Czu0Fhdfp14/GG2+9hFo1y+HM6WP073nnnzsTn33wNn7yL/+E3//4P1Hu3XfQuXFj5CbTktAdelL8iAN1ntKaPCNIHpHfMGSbmUd3Kx0p8QkcivOAwzkjcPT4YaxcswbzFi3D0mVrGLJdiUH9+6NDG2qyls+mCpi6qtgYSmCSUJiRzqBAHmvVc5GVR9ctLw3p2UlsExTDUdlhuHPjFELPbMOW1dOxbtUi7NqxBWHBhxF2chWCdgxDxIF+SAkagJyz/ZF9fhCrGyeh4N5Klu7upcvGWnb+DumM5klbJ9dYSV2Fe+VqSX2h/mrSbqmxumbZuE0i3OjWbW+4jz9911wtgcOboehxEL8xnYqufCtiUSwj6wz5BtPl8uYrUqdm3IPgMEtylqHe0ycsDGzAoTXh4/PkJ25kyyXfgeDReAa3dZAKroKOlVqlF1oShf1ceYKshPuaTLQ4jP3YeixQKbEoUi39lVf5VzKHxI0+uTwksCZECUj7LrqOzpflEYDt/eeViSY/scQkayjMzcphdCvLJvTSolgyMYMu19NnkTgTtBZvv/1LlPnsTRw9uAuHD+7FmrUrUK1Kefz2Fz/Dx3/9C1rUrIH54yd4G5mzrT1Xy0BS/Jh3/fwCujS5tCRZSEtI8DjJwwd3cTn8Anbt3Yq161ZhJXnJCpLsjRs2Myq1Fn17dUHr5nXY55f6potsUXqfycTUBORlJDLE/JB3+Rh+1xi6vNdxP/YiudJ5kvV1WDR7CJbNH4ndW7g5jm1D5KWdTGiORzB1XhF7OiDpeGfkBHVF7tlelOiPQu6dRQT2Tt4QqAK2unavVazfpd8NwUvDpYikLIs9N5AYMOyxAULjytU8252Gplp3V5IiaYom8Ypr+DJ5I+u+RfHCvOQbZjWsY4olEm0piWhkPYhNsE+fsFoSq0osWdRYWWWiXC0VXalJnTrMe8N9bJV0fnzRGDhXBfzCykSRct1hFNUKzLTrx9VRP6juSG5Uy3XJAiNY4iZuHkQbXACSe/VcZmLuU0muRK6Wriuu8rwphMdJmGOxBhB0sXKpBs6kbDyLsviiR7wOh+8Ustt7MNuIli3zJ3zx8atYx6jWMQJl1Zpl6NO/B/762p/w9ScfoWmtmjhz8CDzGU84UddcrUck2MUootuVl5fLv5PBUHIykh/GIuHBHcTevYazQQdJrJdj9Zol2LhxHY4cPoJjR2mp1q3BqmULCJR2aNawCnsKT8LF04eYfedsxzhmxtM5zz2T3eOTOAv+zklcD9tFUMzBnKkDMW/6UOzYwBAlARMZsg2hR2ZTVNkTF3e2w92DrXD/QGNkneYI7POsgAwdiTyCpDB1r6d+TmGo2xvHwJuGKzlSgEYhflWiulJ5A4I9N3fLwGHAEXFXk3Udjbj7E6+sjLc0oWjPLZIly6HolRKIBhrLtivrboAxF8sGklrrU3Ov3GWA8dyukiRiYM+tQGvihn7tsUAizZasiSJjL0wmatOLaLvKXPENbzRziS8rC+LmSWR5dNcXB5GQ0a0gdKUlAoHLOWQt3ByIyLqbaVfy0I1y+Z/xLUmWabsIrIJiAqXAVMAUNVKOYuPVrBFE7N0D6NmlGr746GWMHtSFyaljzLZvwKIVC1Gh4jeoVqEcdm5YzzLbW8yvlGTGGdnKK87jgJ4cum/pdGOSuKnjyEnu4j6z71cvn8Ch/evJHeZh/brFnIO+hRV4F3nXZGj4wjns2bUJm9YtwrTJQ9ClQ30M7tcSC2cPwv7tM3Bw+2Ts3zwOezeMxpr5fTF7QidMHNYRS+aMw8Gdm3CSIL4atBU3SVCPbuiFE+tbI2RbYzw43grxhxsh/WQL5Jzryt7Cw5AVOR8FnLRrw09TU0p7J7sSJIlOxUEkQ5FVkV5LVkXtbuV2BTbSjrZxcSX5EYFEoWADiSyLQr+KZFkI2KyIgcSXz5d2cgyxNkIc9nPhrD/0x5a5WqcJkot8zci6O7xH1iRQGew2jJD610Cheni3xuSFlkQEXWTO5Riuvkcg0o8oQq9N73/OnxGiSJWrqRJPEXBcSYkrRXFJvptlVxhZ/MS1RLImZm2s+YOXhzG3y1vGR+iyUauVzwKrwkLquqx/LmXkURF7cfrQChzewZnvocdw+ORerNq8ChMmj8MXn36Eof37IPIaRYIpiXSDUnmNdNZnpNAyJVGCH88Bosy4x0Yy2cdZ6peOcX78amxcP5tRqPnkDiSu4eexkJn3di0bMxu/nbUoIewjdYCz1VfSskwlB+qPqRPbY9akNpg+qgGmD6+LhROaY9m0Tti0eBgOb13EMQw76HsfY4f5c7Qgy7F3WUccWd0aF7a1RtiOBog51AjxRxog9XhTZAV1ZjPuQayJn4mcuO1I55TihId+UZvEp76L5Ucw5UXIbXZJu1kN9d2SJTG3SpZDeRO5WtZSSFxE+RDJUxT2FU9R7sTyI5cIEl8ub2AxV4uSFEawfHm8EfYlnqtl4DgftBSnj8/n/Pg5jG75Ne5unYhbXKXHbl8tZd+tdFfvq3ewK3Z8YcbdzY24+RFFqBTtElDsHFkHJf7EGwQGcQxXjiIAlm700l5ZShS6yUE3LCzCL0DYe25GXpbHi3axwMo6GRbYrEHrlkI+Yln3Ipay5vH9DHYTsdmIeHoNTzixN/UOmzHc3IHwy7uwcfMC7Nq5HqOGDcUXH36GQX0GkAecQEJsFCsY4/E4+x4KUm6iMJEq3ZiLbD90EMGcH3Jg72Js27IQa1fNxfbNS3D90gGEnFiBdvXfRL1vfonerT5jnQlLf29dQPiFAzhxaBVOHaFAcv9yHGUT7uN7VuDoruU4e2gDwk9z7AJHL9xiB8mYK0cRTuK+e9U4bJvXArtnV8T5DQ1wZVdTXN9VH1F76+LhoQbIOGV9hLsg88IgZF2dwS4qG71OjxlJbCBeMrNFHFO5LL/TvKZeWQfH0tFwpRPQSkfDqWxXdSQCjJpBmH7LgCKyLrBYjYnVlqjOxKoVVcrrWRRP5EiOwu7yfjdHv0LRJvL6RN34iv88iMCwvlvWCEL5EblRdlQvLrldbsOHwFoT1ZCo87yszPdK5WUZxDWUOLQf0UCi8KFtfoWJXUIuCYorW1cUS9bGQKfNbOdpwyvHIVdPAkURcnEWvS6AFrOISmFkcZIi8hfrrG717Nbf9zE7NRaaKtiy7V5/rXMc7mPasCA8Y+6kkHPMc++tRmrkEkTTpw4L2cCBPCuxd9sGTBs3GY1qNkLrRk0xf8o45iXYZO0E/e0TrJU4TH9501RsXtALKxb3YK36eGxmAdZ+kvbg03vZmoifH/gletf/d0zs/AuM6/Q7DG/zJtZM7crO9ItxK5SuU+h23Ly0FzcvH0NkeBBukfRHXQvB/VshHAB0EjfZCOL0jnHYtbgTtrOI68D88ji/qhzCt9TA9Z11ELmrDmL21UfCkSZIO9GSLlcHZJ7vy64qk5AfxVLehJ0oYJ4ki3NZShOJnL/CLo7elGIOIk1LscI4I/WlXeYT4w94pF2h38Dx5bIiimqp7t1vos2R1SXqX9/tspqS0sZ09tiWZditebbptwwgVmR1LXwdgWLDRm1sXGl7odKqRLMoXCWViTaOwVwuZc7lbrm8xNVu+Z0bZz4fRKouKgLLP2wEoU0cKD4UiZdFcSNc4h8Ch86RRfFyFdykEkK6G15SFJd0C3AK5yrLrkiWvW6vGTDsusqpSGFcCiADgPXdotWw2eumCGYZrx1zbPSyjWrLY2tTguQRrcvjjP20CCtZsrsEibeWsiJxC66dW4szB9ZR4LgTm1cux6SRQ9GvWysM6dMSI/s2w8SBzTGbRVDzR3fCkum9WbHIGpJdy7B9qxUPHaZrtAcrmOQb0f6PWDLkFawa+musG/1HrBv7DpYO+xQ75zfBwbXtWSfSHRc42Cfs+BRaj7m4wrvmJdZvB+0djyMb+2Lb/MZYO6Ucts4oi2PLKiF4TSVc2VgJETtqECC1cYsrZl89WpJGSDzcBOkn2tKa9GKvrlHIvjGPHSa3EiScOpbE/lnpNljU7+Co/If1/1UneY1d8Kdc+bNJpARWRaIk8mpzKrJuFqW0zalP1M21MsCorNcaQfjthfyJvF6j7BBroG2ulj/Ix2pM1ADCQKIEorLsJknxZCnW1bFk2Kjq2ZVMVEVioJ5LXVHcphECk/Ip3yuVd+vRXe2WuIPuQK7GS5EwuVKuiyUXSW19xDHkRolbuOFfN5ciCxPYLsjlN+759j3dc62GxJOGW2dGBhyKOP8wnzL5fBvaY10b7XVaFbM0hUy2PcuhOxKzCjl3F3PNR0rEXMSy4+Cdi4z1X9iB4BNbcJyAObB7OXZtm0fZ/AxsWz8FO9ZPxaGdC6nmXc42/+togfbh8sW9OHF4BdYu7I0pA8pg2aj3sXX8azg47RWul3Fi/lsI21ARZ1dVwOk1FRG0vipr1mvh5LraOLSiJnYvqkoAVcb2Od9g07RPsHPmxzixtAzB8RWCV32By2vL4sbmyri5vRoid9bA7R01EbOnDh7ur4/kg42QeaINss71QPr5oci8PAOP4jahOO0QE527aS2sPZRVjJKLcPkutg8SP6J16PkUXn8cg81P9If5aDSHpClKHJp7pRp3uVoK+aqeROMY1AhCfbispZCpf83dEg+xAizNTlQIWKW7BhjLm6hjirRbIuCSzdvGd3MnShKKnHtZebpsbtTr/2ubU81BVI7DrRFx3SQ3KiXguOpfgcCtFnRJuCyFbXZZgcDKwtJkoJ9UVDbdzrMIl73vfg8RUrMuOtd/fA4pydZ/6hSFiezYaDkTSsULCJgMAijDxjmTsxRS0/WEIMlhwVXOnYVsrDCR/bUmsWPKXDy8PB9RbHsTGbIWV2hZwi5spCuwgW7BRv6jruPiHZNh2hg2lYu+sRNXglfjxP5JWLOwDZZMroJdC6vhwIIvcWH5Z7i16UvcXPchbm/+mBu6PGJ3l0PUjm+4ycvRKnyD69u+weXNZXFx41cI3fAVwjeVxbWtfH3L17ix4XPcXM9rbCyDSL4fubkibm+rws9Wx10C5f6e2kjYXw9phxoi+yTDwGd70OUaTJBMRfH99XjK5nQZKfs4134vI137GJFjJp7L6+zIJUmKbzn2e26XuV8Ch9Tf5npJHq9ZifbcXvc5iQFmM92r9X8nTVHW3XRaBgi/1t1vDGGDRq+Gr/byJAYGVSdqBIMsh+re/64XV8n8dlkMbXrlTcRNBAA3s+7qt+Sq/UPirlZCrsslIaIsi21sFWVpY4vEy4q4hU+uMNF1qWQN/N5Y5AclYxUCO8S7+RIBR+e7Vkx/W+6Xfc4n8+c9S2Iz2J9wGu4ja3lK16qQRD6Hblg6pfI5BIyV+Rak7ycJ385u8YvZEX4U8iM4jCd6HMcrTEV8+FTcCZmB8FNTcYN3vZtMgF1nr6hwhisv0x0IMxfh9HRcODiQFYrtcHBjIxzfVg/nd9XFJXOJdnMDH2mM+H21kHqwJgpOcyOfqImsY9WRcagq0g9WRfKBSojfWx73d3+DmF1f0zJw7SqLqC1f4s7GLxC96Wvc31wecVt4zrYKuLezMmJ3VUfsnlq4v7c24vfXRdKBusg40gi5J1oj90wXZJ1nBp69jIujV+FpGufPW3FZ6n5akP0EBiNbybupC+P0MnZxSU7aS6vha/Y8gCRZdv7ocwm9iu1E0pVYNFfLwFLaWX6D1/JUk3iNixgYVMZb2jHF5CprCBCbwMu6d5b1Gik3C2JN6jQz0Y6yHmoQ4bpfNrr6YsmAHxcogXmRQH4iHqLkojvF9x9K5d0QrDiGMuTiCCrndVW7sgq2OcVn3OpBCRTd5KCsgja9G6VyLYsb5RLfEJgEIhF38R5fJ2bCRqtr9y3PE84eecJSXpvlYRWKVuOeRmuSZ0Clviufd9rH3EgFsUsJkqFseN2TneEHIo9d5AvuTkBe9AzEXR6Ph+yW+ODKDMRcYvOGi9O4piMyaAJ7YfXDrWPt2FKoJaLZayvmbC08OFcbiecbIu18c2Sea4tCNqgrvtiZ80c64Bkb1hWfb4Sik/VRdKIu8o/XQo6B5mgVpB+pRNCUR8Leb5C8rzJS9lRDCgGRspMg21kbSbtrIHFvNVqOGgRHHSQerIckrhSuDEa4co6zO/2ZzpSn9GMDu4ls2r0UxUlsMMGujiZN8SyHBwwCJHkX4h9up5RmB5ISbfyfPzE5ldGwFC61G1LrIdW2Kz9irpdmJ7pRLr8nsL9E4P18iem5CA7Wt/tRLH+eu997a4VH1P1y3hUeiTd+Is2WusqrJ/Bp8pJLNgO+JE/iTrFyQ7puiNhtFmGvyz1zXa3vBYlItFvM5IoXxTFc/qFst71noHHlIfZYG9wPA1NcWOI6uXosO8fd9HpPCUNFtJQ0tOeyQG64V9/BTS4aYc+lO2XuVqFN1mWuJId302w2pMtghWKqjWXwZirSwnADFdP9ME7y6O5wPLnbi2Bht/e7fVFwh13eIwcjO2IYMq8NZ+/dMciNmMCOiZxVcpX9uS4PR+7lfhzx1hG5F5uxo2Jddm2szn69dbwBPQWcQVIQzu7x4bzmFbZHtU7ynJf4OIyTr85xJNzp+ig4WRv5p2og73R1b2WfqIz0wxWQfojHAwTP/trIZAQra19DpNMipeyvRstRE4kHCMSDdZF8qD5SuTKPNKQlaYmcUx2Rcbo3B5fSKt6YQ7HjJpYDc/quNwaOblT8Lg8YyUkc1MNm2wlsj5qYsItWhC6ZFwLWTHd/tLg9dydduTotc7PcXlxmRSy8q4m8qh2xKNcNduo3QAgAFtEyEBgo1D3FgGLPNa7apPHmctnRljjJGXITm1VizekC3Sr13pJFEWFXQtHVcBmfMbAohCwC/50QsJvPkMskXqI7tpKE4gRS9ip0q8/ZtWR5lFtxzxUgxSXETdyadFcJbFEql8grzKvzlVAs1XT57VGNkxSwKZuNQ8ujyO9RPnkQE4rpGYc4hJPWhH2AM222OyX1hZSUPyGAsqKXoDB6lDd/pDiacxBjevHIzX2bYw8iOXyHI+Ae3xjEyVSD2RB7EBti9+Oskd54drUXvr3K+SThtBJXWvI5m2pHsAv9LU6yimjLjcpxcWysnc8G24U3OeDnBke/XWuKx2yD+ii4PgrP1+aqwVUVBeeq0BJUIAH/BhnHK9CFqoyMw9WQeagWsg7XRjZX1pFaBFFdpB4hWT/cgIsWy1ytk7RaR5sh4xgjXGd6c7LvCOSwBWp+7GbkpFprJf4/s+O8jX/L4Jz3pEQfLGmpe/h4N/kIn3sk3ci6T9gFEIkaXbBo8q5AYs81K1HN6fz6EQodr9OK0K0y62DrSthaAmONF+4Nu7jqudVQm1NZDknj3TklnhrYZPIlGXPVuKvFqcK4bimvSnclRTFQuOdJYi9+8h2QuMlAV5UbmPfQnV/n2OZVAzq/0Im9qkr6acn6iNvISiiyJf6jpKJrPfRZAdQ9J1DvFZiwLOUvNv+Qk6vIPQoocHxMWUoRm0fn5DI/QKuSbqOrbSwc3a3HhRQ80sJkxbD3Fd2r4hi2OTWgcCbJ4xgO67nThePdOMItoieB0ccDxtPwngQF55XQSuBKD64+ALu94wrnl1ztCFzvQKC0J7g4ZJQd6HM5oyT3DgFzqyWKIjndKqIxx8I1RNHlehzQU4eDechXQqsiP7gy8s5XJPkuz8m8FZB9qiItSyWuKlzVkHusBlcdgqEu0o42QMrRxlzMkRxrQnA0RerhZsiiJcm90J8RrmFID2MQ4t4W5mE24RInd2WxTDmZjfLs909JpqUgmU+nq2kgiY+zvIgBxfiJL3BU1l2luuq3ZS6Xiq0U6dKIarMi6t7oF1qxEvEKcyWXDRi+OxUWYm2F1pKDWKM6juEucbfUXd5PJFqG3Z9+pWIrZeL9bimmAqZymK6TZPLa5G5SUZ1QXCm8RJBup0e3rPc7IJH0RFxCG1kiRW1aN/nn8pXA18VvAmtGlDHX9VyXTDkURankvrn8RTIWt4RX4ko3WuaD28K91jHeyDkBkks5CiUpBRyXZl3W09gxJbeYILKxCwYiWpM81mDkRU1B4d1hdLX6Eyg9CZjOBEkngsRmj/SiBeGUKw7VeUyQPAnvxoS9zUDs5rlST8JpVbi+pWv1LZ8/vt4NBbfIDwiQTAIk63Yrum4EyY1WfI/DRGltHl+ny0WwFF9twGuQoxhgLtZAfkg15F+oirxzBM2ZSrQuBM7pSuQu1ZBNS5JxhDzkaEMkExgpx5sTJM0JkuZIP8qG3Sc6IOVEDzw83hcJZ0cjJ2oTx2uPQLdOVdlQYj8rKsOQEOfLUtKZaDSgmLsV/3AHgWLDZP2yCSUS1VXenbrrJhNdsi6gaBy1X1PCNqe0IhIshl8iob+8kWsTQ+brOIJ6+d8NFTWAmEumro4W0fLmuj+vKbGad0rorTqxBCg6um1NVap76vAsz2qoAMtcKiUdRdpd8v7CehKBQdlu3a21GeXzu5vfoiAGKnEKbWpNmtIdXsReAJF1EPnXxnez5iLhSh66fMYVMwrMsoT6fr5LxsgZk4aFJO+F1giCYd4C9v3NYff4TM4YzCxijTvHLtjs82xmo4sJksKELSTqM1EQxbEGdwcSJH3YqZ2zRe7aRN0eHMYzgPNHaGU4RuHRDb5/gz1+b/bm5N1unN3OoaIRnHTF2SPPOJ3q2dWBHLnAWSJ3ejBJ2QUZnKWYSauSd52TdwmuZ1c4Os6G/XDQz5MbbTnnhFOxOPjnGcfAPQ5thkchdMUu0BU7WxsFQcZVCJZTVUjMqyPraG2CpL5nRZKPN+NqQaC0oGUhWAiShIOtEXewA+KP98fDMyMReXoGls7uj1FDW+M6ZTe5maEEAnMjzI+kJDEfQtJulsQ7JpDUU9eVTAApgagBourUaG6VolpqlG1ulsBS2lXeD/Neuaz+v9YDeDVdq9Xc9HSzQtYxhL7RO5rcxA3vypKYayUXzI6aemUE3mQpLwKHtFquZRA/cUm63C0baa02QwLPdyyJu9m0ebXpZQ1ExgUC5UfEN8QVRJ713OcHfg8s8Re7pjL5Cg+LlMvF0+uBEhc3EanHcv9cMFmo9xGbRXuJRIKkyJpjFxEcBEsapz+lkbxnWGmvNdYmqJ6aKDJuM3LvziUvGY+imGGchdiPi1aCI+CKonpwBsgAuk/DOP9wJK3BCIJlKNcgzlLsxQgYOQeBVHSTPOXGYM5sH8rBPoNRyNnuOfxs1u0uyLnJOYnXetMlG0iXrD8tCa3QTY6Su9kJzyK5yF2eXeUU3jBGv4I5zvp8ExSdbYDCM4yAGbFn6DjvRD2ScwsjN0Dm8Qa+y0U+knKEFoWuVsoRyub3t0DUgfa4dagXTm/sgoUTW2DEkA6YNKEf6/jnso8Xbw4pQUhLPkqBpoFkt2dNLIdiLpgBJeHhbk+WIoAYGNx2Qu6EK7fvlt8w2yZcWX27hXlt3AIz7F6TbIKGnRptGVCuhJGn0KJcCiFoPN2Wn0jUhCvXzQp0tzQOTm6VVzNSUrrrA6G0+4nqSgQakXSTqKhpnSJfsjbfAYksiXIbtunkgunOLbdHWXR77lqawLyHGjWY/MGu6yYGfeD4iUKBQpxFbpMiZgoJu+FgvWffUd/Z/p65anY0Wb+d41sp04fZY+u4wmpFm01iPYcZ+bJcSpF1medogqcsA85itCctivXhNqOEneWfGkg4wq2Qo9/y73ZAHqNeuRzLkB85gjPZR+LZ5ZH4NnQ4npLIWxQs71Z/ulcc7MP1+PYggmQgh4r244Cf3iTs3VFgY6YZ3Sq83IUj3doiPbQ2Ui4yVxLKCNZFWoiLNTmhtzEtTHMOEG2IxyENCBS6YUENUHCK3OVkQ+Qdp4jxcGPmW+rRqtC6HCOxP1ANqcy4x+9l+PlAM1ze2QCntzfHhsWNMHpIdfTq3Ri9h/bFoJEDMW5Sf7YZ3Y3slPNIvL+f8+pNsmJdO1kHz6y8F/VK3IlEhobj44yn+ET+4QMbveCPg4u5u42WZKuXOLTH1rXRQr2SoKiW3SJbqiNRowfrB2zNsi1HYklEA08oKxEV9XLnk4iPSKbyd13lrda9pJ5EMhMBReFdEXnVi7jJQpfACxgumF7YnE4bTm6SiLWev0hCUhpR8iNQWoo8uRzEFSZaxMp/zweaXDABQe6TJQUfPwr2Nr5WYLjatSal2Xq7tjW2s2YQJtv3/95zLmQRM+ZJ8knqnxSFUDLPCBfds0eceJUWvZDWZBLdrJF4SvL+LKYDh4oySnW/HUfDdUXe/Z5MOpKT3OkLMOKFGyTwnGRVHEnXjK5XMQHxhHmWJ7foTjGa9fQGx8FdZRiY7lPmqeqIP8BE4Y5PcHvrh4jY9gGubnmXx/dwe9dHuH+oDHIu1MAzTsp6drUxnoTWoyUhRzldF4UESSETkUVnmSw83ZyRsPq0It8wwlUeaYfrMLnYiFKVlhRctsTOpY0wd0pdDB5YFz37tUWvQX3Qa9gAdB/QBXMXjMK9KJYzp19Aejzr3pkPyWBo2CvRJR+Jp7w+hSHhdN4wkkoiXTaq+j4nc8XGcNxD9HYPGHa059b0wQBioLHXDDAq31U7IdW6m1UxSYrGwNlzc8esnNfv8+vzjsDxC244WCFgtRRSZMud5a6wriyLy1vkdrlZdp/Ql7ZMtfNf2AhCoHCtihs5EgDcXIoIu8K+9p4sjc5zKw7dqJXresldkjWSCyfL4OZW5P6J6wRKVQwoirQZSGSxBCYDjH2nYmbhLTxcQItSXEDBJBtEFDJfknlvLl0ndjGhu/VtNCNWHAQKjoJ7GsdxcA86oyCOliCOo6bjOBsxjkNGHzTleZyRSHfq6R1Gtu4w2hXVieFfDh292ZJRqqoMz37JBOAHiN/+NyTvehvZBz5A3pGyyGaUKpsuU+6pBuQcdKvoWj0lH3kWynFyF+ox8diIiUfOdw9pTJerHrKO10TaybpIOMHo1gVm8U/Vxa19zOrvb4YLm1tj39I2WD6tFaay91b3rk3QtGULtOk8EF37DMLAwV0wdnRnNtHegEdZF5EUw6rFRMp2+BtYJOshLYZptyyhmESgJMdtY6Xlbs+C3GcTcQOAAGIgsdcMJCqusvcMKJLJmxVRtt2fuFvSZ6ukY6Pq3D25POtJfBfLV/4qqiWwuOOqJVPxcicmi2eVopKCbvGVciFuN5QXJRYDNVuKgL0wuuXmR1RP4oaG3ccuKOQOKbmoje0qgt1QsgCgTatruWLIQFcssNzXzZvYdVyOU2qZrN+W79bpHAUmcmhBCplHMbfskQGkINiLhOVbDXzsQhTGTKQVGcvZ7EO56ftz0/fhaGpaiXu9vEGjBXF0nR5yom48I1QJTT0rk8sZ7vlcRQwZW9j4MYl6cWRrJJysiIcEScapcsyBVOSGrwxcqgqE1gEucprvJU7xvdSGixN9L3GuO0Hy9FJzPOHjRyEtGeFqzmrDpsgOaoqMM82RcqEdIhnyjTjaBhHHu+HC3s7Yu74dVs5vjYmjmqJn10Zo37EtGjXviAbNe6FFp1Ho2q0XZk3sjLMc8xB/YwuVzpvIv3ZzKBEbRRAg8XSn7seRj9CiWLY9PpauFgeePuDYNwODuVl2tGUA0TKLYZbEwCGL4rY1ldulgiu1EvInXan/r8nlfeuhiJYrRZGr5QLFrIiXNyFQDAxS/ypbLoAYMbdOjhpXrfdfNFNR9STfCxK3Hl0yaiX73IiWgBAYYZILpDyKhIba3LqGkotuLkbXUkTNAGBAs7u9pPgChdvu1HXfRPLdfIrrhlki1NWV+ZbmrNfl3pKONprAK8B6dpEDd5Zww08hWZ+IZ9RxfXtrCK3CIE7cZfLwDiNalKsU3mOG/T6jWg+60ap0Rv7Dntx0/ZD7oC/y4/qiiOvRAyYhGRnL4fz2nGstOXC0JaNdLUjWCYAbzfHsOgFyi8CIaIlvL9NaXCQHudQUjy4TGCTuWRfbkad0QWpIdyRd6IWHlL/HBvXFlaM9cXJXD+xc0xNzp7bB8MEN0aVrFXTpWxed+jZBY3adrN2kJWo17oCmbXqhc5+BmDFlALVko5F4iYOJOL7ufvAMfu/NnN61C1nJBzy9Vlw810NreUrlL3MlyXEEBQFh1sJAYi6Xz0l8d8uAYSCxx3aOiqwCFcCSpSjzLiWwW+fuT+A1K+KTdgFCiUS355Yy797RciQs45XiV26VRk9rdrtAIksjkLgy+cBcyguTiWo3o8KqwLCwm/yzDRjYU0sbVOFibejS5J4f3ZJL5gOrlMCLzBtAdA1xFDepqGvo+wSGlt0Ilwi+b71MeexzEyPvVt5rFiWdGeiC/IsszgpjS5s5iL45y592dW8yuchYPGXOBCTguN0f35KEPyNBf3KX5Dyauq6YoST5wwgYSlfIVbJj2YQhtifyH5CoP+BE3tjedNEImti+DCn38sLBeeQqeZE9UMCoVnFkc461boL86xxAeqUppS7tkcncShLzLPcv9kfk2cEIOTwAR7b3xraVnbFuUSdMndACY8Z1Rtfu7VCrXgM069gFNdnc+6v65VC2YXnUaFkPdVs0Q4t2LdGnbxu2WO2L84fGIT5oDDJDxiH57AjEszdXcvg0PErcTJdrF3MilMzzhpFIYWNiAgWOtC4pNiORo7NlQdyjgcLAIdCYFTHSLj5iQHHdLXVp1NwStROyo+92+UVXsiAGACUNXZm8wCN5SpBxCUaxRMLFTwIbQ7j9uMy6uOW+bvWi26/rhe6WS9RtcylEq5yF3pfPbwJC9+7sRp/EPeSi6T1FrmR5FC4WF/G5QqnkvZRHlPbiktXQtcVt3GSil72npcihBbG/4fMQuwZdM/bgslZDRVbRmHeeBVhn2SboOtsNBWPUyDosmuqG9MRl3DxzkRrFMO8Dhnnvdme0ihwjhpl0hoSfmVt1i5ueEazH98lf7lGucq8z3SyOr2YU7FEUE5D8TNEdWpo7Bg5GuGIG0QINRdatgUiLGIAMfjaDrlx6VH8kMf9yn3KXm5cG8h+8J2tWOmHtms6YNbcdBg5vhA49aqNDz8Zo1aUJGnVojla9+qJu20Fo0Hki+kxcgzcq1sLLbPD9apk3Ub5eWbTuUA8jh7TAthU9EHygBydm9Ubamb7IPTcA6TzGHu6CB6cHMm8zDzkJm0nUCRRGChMSOD/+ATPwlj8xWQofGxAMFC5IBA47GlgMJFqyHFL8qvmDusgLMGqY7ZP4Uiuisl0DjPEO5UlUdGVulpcjMSDR1bK+W9robuZdpF35D9WcCEhuYlFRLbeq8TsgsTJON/zrRrjET7TRtbFdMu26Sq6lEHkX3/CaNDhhX/ERgUoVhgKCf7SevqVL+RRxIYFEVZAesIyLEMRGygv4eV/ywiO7pOSY0NFCwgRJNiNaObnB7KgSzsZwV9knawQmTWmFffvHstZ9Nu7dpg/PxGJSJEHygDmQqFbMlZA3JHLDMaT7JHYkXSqqhJkbAbVeYPIR92l17g/Fs/sj8PSBjbnm1N2YSci4O5nluOMRfYUzDsPH4trFCThxbCwH/QxjE7uemDmvPYZziGjn/rXQulcdtOnXAg26t0D9Hp1QuW07VGzXGbV6DECDvsNRvctQfNKgHz5uMAw1e83B776ujZfLfok/l/kbajT6GuNGtuYg0q64eaQfEoI6ECCtkccak9wz3dmbqweidjbGrb1MOFK2ksPhRdksE0hJKAnxkncksaYkjsdEAsWPbLH+v+Qo90shYIFD/ESRLdf9stfEVfwIl78EGM+iMMOu/IhL3iWNd0WOfh8uulpWT0J3y1X3yhpoprtq1gPrR9xyXfXccvVc3wGJ68JIayWya+6Xbd7A/IVcIDd8KwIt18kl9QKXritLoAYFbm2KQKfr6LlrrWRl3KO4kBf5IjiKScgNJHle9xaqgQsY+WKmPdem0nrjqpk7KbpEacplDuAMxradczBt5liMmzgcsxeMxPbdU3CUG/nCmUFsM9qPk3jZITGqL/MlTBLGTsDjhPnIubeAmq95nN42FSmRU/Hw+mTcDZuI68ETWGsyCUcODse+fSOxaesQDtvpjqkLumDMjHYYMLYj+owaiXYDhqNJ935o0LUX6nTuhaodu6Nq5z6o1p3jHxiZKt9jJL7uOgplOo/Cl11H451mXfFOk074sHlf/KlqB3zcagjKtO2Dv1aqiq/qVETXHg2wa+0IXN0/HA8Od6f2iyFjthoqOs+AwzkGF852ZhFXVVxaWwV3OU47MYyJ08RNyEjYQWCwgIpRrriSnIjlRwwcBozA8K9xE3OxXFCoB7CFfjW0J3DiVWDuxO//O//vynYV1ZJkXl0cA+vebfSCFMBu9aHLOdwu864ExZ1NUtrFkfNP6I69sO+WNprCq66i141MyU2S3+9uZrvju5Em383xFbmu9XE/o/cCrZP+jgi/m8V3cy8uH3F5i5dIpCV5XBjC/AejW+Q+llDMY6luXh51XeQn6QSS1ZTkFlxiX67riH14CotXcPjO1JmYNmclpi9YhnGzp2PS/PFYuGoUm1QPxsHdgxF0eChO7u2PXRtInjcNxL49E7Bu0zgsXD0KC1aPwbhZfTFqZj+MWzACg6YNRJdxvdB2RE80H9YTjYf0Rp1+PVCNXRxr9hmCJoMWoXaPBajebTbXTJTrOAmftxmFz9qOwlddJuHTjuPwdouh+KDdWHzVazY+7ToJZfuMQ63hU1Cu90i8XL0F3mcEq27/cWjUewhqNm2Int0bs+hrHGJPjcPDfZ1QcLw9E5EdGCXrQ/EkOdKFbizkqorgxV8gak8T3GWELCea463JT5LitlIJbCCh+terTLQ5iaX5kUCgyJq4PbZE0N3ujfZY4DD3yl1+kpHdHCl81KxEZd3FSxTN+s5zk6yUdGWUq+XK5vWagCIxpCt0/D4y/0KpvPIgbqRLES43bOtaBG1mVxaiTLy7wQU0uV9u+FeulCs/kbunqJYB8Lv5Dr+c13X77LFcOuNMlvswlyvfmkJYu1OvefZhyuNZ726NJAiitCy6XQVX2EvrGs5zFvusBfMxfuZijJu/CqMWrsOgucsxcOZcjJk3CzM4Im7GvDEYPro7Ovdshm6coNt33CB0nzwJXWcuRPe5y9BoxGQ0HTsDXeauQPNJ89Fk4nzUHjkDNYdPR82Rc1Cm11h81Hk4yvebhSr9luLrznPwdZdZKNdjNr7oPBWfdJiAj9qNw7utR+GD9mPxPgHyYfsJ+Lz7TNQfvx5tZm7Gpx0G45cV6tCqdESdQRPwTet+KNugE8pVq4OObWpj35qBiDs7FolHqCk7RZHlWcrmLwxETjBFmxd7I3F/AwTP/xC3ttZknqUFEi6PQl78GnbG30yAMHp1fyceermT0ky7XK4XkXXXovik3Z9BYuBxQ8PqHm9kXUN9VMKrAiupgMVJJEcJrCnxIl+2ApTACv+6/MSAUKrT+vthPS5IVLH4QoGjdFoqixVJl0ukxJ3EiOIMrgVw8xEucRfo1O9J7pX+pqJfbsZejxVSdsO9cssMmOq5JTfLzvdBQgvmSeRtSI9l143AM7NPDVcu1cDmbllVYsGji0jPCaHbdZlAieCKRPDVvVi2dS4GTB+JQQsXoP+S1ehBy9KfoOk/YxFa9x+Gaq3bodXAoeg2eTrKtuuCpuMXocviA+i4YD9aztyOFjO2ecfGUzai9ugVqDF8EWoOW4SKA+fgow6jaRlG0iJMQ8VBM1Cm5xiU7TseFQZNxpe9xuCzbsPxebeR+Kj9MK7hBMhIfEKL8mnHiag1bDm+6jwNf67ZA+82pUXqNxpVzB1r3h+VG/VFw+adMLBPW2xf1gP3goYx6cggxAmGoVnKmx7Cro7BAwgSuotn2uLcrLcRtozWZG9j3DvDEPa9hcii2xX3kFErarfuGinnmDzf3fKTiQoFK3Fo0SyNWvC4SaRP4EurEdd7MnlLJsrafHfSlTWD0Ix2661l7U5NFewnGAUaEXo1ibCjzXEXSAIJuRvBkuWwMK/CwUoilk66Mr1X6fpeqbwaQbg15LpTu4JFN5knl0lWxbU+ynO4ui3JX+TSBXIbF2Du39HrKhG29wwQ6g+s6ygDb1L5bM4vz0z3Q83e/4eBwyJcNtzGwtFsdZrLnsA5udRtsSAph6ph0y7djlqNI6dmYOXWcZixYhSGzx6Bicvmov/UKfisTkN8UrcF3qnVHDX7jcF7zbqhPDd83THrUWf0etQbuxGNJm5F40nbeOffhLrjNqDBpE2oPXYtKg6Yj7I9Z6Bcz+l0l6bga4Ljy76j8XX/sag4eBK+6DEcb7fsiTeadsPrDbvivRZ98ZcG3chB+uHLjmPwUYtheKsOx1y3HIf6g+eh/pBZKN9lFCp1GoMKLQegZa/BzK63xfIFHGN3eiTbn7Ll6Wlqz1hbknlhGCsnGbYOZi7nbDccm/IOTs38APdY8RhNcWTGzdHMm6z2JCmJLPONJh+5ZWFdChtjqNeKtR5cFhYmeKLZE9ie2+tR7LPlgYIq4Nusb7/zvPDKplxRzOipgJd75/hZd2v84PcFVm9gsyz+zBFrBmGN6vxSXncktUAiUu9Ft+hqWd8tRbIU6jVO4taVuKW9qlLUuDi3vanLa74DEt3VFfZ1G2Er6uWGXJW5VgtSV2ioTSzAuQnFFwHDNndgma4CALqGa2VcuYvcLX3eDQNn0oKkpVPpSpDksjOKEXkTNmba4uM0RrayqBLOofrXLIwVZRWmse47ah5Sb09BdswMPLw6GrcujsSxvf2wfdsw8pTBaNa9Db5p1hJ/rdoQtfpNwKet+6NS3xloP3cPui05jPaz9qDFJIJk/Ga6WKtRj8d6k7eg/LCl+LLPLAJlHt2s2SjfcyqtyWS6X+PxDsO5bxEQbzYjKBp2pxvVxwNIxR4EES3K2/W6oxwz55+3GoyybcegapdpjGrNQvXeM1G5J/lJt7Eo33UYqnTtgRrt62HW/F64enoiZ5Z0p5yFlZCnO7PGpC+z9n2RxShXztl+ODr1Cxya9CHu7a2FmINVkHqJosvY2Rxrt5H8bD+iWbIbbbNHSObvMQP/gLquOGbp79MVi4mhqPEux1Fz3bnD0dM3Wb/OdZuPb0WuR8RV67lla5V3vH5V8xGtU4o/O9F4yfMpV2yqIethIJDr5aqA9diOBpiTxzg3kbIUDRZVhMqiWmqIHZhZdyNdbmjYQBTYNPuF0S3lQ5RxVwmuWQjb+Jp+JXdJ5b3iDwKDHV2AuE3tSmUhfv5CG16b3e0Y6XIaNyDg1pjodYWF5QZ61o1cxCxEDjPp1jElm9/LuhjmkqvkU7eVQZCkEjzp5CfZ7Dj/mLUmRWlbkHl3OvMHrA2/w87st5govMsEXMREjqGeg7O8y81YMhbNendDx3HT0XnqUrzbqDujThNQe8wqdJy/H92XHEWbaTtRd8QaVBu6khZiCSoMXYqPe0zHxyTjX3Wfiq86TqAFmIjPO4zA1z24wftMQrlevMbQ2agxcAYq83n5bmNQs/9U1Og7Ge836oEybQaT2I9A5c7jUanDeJRrPx4Vu05GpR60SF1G49M2ffFlm45o0b8zeVNfXDg0CnEneyOfIMk73oathnqyT3A35AZ347E3QVIG+8a8jegdVSisrIi0ELYiuj0ZiRzVfS96N27H7kEsLcfDh7QeAcCIjt7qAeTWLQ4PJSgMKP7zjYi4YSTdB8a1KwYIX9Tod2v02wl5loRgscc2otp6AKuVkCyIWgipi6NxkhNHZ3HsAl2ikt5bBhJ3QpWSivaaxsHJDVPduys/CXTJBKIXRrfELezocge5Wpphof6xttmVP3EJvza2ak0EPLlgSlIq8uXyGJF7gU8AUlAgEIx6rrapsmrPeRQ5iTea2euYQivCQTZZ7F5ofYALHlEBy9dSrPyYeq2c7MN4lHeAA3U4Wz1qPLPevOteZ137LRZVURqfS2l8GnMmaYz+HDuxDP3H9mPUagKajaQ16DISDZnQq0tSXX/cerSbtRed5h1Es8nbyUfWo/zARagxZjWqjVpBl2wl+ctqNBq2GG3Hr0LrCctQi0CoTKB81moArcEoVO01CZW7j2VYl+HfziNQg4D5sHFPfEbLUpkW4xtylM+aD8anzQbjS0bBvuk0Dl+S45RpMxCVGDpuM7AXRozpiBM7h+Jh0ECvo2MOV/6Fvkhk47r0cx2RTZfr5Gw2vxv0CiLWf4UH7M6Sfo4NJK5zlNydDUi8tw+xDw7iLnmIWY5EVirGM+oVG0sXi1bEQGLAMJDcZq8tWRV7fjNiLV0rG95j9SRW324thUpHUYuwh5dM3zWQWO9fq3VXyNcf2MOS3BJ+oky8AUQgsfetwZxxElUjilOY+2WAMYCYO6bO8SLmbodHtzDL5SwvSCb6s/Rs4xkA3DkjamsaqNtyN7E+J+sja6M7vUDjgrE0cuXPa3fDvPZcLmBgeNj+bqAr5zaF0PnmVqUwSZpJ0m5Cx5wMttNh18IcWo4cJhatW0oaQ8KZlMfn5Rzi7MM9yH64mFZkEOvC27GxG6sF7/YE7vXFt/dYiXh3LLPjbNB8bg5mLxmBLmOGoumIKWg1bR06LTmEprN2oQHdqtYz96LDnINoMXUnGk7YjMpDlqLWOLpdE9ag4bgVaDFxNVqMWoJ6fafitQrN8Iv3q+Dlr+rjR2+UxQ9+8QZeeqs8Pm3SE2XbD0aFjsO48UfgY1qrT5r2RJXuo1Guw3B80XoIATIMZRkEKEOgfNFmBMp3HIWa3Yeidod2aN+1HrVdfRF9aggeHm7DHsHtkRZEqcuJdog/3wUJ5+g+TvgMczv8AsGLPkLc3nJIO9UYOWHsBkNLkhRN5W/sAYJiF8fR7fKtCY/37lEeT6DY0QARxVELtgwwBhZb5m75IGGvZHIS1bpfuewP7FES0cBhPbesjsQsifiHRI5ukZVCwG73RntsxD2U7pXqSMRDZF0CuYgsjXiIzg8k8S+MbomLiLCLk7gWQHoq10ro7q9N7iYGXfdLDe7s+mY97GhJSgOj6urllrlgdLVbyq8ouuXKZlyL5J1nbU65LGGYTTAUsKa9gGDIybLG33Sv+F46X89mcjGHde852XvZcmcbsuPnUzbSF6mUqqeGNKTAkTL56G6UovSluLE/N9AYSsyXY8e+6Rg4YzS6zlrmRbUaz9iJRjN3ocXsfWgzhxGuabsY+t2GppO3odboNajJCFf98StRb+RiNB+9BHX7TsPvPqqJH/zHn/BeldZoOXA6qrUdjFc+rIYf/Nef8c+/eQ9/q9YalTsMxTdtBuDzZr28VZUgqdh1BMoSPN90HEmeMpY8ZTg+bjoYX7cZjkq0PpWatULbzo2xZlFvhB8YzMx6O0Qf7Ig7R/riHkcyhB3sjB0L66J7zZ9gUJ0f4cScD+lylWW4uB67q1i58WqOw6YsnhGtB0wqGigMCAYAA4M9Nkviv+aDQ0Ax18t3t1Z7y6yIdZP3LYlVKC71XaxL7LPlzSIx/uHPI9FMEkWz3CYQbqcUle963IQWwwBiKmA3T+LOR3TDvy44XNdK2XfxFDu+sDJRbo5L4t0SXZdMa1O6khUDkTawG0pWBt9NSorcK9TshqCVk1EiUp9361zkUonjyLrY97Vwr/e+gcUbC8ecSA4rI20+SeYhdnW0PAlLd826cE5JTt4hnrODIGHpbsJsgqQHkkPrIy6opqfX+jaKeq173SmVp6qXYsaM+/Nx+MR0DJk9Ck3GzUSHpUfRavEJNJt7gNZkDxrTzWo8wYj7VtQfu4HkfSXKk6zXG7McDUYsoou2CGWa9MEP/vUP+OM7ldDROAjdqffKNUFtbv6Pa7bDf/z6Xfz6b+VRhc+r0ZJUYV7lCyYNK3QaStdsFMp1GU6QjECFLmPJQ0bR9RqKr1rSsrToh/pd+6HvsH5YvngognaPROiOrgjb2QtH1vXB2gUtMX7YN+jb8SNU++Tf0b7ST7Btwvu4yfaqDw+yTRETjkXsiZzGepJYUwE/YOiXVsNcLAOLLfERe82zHLQo5m7Z60ber3kA8Ut3BRSFfT0rwramBgyzHjZu4XKo/9wsiqoSFd2SuFEqYD8C5vfeCrG6k5KMu1S/djTQiI/Icoh7KHplz605hEW4RO4V9frevlvuXV2+vniH3e3lcrmRKm1sWREBQ3d4lzPINZNlCkxYuhKVwGiYa80EVIHDJfQqE/Y4Eq1EJpW+aV7HQusHzHEPnJmYzZ5baeywnswGbYnkJ6m0LOlZ++hu7UJx3lZkxU3nhKguSL/SiKJAltKySwpYG/LUjvd6UPnLUOr96Thzfhr6TRuADrOWot3y02i97AxaLj6MJgRJ/fFbyEd2oO2MPWg+dTsakqt83WsG6o9ejoajFqPRkHn41Qc18PNXv0ArcpFaTXvjh//1Gv7tpbfw8vuVUaZOR3xUoy1+8U45fNqgC+ox+lWFoPigXkcPJNV7k7TTmpQjeCp1G8fXyFMY8arQfgwqM6/Sjtn47kOHUCncC+sX98PGua3Z+b4RBvWog/btylP8WB4NGn+NDi0roEPdv2DegLdYHVmeblltJAd1oeRmEXLSCJAESyqyuIqc5AHbBxlYBBADhcAjq2JguU5gXCdIzNVS8ZWG9XghX1oQ33L4o98MGBbJMhdLw0PtsZrTSRavxKLxEdNtqfDKuqW4lYkKAasbituPK7DgKtDVUnGWAPVCqbxAIX/fDQO77pju/m50S4RckTEBy61JERCUTzEw6HyblSHQuX/X/S6BzbzFf9yEp6yVZ30semYul03gTSMXYQ13Dhuy2UReU7wmc2Ww11Zm9n66YNtRnEtL8nAGO6V0Zzi0AaKOV6NwkZ1NyEse3epIS9KdRVeMFsVPQuTtRZi9YQr6LWcGfMkJtFh8Em2WHkbr+QfQjFykFVfbmXvQkiBpPGkDqpOo1x+zAi0nkqyPWYpff1QLn9fqhKGTmRys1gr/ly7Wv//mHbz2aQ20JFF/m1zF3K4Pa3cgSCagTPM+eL9eJ7pUA1GhOwHRcxyqEDw1ek9CjV6TGfEaR6DQ2jSj6LEOxZBNWqFGw1ro0L4murb9Bi0alEG9etXRqnNrtOrdHnVbt0Dr9i3QpNZHGNvlDYSsrYAHh9hT+FR7ZNyahYzkTXiQxHJc9uEykNxj8ZV4h1wuhX8NHBHMkdwwN4uk3UByvWQstT/Ax9oJWV07w760GsZDrCGEz0X8XIh4iJ67rpYrj5cSWHwl2OEjGv9mm121ISLqrismpa/k9LIcbrb9hZzENq42rUi7eIRtZEWwZC0kiBR4xCc05129Y81CKSSs/lguGLTxbXOLp9hn/H5QpU0eFHFzgSKwisO4QQIvCkcQmruVRcBkphAktB7WWd50XOkk9Ebqc9h7KyfnIN2zreziuJ4AYAMIluAmn62Jm/srIpMdGR9T0Jgf0YlHSuHpduXeH4642AVYu2cWBixZjtbzDqDlQrpci/ah7cL9aDFtB0GyHR1m70V7rnZzd6PRhHV0vVai0eilaEnS/nbV9vjP332MsrXbo23fCajbph++4uM6JOtVW/XHv/znn/CTP3yECu2GUPk7DtW6jcZbtTowwtUfVftMQY0BM73wcFW+V5Xh37IMD79bpwteqdiCx3Yo17wLqjdvg7rNGqJdB5bxNm+Iuk3bomXP/mjauz9qd+qDxh26oVmjKhjS9m84tqAMI1x1Ec/oVyqH/6Q8XItYSujvUaJiIDE3S6BQJMv4h7lXEQSGHRUKtqTitfBV3mhqX6JiCUTrkrLaA4k1frh+Zb0X8pUbZc2y3ZELZjncjilmOdRlXkDxJPTkIkbc3fr2QJC49SKB0hRJUsRhlF8xkH0vJ5FbpY2sQS8Cg1r0awMrEqYZiuIo9r461RtI3M+5VibQNXP5i2sVdJ6Ske5zgUScyLVO6WnM2XD8QpZN6qK1ymNhUW7GabbOIUhSaW0Y3crKYpf1tM18by0rCyezeQMLn05X5XCcckg+x9p1U/yyFZC5Xk9ZM1JEKXzK/ZnYeWg6+syYymjVWrRfcBCdVxxGBwKl+ZTNaDZxI3MlO9B6+k50mLcXLSlT+ab3dNSjPKXD5PVoNmgefv7aN/jBP/8Kr75X0QNH52EUObYegP8gaf/Bv/0BH9XphPr9plINPJZJwjF4v2EvRrcmono/AmTgbFRlxr5sO4aBW/bFJ8164q3a7Rjl6o/W4xfTovREpVa9ULttdzSnsrh2k7ao37YHqrbujBpdKV/py1wPVcYjh/fHhJ5fYtek9/CQI+WSjrZj0IIgubeGIWCS9LusPCT3EFDkbtnRXldSUdzEwHLDuAilKGoCYRYkjJEsi2ZdZqNs6+IokPgWwyQpfl27615JlmL8w9wsAUf5EksmGicRH3GTgW5diOpGVKWoNkKBHVQCRY8vDAEHRrRErrXxXcsiV0vVjAYSRapcMu5+Ri2KFAyQ9dDf1d9RhMzNv7iflVUJzNO4XMr7GwRENifPZqczBEyJSiEVv0VWx86VmcGZiXwvhxqvHIZ/c0nci7I3shx3MruftEXRGYJkSxnqmuqwL9YAVhCyMV0kG8fdbYVnLMvNfTAJwcELMGbuVHSauBLtZm9Hp6X70X7+ToJkA1pO3oR203cwDLyVgkQep2/Bu62GofbghWhPULVjtKsZBY6vflidBP63+OefvY6/lKmD3zMc/H9/+jpeL8/iqgHT0GDADFTsPBrv1e+Jz1sORpWe1He1H8dk5ESGfocTHL3wUaMutDDMyHcZjI4zVqLO4Bl4pVIrVO8+DjVI7qswe1+/bX9WL3ZGWbphVTr3RsMBEynPH4oNa1Zg+bi62D76TSRytFzKvlbsgj8BmdHrqdmyXIgf5jX+YcusiEK9siiBIeCblJ94SmB2bbTZI0bObRkXscZ0BhK/75Z1jDeNlrlcfgMIWQvxEnfSlVuM5YWCrXuj5UpIwuUyWccTA4jb19fVY+k8I+yBIAnUcL2Qk9iGlrvkchBtUPfurXM13EWkWa6VLI1dz3rJCkBuotJ12RQ4EDAD/2YpN7Gu6Bwh4LhichX1/QQ+m3SVx9mIuRl0qTgXMJd17DkETHb6GVYmUq6SwWbZjIBlZR4kqd+BwqwNyI0Zz8bX7KAYVA2XV72PoOVlkHaRJbdMLFrT66LbbC3EqsT0qDGIilyL5ZuWYNzyHeixcCc6L2N+ZMEu5km2oN2M7STuO9Bo/DqGgjei0sD5KMPseHVGueoPWYh6/eeg7cglaD14Jr5qwpnxX9TFnz6rxbBvKyp6B6IuE4o1KEmpweOnTfvjy9bDmG0fzdzIcCYOxzHxOIaPR+ArcpQvW9LCdBuCVuPnotmYuXi3cXf8pUZ75lNGoC5B9WH1jijHAEDlxm1QuVU7hpW7sWhrABp26s0w7GkcWNEPW8d8hIe7WuDh7k7sH0xeRlFjSsnMRDeqFZhA9JKHjsvlAahkPolfZGXyE2tMtwoR7Ch/Ldx6/xofMfJuy2Yj+o/dMQtuya74h+aTiK9YL2BrmO1GrNwWpy5HESDcmna3o6OsjDtc9IUg0Ua2O7LkIW5+Q8CQayXuEEjSXZfI3jMg2ZwLFW/pNQOENriCBpp/olCy2v67ETY3uemGif1xZv7IZfuuOQRHbhqJO9vmWOsg662VSl6SwkZ0NsAng/MSMy0KlrHP4ySZKat4B53AnleUZ5yuRjL7BaYP+A02L66E0JPdOainKyKDe+J26EBE0CW5yA6E81bOxJA5CzFo5V4M2nIOAzedQ6/VJ9Fr+Ql0XngITSZtRl3mSWqN5B2eGfdKBEdZykgq95/BcPAChoPnocmIOWg6agHqMFdStS/dqQFT8GWnEfiAFuCbTiNRqetY1OnDPErXifi65VBUYAKxavdJ1G5NJpDGoQ6jXQ37T0YDLsulvEu3q3LHQfiyeVc07jsGZRq0xaufV8IXdZqhfNPWqNS8Jep36ojOvbqyXdAN7N4wGSM6fYmts9pjM2c8blvYH6HHliH29kHcZ9uhaOuO4uVNLNtu1sQkKWwCQTB4VoPk3HiI99gSiDeMc5jkZCm5iD8f0ZaFhL1Il2ddmDy8wHBtsM1u5wopnZWovr9yvwIb0sndUptTt75dwFCmXZosl4uY5VE+5O8LtWY/f/2FshS7+4pY2x1egHDv6OInNjLMNr695/IG8RiFd13eIkDJUvjjxmwCrG8V9Pfs2i6vEb9wdVyutXGDALKC+rt5JpFPZj4kgYEHAiOb4xeSGeFKYnTL5CimAk7LPEYSv4dh4q1s+7mG4d2peGYNrs/VR9C6ihjW9bcYPuATzJnTHHPmtsLSpZ2xYmVvLF85FCs2zMKgyaNZ7DSQbtRUKn3XocWsnWhNoaNxlLbz9qPBhE1UBG9GAyqBawxbhupDF6Hq4PksoKKamAD4sjPlJMyFlONmt8cf0jK8R+L+Ia3J5+2H4jMS8vJ0t2pRDFm3F0HUkTovZtor87XaFEc2ZI6lIV2yanz+WcOeeLd6O1RtzwhYy+74okFrtBk6BnW69MKb5Wrgb+Xr4Mu6jVGpSX3UblodG7cswPo10/HOX3+LV3/zn/jsrT/g0zd/j7f/9FOU+/SP2LN1GpvTHfUAEkVJfHSUKX7pblnTh5KjASOC5DySdSP2uq1bkUbYOb3q6lJGujipmEC5zPmTBprwMILBGyZqAGG/LG9eojWC8Ge4i6xL7Cgxox0NFAr/Gh8xnmI17jbpSt1SRODdkQuuFEVyFDf861Yout1VXiiVl4DRdaW0kcU9NI3V7vhacpV0t9e56roicu/e5W3T23kuKL4vgiWZiZuPKSXn5B4WveL6Tpg6jQCJ51izOLbwZJVdurXx5GDNBHYGMWuSauPtaFls4lN6Ki1J6jrKUmZyLEJn1l00RcjmOpg1rAyG96uOCePZvmfRNCxbtxSjZ03G+AVzKZ3nfPbh49B54jx0m7uZScQNFDmuoQxlCaoOX44aI1ai0oBFtCRrWUuyAhX7Uf07aAGrCpcSKHNRnsS7Uu/JDOmORTmuTxnJ+ojgKEMr8hXl799Q4FihG+tMvPAuAUW91icN+1Gy0o/aLeq8KEOp1YfEnud80aw/PqrXA+VaDUST/pTcN+xE4t4DTfuOQB0S9epsLfRlnTYoW7cRvq5dHjUbf4U7sSexZdM0/OTf/h9++sN/xl9+92v85Te/wjuvvoSP330JOzaN90ZXx1IJfJftg2wZODzAWPMHyuhvsXbdloHDnvvgYUiYIDGACCRhoYsIBFtsZ1qyDBw+WLjJaVWCz/kjFgQUEXcNFzVQGDiUIzHAmHbLBYbbnVHTruw1gUa5EHeOiTiLQsKyLi+Uyrt8JHDDauMbkAQmTWUVadfGdT8bSP7tLm9gkdYrEEhe6JYb3k02BvIUuVsi/HLvXKvmXYcRrNwURq+SqEtjlCuLViON+q1UKoHTLAxsloTJxhTOcM9I28FQMRu2JcxlBxQ2tuYgnqv7mmLpxBpMwtXDpImTsGjtfkxfexzDlhzAIJL0Pgu2o9W4+eg1bx36r9yH/utOY9i2S+i9+jSJ+k7UG70OdUetRaNxmyhHWUM5/Tx81W0aVb/TUIXRqVpD5zFCRZeJId3atAYVzJoQIAaSzzsMo7J3FMpSHv8xC6rerNUZb9XsTJLeBx8TEB827uvptyqwjqRMyyH4jLylKh836j8NVfnZzxt2QY1OA1G2WWd807QjKrLmpTIJftVGTVC25uessGS3+dTTdJ+Oo1r5j/CTf/4hPnj9fbzx+9fx3l/+hOqV3saeXVMobDzMuhHLkzDbXnI0gBhgBAoDhgBjVuXGdc4jubacrhVnsl8xd8ssiIHDqhF9ebzJVMwFU6Vi8HkDSyl5d5XArjVRpOtUSSMIUwGLZ+iozS5+IeC4lYqyLu57rprYXn9hdMv16d0IkviJuIjOc8O+cpv0nvIcrlVRRExE3o2m2WNZJjeBaNex193o1otyM27EzAMYcyDZtCR5aVQC85hNPmLCxky6XJ6LxSRjFqX0GXzdMvBZGWz5mbmdoFrABg9slsCmcZHHWmD5hCro3qoiRo2egElLD6LP/BPMoh9Cy7lH0d7LiaxEx5nL0GrKcvKPDehIF6vPytPov+Ysui06ymQiI1vUbzViQVa1gYtZQzKTjR2mMhk4DZV7Uf3bfQKjV2NQvtNofNWOshI2eyjPqNTXPJZpx9p28pJ3G/bAh5SxfEqwfNKcVoQ1JV+0oYvWmYValOiXaTWURVgDWSNP7tJjAqsU+6BM4674umkXfFq3Nb5u1AHvV6iPr6s1wt8+/gBN21fH7QdHcI99gJ88uYuZU4bh5//+X/jzr9/EB3/9BH/908v46IOXsXHjOILkCIWOrHG37o1esdU2z3KYe2XAMLDYa2ZJDCBXqdW6QeXvrZvkKeQmJpU3kJi4UVJ502+5HVOeN6ljoZUpgQUQt7hKamCzMt7MxBNs2GBjF0oiWa67JVWvIlhuVxQRe1dS784p+Yflu8pjyJ2SxRAQXAti58qKKBeiDe9eR5ZFI8XkjunzIvKyDHaUSxYY5hVQxZtkNWSZBBKXD3n5kSRLJHKylcd7KEnhANEkDq1JNfeM0a90z01jCDj7EIMIe5GXvgxFCWwqx96+D4NJZOdUw4BO32Di5DEYvWgrusw7gtqT96PenMNoPGcXGk+lwJF17Z1nr6Feay3qkHfUG7mKwNjKwqttlKGsY+JvMWoOWIKagxajcm/WsrOOxFbFbhPxTbsRjE4NojUYxI0+iK7VaA84X7HQ6vOWBoq+FDD2p06LNfGUoXxFl+wbRrnKd6Ecpes4ylLGUzrPiBfdLBNClmvVF98074kyjTri41ot8FntFmxa1xqfVqmL9z//HLXqV8WZYLqXOVfYHYYzSpIuY9Sw3vjFj3+O1/7wBl7/41v44+//gDfe/AOWrhiHhMQTlKTs9oBg1kRultwvWZTnBJ4TrvwEok23MlGjqX6XPRc5+kAxDsLkodcAgv1/L9j8Ebpclhi0htk2p8REiyWPzxII561i0abs2uz1kuen2NXkdEmjOQOJSeJN6KhGEAYSNX5QePe7TbLZmoglu25Lou+VpdjdWWOIDQDuhtaG1V1d7pUb5QoM8YrLCBB2TZeTuCRblkFWR++J68iKuMBxpTGuUuD5dW3cAyNaWbQi6WwCncZWnpkZzP5Tv5VOLVeKBQyYO8nkOf53309Lw+m7WevxOJmDQ9lU7mFIVxxc0RBTh9XA7Dkj0X/KTLSesg6NmUWvSutQjtyi5oi56DxzOTpMXUVrsgFtpm5G8wkk6QMW4qtOU7xVjlWE33SazOMUr0iqfBdqr8gzKlKcWM7k7sx/lGszhPmLMahLMm6h32/aD2EF4iBPhlK23SBPNv9NxyEEBUt1yVW+opUxwHxBQaMlEyu2Y0lv486e5SjbuD0+q9UEH9dogDK1G+Kd8lXw2kfvo3HL2qw0DEPR4wTEJ15l0dNR9O/TDq+8/Ev87lf/gw/eeQevv/Ya/vzqK/jTK39A3wGdWE9yyFMDW4shgcSsiqyH3CyLcF03USMBEmFNIGhRTAFsRN0shwkc3bJdj4+wrt30WxcvWKNsgoeh4ItW+2FSEx7Dgilb4fEs+2oZQOyxgSXIXCwCxVqcimNoRomiW7bRXZfKBYlcLHPVxD9c3vK9IHGJuayDCw7d5e09gUhAcN0k5U20WWVZxGNcyYkeyw3TZ1zLIvfNBZ2buJRrJsuma6aRkGcTBAaSFG8u+V66VgcY4SJXYZFVIjuBJLOlZzqJqXVUT2IHw3QO18zP3IYnyYtRdG86ksLG4NTGbpg5sj7GjumKHiOHoP1khmynrEIdyky+ZvlsPUar+s3dgU5T16PlBAKFxVcdZ2xBW7peDVmu25CWpcHgxZSPTCcoCABm3Wv1m47qzH9UpVtVs/t41KWLVLfnBGbBp6AZw8AmaKzWaTgqtic4aBnKtupDBXBPfEwQfNK0K8q0IC9hfYm9VqZ5N4KjIz5nJOuT2o3xRd2G1ITVxWc1auDjyhWZf/kEH1X8Gn1H9sSdGOaGMiNw+swuDB3MiNfrr+C3v/o5/vray3jn7Vfx9jsGDpL3v7yK115/A7Xr1kJ4uAGEneXZi8ushrlV5nYpkmUgscfmfpk1MaD4fbZ8BbCKrZQvMT5iViT4PFW85xnZ4phqSzSGsgewgcQAYkAwQJglMXB406z4mlkYA4ZZD29WYklUS5ZDHRrdmSQuONwOjq7YURzGbY36Qk4il0jjieVe2eazeXna/AKJBk661kfRKtdVk8ulzavru1bJjVQJrAKC676515Cls9fsu1gexv6uwOxZuUS6VYm+C2cTnNJS2UGdy6Jc1nQtnlGv1KTjPI8RLo5mTiWBz0rZjUdJ+3AnaC62zu2ILvU/wHuv/Cde/v2PUbFudXQbO5n5CeYuurHUtu8C9Jy2Fz0n7kInWo92k9Yw37EYLcYuQ8uxbCc0ajlashKx3oC5qNl7GiNR05jvmIrqPcklSM4rEwh1SNab9PfB0YRlug35Xq3OrFVnhrxci574snEXRqo64NP67fBxPbpNDdvjU3KMz5t0Zsi3Lb5o1BpfNW6BT2rWwUdVK+Odb77AhxU+x6eVP0eNJlXRh+DYcWQj4tKuICntAubMHoS//uX3+NUvfoFX//AqPnibdStvvYZ333sFb7/7e7z6+q/w2l/+iDf/9i6++uorHD26zBsLJ/fKAGEWxcBhS26WWRCB5EqJ1bA6EnO1bEkqb+6V14wuyKoOaR0Y9vVDv2xXWjKQR/zC3cgeEEoy67IaLlFXll09uJ5n4G00g4GupObkRXPbXWskCcsL8yQ2SVUWxN34/jxvDp0kWNywr+7cApHIuHIoLlBcPqNrvyh8LF4jAMqyiCfJwrjumM4VyOWieUlIZoyT2Ck9jdwknSrg1BRLaO6kxdhHC8KQMK1IBiM86abjsnIAvp7B8PCaBRT/VX4b5T78PX794x/i3/7PD/BvP/wnDBw2mFGhRShfvxlaUvvUnUDoznqRtkOYH2H1YcPBtCxmCQZRW0UwVDLewA4n5dqz/oO8oSIrCquYvJ1y97JtzU3qiW+YLf+mRW82lujFRB/1VtRcVWvZmypeWozarZkAbEnL0Byfcn1SuxkVvs14bIqvGrVBzQ5dUaNde3xctRLKN6yJ+h3+P+29Z7hU5fk9DEqVIr0JSBEUFRv2FsWYWKMYW4y9JprYWyzRGDU/g8aCoqhUAQt2QKWf3nuFcziNczh0URCwr/9ae8+CxwO53ut6P+fDvmZmz549e/bc67nX3S/Dzfddh/GvPo735pHCFHH2+vo8rN1cwFHchZg5+x8YNLAjunbugJHDhuOIQ47EkYeNoRY5FIeOHorhI/tg1KGD+TgYI0YeiGOOOQrTpj4eaRF1RBHNcozENEuaQ6Aw1Spi9m9cuy7PluiWngskKrSK55CoEZ1oVpyuwtLdBEgcAMynRnHJrYRedob3uQLRYDA1+m8NsFt6r2ykh8HElt4xJ0ju5t3ySuwVPhTyULuEK7yF1xNa9VmdJ7Y/4ui3jvdxpkzWRrZRWnqwWnq5rE1MrUwDdZzAYdso/J5YIxEobAC9gc2f5cFat5adUAiSTQTDl7JJ6BpeR02ynsb9Os7kkIb5kvTsiYevwugDe+PE40bjwBHD0L17D+y9dxs8/bS8PbV4jnGSm277M26++2Fcxyj3RX8hjWLi4W9Z43H2X2l4M2P31zS8T7uWtoY8VrQ3TrziDoy56GZuN+L4y2g7sE3pmHHX4pDfXorDzrqCILgeYy/9E4WdKSS/v5FNr2/Ab6k1zvnDTTjnj9w4a+Scq2/GWVfdgNMJ0uPO+R2OHHsGKxmPxDlXXIiZc6chs2wxKleloraZtfvsJbZlRz5W8/etZsbBN1sL8Ogj12BvAn7QwO7o3b0r+vbujT69+6Jnjx4YOnQQho8gQEi3hh8wiHSLIDpyBCa+ek8UTJQNIrtE4LBnS16u0BaxVpHWkBbZ1c407pQiQ13pKMoEdqGVPVhRRi8Boc4nAoTnjehR+/zo9zyTRKAJvVPhuGkDydrBGkOPLdughpTLuWC7gcQCZ4G3RrDG2CX8cRq7NYw/J2E1SCy4FvbQExZ+1qu+6ZK1QuhhC8/h40OHgW0dASm0l2KNxZgONYkmyWpw5trVHxIQ1CSiXqJpDZrDIUpGkJByRYFNZgrn5b2NS/9wOo444VCMPPIw7DtgIFoRJJdfPo4dVVZxnkcJO8+/jOtvvZJp7VdSW/wFp11/O3OlGOBjZ8WxsiWuvw+/olfq1KvZWZGZvWeqXp2ltWOvvYsR87uYAn8nTrniFhxx/h8w5vw/0gt1DU6+kFrjvD9i7AXX4JSzL8NRp57L7RwccvzpGHH0yRh21AkYNHoMug8bwdqTgdi7c0d0G9ATk99/E9/8tAZrt5Rg9aZ0NBAUy9kPK2oD1KB+Wezzuy4VCz+bhZNOPBL7D+qGIUN6oUuXtmjffm90aN+RwBlKW2Q0Bg8eiJEHDcGBjMKffuZofDrvuYTBzqxfgkUgETAEkMj+SGzFtEO8qcGDgOLRC/Ecd6bJq2NKolzXJbthO1NrCQcHTZNyU+NGDhJee7HCY1xYZQ+VQGEDvmXso2W3xjCNPqxMFF3bDSQSMM/q1qMFVeDQxFVNYLVdovdEz/SevVfWRKZmeq3Ngq9z6jN6jLfYhvD36lgfE1I7C75Baq3mR4OzpYPAGkxGucDSzI7pMs7Xr/mE9Ivjl+WA4LCatY10DTN1RdOdoutiW8/1G9Px1L//gtHHjCBIRqPnwMFo1aYNRh44GIXZ84GfCZSNBSgoWYBnXnkSf7zjFtKe63H2NTfit1ddj19feS3OvOo6/OYaPufr3157E9NEbqadcRsfb8WJF12DYwiMw397EUacOBZDjj4J+40+Bj2HjUL3wSMxasxJGDrqSKbRd0HHHv3RudcA9NhvKPoOHYl+BEjnvv3QpmtntO/RCWdd9BvGPAqxaVsNGtZmYiXjH+py0kzauIbTdBtXqax2Bv8/phGtK+WKvgBLFr+NJ/55Jwbs1wU9e3fB/kMGUHsMx0EHHYT9Bvbl8/444cRRePyJm1hpyApE2iDq1ChgCCROQxG1ivO24vwtg8QjFTwKTjPclRGsRMc4ZV7ViIqJqEtKPLwnSkOR+1Z9fRO9fSX8Ed1S8zkZ9ASJaFhoV0jIw2Gi9lKFWcBhFN717g40hgVXrnn3ZKzdQCIgWPAtsNYqHksswdMxGltsENiYtoAbJKGtoPcEMm+a3mqhD41uayW7i530GGom20169IzxlgAxyET5ZKA30zZZT7tEgNE+GaLx98/ja1IxxlHWM21F7zc1MrD4ZTY+eP9FHHHE/jj6mMNx4omnYNCg/dGpc3ucdfaJTGxkQuTXFfj2u3ps397ALofZWLj4Y7z74TTMeOdVvDb1OUyc8m9MeeclvDt/Or5In4cHn3oIB5Ia7U+DeP/Rx6H/Qcdj0MHHYtBBozBwxHAM4tZzQH+07tABA4YMwZjjj0f7zl2wb89e6NmnHwbw+/tSo/UgPWrXsSPadGiDNp3aYPSYg3HbndfhnQ9eReOaXBaS5bCJ3GIO41nE+vSP6MKdTW3yXtQAu7FhCX97BpM881hByDjPH89El+57o/eADui33z7o0689DhjRGzdcPw5zP5qCqsol9FLFQ0I91UqtSvW65TQrvW45RFR2SVzT7ipExkxYlaiakrB1kICiDOAoYJhoTKdHea/k6hVo5PbNJohKcqdHbltriJaJjC2THcM0egcVBRDVlISdU5zTZXtkj4a7BN8rvYGgfZ7j7ed6lJD72FCDGCgGUahF/HkD0Vok9JZZe+kYbaHNYwdBuN9gMoULbROBIxqWSY2lEcuyT7wvAgP3efRyTC1p5BN4a0lVvubQzffeHY9TTz4Yp//qeG6n44yxZ+LYY7na9+pE709/3HPftZg58z+kIJnsWt9AW6YCmzaXs1N9CRMni5j2Usgkynw0f8mg3TcrsLyxEDfcfj2OOvlEHDf2LGqok3EAwbLfsAPQf/Ag9BlAbUGPU4cunXHWeefhnvsfQDfZQm3aoQ1TRtq12wdt2rRH69ZtsBepX5t2bajdWqEVbQyueARPZ1x/w/koLiG9XJfJ5gwfs/6DfbL0f7EOZFW9hoPOY/buXHZZnIuGxiQUlnyCJ/71Z1x+Jct7r/01RzaMow3yCDXCfGrbfNRxQu/yco1+Y95WMFFXteuiUp4/4mE90iB+Ljevp1mpElFAsS0SuXwTdexhv19rlaxgJFykVRIgkZZxPy17uBxB31N5rimatYfpVMuhPnYZtxwRt5smkeAbKB5ubw1irWFwaOi9Nh2nz+yiUDGl0n5rIX02BJ2F3BrHIAlB5+8N6ZnOqe/Xezq3ARhrH7lzY/qm1/5OHbMnkEiDxBpGMZ940+vVBI7o1pq1i/Hp3Odx6q8OwsknH4UzzjgDZ/76LLpET8fxJxyDfgO6oVuPvdCvX0cC6HB8/MGbDEaWcBXPRNOaJDSuTULT+mSsWrcMNU1LsbI5jfZCJd7+ZBpOO3ss9jtgBNp364O2XXthrw6dsBcB0Hrv9mjL5207dsbNt92OqTNm0WHQmw6D9ujIfXu1bovWrfZGG77u3GVfdOvWg1SpFwYO6o/B+/dH125t0XGfVrjzTjawqE1iP+NUUsylvGef0OjW6ISPUb2c/3Hdp6wynIeqlVw41qegvnEJqmq+QHXNAqyo5rzEpmU8fj7rPujiLWfzB37WQ0OlRQwM2RgGSzi5SiCRF0tRdE/XjWva4/p2uXtj128MlDAdPhz/tnNmYiLCHkXjSbWsQZyU6GCgQRIa6yGAQqDouQf8hOdpSct2A0kV+ydJCC34EkZrDe2XYGqfBM/7DaYQYAZUSwEPtZK/o+Ux8aAYzQaPvzt8X98hYFpL6T0fp/3VdFHqvDEwPt5pD3mMmbSGGj0LNOqSrk3AkIaJvWCx7aLAmWYHlpS/h/MvPIoenmEYO/Y0HHfcyYwlHIcxRx+LY5n/dOhhIzFocHd06tQKR5GWLVr4epTmskpDb1Q/Q0dCIylcPTVT0wZ6nJrSUFCxlKMRTqUG2Iurf2u0btuRmqAdNQNB0roD2hIsrVq1wfkX/J4R/gnoS9tDx7VrR21C7bFX673QltqkXbv2BEl3DBs+DAccsD+GDxuA/XktHdq1wrAh++KLz16n9hBA2PS6ShRZ+VfUKmpuzf9ZXd8VRV+xgveazosmXqOAs6LqfRriLIyi/VDB+pCV0QzEeEiPaZYH89goF1i8eVa7A4Y7J1klACKQKD6SmkTDOkGxPJRH9MuluwZLVMtOmqVN9oo8XBJuC7jpkoW7pTs4LLQKqZaehzNMwjwug2mPdEs3w8IeUiupWt1Y0y5rCdsXElQdY/vAgvvfQKHjJNR2Bug4A8OPPnd4HXrPmszOBF+z9vsa7JXbsI62B4Vfq6DGBHhak0ctCzwCTEjBBBK18ly3kXMDOcv8wUcvw0GH9GEMYSSN2kMYOzgUQ4cdSIN3II3dgTjssAPoOu2FXj1b4blnb2ZNCoHBNqhNzQQrHQSNDFA2qOl0PafarknH3C+moP+gXgREK3Ts1JHgaBtRqHbtCBBSKlErUafhw4fj5ptuxJF0GnTpsg+Ffy/GafZCG35O70cbn3do3xqd92mNfTq2QreurdCFgD3huBGYOeMpGtJzKeCkm/WL2LRiAe0LzmSntq2v0Zx1Nnngo+6bKg2jboxq6lA2jcdyoaylHVI+lWMUSKmiLozx1CqBy3aHHt3TNwSJG2GbakmrxKkncWwkChoSKAKHGkHIFtGmsl6PffO4BQHJuVqRbcLNuVmh98qertBTZTdvmG6yq3v8hMgFHBr9Top0bckevVt7olumN35Pwru8YlZ0c71ZeG2cC1CVTHJrCTqDSBpAAm0tYZCFdo41lGldCELbK9rn8wg0BrGpnc6h/Z6nIQAYFHoMn1uzNJK3q51nXSOnPW2Yj8/YnPmU0w8gnelB9yjrzg+S0PakgLZB1307YdTBQ/jevjj5pBFYtOBFZhHLKfABh3MSlATLqkZeg9JfGLBc1ZjMriXn0KZph1GHDMGQoQNJ13qhd5/u0bnaEgh77d0KnTvz/VFDcP31l+OWm9nl5A/n4rJLz8Tll/4Gvx/3K1x6ya9x0UVj8fuLzsBVV56La646F3+6eRz+9dTteG3iw1i6ZApBQMrI76taziDgcjIAUq7aKtomytjl/1PHe6fHlVXK3FUjuSmkYjP5mtuKGXxkw+xqapIVcaKitIbnIcajE2L3rmezh43n4iGhsT1iGmaQxI3o4jQUG+7uFB8Cw7XsUZuhID1FEXc3njO9aunu1WsJujxUMs7df8uxEmudsC+XtUdIt/aYluIV3pTLwitBleAbDHpuAbUt4pXcjwKIPxPaEhZwG+8Glg1+AyemYxpkGds3Pq9ei06F9oufh9TQWip2QdPWCLaIUiUGZApANuC1zyCpJ0gaWYil8QMTJz2AMccORZ++XalJRmIY3bD9+w7AfkwI7N6tDeMOBMiiKUyUTKVbmbPPGY9Zw8fm1aRzbDK9uolxmHUU2Cp6ky47BUOHdMWYo0Zg0H590bvXvrQjWlODUCt0bI2D6BC49trz8MrLj+GTj1/H559Nw+JFM5CW+jaF7sNIO6xYvpA2RzLthqWMgi+JnjetSqOXjl6rtYyRUGvU11JzUXvJDqmp1r0kzeQCUMfnNctZfltJdsBhO1WkUVVqeM1+WSsrZ1LLsH0pgVFVKZDM4vOZBIc2psZr/kiiRZA9Wy1pVpzEGM8dEUA8SNQGe9yMTjUjSkORbRI3xVYRlcDiro1uBhHRroTRnkSKJDewQGLvlqlXXKIbT7KyUe6+W7u0x+5jrO0mDmlb2BN4N5vEIBEADBAJu6mR9um5tYvfM10yLdN+n8NCblD5sy33W8tYg4QUzACxPWJbpCXtM0hM92LKFs/685w/0S4Pw/QEWT96mpOudTXjKXUMwtXLK0bj9p13n8Wpp41Gr96dCJKBGExjuV/vrvjVqaPxwXvSIHmkMiwfoBZq0hg1bqu4xd6zL3gdX7CgaBYuu+QE9OrRCr1p9PfqsQ8GDuiBkSP74cJxx2L8+NuxhFpgRdVCgiuNQEvlOZN5LXQC0PhfTbdu06qFPDeDnjS2m1YtIi3iTEM+NjawMKpmHjfFtOjVin6n7MsPok3UKvpfVtBrqOOqOVahjBq/5C3UETB1+l9pf9Sq8TWbW1SqK7w6wlOLuBOjaZaBYvvDsZCW2sSd4yPNEnVJEa2KW5uKcllzhN4t0a6whkTgWaYyXQq/6JZAkpmoRGwZK7HAx13h//OLiVVhPUlofzhT2NSrZWLkbiCJ3XwxKPTcGsQGvV/rPQmk9vt4UTB7u/Tn6LWP02sda4CZukmYrXG8z4AIQRpek20WX6MplqlfaMPseh6PMQvnkGvuuAEjm8VAkfaSq7NGLTzZV0ru0/r6T5len42c3Pdx371X45QTD8HRRx6AG669EHPefoGg4KCgtcsYvadXjcdqrHM9R6hFjoc6aSc5BViTUbsQH84Zj/EMUo5/5k5Mnfw05s9lTlIehbeWKTz0hq0jIJt47No1SwiuBbwODsyh4DfU0RnArb6WtInnbtB5RRmpHfQddQIFf1M9h+3Uq/XPStmX7MBYp/iIPILsncX/rZYerarKD7mJevEaq3lsJX8vGzrULafHkluF4h1qUUrKXFE2K9IGIbUSWMoIrhAkplUh1dJzASWqGUnkaUmjCCBpycoAjrs2agunWdkukdEeebhIsQQQ0a4IGIkiK9kmYb6WgKDXNurdCzhsIRRWKtp+cYlvGHtxzcluIFmhMV6JzdpAwqh9BkpLIOk4f6YlKOI/JQaIQWQQ+D2D0UIeaiprJtM70z1rJR8rjRFqPIMjPl5OBRn1MSgEAmkXD8YMtYjei4BEr0/9Sh7Hxyp5gSK3MzXDKuWCpbPGejrmf8J8okwKGqlPI7VEzQoa66RrDVzFGyjIDbUKnsbfU8fnojxN1Cgb6BrewPSQhgY2odiQzS2LtIyGNT1MOk6AbGjgXJCVstt0PfxeUSUCQY8CX03kiKDwM+WksUGA0e+iO75WzhNVCdJmrFE6O50jtQQgg4na9NtWcjBPebmMch7PczfyN9eQbq2g1hBQqpfTxcvnFWwRVCWaze+K25Tusj/0OqRb1iQhUEItEo954xhpun0FFhntacnUCqwfsWfLNezheAX3BZbrV5RLj55oFbYNcu6WbBAJuiPy0g5hk2x3ZjT92llTkhg4amCE1Gs3kEiQY/dgDAoLsF7bQG6pQaSK9Tmns8htKKPddCkEiQQ5dieyA3mCktl1G4IvBIy1VUtQWavpPOE1mc6F378TJBQSG/GmYbZJtCobUPUU0IZqBhpruHpTMGvEzatnsjpPQsmYzCrOPGlKRz1p0UoG7NZoOi1XbnmNavlZ0R3ZAPWypbiyR93Y69WNXc3dKPj8rkq6XmuZJlIjUBEAOlZ5UVEpbEKz1XCV15DOlQRgLZ/vBK+0FM+5iqBYJXDQjlhFcDTy+uSVqqmaxfcFGiUl6n5rjuFMZgVwZJtcugJalIPFRZHeq1raICtpg1RzJklVpYqmmJxYSmOdtkgpAVSsuhAVVCk3i61KY9DMiIuoGBPR5jQUzz+01yvuihKDRNpDQNGjXkdDQWmTmG65t5Y7xu98LXtDjRwS2cCmVQaANYiTHJ3E2LI5hG2NEBz2aBk44TE6z24g8cps7eCVXIIvwRZYDCRrGLkSBQoDy1pFwu1thVYqftZaxOfQ+zq3Nh9rWyY8jymZHw0cnce0zgA0mMJYSx2FIqIimiIroKh3VKKRwU6hTNCxCCgU4FXyChVT+HjcaqZ01DD3qa5GXj2uzvQUNTL41sCAWxMFvZHgaKQnaBWFNWq9E3UU0QwPrsykPDXcrxV9lc7DFb6BXdq1r5bdEZfz9UoKdzXPUUPtoGGdEagFDJ6nQYAQvaJmaySgmki9mvnYTCq3miCp5/nrCAqBRSCpXqHcKtWecyGq5HeoqwkfqyqUucuMXY1J4G+o4vdWLZ9OkNAGqpSrVykoU7mPnq4SGdxT6A6Oh/CowrAs4dHK16xDzxrRnBHNPBStoicrP0eeq9izFedokR6x8jCX/bRUmhvHRtTSlK7c1DiY6P5atkMi4NBYN9VKUxWiakhUQaigYqKS0BnAEmRP0g0LrkKt0DJAaJplV6/ztMIMYSdB7gYSCbsFLxREVZhJkA2SkJbJ66EttjnieEQcnVXwyeeTZ0QaJtZUGmdsTSKhdhRXPvj4exUY9BbbSDZEDQZrIH2H/kjTwVCT6NwCaC3dnGtpvK7hNX3J71hNYIuWlFFwK7nC11Yzea/0bawh1VlJw1W0ZT37327i6vs1v3sd4wb1PH45mxs0atqsqFvFu2hi4K2OxzZS6FdTKNdSYGs5sbeugeDlfI+yyjciV2oNqUszNchaapd1tAPWls7GGlKaZs5LL2qYhqxVvD/8jppSamRSxCZqgPXsb7VR8SO6ZZso1GtpI22g1tzIe7eZv+tLaoj1FPTqldQa/N6vlNXAY8rows2rZx+sBt5jafQi/o5qerpKPsaKsjko4u8roFasIOAb2b60vmIa7zWBUPA6aqg5imm0l1PzNDGguImdFjdlT8ValtA2sJdvCY/JLmJteukkFOdPREnaC6gnQOqpXSoImGICpDCbZbpKYORjNkcriFK5f1ZqEktt1ZKUXizt1yaQ2BUcpcpLs8juSKYXKxE8VKMHuX6jlBS+54KscLKVg4bSJt5vTRO2ErLnK4yFhMFDl/taw+wGEuX/qybZFEqA8TgvCb1XcgumNYwE2h4kPZewLydNsKA7Qis1LYAYSBI22QGe7a33YgDJ5bxrNrhe6zhRKNMy2yC6Ll1HSN+sjSJKxvcaKNzr6I7cQt/8d3lvYRtrFdYVTubnpqCMK2tjFYvNaMw2l1MICfIN5dOwnULwfdpL+J5G5cZ8CnQNaRRTOrSiN/A61tIdum35exTa2djMRWF7+RxsLZyOzYWTCK43OXeRWqBqMjbUS5hJlQjCpjwemzYT36bMxHeZb7FDPYV01Qzkr+GCQLq1rpDVg2wyXU9h+yZnGrYUTMfayrewnlRoE1f2r2gA72D+07fMa/qO2bPbKKDrea1fcfFB8Rx8W/xu9F0VjbORUzEJzdQszZVctOgYaCqfT83yCUoIkmIGCWvYvWQzKc/XtBE2EhxNtDnqimiMK3BILbA5+Q38sOA1/DhvArZ/8QrWU8BX8LeVLGdDh6JXUJP2PI+ZwC6Xr6DhC04o5meW83ry015BFfO0ypiEmE+AOT8rCgomDHG7ftOUvMh97owiT5Yaze3M/A0i7HuqLIwrEX/ZTb5lxN0eMAcWQ3CYYhkQTm9x4wg97hEk1hoSPAHEgHGAMHYHxu+pflmCH2uSWMBjgMgBED/at65H798FBGmJ2DCUIWhQ6X1nlMbaJz7Odoi1nbWKH+0giOicbB6CpJlgLZ7zD0y+7mS8Pe4oZFxwPBb/9kh8xkE2zYs4hpoGbB0FckPpHKxjA+ftmVOx7IGLMPfcg5A7bgw++/XBmHn1yRypNp70iiWrFLJ6UpofCYoflk7GcvauWvLIHzD7qlMx9ZxD8emVJyDn0Uux/tOnAF73OnYuXFU+HZtot2TNfBxzrvg1lpx1AtLOPBpZN43F+rkc4snFYkPFHOwofBd57zyKCdefgpkXH4vXL+H3P89hoKKzHzyO9284BZ9fchyWnXc0lp17BOZeeDjeuHQ0Zv7hGGRcfw6anuRU3Q+fxU/8zevKJpMyTkV17Wxkl01FJVNSCumRqmAfrB18v/y5P+HDM0fhk3MOQfUENgLnSIRGVguWpE3A7Kf+gGkXj8Gic45EzvnHYt7ZR+Dze8dRm7yG8rwJqE19AfPvOBcfjzsGc353NF6++EgsmXwXSlJf4SjvNznSm+fPYlo8QWKvlXv36rVjIQ4imnKJZsX1InGpbagxwlT40GgPBTusLgztEgcXQ1vEGqVlmrwB4u/YDSTSIja8DYKQZrmw3xokfi3eKruChmEihVrCLm3hQJK8HzomzPnRc2061tOQvM/H6TPSSAab6ZvtnxAkApA1n669MnIOvE3hexcbF07A0j+fi7dGdMfibh2wrNs+mD2gE6qeuAU/FZBa5b+FNQUzsZU2yFqWqs4a3Qfz+rfDkn1bYX6PDsi64VzO7HgFzYrgN34cUbZN7/wfsq/4DV48sBteOXYglt3yO6TfcRnmn3MEJg3tiNlj+mHlw3/ENnY438hFZQMpVPNirnpXnoe5vbsjpes++LxfOxRccQqQMg3fpE/Ht9lv4cus6Zh7x4X4z+BOmHnGIaic/hDH0b2Dr+S1+fN5+HBwN3zWpR0+6tsW+decgvQHL8DC607F/BOGY2afdpg/uj8q77wA3y0cjy1lbzLjl8VPdW8hnwa6Yh7NbPGDL17AwlMOwAdMhvy0V2vkX3Qcvp/LmfUE0BqOkk6dcAsmndgfM7q3whc9ec6D+qOGbut1bCxXnfkitrKTe/3DN2DGgC54bVBXLLr9QpTw85VsjF1MbV2RShuFK3yG6j9oe4RACUHiBMadY6hlj1CTyLXr+YcWWu8LKZSn6Yad4Q0UR+P1XssujtonOyRsjB1mBxtge4y4x5ph16TUuPwyTnQzaPQ6EsKEvdFSwOVXlxaJCnQIAnlEHH3VcwMq7qYR0y8nz8W9muL0a2sevx9rmxmRrWMHQxjHkRYxNTTQq3jsOhqsKP0AX0/4G74Y1hvl3bphde9+SOvWGfnnnYwfPp9EYXoXq3k933MFLLrnMswd0g2VPLaw416oGzYIP096CtsLqUF4P5r5m9Zzzt5nZx2B6azD+PT4Efhq4iPAsmlA+mzgowkoGHcKPujTER/174jGB6/CD2y2toaUD7VssPev+5Dctxca+vRFZc/OSB/eC1v+fT+Q/S6p4EwOMGWN/ayn8Pbwvii79TKgiPYHacz3pDDfTX4SZQcfgIqu3bB0aFd8O/1v1FakWgzA/TDlCZSddgTm9WiDOf33Qu7VJwJLn8O6Uq7+la+jongyGmmI72DDuE3/uRULB3VCea99kM96lOThPbHljXuwpeQNNGZPwA/8vipqx8VD90V+947IPGAAfn71UXyZ8QrWZE7AzylvAM8+jE/69kDq2GPw49xXef9moZCLbDr7+uansUsjxykIJAKF8rOUlyUNomChHu3ydUzEQDEYwoIpVyOaOoUp8S1LblvaITpWFGvRvH9jMdmAPWECgAOIYc5WON99j94tCZe0iTuA67lBo8e4I3jcS8laJx49vGuikTWGgGKqJQF34EnPtd+vbbT7WOcImb61zD61bWTHgLWatIgBHDoY6rn/G/6B65+9AwuH98H6Iw9FXa9eKOi0D7IPPwDbJj9Bvj8DzRSg9Z89hw/OOhQZY4aiiCt2Qde2KN2/L7Y+/wABxAE/9BJ9w2KhnLt/jw+Gdqcm6IIVf/k9wFLfr2krbOJ9+J4d2Jv/fTsWDOyGnC6dkMGmCl+9+TdsLpqC72hnrXn+HnxGAJb07Y5KRtxTu+yNvJMOx8/v0/4hWDdzoVj9zj8xfWhPFN94IX6iDSW7Ywf/m61vPI6iAwajvFNnLBjVE+tn3oeNpRNJE18GcmfgxxcfQNaYYfzuffDh0A5Y9dAl2EG7qqnkdayiFtnA/+/LlAmkbGOQfkg/bBgzEhXMIEjv0wHN/7yGmmQSqrI5Bi5/Er5+9x/IOe1gZHRth5Q+XVB+7W/xLenUOg5T/TmJTbCvOhufHTYMXz9zL7YsYzSdnqzkQm0EB13DWaRdqgkJA4ahJ8u5WQaMQaIYhwfy7KI+jM4nouwtS3JbZvJak4S0yXQrtkfigKPBE8ZRTN38uEdNYkGzBvHUVGsYg8QgsgGvtOp40mpsWzhbNASGbYw4Whtvet/PrWFCDWKg2S6J6ZhonTRN7Dr2Zi1i97JGAkiTrKR3axNdnxtfuhcfDO6BpvNOROOxB6N4385I7dMNzXddiW/Ix7fRhil67ha8eUx/rL/+fJQdMgBZPdoic1gffPX83dgmg7lkJnZ8+h98wWTGz3t0RPLgXtjw3F+4Or9FD9NMZJS+yiDdFGyf/wKyjjsQ5e33QUrnvbH6kavxHQXnWy4ODRPvxluH9sLyU0ajlt3b81jAtaz3vqj/6+X4uYDNuum1qnn7MUwc1AVFt7CenvuqC2hg0+v0zbTHkTtqMPI7d8LcEfwtr99J6jcFdcUcAsrzY9FrKL5iLD7nZz/vT5p45qH4kekZa0mxqmkbbaGjoWbaw3j16D6ou+rX2Eq6mNGnPbVqW+RdehI2LXsBjSU0wKlNttJ5sP6R65A2sAcWk3J+MWYQNk19ED+wIUPTG/fj9aMHIPnq3+D7z1/jyGvSJJ5/KW2WhaRkSdS4afRwRZNxE82vZZOEs0X+W+f4cGyCbRILvqlYONXKRVVhbXrYWij0Vtkmsb1hN6/7cjni7njLHg13gcAA8XO1gQm1i2dz+zi7gMP0adsnEuqw5sAAsDfLzQEcvbVWCSmX84RMwQyKUKOYCu6igDE9jEDMrbn8bYLkQbzN1b/yRs5A/PMFyGPeVWGvbig9/Wh8N/9F/JQxFQuuPg3vnT4C2x6/BUWHDqDw7IXkA3pjw4S7sI107KfCt/D1xAexmA0UsmhTZJGGNL96F926TBlfwToJun2LqqdjC702heefwBW/E7JoP9Rd+xuAHQq/5b1c8fyf8ero7mi67WJ8zQzeXAphTreuWHj4/vjq/afwg4K4Mx7CJNaEFP5pHH6iu7ixYiqnAdNueetxZBwxFOldO2LpyP7YMvFvpIHTsUrp7QTJjrQ3UfHAFfh4CG2vvp2RPHoQts18AutEbQmUbys/QurtF+P5Q7rhK46u/u65O7FkZHeerz0W8/u/fu//0MzJuEU5rxAs/L3vP4e8kw/HQoJkLst7K286C5j/MubfcBqeOaEf6mb8HU0ETRFjIensxpjGeEgqvWVL6YVLVRJjkG7ioaHhmOmdVYiJGvcobuKa9kTdiHOpLMB+33TJaSjWDC7BDYOE9mw5Ih9O43VCpO0QA8QG/W6GuwAQd/xmwIh/qDaBRQKnyKnes7tV+9S60tpANoa1idMYrFks4BZ47XcynD7vlAdrFdsrYTpEOBPcdlJoKwnIe7KpNAX2S7pB1z5zF945sAfy76FR+/LdKDt0EEq4IpfuT5tj4mP4auo/8faRA1F6y3nk3w+jlMZqAbNys6RJXr4X26gtv+WfufHJP3HlJ8AIgJxh/fDllL/RHUy6yRW4jMZxPbXbtqUMlP2OXq6uHZDcsz2yxh2NH5ZNAOhKXvXULXjjkJ5YefcVwNR/I//okcgl4D7hap59zVgglV1PIpukN/KuPZc2yWw0ccbH11ypv5nyKDIozFlMq88dMQQ7OEMe2YzvcEBnDbXhN7RpGv59B+YN6YOkbp1QMGootr78UOQabiyaiY3zJuLdYw7C5+ceh5+/eBXfvvM00k8eifweXbGE2cibHvsLtqdxoSSgK+gy/y55OtbdeS2W0kCXE6Pi+JFYf8uFmHHKEMy79wI0MXpezHEJeaxAlB1SKIOdQM2hDZZJgMho9/CdMLJuquUuKR4SqpSUkG7ZRWvPlgVaguz0lNDIdrzD6Seez+79YeMH2yY6Z5gtbO3iyPtuIBEgDA63xRdgYruD44UTz71yx4IZe7hCumUq5VTpXRNYY6NcGsNUrGWxjo37sEx0F/hip4I320mhrRS+r+urZNzhmxIGEp+8AzOGd0fOQxcDc5/Dyt+OQV7H9qjo1hvf3noNam/7A94/dD9sfeVhYPqTKOdKXdZ2L5Swc8i2F++je3YGdhAkzY/diJR+3VHOBg05bA+69Y2HsJFTmxqLZkTG68bs6fhuKYuMxp2EVPL5JQM7YcmlR2FH0ksU6BnY+MRfMZPp8Mv/zOtY8hY2Png9DflOSKKh/yE9Wl+Nvws/TPonPhrSF0U3/A4/Mt6wmjTmGy5I2958GDmHDkQeG8vlDhuM7eMfxc/ps9BEz9xydh7ZmjMT68bfgyVD+iOrG+kae2d98wKN+4J38WPhB1j+j7/ifWYwbx7Pfal0JCybhDpSpmyBrlNXNF94Nn5mXtrKDLIH0qUtWTPx87R/o5DgyOveBmV9u2ApbbVPzhiFpo/+hZUam8CZkQUES1nSa9wYQ0nmAps2FbkEuwHieSMGitNRflF9SICkME7ivCtrAhdMua5dAAhB0tKbFafMc847jzMA7P0yMHTuMH0+zOkK01L2aJNI+B1QlIBJU3gCkZ7HHfnitpXaH4NmF0hsV4T2Rqg97C42DTNFixuZxZ3+QndxaPjvsmliB4LB4LiNNYm1jO2W2pLZpDnss/XvB/HGAT2Q9yANbTZfXn3HJciiRihnJ/Uq9tVadsSBSD//ZODz1/HTjH+i8JCBKGGjhYq+ffHtsxwqSkH8jh6mNeP/gqRBPVFJD1Pxfv2w47VH8BXn/zVyUGZTLm0KunJ/WMJGbLR9Ulg1+NnADlh68ynYmvw8kENQ/PNezKLnquqea4Dkt/Dz3AmkZkdiHl2xS3u0R8MZx2PHvbeR3vRE3g3nERxT0JD/GrbxXm+f/CgKDx6IwvZtkTqkH7Y8/zC25TDbmrbSCs4j3EbhXP3gDUhjIVcu2w3ljBqE7yf/nUCaip8X0qN08W8wd/8BaHjsVjTQtVw38a+opfbKZZ1MVbeeKGej7O9mPot1BHolaVcDqdT3S1knw9ksBX25oJCWLenVAXV3XYYt1BSFORNREMVWXkf5MspHEiPtKdzPQGRuSmy0Oy8rtEGkORQ4lObQ/l9kAqspdtCO1EJvuhWmmLhoyh6ukEaFBrmfh581LbMb2Q3tWkbf9xgnMdUSGAQM0ay4LUzcprJcw+wTtEz7Yk9XnCHqFd92SAyg2PsVZopKw/h4PVdK9S8LdWJXsenXLi0Vu4FtL+kaHey0NtH37bRNeI6awln4OpuR8QmP4TWW4abfTgqzbCK+m/IwCseMQD5dwulsqPDx4D6of+xPYMQP37AV6OIjBiKjUzuCpB++pQfnOwJgB4Vx7aT7sZgUrLzzvqgYNBBbJjxAbxCBy4hzGSlZs8DESHXhGWNQsPfeWDygI/IfvgBf506kYU4v25MPYBrpUOVjf8aPOW8TeDOwefLdWHBId5TSkVDatzc2nn4aPVS9kXrDOdhE26C6ZBI2cyDOtimPoIh9ekvbtkUSqd5mdjXZSMO+gpWFdfwPflj2BqqvPR8ZPbogdd/2yDztIHw/7xkCicb2xAfw3hHD8BFr4WecNAz/N7YvJpzImMtx/ZCxXycs77YvstlUoumJW5mKwvtPV25B8guMtE/AjvG3IHPoPiju2gb5/P5vXroHTRqXkMdjaIOUUGsUUoOk0qZI1hAeAiWHbuKWdkiYgmJD3uCJmkEINEGtiF2+1iamYmGhlLs82iPVMi3FGb16NK0SDVvIuI6AYpDYXnH14n+lW9YQ1hoGjFdua5L4NY3UyKgXCNguhoEkbRFgaExqsL2mrWqfp66Wl7LjOGmJh7e4WYDqDYoUiNJn1FM2EUNRpqnOp/NraqtqHMoZNXbrTB0bR/w5eizhnhZwyihY2nSNK/infZlM9+eLD2Pyof2QdPOZBMmrwOKXUXzxqTRwu2PhgD747KRD8OV7z9CdOxtbZjyOzw/vi6X7tkXBwH7Y9sw9+CFnBrYVz8SGt5/A4jHDaZB3RhEFetPfb8IWUqISzuAoZSxiPQHzw5z/oOjEw5DP/lmLR/ZC/Su30iCfGblzNzx9P6YM74e8u67C9zlMUyGQf2Sf3FV3j0Na731QQq9bFXtvpe7fD9k3n8fYBYFOF+5GHiNqV3TgAFR1aE+HAu2h1x7mvHXaiQTgBt47fPoyys8+CcvoWv64f3tkcKbK1syXsJ1Bwvy7Libd7IXG+25E4/S/I2fybaRMj+DrF25BxclcLAQqxo6KrjuHaS9TUEsvVTnTUFZnvYKNz1yPjJH7IqNLa6Qf1JcOg/vQkMHIeO7L0UDQAuZbSYOkUHMspvGeQrqWyXO0BIlol1PjQ5DYmI/SUjR3RPUj6iKvfK3AkLfnKxzW43QVPRoQrlZ0kqPPF6bIu++W3cPhuGp7u/ZY466UZm1a2b36K5NTrWH0aGPbvZXyNHOCQCjmauYgkcYPa4i9uvN5UzCpiMJTQu+Qjo37L8UFOVG6NWmMtlLmDpUSRMXMWdKmMcbq8JdDQdc54s/SYRA1D4jPqc9EszAiF7Q0mhwO1HAypCm0NalcCUlDvn5WNKc78m4fx6DfZPyYMgkNj96AqeTYL+zPuAOj3F+RXvyYQQo06R/IP4yC2nNvLOOAza0vMNhHWvMlr+U7UonyW8fhi/5dkdSpLVb+jhSNNGM9qccGAgWkHd8/fScWEQjv7dsGaRefhG/Jkb/j70HWW1hL22j6iL6ovec62iSc9MvA2iYCffvHzyDjtFG0Y/ZGWfcOdE/vg9JrzyJVYsqM8rS4um994+8opK1U1akD0kf0w9ZJD2EbI9wbKbA/8X5spz2SMmog3maQ8+OxI7HqPVJBJiVu+2w8lpxyMBYfcyB+/OBFbGG8p7BsAlN3uFgwJrL6lnOQRQdDUc8uSD/hQPxAg34jaVR51stYR8/Vt8/+FVm8d2m8pqUjGPykh29dystMO2E5bC4bM5B6Fyex1mORRiS8hsXMjUvh/59J0MgF3NImEc2yO1iPO0dR87mSGU2PQhdwTLd2pauYkjkXy14wCb/jIKpvDxMaDSLbOzbs91Rf8l+9WwJHy831Aa44i8YJE0gRTdJ4r6j5MfN0dgouPVekEM7sFHjcEcPcM65SUzp1DJRCgkGlnQaLqtecGKdzFzKnKo7aTufnpnE1ikeGxeBTjUPcmEDUr5iJi9FY5CJSOK6EtemMENNgXvf0X/H68K5I/euF+IaaZDuv6/v3GTm/4ATMZlrG8tmPYy0BvyOZaRuv/B0lNK5TO7dC6iH9se25e/FT6lSunq9hLa9t45ynmAN2HD5kdHvefp3RfM/lUaoHyM03T/k7Fvz6cDzfpRWWnHcsvp79NL7l79vM95A1C2sevw1TDuqHFdQkSGegkNdfSzq7lVTly//7Ez7bn7EVxjg+6d8WxfS0ycD+kh4jMOK/8ZWHsIzXk07ak3pgf3xDIx8pU/Eja7trxvOzvxqFN7u1xgIa2utevBvbSWF+Igjrn7wJ73Vvj+Kxx4ETibBJzarzX0RR7nP4nv/B1w9fg8L9eqCwe2cspPt48//dhu/pqapeMJ7pMm/iq3/+iYHYHpjbtyMWHjYQW1+6n8mR1CCMpyQzETSDc0YKqZlLFzGjl8b7QmkUBhLTE/XrBoUNdb02cPzo3lvO8nUtSLqG9yS6pFjL2BC3AW57wlrBEXoLuqmYDXl7uUJ3b3hOa6A9ahIJravLPKbLWkVCGM2VYJanagScaqKuFwKCgGEwKAXBaQgScGkWPbptjDSJZnbv/L5ETyY3MIvroONuGvqctEd8Tj3SHc1VVZv2SZsUUrjj64w7mUdt/hn5LaBXqI4CWDvnCbx76XF48uCu+NeZw7DoxVvQzAzYH+nu/H7+JGz/fGKUm7WS11T3+Yv48LKTMWdAe8zv3hpvM7Xk83EnonrWE8ykVeMEZeQyXvLOU6j+04V4/5C+EfhmnX0Y3jx/NCb+ZiQmnjAYn//xdGxg8G8Hr7OZWngDtWEdYxYf81yP79cBr9BDlMPgXB3ttSradhtYZ4EvXkLmH0/CpMGt8cKQvbHgxjPwQwZdu/mzUf/peMy8/Fi8OLQd5gzeB7OGdMEnp46KEgwnn3sonj9hP0w9cRiKbr4AO974B7UUXckLSF8euxJvHjsY07q1wzyOVih5+EasX/gSVuVOwnreo5W0h1KYyLiAHrYlDJDOZE7Ye7y24v/cRkcA4zrTH8Wc8w7HZNokUxnJnzCoI+ZccjzyZv2N/8trSMlnd0XOGilcPBGl9OrlEdCL+FuXciFUMNFJjCEYQtC4sEr7NFXXYxbCvloSWhvljo+E8ZDQCLf9YnvGqSemY2HaSXiOULtYw+yx75YEXgIc920VzYnnR0h4tS9uAyPqwzl4iY58olQSVlEhCbUFW8CIV3oV7cyKHg0Srf5qKxNH7uNz+ZzuqhEJPwGic+s8Mdhm83uYI0RuL7DEANL7OkfsGRNIZCtpmKVm9UkAC957DPMevRzL/nE15vz9MiyaejdqOGGpcTEHiGbMxGYmFdYT6CtJ9fKY3zPvn1ch44ELGZi7BIV3X4rUB67CivefRT0zf/No5xRTU23i/fhxKWnQzKex8rk7sPiRKzH3wUuR/8Jf0UwAbafm2U5vVgPvVyXpyBraaRXvPInUR69D0v1X4cP7L8WymQ+xhuQt1BJ0a1mvsYP3ciMBnXT/77D4wXEon8IVWyAjv6/45Bl8yuzi5AcvQQE/m3nvpVhy98WYf9t5yPrH9ah9g/Gad5/GNtKd7fw9zeTza5hcmak8rb9cgMr7rkYGA5jZ9M410fNURw3eQKDkT7kLGbSHKv58IZruugLF/L2f3no2MjluQe7s7Kl/w7y7LmR86XJU338N0m/7PT679xKkv/t3ZGVNRBIDj1nUsGU01MuohXMIkiX8b5O55YhyUZvsLKBSvTpT6+3VsvaI4iTcv4y0VEJuoNizFaa0tyygCj1b7sfliLuAIVAYZGF6ir1Ytnscubf28Xfu5t2KtcKujt9Rr6SoaEZJarIx4o4Xeh4DSg3FYhoU2SWJRmOx8MaaI0xus0tQ5ysQGBOeLYPP59b5ZdvonALJLnBJIzGjNUf0K9YkceNl0cTYvvE5IwAKIFzlGnjNG6mN1pOqrSdgq/k7VnCrpg3SwH0VdDmuIHArVJLKFb2ZOVZNTDNfRb6+JY/esRTSojQmbmYzYbN4NqnKmwTfZDTTDbqBAryBnq963oMmGvdb2Bp0E4W0jvx5JenOStVWsABpBV2qTQT2V8zz2s6YxSY+NuazLJjxlwo6Ler43dVpLxMQEymcr2MNr2MdNeQKVvFVkNevYVCxmcVPm7nJdlrP+76OAUL9ps3MFthEjdPE96oY6V4uLyS16Up+ZzMXkfW0Vzby2tZxW8WM5wrej1LS0swUxosIlM081wZSmq30Um0iLVxNG6iei1TaF+NRQSHfmDmd2cwctkqtu+2LNyNHSDX/2+TUl7CEVCuTgcRifrY0lWyDVHgJ/49ltGkyKDtOYDQ4lnIOu55bFgwgBR5deWhjPfRihUAJBToU8jDx0VTKRniYxGhNERrt4b6w9mQ3kMS2gPzbrApLdNvzcwHEm/apRllGe2xcixbFK7tXfo8Tth1iLSMjXFs8P4/P5UrU1FWe0wCNwaohL7EmMlBMs5xNGn9fogmzNBoF1xNdY/c1wU1qWE2juZJ/fCl/WxkFp1huS/4eBcxKCfTSyHsm2ibayOQ8GruLK7kKlU1EGV9Xk/c3pnPcACPQJUxnL+B3lfLzFTyPCox0HzKoKQop8NV0JFRTwKoI4krdFzY8KOa9LOOiUMDPlPG9Sm4r6SquIp2pIH8viTyDBDXtvRVMVS9jgG45f0upYhBycPBRv0PXv5L/URnBlEFHQSaLp7QolJEmllNQK5RSQoDkEgC5dFqUscIwmyDI5u9JK6DAcl8qtWCanDF0bmQy/pJfzJ699FKlZzL5L+VZZGbTcKbBnsP7l073fwb/n2LaFyvp4m1YxN877yVULKTRTvCk83uXpHJ4p4KAS1mpSIdIPsGzmEBfTMM+jeD+hWHO1zrW1Yl61KjpaB/vUwSexMgFG99+HWqH0DXstqcOIIZaw0FC2yw+Z2iruIldmDpv968+txtIYmNZWyygcQ+kOCAUu+7iFjB24+m1tljDmKYJaLzxXEW0XwIfHyNKJIFW7yUFI+MGAdGWoHUhEA0S2ze6nthY32XItwSLnAGa4qrHmA5SaETD+JvyWEpaTEEu5VYsTSXvGwUwi1uOwMXj8tVxkJQtm8KUxthEDlPHyyXQjGeszGbpayopZRr73lIjlGeyNpxCUUNKtTyXNDCfafaMyRTJ3uLvLeDvLCPAy3m9Fbpmrub51I55BFIugVVOjVZFLVCkAiOu+jn0ymmkWqkcEQIhnRH5pETZpI1puRw7QOHNJZAq5MUjsLM50TaNgp7DhaaUv6eC96ZceVTUXkX6vdRGeQRMJoU9g6ARQJJ5fJocJQRyPo8pkAbmOVMIuJTiSVjCRMqkPAq2QMT/KJ//lyhTmrqc8NzSFsX03hXT3ZvF10kEf0rU/YSu3SSmp9BjKFlZQiq7mFWLAokrEg0Oe7X0evEC9seiHRL1/00EGE2fLOxhMqOF18JujRNG5210O10ljLJrn20bn8tGfUsj3/t3A0m2xgNHYNBqH9sXcX1yfCP0uMtDFR8bu3l32S/WRuqKYRolrWRbJp5yFLuYZfxHzQISgyV9XHy++PyhJtJzAddULgZ14nVCCwqg0XdJE3Er4h9dxM/kCJiih1rRZWfpXARRlrqfR80LSNfUvIDXpFW0WMFBrfyZdE2TZhVkz+Zxs7iCk0YSAKX83mq+V5vBGvYMFoZlsV6eYCojHcxVT1v1lyJQ9byIIClVLEVOB4I9S9fI7y/S/SYdTKFgZhEk+aKgpG+l9MYV83M5vJYUaoClhVyB6alTpm0+AV2mYF86j+PnS/g/eStPY8yEtkE57YI89aRS53b+xgICrpD3IpsCnEVwlNDWKKYru3AZvZTKsaKWWsx4yFJqnRRqjyx1WeS5Cij0uckCwhuRSzedHq90fiaD+1IpCwJJOu+bynFVdiv3rQR+GVnGUgYhTavcodEAkSwJJALIMtIvtxFKSpTv2psV9vcN00XCNPgwAdLHO//KgUGnroSBxTBVRRrDzSBCUO0xC1gC6KQzR0fjFTw2wGxfWMuICslwliYQKKw9JOzuiKGuGFH7GNIB07RM0ivbDtIkWv31GbflT+MqlJ6yq8OfgbHLpvllQzMDKtaAcRAryjDlalfA31RMwY4AnwC0VlEJTTTcUombpCyFFL4Crr653PKp5SoIqnLFZzQagFogmXRyCbXKEgItWW1yeEwp36sgUMoYWymiO7cigw0gCKh8giGJAFlIoJTQ2acAAAuBSURBVC0V6OR947WUpnDF51bIPKcc0stc0iwJ/pJs0p1c0k1eYzEN/pJUUjemkmRRI4ompTKYqC2djohsAryEcZ+6pGloWEaDnucr0BBOpYko54og0xbNP5e9yP+oksBdyXSZ6Fi6dIt4XCGTMAvokSqkES8Deinp0WJ6LlMjmh0nKhYw9iEalcbFKoWgT5H20LhogieVz5MpE0vZHihpKSkTV2lNzo1iHvx8MunTssXsupgw1p2G4q7xfow6NBIoEWC4tbRH7K2yjeHYSWiwW5OEqSghZXKgUO+bXtmzZZqmmIqj7ql0eDj+spsmkWDZZRd1rkh02DNwbIhbCOMAouoGCBBvVLWZ2tK4spCvasvgzc9IPE9j0U9qMoNQySx+YaBPgcooZsI/wR60WAvFWsNByrDLXxjJddJcrNVE5+I4StxsQJqPYNBs8CgjlSORCdhcrZSRBiNFEOfWfL/InpHGI09ntLmQq2oOH1P4eik1ymIuBku5JVHwU0l1Muj+zKbGyeR1pwpENJ6zKIRFybrmaTxmGhYRBEtIeTI0Bo1CvJyBwTpuy0lX8hVHIM1KoYZIY3pHDr+viJ8rTqfzgLZPfoqMYIJC30MqlMUuJRnZ1Az8TYUs961aRuOZ3rUCCnk6f08KQZ1JAOdSG2Xwf8sSVWK2QhbBqpkeJSyUKuX3Cjx2zar7SI4CfhT2FC5KyeqJpa7v1A4S9EwFApcopsFUeF5vCil0Eo9LVU4WAa3vSeV9TeO+iGlIoyTqRqI2QIqcJ5o/SFsYKGGcRM+XsCm5qZdB4RiIhNgUSZrAIGnpnQoNc2sJH+Om2TqPQWJwGEwt4yQOQu4RJKHQhYln1ixhQ+PYXuHNISgUZJTAZ9Co1Izu2N5Q4JF/LN/TPr+n58nL2F2PINF7pmW/7Dwet+KX1nJLGifLhW0w7X/fVRpKm4IgyeKKqS1bIJFrWl46rm7ZchAIEOTiudRgBbz2IhnGBE0uV/MCCmJRDq+bPD2VK3wSjegk1UloVBnBkC0vHzl+FtPX0yjgyRT0JApnCrVVKg3xjChniYJJepVJx0I6qU46U0ayqbnK+FtW0vO1nO8XU+NJi6SSauXI3lC6Oa83j5okixoii1F8pYMX8DrycyZwYxq57lV0DDUNQVRA+iMPUhKvP5mUMT2yVaYiTZ0RCRLZP+kETzKF2P+fqF4KwbeUFCuZWjNDixyFW4M7c/l9GXxftSDJ/M3J6pUVRcHVnIFtfQQkPZIVRJ6rFo87vVl040ZUh5+TlpBxvlNbJOhVaJtIiwgoOsbUyFTJdoQ1SRgvaVkDsqcOjQaKvWO2PQQWlfOGiY17skt2A4lW7ZYrdggKa5ZdK3yi+TGBIQ0hEERCTyoSbfzz9CjwCBBpKTScKJSRR4v74uh9POheVCwCXETb9Dw2Au008HXZty517QzS2EWsKH8MkGzSDT3PYeeTbNVVk+4UyXGgXk7842UoZ1Eb5PAaiqhZ8hQgJSfPIbUp5v4yaZL0l9iMgM0XSCfyKYzFtAHKZAdE2a+8XuZLpdArlEpQ5RKIRdQAuTTi00nJcvjdRaRLxXTL5vG5ipHSaPtkywajAyFfdFM2kq6Di0h+2ouMVGs4plZiHp9EENJBUKggLevKi9idJNp4X/L527IzCD4CNo1aLY3n0eovYERNFgQsUqUigqlQgFKsguBJozbLEL2jhk+iRl3Ce5/Cz2fJdiP9K2XafCk9WDmiUtQOyWoil6DBORT2An4mh/9NRKN5DlHilGUvRs+TSdWWsl4miW2H0gmqHBrx8kAp9mHhT1KCYcL9a7YiTSMA2TZJVowkMW5alMcxEdOo0BYJM36tFcLR1KZWplXWIAaW6ZQN9NATFgJpN5Bo5Ta1MiDCXq3uAm6D3v2SdOPdujJH7luqa3uqIntFN5z10amsqZB9Enu8BJ64UUBsbMc5WvaYhSnWLUeEuR7anTfiaL9oVsKIVFWb5oBTePNkPFNzSGvk8M/P4QqaScFMo/BFyXnyhlGz5RIYuQRIPgN/RZo1TuDkUCDy+JkiCl0pAVdKgS8RxeRn0rkgpLL9ThqPUe+nQtIoxXBkrCsdI5+fKeFn8ngd6Vp1CZRMUSJRKK7Aonyy4URFC9TlkPuyaSwL4NmkbvkEXDG1UaFsF1LTPIJIiYSFPGcO7aAsOQd4Pp03R3aYnAAJjaDvlqcpl5vsHL2fRgM+nfddtl4qtxT+hjRlNojWkrIVUwMW0CBXGkhEjeSS5XFasHKUvk4AiH4pbqa4iBrNpRAYOt8yPi6lXZLExyiCLoqmHCwe72bXkb2i86jUl/vVkXHZAs4QUd2HtIu0T2KyrsGwp67xBkcIkjDD13GTlunxPsYRd9s0jqNYc/1/jqjWiuxCGVMtV5GZ8hgYPk7CGILGHilrJd1QcdWwOVmYCRoDLxZof4fTp52a4haYplmOwRhI1nZ7sqkibxZXUlE8aTUZ6dZkdkNLo8UtOaXJYm0Ygzy2ifLoybJt5H0uPdXvixo7J7qCaL+9OvF1xXUVpoXZXAjCc8QOkbiDyE43e2SIc4Xn98ogz5JwcoUV/SrUPmoILWjWrnKe6JxKJsxS53XaZ+qEuHPss2IavM9u7eP/MHKEJDSQ772bVO/K0iUo+P+pICpJmbmJ2EdKwpNlKmU7w54rgSNs2hDmX0UpIolBO8mJKHsIDK/+7hqv1xZ+0y5rgJZ0LPKyJbKIw2CkQeCgoVPk1UXFSZHSIG4/5MfdNIn+MLvjDAIHgyzk3u+cG/8R4Y03CMK8nRBc+gMsFP4z/Oc4bdpCaLCG4PO5/J5BZSGw5ok1jWqtpcmYokGgCACihaJ+em57yfZUOrVDlPUscCRiRSEIdW7nHvma/L2yn7TtSfuGv8eA83FhwHSnC56AyBVYtIBQ8PNEnwiQItIsaScZ4F4kotrwxH9nLetmcGEDBnsHQ9su/J8t6LsvYvH5dayOETB8rOXF9Nd0WFrD9R+OkIdVhE5WDKPkTnv3ah6mkZh6ORoeNpczwMJHH2+aZSoWGujhuUINEpbw7tFw980N65B9cw0M1ySHN9jPnfYc/hGmaaHNYy0hQffqZEEy1YtXSgUmd1W52R2ta7GQRnUIkUb6ZaFP7AaOe9LKFsrSRo+WvFqRbUTwyCbSc3vgBKS4qbNc17FtFC4AFjpfo7VoGM+xi9z3bVfsaZd22umm5jU7o8Beu+i6EyPQBJJ8AkIAKSalNEj0fnzPd2mIMMvB99QLlX9LSxesF8Fw2lT434fXruvbCYKEZrJM+P+Pvk+aVZ6zRBdGg8QUKASGtU34XhjnsOFtgIWrvTuhhPlWYfqKzhnaGqHnrCVgQ29ZGHvZoyYJVxunq/vPs+D4DwgBERraewKPVzifK7RvWv4R/l7tD7/LGsOC6s/5jw6B59XVGQGO/jvlJS/KLIhz1ZyKE49Njhs5h3Ga0Mun+xOm/4cazhrMXrmWAApd6L5fXhhCIBokEVAIkoKEBhFABJZIk+gxkVAaBl7DuJaFPQR7+D/5eg0ka/NdVDqmhtYSvqc+hxdU/0cGmhYtDd1xcC8MDpoChWkmdt+G9R62OVq+Z2EOc7JCj5gN8/C4ltTMGcGul/fr0HX8XyPuFuSQ8rTk+75B9n+Hf7Jvom+aUw70mXD0sP88P+6JsnmlDbNGfX6v4qH36787FWKvmQOechzEdkIc3DR4WuarxQNmdq38/m79btGNUHM62BnaSKFm8T0ySAx+ncOayoDf+SjbIqFNBBKBQ1uBbBVlQ0R2XJyVENJa35vQ/ghpme+1768plCPfeq3fp82gMb30f+j/7RfaQ5F2GuCKd2hL4ec1kaqlLeKBOw4ahjaGKVIIkJYAaBnXcBqKtVMIiLC9qambHn0NTqM37TKwwvSV3TTJ/3b87w787w787w787w787w78/7oD/w9nNG0kEm80mQAAAABJRU5ErkJggg==" /></p>
<p align="center"><span style="color: #ff0000"><b> </b><b>Γιώργος Βασιλειάδης Α1</b></span></p>
<p align="center"><b>1.<span style="color: #0000ff">What’s the best thing about Switzerland?</span></b></p>
<p align="center">I don’t know, but the flag is a big plus.</p>
<p align="center"><b> </b><b>2.<span style="color: #0000ff">Did you hear about the mathematician who’s afraid of negative numbers?</span></b></p>
<p align="center">He’ll stop at nothing to avoid them.</p>
<p align="center"><span style="color: #ff0000"><b>Τσούκας Χρυσάφης Α3</b></span></p>
<p style="text-align: left" align="center"><b></b><b>1.   </b><span style="color: #0000ff"><b>What is an astronaut’s favourite part on a computer?</b></span></p>
<p>The space bar.</p>
<p><b> </b><b>2.   </b><span style="color: #0000ff"><b>Why do French people eat snails?</b></span></p>
<p>They don’t like fast food.</p>
<p><b> </b><b>3.   </b><span style="color: #0000ff"><b>Did you hear about the guy who invented the knock-knock joke?</b></span></p>
<p>He won the ‘no-bell’ prize.”</p>
<p><b> </b><b>4.   </b><span style="color: #0000ff"><b>Where do fis</b><b>h sle</b><b>ep?</b></span></p>
<p>In the riverbed.<b><a href="https://schoolpress.sch.gr/6ostyle/files/2024/02/images.jpg"><img class="aligncenter size-full wp-image-731" alt="images" src="https://schoolpress.sch.gr/6ostyle/files/2024/02/images.jpg" width="200" height="112" /></a><br />
</b></p>
<p>&nbsp;</p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
	
		<series:name><![CDATA[τευχος Μαρτιου 2024]]></series:name>
	</item>
		<item>
		<title>Μαθηματικοί γρίφοι</title>
		<link>https://schoolpress.sch.gr/6ostyle/archives/865</link>
		<comments>https://schoolpress.sch.gr/6ostyle/archives/865#comments</comments>
		<pubDate>Sun, 30 Mar 2025 21:40:41 +0000</pubDate>
		<dc:creator>ΜΑΥΡΟΠΟΥΛΟΥ ΔΗΜΗΤΡΑ</dc:creator>
				<category><![CDATA[quiz, γρίφοι, παιχνίδια]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/6ostyle/?p=865</guid>
		<description><![CDATA[Από Ανδρόνικο Εμμανουήλ μαθητή της Β τάξης]]></description>
				<content:encoded><![CDATA[<p>Από <strong><span style="color: #0000ff">Ανδρόνικο Εμμανουήλ</span></strong> μαθητή της Β τάξης</p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
	
		<series:name><![CDATA[τεύχος Μαρτίου 2025]]></series:name>
	</item>
		<item>
		<title>Διαδραστικό σταυρόλεξο Χημείας</title>
		<link>https://schoolpress.sch.gr/6ostyle/archives/560</link>
		<comments>https://schoolpress.sch.gr/6ostyle/archives/560#comments</comments>
		<pubDate>Sun, 05 Jan 2025 21:39:35 +0000</pubDate>
		<dc:creator>ΜΑΥΡΟΠΟΥΛΟΥ ΔΗΜΗΤΡΑ</dc:creator>
				<category><![CDATA[quiz, γρίφοι, παιχνίδια]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/6ostyle/?p=560</guid>
		<description><![CDATA[ Από Μαυροπούλου Δ. χημικο του 6ου Γυμνάσιου Ευόσμου Άνοιγμα σε νέο παράθυρο &#160;]]></description>
				<content:encoded><![CDATA[<div><a href="https://content.e-me.edu.gr/wp-admin/admin-ajax.php?action=h5p_embed&amp;id=1243107"> </a><b>Από Μαυροπούλου Δ. χημικο του 6ου Γυμνάσιου Ευόσμου</b></div>
<div align="center"><iframe src="https://content.e-me.edu.gr/wp-admin/admin-ajax.php?action=h5p_embed&#038;id=1243107" width="678" height="559" scrolling="yes"  allowfullscreen="allowfullscreen" mozallowfullscreen="" webkitallowfullscreen=""></iframe>	<br/><script src="https://content.e-me.edu.gr/wp-content/plugins/h5p/h5p-php-library/js/h5p-resizer.js" charset="UTF-8"></script><br/>
<p align="center"><a href="https://content.e-me.edu.gr/wp-admin/admin-ajax.php?action=h5p_embed&#038;id=1243107" target="_blank" class="small">Άνοιγμα σε νέο παράθυρο</a></p>
</div>
<p><br/><br/>&nbsp;</p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
	
		<series:name><![CDATA[τεύχος Μαρτίου 2023]]></series:name>
	</item>
		<item>
		<title>Πάμε να λύσουμε</title>
		<link>https://schoolpress.sch.gr/6ostyle/archives/402</link>
		<comments>https://schoolpress.sch.gr/6ostyle/archives/402#comments</comments>
		<pubDate>Mon, 22 May 2023 18:51:05 +0000</pubDate>
		<dc:creator>ΜΑΥΡΟΠΟΥΛΟΥ ΔΗΜΗΤΡΑ</dc:creator>
				<category><![CDATA[quiz, γρίφοι, παιχνίδια]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/6ostyle/?p=402</guid>
		<description><![CDATA[1. Κάνει τι ζωή μας εύκολη. 2. Έχει δημιουργήσει η χημεία πολλά νέα από αυτά. 3.Έχουν και τέτοια χρήση μερικά χημικά προϊόντα εκτός από επωφελή. <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/6ostyle/archives/402" title="Πάμε να λύσουμε">[...]</a>]]></description>
				<content:encoded><![CDATA[<p><a href="https://schoolpress.sch.gr/6ostyle/files/2022/02/stabrolekso2.jpg"><img class="aligncenter size-full wp-image-399" alt="stabrolekso2" src="https://schoolpress.sch.gr/6ostyle/files/2022/02/stabrolekso2.jpg" width="1035" height="786" /></a> 1. Κάνει τι ζωή μας εύκολη.</p>
<p>2. Έχει δημιουργήσει η χημεία πολλά νέα από αυτά.</p>
<p>3.Έχουν και τέτοια χρήση μερικά χημικά προϊόντα εκτός από επωφελή.</p>
<p>4. Υλικό που εξαχνώνεται σε θερμοκρασία δωματίου.</p>
<p>5. Το υγρό. (ξεν.)</p>
<p>6. Μέταλλο με μικρή πυκνότητα.</p>
<p>7. Διαλύεται σ’ αυτήν το λίπος. (αντίστροφα)</p>
<p>8. Διαλύτης τους το νερό.</p>
<p>9. Η κατεργασία τους με βιολογικό καθαρισμό περιορίζει τη ρύπανση.</p>
<p>10. Μπορώ έτσι να παρασκευάσω τσίπουρο.</p>
<p>11. Μέταλλο υγρό και τοξικό.</p>
<p>12. Ενισχύει την καύση.</p>
<p>13. Αντιδρά με τη σόδα.</p>
<p>14. Στοιχειώδες θετικό φορτίο.</p>
<p>15. Στοιχείο της αμμωνίας.</p>
<p>16. Αντίδραση απαραίτητη για το μπάρμπεκιου.</p>
<p>17. Αυτός ο τύπος δείχνει την ποιοτική σύσταση μιας ένωσης.</p>
<p>18. Απαραίτητο αντιδρών για την παραγωγή υδρόθειου.</p>
<p>19. Έχουν και οι χημικές εξισώσεις τέτοιους αριθμούς.</p>
<p>20. Περιέχονται στο άτομο.</p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
	
		<series:name><![CDATA[τεύχος Απριλίου 2022]]></series:name>
	</item>
		<item>
		<title>Τώρα γελάμε</title>
		<link>https://schoolpress.sch.gr/6ostyle/archives/364</link>
		<comments>https://schoolpress.sch.gr/6ostyle/archives/364#comments</comments>
		<pubDate>Mon, 22 May 2023 18:51:01 +0000</pubDate>
		<dc:creator>psiderid</dc:creator>
				<category><![CDATA[quiz, γρίφοι, παιχνίδια]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/6ostyle/?p=364</guid>
		<description><![CDATA[&#160; Όταν πέφτει ένα αστέρι, ένας μαθηματικός κάνει μια f(x).  Γιατί οι μαθηματικοί παρακολουθούν τις μέλισσες; Για να κάνουν πρόσθεση κατά μέλι. Γιατί τα μαθηματικά <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/6ostyle/archives/364" title="Τώρα γελάμε">[...]</a>]]></description>
				<content:encoded><![CDATA[<p>&nbsp;</p>
<ul>
<li><span style="color: #ff00ff"><strong>Όταν πέφτει ένα αστέρι, ένας μαθηματικός κάνει μια f(x).</strong></span></li>
<li><strong> Γιατί οι μαθηματικοί παρακολουθούν τις μέλισσες; Για να κάνουν πρόσθεση κατά μέλι.</strong></li>
<li><strong><span style="color: #ff00ff">Γιατί τα μαθηματικά είναι λυπημένα; Γιατί έχουν πολλά προβλήματα.</span></strong></li>
<li><strong>Τι είπε το μηδέν στο 8; Ωραία ζώνη!</strong></li>
<li><strong><span style="color: #ff00ff">Πώς ξεριζώνει ένας μαθηματικός ένα δέντρο; Υψώνει στο τετράγωνο για να φύγει η ρίζα.</span></strong></li>
<li><strong>Ο Τσακ Νόρις μπορεί να διαιρέσει με το μηδέν.</strong></li>
</ul>
<p>Από  <strong>Σιδερίδου Παρασκευή</strong></p>
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		<series:name><![CDATA[τεύχος Απριλίου 2022]]></series:name>
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