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	<title>David Lawrence Rare Coins Blog</title>
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	<link>http://blog.davidlawrence.com</link>
	<description>Rare Coin Blog &#38; Reference Book Site for Collectors</description>
	<lastBuildDate>Tue, 15 May 2012 23:44:02 +0000</lastBuildDate>
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		<title>David Lawrence offers NGC-graded Ancient Greek &amp; Roman coins for sale</title>
		<link>http://blog.davidlawrence.com/index.php/david-lawrence-offers-ngc-graded-ancient-greek-roman-coins-for-sale/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=david-lawrence-offers-ngc-graded-ancient-greek-roman-coins-for-sale</link>
		<comments>http://blog.davidlawrence.com/index.php/david-lawrence-offers-ngc-graded-ancient-greek-roman-coins-for-sale/#comments</comments>
		<pubDate>Tue, 15 May 2012 23:44:02 +0000</pubDate>
		<dc:creator>John Feigenbaum</dc:creator>
				<category><![CDATA[DLRC (David Lawrence Rare Coins)]]></category>
		<category><![CDATA[News]]></category>

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		<description><![CDATA[The folks at David Lawrence Rare Coins are excited to offer a great selection of NGC-graded Green and Roman coins for direct sale on their web site. The coins are part of a bigger collection, which they call the &#8220;When &#8230; <a href="http://blog.davidlawrence.com/index.php/david-lawrence-offers-ngc-graded-ancient-greek-roman-coins-for-sale/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<div class="wp-caption alignleft" style="width: 120px"><a href="http://www.davidlawrence.com/inventory/collections.cfm"><img title="When in Rome Collection of Ancient Greek &amp; Roman coins" src="http://www.davidlawrence.com/images/collections/AncientCoins_1.jpg" alt="Greek &amp; Roman Coins for sale" width="110" height="160" /></a><p class="wp-caption-text">Greek &amp; Roman Coins graded by NGC</p></div>
<p>The folks at David Lawrence Rare Coins are excited to offer a great selection of NGC-graded Green and Roman coins for direct sale on their web site. The coins are part of a bigger collection, which they call the &#8220;When in Rome Collection&#8221;. According to John Brush, DLRC Vice President, &#8220;the consignor of these coins is slowly beginning to sell off duplicates in his vast collection of Ancient coins. The overall quality of these coins is quite exceptional. All the coins being offered have been graded by NGC and many of the them are rated at or near the top quality level for strike and surface quality.&#8221; Brush also adds that DLRC will continue to add more offerings from this vast collection over the coming weeks and months as coins return from grading.</p>
<p>Click here to view the current offerings of coins in the <a href="http://www.davidlawrence.com/inventory/searchresults.cfm/category1/6/groupd/336,337,338,343,345/gn/Ancient-Coinage">&#8220;When in Rome Collection&#8221; of Ancient Greek and Roman coins</a>.</p>
<p><a href="http://www.ngccoin.com/ancients/index.aspx">Learn more about NGC Ancient coin grading</a>.</p>
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		<title>View Our May 2012 Video Newsletter</title>
		<link>http://blog.davidlawrence.com/index.php/view-our-may-2012-newsletter/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=view-our-may-2012-newsletter</link>
		<comments>http://blog.davidlawrence.com/index.php/view-our-may-2012-newsletter/#comments</comments>
		<pubDate>Tue, 15 May 2012 15:29:43 +0000</pubDate>
		<dc:creator>Jason Smith</dc:creator>
				<category><![CDATA[DLRC (David Lawrence Rare Coins)]]></category>
		<category><![CDATA[DLRC Auctions]]></category>
		<category><![CDATA[Jason's Blog]]></category>
		<category><![CDATA[News]]></category>

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		<description><![CDATA[Watch and listen to John &#38; J.B. as they give their insights about the state of the coin market and the latest happenings here at DLRC.]]></description>
			<content:encoded><![CDATA[<p>Watch and listen to John &amp; J.B. as they give their insights about the state of the coin market and the latest happenings here at DLRC.</p>
<p><a href="http://www.davidlawrence.com/videos/"><img src="http://static.davidlawrence.com/contentimages/headerAds/VideoNewsletter.05152012104051.jpg" alt="" width="206" height="90" border="0" /></a></p>
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		<item>
		<title>The Oak Lawn Collection &#8211; Live Now!</title>
		<link>http://blog.davidlawrence.com/index.php/the-oak-lawn-collection-live-now/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=the-oak-lawn-collection-live-now</link>
		<comments>http://blog.davidlawrence.com/index.php/the-oak-lawn-collection-live-now/#comments</comments>
		<pubDate>Wed, 09 May 2012 16:26:13 +0000</pubDate>
		<dc:creator>Jason Smith</dc:creator>
				<category><![CDATA[Jason's Blog]]></category>
		<category><![CDATA[News]]></category>

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		<description><![CDATA[We are very excited to offer the Oak Lawn Collection which consists of nearly 220 certified U.S. Coins from Half cents to Modern issues, with a heavy concentration of PCGS-graded Lincoln cents and Eisenhower Dollars (yes, Ike Dollars… we rarely &#8230; <a href="http://blog.davidlawrence.com/index.php/the-oak-lawn-collection-live-now/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
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jUE8eorVR4aHiBpfu52/2124va38Lt5LSPK9v2t9dpKxnl9e5ZzycPRa0HHYAbbDSdQaAKTGpcQx8QwepUPXmSa0AZV2X4D46jXiKSleqFkap4mgB+r8/nrYoSGVTxdRsa+avhv4fHQB8tHbpxpXYCo+QppjPuMnIRADk37vTfrTf4aBEh5zxjVwC0NeAAB81AKk/vfT+GlAF1DgspPgbjLrZMcbi3WO7uTQRGWY8Y0bYVJoSeO/xp4yIixTCF5YbBuQeSkFCSKMDyTzha+FCU8PDRZAdjfhIin9R1PqgvQk8GPwI2IHmDDSA0zsHPxyTxXt8sYEEyrZPNMYFEh4q4CxrI7BIj0falNabNoeJDRriXsEtHhlDRFmCODUHiSppv8AEa9FOSHgOXV7YWtpJeXNzJ6MVPU4ryIBYLWlOgrufDSbGviYT7n5xLzLXturzSYuVluDGHWQpFIyFZ+UQReLUDBGL0OxKmteXdZaM/vbK4itY730pIrW6d0sneNljlSEASsjt5SVYryUdK6xLIAjmZqhCykigAJJ6nYfgp0DCjvnssdp31ri7q7iuchLZxXd5BCxJtXnq6W8jkCsgj4lqDx8dIQPz/bxXDywGorWJHIegI2FaLU6EBGAeqKalSQSR1OgCZbtwd/TIUBee4qdjuPmR4/LSaAlSXdiL0XENsELoA0CSSU3UKwUtVhX5fHppQIjJcNDN9HAhAzIKrRqUFajfwJp10xmn+3fe9pYSyPkfVNl6AgdQqgrciPkjAqQWRxHQ1qw6/HVbW7otjkZupfW3uDlJ2lura1kkx1g6TZOZ1ZVWI3CptsPTEgCxqp35FtaW7myeA9KPvcfu5v9Ky4e9xt7b3rGC6S4ljEQgQ/qW8jEMazP0VDSmx+Gr95NBBjV1Dm8zJbTokl1dS+na2sC8pZpCg9NEj+p5Gr+6K01i3JaLfuX2x737bwseVzdrFZweokLwG5tmuY3kUsiSQJI0qkoK0K1HjpBBR4PtjO5+T7XA2k+Uu68pLG1ilkkVQP8RgqlQm9K10DEjC36ZBsbLb3EeTil9BrIJSZZeXFk9OnPmCKcaaQibnuxe9cFDDNnsPfY21kPGGW7gliRiKsEDOAAfl10DPsXLLFcenHFHHNeNCkLF+EakuGQP6hC8eShiWPQddRZSSxebtza3MlzLMxm9ULaKkZQnavqcSPAf3q7jU0fAERIJjbyJbJLWWcqWlkDD0y/RwVqduviPCnXVoC8nlfH3Ig5u0iFRbuvlJRkUxsVowj5KK7HWKTeIiysAcllYbrJSzRR3NwI7u7jUXNzK8rKtwxg5cvMktVfiasKDqdb1xxBkPKYefBTZaxjuY7nFW9xbh5WqjAvymgeSM8W6LwkU/S3T56OkDWJY5/tGXF9sJkXeK3mvpXMNrUBza25MUjyBqNH/mE4Rx0q3mPRdHt4SJPEprS6dbKGK+ZvtJoyYBK4ZQrH0yVjU9KIAa9aa57zwGT83dSXl7Z3io3pcRZwPIS4QBi6RLRVHlGyLStBodtWA0S5XmlnkhnUq6OqOWAD8kO43NNm6/064/bdcTSZGLsSQSK0YLc6kBSGLk1Na/EUpTTo9QngQ5olntkjlXg8gqaAUrXYBR1p1NdXV6WI+gsPTkQOVIjSsSMtTyagIIBAFP6NO15WA1UpLlCMpapxDlAfo8w/5adflrrn0kovbK49QSi5B9VV2VlkWXiBtyFP+jXLej4DTPo5UfjEPK9yRSWQgeVadK06aGn5CGmjEjXMix0kUhkl5HYdP3fLsBp1ULMIJNvcyKyel/iFSpZKLHQiqtQ71GpvVcRolxyvIh9UKvM0jbcGh8CK7/lrFpDQkwwswMXGVCeLbVXjvty6A7bDw0S1mUiZYyW8lq1s/FIleqnqar1VwwdeX501Fm6uViyoTQm6w9pdWcqSqqSlvUgMY3LeI2oB406/DT2t1yS6jMtjFJGiCFYwUYxz1qfUAoFAJWikDWqv1Jgo8xBLHkIIoYfTkWEi5mXmfUYkPUpSgKr8NtddbpqSICPE3Zt7KAvJCtwv6gm/UMkYRqxRCLaM+pwDKzVA/HVa0KAZ7iyd0LfJrOeU+QeSaZqnd3bm1OJK9WPIeB03iCRvHtbcqvt7glNRS2Ff/OOuuiwE2FX30caFmOw3IHw1TQSVuAiWG3us1cwJcXMTeultIP0nurmXgjSAfUka+Hy1xwUEUve06KkZdrxxyDyh2iTyfUQq0UJ8NtMBuLvuzIDO5jNdlLXDH+impbQnYeXvuy6fcP8AgPuf+tolC1vkcfvayP8A2zH4itx/v0TUNfQQO9bNWqJJPya4p/Xo1V5hq6CZfcPFpLFbzXgjmm/wYpJpld96eUM2++346JqPU+X0Gx7jYRissV4jiWT0k9KaQhpB1RAGNW/DRKFr6Dtn7k2F1JIlrcyTxxMUlkjmlZFYbFTRtj8tE1HrfL6Ew932z7+tIfxkm0TUXudD4d22g/7WQf8ADLOP6tL0j9xiH7utuX1ykV6mS5I0TUNbEr3a5I+3BaQsPKXlU1Pj5iNtOUCs2N5TuGwvbqOG4tzKk44x3IFHjk3HFv7SN4E7jVSxwgU77EVz7c5uC5PL0bO441FSVhdJUJ/Bk0mhnny3tpLWeJROArwrX1l4qA1dqybb/uhep1neshJJvcFlccz3s2NjbHyn9C5mXeoTkfK7CROTfH57aao4zJ1Eq3vcpmLyFbW0++nQU+wjiMiemhRW/TG5YFjuvTlUU0KzA9Ie1PfXbl9jbTDrILK8sVW1aCVkEIYHjHHFNUK5ah4qfNtvv16K2TRSAj+bKKWTOdmRpHzkW3v24EqAQJISQORAJ26alieZgcl08yPK8g8pqGHFSSQByO9eg/LUCPr6YvHZzNcrPLLEWngqaRUdgkbD/g823x0QkBSI4MxaX6Qeh8dAyxxtUuAkborOygFqjYipqNJgGL3Hcl1g2vbT1LLtz1xRHDSR3N6hoNjUycAhLFyVQfjuLbcdCZgO/dx7u27P9t7KG6aJ0w33MjiTgCtx6bLSnh5dh8NBTMsntWkt4UmcffNKW5zNVW5cfroKsOpJJ0Emn9odti9/l3zRu7uLG49+41lyV8QGCWtvbx7xICpd3lYJGtdyR0HmDKWQK+4/Z/ZeJ7A7N7x7Ta8RMzJdRXC5FonmMlrJ6fqBYxwA5q3Tw4+NdAwa9q8LZ9we4ODwN5NLDY5C49KZrYqsgUqxIUkMBypQ7aIFARdo9j4buD3mHZ17638N/iV5aerEQZhBZrKyIrENQERDkSDtv10oCAE7jtobTN5GGyJayhupooHJBJjR2VK8epoOo0wNUxPtx7Xy+zeI70zVxdY5o8jNDmZYn9W5uuAYRW1jE1IgzUVuT/T5iSQBpjMx7vftKXuK9btNbtMCWQ2gv+LTAcBz5caj668d+nXQI0Ls724wFp7bwd+Z/H3uftryee2Szx0qxQ2axBk9a9k4uw5SAcdgqrux3A0hmYJevbQywARSPOAkjcQ3AdCqHdTt40+YOgQcXXbvaPZAtE7xtrvMZ+eCO8GDs51sorWGcckF1cMk8nqslG9JU8opVt6AAJf5n4ov/ELF41IntbWxxVlaRKX5cUUO4jAPUry/8q6lsAI7UgwDXM7dw5C8gx9vH6YjgCyTSFpuKIhaiwhTVmc8qf2TqXiiQi94e0O18PjO0c129BPBH3BZSy3UVxN9yecTqBJ6nGOvLl1CgEAbDfWlciij9p8V2Xle97DF93vcrZ5CZLa3jtCq/rytxj9Z28ypyYDyjx6im7AvsB7Y4G27771xmfMkmF7Qs8jcBg4heZoZBFaB2UdZfUBAHjoGZa8sIPEKQ4KgPXy0AIao3NTseukIm4uxvsvlrexx8Bub66b0be3UVMkjniq7kbsTTQB6gX25zB9p+5/baxwlys+JhtL61y0kUiLkcoHMl6IDJxDIixpDFQeYb9KaBnmW8w2QwGZezzNlLaXdseL2s68HLsPLUEdCTU/LQxBl7edj4jNx96PmJ5S3bmFuL+29MhY/XjFVVyOv91VND/QUgLL2uwOMzWE7uyN+8sB7dx6XdiYWRIzK5cJ6jEc2BI/39BqL1lSKCb2x3Recobb7hliWcNwHnLRv5nXkeNGYiv4fjpbe864SNKczSr697Ztmi7b7jtL3IZ+8s3ur7DY6kfoAxevFAZW8xuGHHgqkGpHxAPe9+cDPTGZ5bvpVmvGfzxeo7B4nJLRrX6DXjuvTw/LXM3iaI373In9tLH2x7CwmRGcmtYrB8hYfbNZxlhcuGP3RdZOJ5A8QnQV+rRIMwWwEE2VggjEkcMs4WMhg8ixu1AocKtTQ0rQfhpAEPvF2rje0fcnM9u4qaSeyszAInnYPJ+rbRytzYBQTykYdNMZCxfaF3f8AbOY7leWOzw+J4QyXL8mee5mFIrSJRsWP1O37q7/AFCDhuxvbvPez2X7p7Yjv7POdsywpfwXsyTrcRTuqcvIkYWvIlQAKcaGteWgYJ+1mIwvcnuJgsBkoJJsde3PpXjK/pPLHRmUVG6b0DcWrTodAjTOz/av2xj92bjsrM313kMvcTX0dnDj3C21lHGkrpHPcN55ZvQTzBRxQ+VuRqFBmE3Kx21/LblmYQTNGHA3Kq3EHjXY0Hx0CLrEXUavHA0TNFKyhni4iVq0qEJU1bWdljImj0d23i+zxh8Jgm7QyUFp3BcSX+Tkmu5neO3xAkMUtyRAisJG9XjEAoNAa+Ya0GZf7n52xznckt4+Mmwl5dy/dSi6lmmaYn9MHi6xBYlERjHBPjuaaybczAmWvaHa972p7b3ncOKSOPurujIvhMJfyyLDHZY5I3mubhJ5iix80idTJy2FCp1qikBnfntFme3+2rPuyPI4zMYO6cWrXmKuJLlFuVVuRkZ1Wpco242rtQbVBGyYjsF8h232D3L21LNHie2sZHk73tezQw5S9v1kDSSgMU5pcyRceZ/cX9MNyADGDHth/E+9857nZW3WPH+415bk4K1d/RlgE0ki3aQlwpjlVFSL1NiOW9KnSAc7Stc7F7Te6Pand0xmXD21pfxRmdLo2t3K0r8A8bSBGZ4EJUfSa8up0AYOl3Lc3CsaKFHkA8wCqoDEK538qb1OkIlZJJEijs5GmZrM1VGdJUDyAFitBxVSaUG/4nSWYhZglaWO3WcRxLxahoszdWFBU1p8a/DUzxAk2SxWlpLcNHK8oYMJ5jRHhf6Si+DfOprqb4wgYVYHuWW3tbUx+om80lrDacomN26+mh5qjnkFbyqQQT0p11e3eMBQUV02TxWVjGSkW5a1Ro5oGcll5M1Y2ZgxSVZD6lD0O/XVtjJ4zFxfYeb+J3Cem1LiNnjVmkkcM6w/osqwp6kszjklRy+equ21AuJHhxdq4QUcmMA8a1YOa+XcA7EBaAU1y23IzKH1tWt4iqOIy0RjWcGoJkAVlbkOI+mq06eJ0vd5DgRfZhHmjX7kyC3jWOFlZ3UAGrKFILLyO58K10Q2sgIwyF5z5yqeodRMeHUb7LXrpe1UcjayTGVf1GCAtI6xqfKo+o8mqdPCMiTl6+J+1IZluZaFhI7vzUMdgVduqjRVXnDBDKqdgmQtmiI4qAI3rTYAcddLyxBBC+QF2Wivo4izUDfqLyBpxTfgNz+9trj9mHNXBTtJ04lxaNOmKkmspEFL5QssSRq3BmeZGNPOKDnTVevOSSsMMBi5QkxhTRRGooV3BJZG3Ndt9aJviI7BPGQhMkvrEcVQlqKo/ENotPQCe11QKwvEZm2SEhSKE9OkQoANYqvQY9Fc3MTSgG0mCUo3Phx5b/TVufT8tS1X/AHFJlnC92UYQWMEjP5pRDOgO4pUh0QGusGqvNtfFFqRDm9hCFbS9hRgag+kSwAAFOD1oDXppwudRDK3sCXnKX7hgxY+lLFJwJOxLAAnep8dae24wgmTv3uK/xHnS1lSpYsWWhYUr5gDqltbjeWAYCi+FhKzPLbTxTSKrcrigZgOK/wCEJJP6vxGumuzb/J+RLFdwdqY627Zyd/6KCQRMYDE7Mo3ANCzuePwrreFwBIOfbF3TsTEgtyrExFK7Dmdtzrs2l6TG+YTSzsYyDXfVNYEphbh7RJe2pHJPJhbDb4ifof264DbiV0EEDvGpUV9RlP4CuiByFWAx1rJjbY8PqLAn/mI1DriZWtiUuRz0dhawX09pElpJA0kj8ZZArhpVLFoweKx+jUrx5PXy9NGgmTuIzkt1PbJeY37eOb1lYJHJJITD6v6gC8wvL0v8I+ffRoHqLu3jWbJTW7W6x2wjSS2cqeb1ALcwf8MrXdGAbx0tCFqZS5jGYi7z6s2KsbjK4n9Nbi+5GOKGZTcxMAu3KQwtRiPKRp6Q1Mi9tds9qZaFLaXD/bwYtvVxSGS4UxwtIU9NWZ/MlYF5BfLXamnpB2YT4zs3t3FzXkuPsxBJkJBLdnk7BnFdwGJC/Ufp0tItTLD+F2n/ALsbfLRoQamd/hdp4IP2aNCDUytuZI0uZbWC2h9VJ2iV55DHFwjt0uGLMAaMfU4qPz0aEPUc7js7OKzHkA3YVPWnE6K1KrbEEZIkXIWop9fpb/idaQaSRe+f0eyc8yjdMfdHpXqQNAzAe387LjhNdrHaT3EkYDq9OYEa1LcmPUEKep/DWa3LJ5BZELuLNXeSENxNcer68QNzwPFQsRovkWlSxbx6GtKaHdvMSrAqC4ktuNzizJD9nbeooVwCqPIGl4uu53etPMaDUzPEZ6K9pvZDC2WMXLZ1JbvI34t7mGJ19EWrxMZEeOhPJtxXkKbHqCDrorWAB7+bSygxtr2SlupS1hjv7eKME7U+3PGvgCtdh+AoNKwnmedVZOZcEMevHoorvTeuoGSLiJ48X92wjBuHLcEKDjt/YrXevw0pxAo+ZU0G9fA7jVAToITDOla0ChpQSPluPnqZALZ+6L+ftmzwKFIrG0Z2jPpASETPzIWavICpbl8a6eu0RwJ04hX76ZnA5zLdoJhMhHJaWWCtbSVUV1SCWIseJLfVsQvGpoRvoRTZmt2t1YXTs8oeRaNyUMAFcVFOVK1HXQINe6O9sO/sr2p2hY3Rnvmu7rJZmNeQWNjLJHbxksBU8G5UGw/ZoKLLu7Idj5H2H7Ns4s/FFmsAb71MKInkkkkupy55U/w6EcgzHiQTSpoNMAP9nO5cX237m4DO5hjFjbWdvuZVUtwEkbxB+Kgmis4JoK06aANZ7C7k9mezvd0ZBMy2YF/LdNFmHtms7bHpciRxzLgyXEjcvS5gKiqa7/uoDEe77LFWWbuLbE5VMzAGb/7jHHJEjsWO3GQKTtSppQ+G2+gAu7l7n7buPY7tDtm1u/UztrfXt5lLJUcLHzllWNnegQkx8aUJND4aYGbAqr9OnQHSA27297x7Z9r4IcrZd6HPWd/aO+R7MitJ0V7qWPgEd5j6KCNwKy/UyjZCp0wMaguUGU++eNFRJhObddkC8w3BRXp4U0gNy92Z/ZvuHuifv6HuCbKpkY7aSftu2iMU5kt4lj4STykJEjJEqv5HYHoDUaG0DI/v3kOxe4O6B3JhO4re9kysVqzWEcUhmh9OLixkkNESiqvkryqSDSmpsJlb7Wz+3Nngs7eZjIRYzuyJEOFvb6xlvreIBquyQFWR5TUL5geOzCu+mmCLX3q7n7P7r7S7cyeP7livcrjrQWNxZ3du8V7LKGXlLxQGONGHJvqp0AJOqBmI2l5PZ30F3A9Li2lSaF/78ZDL8+o0DN6/mE7s7cgspnwHqJk/cKKxy2ajmQK8FlbwKtrAVI2aWQGVvwB6UOgDz6qNRdtj0Ybjp00CNB9tc7gu18T3L3EblU7shto7Pte0AZnWe8JSa6WilVaCKvCp6n400DHfZr3JftX3Gss1mbmSXG3ivZ5iSQtMzQTAks4PJjxk4uf+nSAb9y+3u2cLlpm7d7jx+bx80zGwt7X1JJ44HDMv3DGP0axV4A+oWOxoOgUCgvvZzufs+3tu88V3NkTiIu4sYbK3yxjeRFccgQYow1NmBA6UWlQSNMEXvY2W9q7bsXvfs62zrWlxf28Djui+ieMXbQyH9OK2QSSJHH5eNSXbmx4inHQAE2eVix2SguTzuYcfccrSTiUEyIQUb05KsOajoemuTS5wFVwaj7ox+23cOaj78xveb4u4f0LhrSGGZr6KeFQgMSqVCt5f3mVQwryodbKy1YMvBo875eSxfK3M9p6slq00jxG4IMrKWJVpSpI5tWrU8dakmx9/ZD2/7k7C7Rux3XFa3OLwVrjL/DxwSzXklzZx+VAnKKML6hbzyMANita00DMi7VurG07sxF1enjYQX1tLctvtEkys5232XQAYe/l729f+4GRzGEzkOZhykvrv6EUiCFRHGiI0jBVkPlb6agADepIDAufbvNdi5j2fzPYHcWZTt7JHJ/xjG380MkkEhEKRlW9MHcCNhSv7wpWlNAFNmO6+3MB2hedhdoXcuUt8pcRXOfz0sJtxcfb0MdvbQNVliRhy5P5mbwA6oCH7LZjt7Ae6OHy+duBa4mxeeea5Ks1OFvIYqKgZiWkCgADx0AEHsp3Z21Ye+Ldy52/WzsJpL+aK8uNl9S4V+JkPm48lkP5+OmBmudx+PsspLaY/JxZe3iG17bxyxRu3jwEwRzT4kfhpCJHbGZymMydrdYy5a0u0YpBdJUPGX8pZCN1IBPmGk0BuuV98J4cp3Y1n3Lf/AGiWNtiu11cS0kkRoluL5qjyycYnbk/m82nISY13Dmsllbq5yl7kJry9bgTNNyZ5ETy8i7kkjbprNCNP7a7z7R7u9mZOyM5m7fA5+wupJ7G6vUb7eaKblUco1ZUb9Vl+moFKdTTSqgcA+3fPaXb2DwXY9pcHuDAxZyHOd03wieOK54mNGtbaKUI5iEce7OF5N8B1BhJ3Bl+z4fdOH3KxvuBG+Pe4W9FjBBdHJGOPiPsVhZEhWPgnpgyOo4+B0AB972/n/dTuDuTvDErYWrSXfqnFT3kFtOsLgBZSszRqyBaB35CrHbQB3uHuHEdoe3kvYuGvYMnlc7cR3fc+StGL2sccBrb2cEgCiYKw5s6+WtVBYaAM0lYCQ+hJVASqGhQkHerLyNKjqK6AHFvmW7aYRry5epHEasqH90efkxA+BO/joaESBkLtuCMOZH92r0JBIQkbdPDU6UBc2zQXFuqskiNcMY3jcheI4FWYOxavnA6gU3+WouhMlWT39pHbXELojrykE/ICjLsOKHqd/Dw+WplSA9nY7K/trU28rz5CV5LjJTxc2ieSYh28lOHMMeLMjAUAHHx1u7KJBFXAbkW8tq7hYokCxcwqgUJIqVDHl5jQnfWbsOCclxIsaqbluTKzsoQAgq3LyuSxH40Gs7KXMDRyS+gYnlW8d6cWmJlIA+HKqjQqv4DkjxSvGJUNFD1oCab9SBTl+Y1TQhaxyrIomAAYGRCoDfMFST4fhpShH1sWaOb1KGRUHFZnK1r+6oQeOi2GQEyO2F1aPDOiRzelVGVEUuFA8p8tfw1m7Q5Q0VVhhMlls5a2uNs5buYlVSGJWNCdlr8Onjrfe3a0rNmkupe3tuzwUhdhO1RcZKLHyX8V1fSnimPs0a7uQQaEusXL0yvUlyAPE014+938VmtbRzfpr5v9Dt2+w/12S6LF/p9S+xOMbDfxW8hNxhmwtI72+yOQOPM0km0cCfYrceoTxcMpan9Osf8Ambj0qtlNv9CdoXPGDoXa7dcWnHNvD6Ex+3ocpDjjb9v2d1nrtXup8Yi3hFvbLsGnu4/01Pl5brU1B6a5n3u4tVvctorxiuP/AJczWva0wTqlZ824+5Jh7DxF/mZMVh8fZ3slmQmXvo5bu0htpG34qZRL6lF6sNttZW/kd2tVa136v2rTVz5RBS7Paedcs8/oVtt7fYzJyzS4Rbi6jtubyXVk0d9ZMY2o5Vv0ZioNNgh10P8AltymG4lLWWNbflfVGL/jtt/tbXk/lwKS87bvLe+EuP8Atb57dw/oKSsyuDXzW8vFx+S67tnv62WLdfjl55HHu9huVy9XjkImxGNmlW6+wWNC3qNZbr9X1wltioDVoVqaa9b2rO0z6TiyEticEs4hkX07qVeS2vqyooXx9NSS/Go8TXWq20A+cXaWql7Q3hbp9tbXLR7dTQsaftOmqoBcdpfGIJHNd2K1LBri4W6lVTvxC8BH18ST+GrdlwFBNgwEdzI13dXUs/MBaSrAagHqB6PED8t9JuRpFV3jgLCDt7ITIyCRIiyj0LYV3HR40QjSbCAz9vcngY/bjD28cU8OYjC1V6+jNFLIVLJy6Uc9V2+VdXtbjmOBN6qJCCa7hWiMyhmBKpXzME3YgeNNdVsjFBv29IT2xOGpSOW3UU+HqgjXAbFdYr+ojU39WTevwJ/36oAs7bYnDWx+b/8ArnUvMxtmT2tbMukzW8JljVo0kaNCyo/1opIqFau48dIkRFa2MMiSQWkEUkUfpRyRxIjJHWvBSoBC1P0jQBIihtvufuBFGJnASScKocoD0L05EDQAH3Z7okZjlPTurL1lktbRLWskoS4lEavIY5VWVVKheS8GUbsvInTA+s7ruK3nif0BFLcXEr5GSKN0M0/IcICRBvwUu3mPA+D10QBIxN/3OL+1gyUl5DMzx+naMFnjkVivrGadI1TjwLOvQodtzoGF9fntpCOqRoENzWtpMjJPBFKjOsjLIisDIlOLkEHzCmx0AU3dxBsY6n6nYE/ijaazLpmBo82RtSxFEihYVr1B8KeO+qNRjvdlXsruEyVCCxuuR8QAw3Hx0mUjzSbaOK5AtigikULMzgMBWlQ1QrVY/VxFB89ZN8hpD+Otbu5vYsfcTQ4+2kMkST3jCO3DovIKxQMyk7UIXqdCpLEwpvF7RxQ4MY5bi7smDXE8bvHFJEE4FIHZXj9VkqHkqCDQDiW1bVcmKTVvbb3Kwf8ApsXEWPbCYPDQm/ytxb3rxg3Uj8Wt4425c0IChVZqjolQNa1cjJX80McGf9qsN3JYxs9vZ38EyzeUqYLyJ4jShqKS+mDyA0rIHmeWVPnDOhqd3of3ev5HWYHci3rWxJ8rwtwKgl+RO4o39lFp+Z0kBU140PE/Hc+OqGPxuzKWZjyGzEnwJ3FNIRMkuZFhEhXgQdojXpXQgg+lnZ7aMSkcV5KrJs8ZNWAavhy30AfXE7zGsjcmVQvIb8gNt/HbQIgyrQEBaUFRTw0DGy54kdQaVGmB3kQGo310BHx8d9IY8qLxDtvyogJG23WhOgQqSRqbCirv4aAGW5GjBaV6NpgNkmgqa77Dx0DFK6KhBALMR5upAHw/Gu+gBSvyIZgKAiq02NPw0gJErw3c/MlLcBUQmjGoFFLeUGreJ0hC7e4BvnupiZqtXgxKlyCN24+HxFdDAmN93LFzq80Dh1XmwdgQwY8FJJHhVvHUiH8h2V3fZ9uQdyXuKnt8FdyLDa38qhBIzKXXirEOVKoSGpT560KCXtaz9qcJgbXubuHIvnc8WaS17Rt4Xih5oSIze3DqAY6gMyp16b76AA3uPP5TuLOXeaysvr319J6s0gFAPBURf3UQAKq+AFNAFe3TYgipPyGgQuK6eM/GRiv6gO4C/Tx+BHx0oA766Aii1felTUAeA6V/HfQA5EPUj5qkkohDSXIVNlWtK1Wvl6VrTQB8s9tJLIGT9IsTDXqN6CvxovXQBY4i4tLaFpGikeZahbgMUEYLKKxqCvJiNm5GlD08dJiZeXU/qysBJIqyUWIyBa+Rdw3Gm+/EUG2uatYYHLsQcSbhC9uyDp5USpqRty3NKGu+ivQAPvEWKZkUhlrsa1Bp8DQV11IY1GrUPIH4HwPz0DHZPP6gO7V8rMdxQ0p+zQIaZRvy3rQinx0DOyMTGoqCEG3x366BCKCg+IFD1qa+OgZIuJfuJXcIA7cQOPlUcRQ7Gp0CGAWLUYDrQnammM+AAYgUNPHQImWB/wAwKKHFQCB5qVNK/DU2WAMnTzOnqqSJCJGKJ1QDcbE7nQkIhtcvIWYGtN+IGw3rsvQDTGQZFCPRgaHw3AroAQHBr4V/q0DPia/SaH5/PQApZ5A4NSWpSvjSlKfs0APWccU12kTtxXcEceRJVSVXj4hm2NNDEOZCzaCb1o0KQuzFRsOJ5EUWh3G2x/EeGpTAYF26RqiAKqsWUkAnehoSR8tOBj1sIJFne4Y+oyEQMCNpOQJZq9RSvTQxE/GmOOC7labjcxxiOCAoxDO3jtt9VVNT1PjqL/AGWC3VkVjkEyFhGK0YbPxPKse+2xCt+Gs7VYoHLy6jeVInDfqUkiUFgakVoVb5CunWoSRri2iaQXMMzKa0eQj6l6VXbw6ddaZYMY4/p0aV3YmNBx5kseVNyeR8TqZ4ANi8mWSj1d1XiAOgDeFR4b6ToBxFBFedG5bKwaoGmAqVJPU2X0gBydioK16bA02pqQHInCSwzPCVAK9FJB8Bwbr1PTRHAAssu3Lmytbi5yME9zcW0Ml8mFtl9W7WBVq09y/SCEDxYgnoPNtrzN3uVZ6duOTs/wBs8v8Adbod+12sLVf/APHi/wBAi7WgTLjGT295JHDFanMZvFQ2Uv2PowyUSyMqenNJPK1Gcs6RU38y01xdzp29Tv6nkrN4zzVckkd203ZJVWlcl+Z/r8DR7tr/ALY9rrm4OMxj3d/dyfxCTH2Si2RGif0vTh527H040UeXj4nqa68qu4t/cUO2iUvVnPKcepu9t1tDeKrw+Pj4jwjwuAtMF2+9vam1jtrC6s8GTbSXRurjkh9G29KSUhHDzy3DTGlKDap0bldzdVtyXOOOSjq8PLqh7TScLm15fOP6l33TNDJYWWPhtpriIzTy3UsOPfIrDSMBKxK0YDMWqrb0+GuTsq1azVc/wabupWdmuCjFLmSbruO2sO35LyKNhc3bR2ePtCwWcy3UgjO0azBGjjJdj5gus+32k7NJ5Jj3lZus/P8ATzKuPAWl/iL3EZuIQRXt1JGMZayG2gt0gPKFZp7cRFlk9P1C/Cp59NbPeVd3XV49cfnj5Cas6c/HD+5Wdy20WUms7OKBbTF2N3NbXsQsmulM9uoqbe/QL6cUFClWRGqKCp1pFdqtmm9T68/+r9Mwo7XanKPGHDxkCeV7Tlu8xdYvBxX97/D1HqQ3sP2878h6jvayMU+4Qdf1Bv4Mdtej23fbnbpNterhmvmv8fl5GG7tU3U28Ov9f18wRmM8UzxpG70JDg/pMCDQh0Kkimvp+17yu8sP3cvGZ43cdtbaeOXM+CXLD/AXf+09f6lGuuGc49FDdgbJHGT148z/AO0NOGEktY8lwVvX2A3DCo2/OulpYSU3eK5D/S+SMkkbReifpUg0qPGp0Qxgf2vnsrirK0vpV+6SyQyWMVzL+nGG5L5Ix5vNvSunVwSyxs/cPPXWZsp7h1ldC0FuQqIUW4dfUqQnm2AA+WtHvNkqiPUmKthBiMhbrskV1bKB125g6yGUmNYuFJP/AG8gp+Z1TEgw7YBODtT8ef8A651DzMrZljdTwW9u087cIkpyYBmO5CgBVDMxJNAAKnSJIb5nDpGrm6Qh4VuEVQzuYnf0lYRqC5q/lApWtdMIH7HI2F3JJFaXCTvEqO4SpHGQVRg1KNX5dPHSEffxzFoWBuwGWT0DRZDV+hAovmApRmHlHidA4HbrKWNrcJBPciOV3EQTzNQkKaMVBCDzru1BuPjoCBqHuDDSlEjv0/VLBVPJd1HLzcgOIINVJ+rwroCBSZzDuF43igOkkgDB0IWL6ywZRxp4cuvhXQA5b5fGTzxW8VyrzzJ6kcRDqxUAnfkoo1FJ4nzU3poFBL0AUPdYrZQA7AykV/FG00XTMEprd1ntZKAcFiBP/E1BT9mqRsyD7hH/APsbuPpT+H3VSTTpTfSYI81dmSYf+I+hljc/ZTo3qJaPwkJUc1J3HLp9Nd9KsTiNyfWydvpcyvM13MkLSUhgVC270jDu/wC6erMN9JwA9YdwZS2zlhlOMc1xaiN7VZCs8KRhjwV0kLgtv0Y1rudKQDzIWsN/f20fb11XLZGS2TK9oWIeaOJkYmRrediyMAwoQnL0kq3IgNrWMRHp3uzsWPL+1mU7OgAMk+PaO2qFH+ajAlhZuNBtMi76cjawPCFy0foqVR+ZI5kgKAKU4sB0brrLESIN054qGOxJYj8fw0DI5FWKuCrD49fkNMZ9Q7hAa0o5p0NdICW033BUzykUjoGHmpQbdfDTEOmZHRbUHjEQWDsAxOwrUgfLp4aAIMzEMDXelCdIZyVw1aE/Cp3OgDk0JpG1FX1FqFU1Pl23G9CaaJA6CocKQ3DrRvh+WgQ4eBITwJ2+Xx0AcBqxFBToP+jQAguKFSPKK0OgBA5cSoPm8CNMZw05cfhWp+Pz0AdBdgVB8oPKn9GkB9yrRVFa0JoPhoAlW6MixSsA7E/ops1SDQgqdvnpMQf+zHalp3X7qYnG3YiW0WZrm8gkdEEkMCmVoVRuLPz40YL+7U9AdCBFL7lXF1c9z5K8uM3bZma+nklkaylllijXkfTQM6RpxVSAoQkACmqGWHbHs33J3AtpAt7Z2WSyNjLksNibppPuru3jBPNFjjdI1k4HgZWXl1AI30ABFjZ3F5fwWESUnnkWCNGKxgyMwUBmkKou53LEAeOgAv7l9r8hgO0LXuZsvjclZXd09iVx0zXHp3Ea82R3CCNvKDurEdKE10gJ3s12Jhe7MxljmZYIcZisVd3kglnMDB0jPpy+QM/pxMQzmlB41rQsAMzGMgxOR+2TI2uTA3lmsvVeEb14B5UhLHb93b59dIAnufbXO2fdeH7Yju7ZsjnVs2gSOVxD6V+gkj9RuBqq1o1Ad+ldjoAGsriRjM5f4meRVeyuZbaR1JYExSFGCkha9OpA0MRoua9ist29aXl7kM1jRZW9gt9YMZjE1/zQOyWqOBIxQMN+IBr+NJswYj2wxvctrlr7LYiSC3usViLnJmS5jLBY1hPngUbeoquWjJ2rvpagRQdv2UPcGdxeGgK20+Qu47aKQO6x+pPII1ZhR6fV4LoVWIIL72S7jt7LNXMl7a2kuCt7i6kxd23G8ltbaThJcRwqHYIzdGbiD+7XTHBm9hY3uUv4cdZRvd39zKI7SCNSXkkcgcQNUMKZfa+6j7HPeR7gxBx8crWstuss7XC3fpmVbUKsDK0rr0o3DxLUBOmAEc6E8t/lpAJY1oWIH9kDTA50aoNT+GgDi1O1dIDqgeNQBuPHpoAl2lpJPwYFQa7cyFAHSpOiRSWdrFD9uIZgY2QsfUj3ckkUDUqCor8NS5CBwW5pRGkkWrEIByoG2bqNyKb002h6StvbR7fhMisqyk+kSKVp1H4j4aYQRo5JCjAUoRtU0pt4fPQIZWgYNvy60/q0DFyPArxvEpbiF9RX3Bbq3SmxOgBuNn9QyAAGpIHQb/DQB8HIcMfCgA6AgeG2gDvOR6V6ICFAHh1poAXyUKprv1IG9K+GgBSRzO0McSs8k7UjAFSTWlBTfroAtoZiv+Rtp2EDQSQXkpCJG0ZpI/FgW50dfKx6jwFdZ2qniIjNFZidAT6y0HqShSKsetQT4apNgThciGRkLuwKleVQDwpTxrTbUwwGkuYAB6H+FGNlapBJPiB1pp4gKWQNcEpEJnU1IYBwd/h0pogCWGtpHcQ2Y9REJdeTMFCjxoRvrP1LiPAajtpHjbmyK7bqHPHYbkio03ZIDruI1CsoaQkemACW32B/P4aJkQcxWJ7PsI7ma0uJ+4HFs9xL9qbi3w8FywEdxKmyvO4JMUZIr1/4vL3L+/Z1TjbUy5h2/wBq6f6n8kejtbXtrU1N/t1fXoHnbXt9aZdsnIY8vb4DNXkJubvJXz2893Bj4+S3BjEa8knmYAsTSNOXAeOvM7jvPbVa+jVVOEl6VPj9TspszL48efj79DQLWbAYG9vMbYt6y2SxpkbG2asMcknLlbqRVeUcQqyjpVdeF3OxuUi245dvHz/X4Hdt3ruJ6VEZfqN90YvLX/tFfItzZm/neWe3Yn7W2SMo0IX1J2K8lWX6nK8jvQdNdXa2pV10p6dafX0pz4+5hdv3GrP/ABifjii9xtvj8m5e3vfugsca3EuPilYOCi0X7kJwYBevEkjpTXBu9tbCbNrkp+vI2/5CqsKw+do+xGt+7rmLJS2tjYi0Fm8f3BmeXmYZmPoKbaNZnN1KsbGj04p5iBUDXWqKlJUfLHl9sZf5Rz2pr/c5nxnh6Sk7a9xT3F3jksbBAPtIbZLmO4jDx0LEDi3qeY1G44imxNd6CO47d7e2r2/dZ5fnxzN6pL0rGOYUwW1xa3011EqqJz6jOFA/UCqCzH+0AoC1GuGlrPHM0s62rpZGsbSK0s4MdE0rQwcnaWQh5GaRjK7sQF5s7OfxOr3L63Dw/BSWlO3EHsi0eWjv0ksbjHWl7ELee6hd4sp6IQJHuGMULNIu9eVU8p8ddlN6m3ZQtWnyM/atZYv5eMQW7l7eit2WP7W5gubuRhZZdGW4tLeFGSG3tLmUNI0krSP5tydxtQU13bO60/cq0o4c+LiMMEZ6U1peKjEF5IL2zvLiyv7c293ayGK4gaoZW2IIJ3KMCCp//E/X9h31d+v+48Luu29tysavImwRWLwSGSeSC4UgxRmLnG4PWsgYMpH/AAH8tegkcpIjsJ/tEuh6bQFzHVJI2dW6+aLl6gHwJWmgAL7jW8g7Ry9tdMXcRuyf/DFRWPzHkAPAU8dYVbUpjBrDWs912sI4Lbe5hSH1pAaVDEV51WgWlQu/yG+qRm8yptraK3zdksUnrxLcxoshVk5FWQt5WAI3amkWmezhJCY8w6AKJLu1cxj9weoNq6YgVxJ3A8PXk/8AWbTANO2tsJa/Gj1/886l5mNsydf29zc2M9va3klhNIvlvIlDPGAQzcQSu5UEVqCOoNdIkAGzvbJl4Y6+ymPuruCG1d4oawemsiKeEZl5x8xHxPGTkKsQak6ZUFj253H2pDkXurE3IlyNy2PjX7URqHtUWVuVJGqijaP+yNt+ugUFQ+X7IMUU6T3qJcSzPbUtKlBJKvqlv1R+rynASXwH7ppoHBa33cXatzaW9xJNd8Yne+uH+2LSzCSdCynjIgHnVPKeS0HTYaBQN2ncmA+ztjfX91eFw2WuJ3sqST8YoeLPWZ6MqXqLw+jjVQq0roCCsjyPZN5cwRyXl6899btIHNowPG4imZeJaZ+K+nCeatyrRaMugeJOs+6u0LQx5lry7a3xiCeaJLSRA8ly8tvHxUzSDinNgqkFgB9VNtAQzR0IZQ46MAw8DQiukSD/AHg1LGE9aSk//ltprMqmYKT3LLcW0QIYSCEGvWgeu2qRsyH7gH0+ye4DUEjH3LVO43oaGuhgjyk+VWKX7pmD3iAqkgWq0r0WjKF28vjtqGVAxBcyy8vQiNZD1VXc/tJGpcjLqDH9wwRB/sZEQbr60cRUsfHg4b+nWd3GJSrIS9j5/uztTNW2VxlvLFLC7TGJ4w0MnNSrchGYzShPjqluRyDQbx27/M3yeFM5gzGWO89pIRyNdgsMwX+mXVe90HpPPPuVZ4xe9c1dYhZWwV/cm8siyNGsf3IEkkfE7VjlZ1/IU20/cVngZ6WgOvpEaQBRsoAXfppiIjHzcv26YyRbs6sSDQ9D8addIByJ41dpNuCmlD8fw0xDzZKT0Wt2X9BzVRxFFb5eOlAQQ5QpYAAla7DrtoGJ9NQxHIcSOvX9o66BH1KcWp5qgmo6/hoGNNWpK7rX9mgBYevEMN6V69RXQAuQuo404su1Kb6AGnff5/16YHwO/wAtIBAbxPhpgPRRPM5UbALVz8h476QDscVqEBYmpJBHTjXZan4eJ0gJNjbym7VIPMy7jj408FJBof6tKzUYkth/7O57C4X3Msst3FOmOt1t70NcMruqPLayxqeMYdt+VKAdT006RGA0Zq0NxH53RhQ0qB0J6V+eqA3jv3vLD9w4fD3+P7/ucFiFxttaZPtyO3vEm9WBODonorHDNy4mgklVduvwBmR9i23Z153jjLbuq7ksu2mlP39zGp5hArFB5A5AdwqsQNgSfDQBpPuHnPb/ACHtXBg8HnMdFc4bLT3Ix1na3kEdzHJH6cTRNMJXkcKPNJM3xFdl5AAr7MZfDWeR7msMtk48Umf7evcVaX0wcwpcTtE6CUxhmCsI2BNDoAEc5i7eyyT2lldjJQR0CXyRPEkp4gsUWSj8Q2wLAE9aDSEb3L3J7Uf+LHa/eVzm5rmFIbC3ixiW0qfZTQQrFzup3VVKxkFuMYJJ+C7kkZk2as7C37qyUtlkbfMI888izxrIkc3NmYKizJG3j5vD+yTsdZ3eAmGnvD3VhMnni9jftd41LOztrOULVOUMAV04vxZRyDEkL/s1Fk3bAGfe1GS7bx2P7stspk7fD32Xw17Y2V7OZWKer6Q9KSNBI21CV4rUivy1pWZBA17dXeIxfuHhbrKXKx43HX8F1Jenm6hIZA4YIql/MV6UrqhILu2e5cFkM/7jXmUzEFlN3Hjr6Cwv7wSmNhc3CNwAjDv9K7KFJFOnhpoaBf2tniwHuLhspZQtkZbe4lgktpqxxSRXEbwNJzCM6BYpC+6eFTqZxCQn94Pbq/7ctLfC42ynt/b9byW8s8ksi3hurq4RY/UmljConFI+MSEA0B+omuht8Bsxy/xE8EkjIpa3UgCT4FvA7A+Hw00wK9gytQ+GqAcNrMkayujLC2wfwr8Px26aUgP2cFvM/pFWeRmUKqddzSnKvED8dJiZNs/SiSVgvHcBIpN236PWhU00homrdQrGJSQAoK89unTYD5k6INJGXuvXk3lCkEghxRgCANj5fAAacEn07JBcKfuUjMsfqIygkAgkEHf97w/HTAct2uJHisLNHvJ5CGSNFILE0JoP3actzWnjogJIOYsGgvbiN19KaJisiUPmIpWhoKkM3HbbxG2glkKzS1luo0upzb2or6kyrycACootRXf56AGuSlUqFrSpp4/idAHSA1VFASN3Y+I3+fXQByFioai1GwJp05aAOlVAKqTVTs2gBBLuS7Hzbf0CmgCVaC1RwZPVDGnDgAxZqj4kU/p0mIk4Oza5ySRmJ5EJYiEdTseNR+9v4DrpXcIGP3QluLhopCecIVUj2rwXYnbwp+eiuUgRhKpmoq+nGVd1Vzsqgk8V38KbabAcSf1A0lKxk06UH7BpQB8k7LJ+n5W2rt13rogCQLh419GFuJJPFFFOrVPSmpakB+G6ua+kV9WSrcOI5EmlSSTTUOiHIbdm21phcOO8spaxzX8lytl23ZXJAiuL9qASOzlVWCDq7VpXaoNDrg7uzs/ao4nGz5V/V8Dr7aket/L4+PGBpHt52PHfZPIHI9zzdxYeyyhubwwxi2t7vJJCPuFuGer3EEXlAFeNNlp5teP3ndqiqq0VZq4nNLn0nzPQ29ltNy5nx4/QKMhm8pHEYYEELVeKOWtWSIgjmsZPl8vz6jbXi0URY73DwGMPiO3rcS4bC3bzNi+ULMLV7bHmYHkYIbgkoZF5AEt9TfvV10d3tWslfVNrePGCM9reh41heOH9xXvIt7f+38l3LMcS+Je2urDEJGiytLLJwHrI4kBEdGC02ZhU7ba6ey3I3EmlnHyhzy5R5mGnOG3KcueWRDyeGyB/hPbmc+3tbW0SC0xGJ9WGQmkaoDCJGhW4mC71W3kCn94/TpVdptZS5fqjLHzz5/k0q6RKz/T7fDAL8Sgw/bHccOFtftoLazZcfbqwSTyK49R5t1eaSWVnZunLygniTrn3LPcm8wlpn4TH5IttzaieNtXj5Yfkzn2JxGcuJru6yMlw72UiWNtA8vML9tCIyrMevBJTsNl1r/KutnWu3/lNsFzNttuqs74cDXL9WhZ5G3cKVdCa1DCu1CPy14bpajco12mrJRkVhjkWIn1uckwR2ZQOLChUflT56m7hZ4s6axOWQkQ3sCqtnKEnjmDTQrKfSAUecSiATUYqxASRfCo3A119tS9E23E+XzzObevS9svHTLzRzKXdkJ4Ib1o7z/MwJhZzKih76aFk80iq/N46VDMuzNU/DXXVOXOOHjHiYZKVhz6R04eIM0zvbpkjW2lyElx3JBPdQ4Rsgym+yQhMkt1FKEFAjKP0CWryoB4a9Ht+5tTc10UUwmMlyfx5i3Nurrptx+kg/YXUcqKVNUcckJ60qVoaeIYFT8xr7XY3VuVVkfPbu26WdWT4o04lqbg7ldjrUzBDvmZrTGZ4Hf8AiCKaSEqWCqq+opJZXpTjsAdZ2Q0C/aseQ+whTlGEMatEj+oeQYmhopQUTiT11KZFist5JBk7RDIZQLolmYcSxMiktuWpX8dBaPY1iq/wq5SOoHrWxoWLmhmHVvHQIpMZbs0hCbsssjhfEhWaoA8TpjCPG5KOwx6Q3NvOBEW4yJGzAgsSPnXfUtOTK1XI6O8cItQwuRUEEGB+h2OkLQynST2wilWT+HSLIlKMIrg0oaj9746JDRYXa3vtZbNCYLKSJoJpLmI+jceWaZeEj7k/Uu2iQ0WGwntN6UMS2RWOCogUrcDjVlY0839qNf2aJDTYV6nth6IgNuDCI/SCFZz5A3PiTX+0K6A0sSv/AIXCNIxbngkRt0FJ9oisSlevwt4//N0Yhoscih9qI5IZEtQrwIsUB/zHlREdFA38FlcfnokNNj77H2me0mtTa/5edY1lStx5licyIPq/ddidEhpsEi94dtcQFuSAAFUcH6AUp00C0Mp+5c9jbu0jW2k58HLEtVallKhRXck100iq1aADvfu/D9qizur9y8oVTb2cZBkk4GppXoo8WOw/Gg1UwaQZRf5L3Q90bsQWcRtcPOzCC1QlIGAq5BZuJnYKnLzbbEhRvrO14zNa7beIYdu/y52Fl61x3DepHJbsqSGej1LFQyoico0Ycxx5ueR6AddZOztgsDTQq54moYL21w3bkxt76ytshJEjziC2R7kLaRELzf8AwyZGcigCgCh66TsuIuOBbr212sbtZxapftJMJFs7blbfbwN5X5+meTBaVWppXbUO6nDFFJvLiCuZw/YV/nXs8bc3kkqExTWLfbwnlUIBHPJHuyMfor0HUaVK4zOBVrSv2lTk+yc1bpd3Jt4rrG2Ci4nMwSCf7VgDHKEr0ZTuKUDBhy21XN8DNpcyLY9nYu9xzXNvA0ltISDbyVA8pKsOJ+jj/SdO8RiRqAXvX2Ou0ge/wo+heclr4AddiBpU3WljiU0nlgZFJbS207w3CFJYzxZGBBU/7ddKc5GTQ8ixIBsGZjQV8AfwOgQiW3KgmPzKKn5fCtTphI20NI+bOrUJqBXlT41OgYuXgN1qtKEbVppCGi4IIFK6BnObAgKAABTf56AOOxNFDHxJ+VdAChJuC24AOx6AkU0AP21zbrE/rgvQDgBtUg9K9R410mmITctbtOzIvBakqlQSo+BIABP4aaAjAfAdNzoGfIeJINByFPD4j46ALXH42WdJ5pkqnBpQ7sRvFRpKsPiDTf46l2ENQ2cxuRIytHCXID7GjKASBvQ9dOQHfVljSRSf1JTX1BVKA/Cnh8tJ1xAiz27qQqnmU24bh9/kfhqwEJeTHkHZiA1S2xoaeO1dAFtj7lr8ejPKjNQ+gZuTr6n7vl6EfE00CZ24x7qYrbytMwEv2wjNHfwPLZR5W38B8NASJyduZbJpLpRDcQqDEyJxV2alUYALvx35U8PnpDQjEWVoqpcSSozMlQjUoh3FGrUV/LUWbyBiLkTm44EhiD5BEfLT5U/bqkA7bzm3jkMnnlJ/RIYqY2Rx59hvXSaAlxQzXF0kMQM3+IyI9EStA7snmIJPjv8ACuoeCAn3Eiz4W0kkibaVo7KUxoAVV/oLqu7CrElmbby7ahYWCRi/s7TiOMRaU15npGu/kSNqeYAUIINKbUHjpSz4gQorLiwLBlgGxPJASD8DuAdU7IB4WUqJxmagHlj5kEUP7vU8fz1LshQGvt53d2rg8b3Bju4Ych6Gcto7WLKY0J9xbiNi0kSiUonCeoVxzqQKdDoUDQ1fd62kXbd92n2ml/Nhr+4W7yFxkuKNIsWypDChaOJKnzEMzNQdAKaHCQ0m8gZNvJJYyW55rsD5VFCNwBsN6tqMJkbq0DqWrG+hilhILUJiYAcvLUdTSh1tOBJfyRW9yCkhSNJ0V0FXqjrUUZlDV2XYU1jliSV0ltHZ8WSlVUsZKV9RixNaruFoNtUnIyFPknneh47itGUOWbqTUjlUn561SgoX908df8unmWjbGMqR0I3ND8qaAkYElkHLNE6ow3CsGFd+lQtP26AJmLxLZKRLbHO7Xm7SLInGJEO3NnBagGmBovbmBxeHlfH2/OW+Zf8AM3kkZBagVuMZFeKVfYeNDXVJFJErM2na8kwTNfbfcPHRDcuRRA1NjVeO7fjpiBo23tiGZUmtoSSYo3LyS+dwaMQwI4Dl1Pw8NTCCCrf2u7hLRmzMd7HJKqCSMqsZiZQ3q8ielSRT8/HRpYmR+4+wu5MGouLixZYQafcwss0HlUFmqKMg6nzqKDxOh1Yilw+GzGXuWtcVbvczBeTJHWlOm56Cvz1MBJPuOyO8YIg82IuVBf0wnAkgkBgdq+X59NOAkppreeBgJ4nib+zIpXpt400hi41neEOgqi+Sux825pXw0gLGG7itozDydJpl4zyUVgtHrRepO3XcePhqWpELV3e5kyPKR3hflIyoAKE9T5j+eqhRA4LK0xlnlYMlHYwLcXSi3+2lcsTGHkpLxbkqDapNQab6K4LESJre392qf/XQRIevNXIUmm1QKsAflqdZr7LH39up+QT+KxzxIBxmWCRKnxoshVqDwJA/DRa0Atpj8fYNm0BK5GY3SNxHG1CRBa7s8rSEsfgFT89E4Yh7TmCbhfae2yeTtsfDeXMk106xgAIAATuab7AbnWW5vaKuzyRa2E3maLa9o5XO5W6tsV29bXGFxi22J7Xv8rIPtVit5yuRvoo61mlkkhADhfpHU1ofnnvpVVrWerc9VtOcR6azwR6URksKYL8m3ZG2ngsftcfMI3BZoXCLQKST0UAVPX5nXiXUKMzo22m5YLX01nhsbeXEKSS3kic0jtYY7q5dqiojjlPprJSu71C7mhpo2FV3Ss8OuRtuNxh+gDZ3OzSYqeSyxF/aZJUS2tcZfW1pe2aO86yTTNdyq3BR5mZFARm6g+HobO3SUtS0pzxkxbvyz5P8DHd19Zv7X5uC3vHyt5ZtihNfrAltBA800rpaWlrbokarFx5yMN3L7+AHZtTd0tEKYx+FvHx4cXDrDa6P8Y+MjSO37zuXCE4y+t44e6s7Mgx9iGjuIraJVJubz1VP+CkYqFNC0nlH1V1z7Gx7WqtXmljE4Pj+P7C3713ErPGtc/xU0WcYuS0a0kMMsYQQyQ+XzIlQFIXjSn9Glu7tHWHptGEc0spiDiotxW1KVxn4gpe53Cx4a7SxwlpdYpGka99RgLMK8nOd5p2T0yA25VPUZvBfHSe5XT6dutUutm/k/sseh1+1bVje2vyfl8OLgosF9lftm2jls8bi8bfvZ2UMMCxQhlSNmb1IwKBWYivH4683f2VZzZqj8Jdfmd1N51iNV8McSwnwmZhWn2jtsAkka+qCtBT6Kgj4a4Nzst6mdW/hj9jevdbVsrL54fcHIs1gTk5IJjkxlskj2cktshT0QfIAqShPEVFD5djrq2atL1YeOK/qjLeVlksFjjP3GLLJzRYK8xmRthi4oH9G3gkR7+dJST9tcZB6SCJnHFgOW5G3TXU03hMrjwl8Y/ph0MoWqV9+Hj+41HD3s8P8bu7ds3PjGc2SlvRlkniT9NvVZlHpvw5FQla8dC3Fb0txVtS+AOta4IBe68deWF9a5SWzNkmat/vntFFEgvYv07+BQCQFLL6q+HHp119H/D9yqt7cz4wPP77a1V1cVh+njoR4sj+nWIDzfvHfXu23eR5tdrmBHuJPKbOUpE/OUN61zQMjfpbIf7PkUkEfCnjqVZvMq6SyRT9tZSzTG2UOQh/QXx5SRM4G3JHUjZOVOo3OrRztYhXhsJ2xd+rcSWkcgjvpBZM8z8ljDKRTfzeapqdIpI9EYLh/C5hxoPUtyR+E2mSQsTDyuUJICiSYsSaAUZtMZfphIbuMM9JUbcMGqD+w6cANP2Hh3JLWqknruf8AfpaUEkW/7N7Rxtt93kUgtLZdhLMxAJ/sqPqY/wB1QTo0INRQ+p2i8vC0w8jRL/286+jX4FYiTJT/AIgNPQhayJdWWMavpRJAD+7Hbeof2vIv9WlpQamRFxdkzDlJKo8a2cRH/oyA6emvIJsS4MJZmhhWxuj/AO7nWS0cn5E8k/8AS0tNQ1WLCDD9uLIsOTxLY+ST6Hcc4mp4h1JH7K6NA9Zcp7c9tTKsiW0bqwqsiMSD+YOjQPUOD2y7fG4tV+PidGgNQNe4d12j7fYA5GeKN7+blHjbGpDTSAVJJ34xp1dz0G27EAp4AsTHvbLsVPc/KZPubvK+mTGwkCHiDGkzI1SpYhhHCg8qgeJ61DVwvuR8TbbrOZvN5D2bYW9nGlxDiMT2rBPdxRcx6jLdRNB6xJBCU/VEZry38o2GsdWM/I0tliN4Sy9z8h6+ROGtbCO8mhuLOxvZEu7yKF0Xk1wHZP1GZVfjyqv07VOtLUslmRqU5wSrPC56G3upb3LRPb2tWmeS2jhb9JuBMU0EwZPT5CikmvidN6UpEuQ3luws1LcyFQ5yF9LVWuzHBAxpVpeNpMzrIoHgfN8NS6KrwHMrocu+yO9Hw9/a3mSbBxlhJFLGIrqxUqQ0kxBCXCyPuFYeVR4V0aEsOYp+ZK7N9oIrOZry+zz5PIyoGBaZ7qGNWJIMUM5YCsbtxrspNQutUksEZuOBLyXbJ7bNhYrNEcdclLW3yFwCZROaCNJqUUmTj5X6FtiASK8+9VouVmiozPq25gx2N4Ne5N0DyPUCCGF+UvAGhllenBUXYV31FW2DRlnuv7aYzMwXOVxUYS+tJJIbsLspmjA9UKRs1GPm414n8xp13NGP+LHGrDiYDc20iP6LD0mhPpsrE8uSncnXamYxBHbn6nAD9SviaqQRWmmBLtprVLf05IUlmNVWaQsVpUHYVoPhoEMGCD0i0MrOAVHnoD5v6qaQEV4ypIIoRt8DoGcZDxDVr4U8RTQBziaL8Sfw20Ad6f7fw0ALX0968iBSlKV0APBbUiT6zsPSBIIBqOXP5UrSnjpAIjilZ/KGJFSAFLV477acgSbGRlyFvcBQ/FweEgBBVT++OhHx0msBFubyWW9lhx8yW8MnFTQn0+LeYliVVQOQG1Oo8aazShYlVq3kNOlzKzMPTd1X1HUEkAsKGjbDlt46vUgdWsyDeW1zFKqyI3GQEkMBQ06cWBNdvHVJpiSEekqsXm5rIorIh/d+Ck0NK6YiW+TxwVlNsjR8SOjV81KdW/d3/wB+oh8wHAcJKyLChtnAB/SY+YEANQvy+BNNKbIZaNfolpLC1zSS5hpbsxIRaVqtBuGNK1P46pOSXUMvYr2stPcPNXeOylwtpi8bDHLdJAQbmctIRRGblxAK+ZqGgoB1qCMSkRvd7sTAdq+4uSwWHt3SziEUtpB6jMwjliV2HOQtXizECtSR8dZ3s0xqAAuohaMpsy88nIqBStGWg6Deu+nVt5g1yEzZnKQTAOVcMvkSpKivTfrVT/T109CDFFvisibviqlxMiijqpVg30/psD+6aV2qT46m1YQpG5shd+nJEIUNtHIEijXp6qgg+UkitGY/GukqLMutqw5RXSXjXbmCUALIPTjPI+QqPKpBOw/L5dNXpgTFKIxG80pkeSJAkxUD01qajYHxI/DTJbG5L7irJbOQzuTJLyNXQgqAVJIBAPh8dEAsBTZ66ZqUQqV48AqhRSg5cQAvLyjemloReoaOUu2jEZdn4tVampAHgNL20LWz6DO5GFeCn9Nd1B8CRuPjQ00PaQK7RHvb2a5la5kIEhpxAJoop0Hj46utYUEtyNQX08VWWUAv9dBVxx6UJH9Wk6pign/xNJLVzMGaXkQrmlKsak8QB5flqdEPACLFfvC0kq7yvUkGgANa7U/q1o0MiyS3VzIZHLSOd2c7k/idAHQjjkG6ioO+1BoA0/GXcfb/AGXZ3n2y/qAPOrhomcsGIJruzMAPl46eSGgHve68jNJHJE/20ypJE8sVQ0iSkkl618xr1G+iQbKaRnuJWeVy8rGrSOxYn5ktoEODHSvwjgAlZl5gbAncA0qfAnSkpVnILuw81kcFfwCW9k/hMp9S8gjRZGBjJX0gsxXiGL7lDvTbpp1vBb2LQmsZD+09wcZk+2stfrxi+3j9L7VjRgWATnwXkxQmQHqfEeFdbazGAc9qJrHDWuQnmnEcVxJEsblCWkESv4A0RTz2J1jW0MvTIawd12F20ESxOXuJPS41UoPDkXFVK122/Zq9aY7bbq8SlzfcfY8pZZ8cuQntqCNprcFeLfVxZx4HYjpXSs0kSkmwdyvcGAgCS4/DWtm85ZhIYkeklADQAcXTyjgKdamh1GYsDpyNnfCO1yNlDPbD9RpE4qw9NBxjj4+RSwU/M030lYu1cuTHbLtXF39yXsrszWxFJ7OOKMTrxUAilBzWnVlFdU1hgN10v1ZEiLP9t4aE26XtrZqCYlt4D6wZWajM3orLIGAFSJFB1nDNXoUQ5Pn7vwy04i6fkKhxbsFNBXymQoT+zUNrmi5fJj1l3f2Y03p5HIz2bMKKPtnLB/D1A/BAvz56utU+JFrxwLi2W1u4mmtr2K5hSoMsBEi1G9OSE+HhqHgaJpl922DY4bM9yWcqyXCWox+FZwyAZDJMLeFgT4qd+mvM/kbyq7f+p4/+FYs6NqsPPx4w+ZoftD2pg8dYSXtlknzmUwsZ7cmv15JbKlsyzSQ20GynkzqGffkwrXqT43ebu425UVs9S/qUoULoF1Lie4W7DFYHSRrfy0RlNCN2NDJUGoanXprzUnmdMpKPPxyI1/jrQoskqIJImqHjorhaE1l4kniePEaVqQXTcl+PoVX+nLW4tYqAM5BLQhC8hHiCWFFA+G2qVMM8eRrqU4rDmDHfbWDYEYFEjhxEEuJuZREp5TX15k2hPNtqhILc7fMfLXqdnZNUU8bfZy/KI+fMw3E1a1un6P7hP2dNz7x7w7rvDJdSjJv2/YRoNkjtm9SVt6eVQEVyOnA9da7257dLWaxvbDznySqvM5701qlFkqy/n+cQJ7nz/cx7uv4ore4W8jkWWS0t1aY+nzEYCmAF9wKHbwOvJ2+1q/VbNyenW8USr+1IBu4O5cz3Fe2+M7hyNxhu2rJvTlubsP6kw9Tj6Nra8RLLIwNNwelWI16nb9uqpNeu/BZ6V9l9Dk3dxpvDSv8AqCzF2WMtO7rjEY/LTvY3rygM0wYgwQo4iuYJF4lvSbiWU/u+OuHu6We3qdcnxzxb8fM6Nq0NLjHj5Ezue6yHb1qlrZ9wyY6xuZmlKlmHGUAECN1qURYxsPlrm2E7P9sxy/TmXu1qsX9h6z7i9wLo2lnP3J60EjoEvIFQTBUbkxDqvnPFD5WO+re5NsdWHNz9zH2aJNpIrra3tozNa3c91PFDPHJeZDH2kZ/iM0BdfTkuAw5RQ/SoZ6Vqem2tHuuH6lXP0tv0z+pVq8Up6hzYve9xpY2HptYXTyxz3EVyILhjZwKwQLGZI0kX6Q7IJBvQgaVK0eP7o8vJ+PgYXbon4z64/gDu+e1pMfb9zTZK9e7v2uIcvhYJ5E9UxWIKXcSwgLRPtpP3RxIHh010drvtblcI0+l/PIppXWGVl9f7/cyEd32WMyFxjcjBLDHBI0cV6ql45EB8j8fqHJfNtXX2FVqUo8PXDhknuS/sr3tLIy2VzHcReiamNgSNx9S/UPz0JYlWcoBcJd382IltVT1LdIieJI8u9eQBptVRXWxyNBJ2NkLj7qKzkY+gZw4qTsSacR18fDTiRyepMMWbGzuR5maDboP8ammIjYiNjcqgptJJQEVFeR6g6Ywkx8E9urKgoru0jUAALN12Gw1SYmiP3J3fDhLfjQTX7U4xblU5fSXC+Ylv3UXc/Ib6ZILwYvL5e7GQy7t6rj9OM09UL/Z5DaNf7sdPmTqWxpBJY9qw8QCgRf7Kin7fHUsoubbtbHgAmMH5mg0tI9RKHb+JAp6cdfhUaNAaxEvbeMIr6IA+IoR/Rp6Q1EY4X0EaOKj27bvbSDnE3/Kf6xvpxAniVM2Jvcaz3fb4YU89zh5GLqyj6miJ3P8A6w+eqTJagscf3LjrrHyXwlWGG3UtdeowAiCgklm6caCtdOQPI/d+Vy/u77mpZ2rstpK6QWiMN4LQP5BT+2/L1H6+Y8eijXO7cXkbVrwNxxTYzCSnBYezM1rFWziMZ/Tb0nKxo7dJAiL6j18eRrrhrNnLOprggmvsRb3t1dJl7gvYNcRf5BfREdx9qAy+q7RtI4ErHyoy9Pnq6WckMsL3uS7a4EyNwiUuHbn5nB3PXpSopTU2u24I0ogXt/JmMhAtzcLZ4+qvIAwKCWIFkao6hmA01ZYSJD8Pc6fwx7a6P3FjGekpIHpqaheYKncbVPx+elqYsiBc9w2bXZusrm7jJ3iLE0GMhJjtBLKT6VvJwZFaSQjyrWlF5MSNaqyzzZJGtvfaaKSdDDa3E0Upt2MDExmRNmCOoPNARxBH9WnL4BAT5GW2797fv8fFeTWt5e29IYQo4wTrRopY5qJy4uA2xrqbKceIIEMX3t/EbOSwzEHHMRCSzyAWiT2k8Z4XXpsQSnMtyVvFWB0r1n4FKU4IT+paXdqswFvjjE0lrAgV2kBlMQk4g+nBBH6qrv53bfWVnLjiWjH/AHu7E+0dO4sbF6dlctScAcf3qAkHcfs6fhrTttyHobDdUrUZOkFw6ktQhAeQAJotRRq+FSRrtOY5HEkrLbtSNz/2j+UDx3OgCbZYiBpfSF+q3DbwNGKoP+JiR1FdvDSbCSG1tOt01vcqQ6+Zn3PEHxPxGgB6TD3ezQ0kj9L1mkNFUBiQoqTSp8BXSkJIgs53dU35HoKftpWldMaJmHssbLdFMmZkiG4EVFY8TutW2WvSp6aAH2t7GaeX0uUNrDGvp81JZ1VtubItOTcuppoCCNaNjkaRri2MgZiI1Dt5aVI6FeXhpNMTJEV/AABHF6fpKQyg9Qx6dfGu+pdeYDd+0IupDbf4QBKeQjwqfKSSNUsgCLsz27y/d+Sise30lvLtV9W9WcJDBAgoDJJKW2UNWnifAHQXkbZhP5Q764tHa67wt473fktlbm4RQ4YcTI0kLU/5RpwTABe6XsL312RZtk2SHKYJGDTXtpyJhoaI00Tjkla9QWX4nRA2zM47/wC6aWGetJAVkZNm26VNN6aUQIhnyr5urb7dDTrXTCSRbxBm5klaqxVT5TvSm/j01LYCpLe0Aa6j6w/4iu3HlyNEKUr+e+qUiZtf8m5r7l5QjlRsNOTU7H/NWtNv26Y0UP8AMrk1HvVnFQ09BbNGNahqWkT9PkWpTU2UgZUl/JHkTdRAIzuzMAKCj1qAN9t9JVwgE2hdzdu8xO/FhSp68abA0+eqgR1bi4aJIldx/wC74k7Dqdh89EDkQL07Varq3NzTq1agkHbY6IEal7S+xHcXuVFc5hL6DFYaOdoZLtkMsjTgCRljgVk2HMVLOo32rvogZnncmMu+3u4cngrlgbnHXMtlcSR1AcwuU5D+63Go0AVlwZV4M0JVJd43Ipy47Ej89ADJZV3XzE+J6DTAUs7KeSj6evw3OkAqOKrnk3pxHaWUqW4g/h8dAhyeK8WOGOdTEroJIVYqAVc0Dn/i+J0wIioGcgbACtT0A+dNIZMsbCW5JjQ8nchYolFWZmr5VqQBt8dKREAsBWpodUM4J6bBh+R0ALRlkcJUkNQELSvw20gNE7umupex7WtrJbLA8Pr8vMQEj4JUrsK8vHx01kMzwMFUhhUHcHx0hEixiaaZFVowOY2cim+9SD1HxGhgWIuYoR6DW6s6BuLx9VU0PhU7EfHSAtLdo5OUCbOyPzt5SPTrxNBTy7KDXrvvqWaK7iJwZTZYz2d/JArJGlEBSIsU40qCOXm1VXgTesMt4sjjpC8L/QaSTMxLctySoK7kb7VOpSKtuNzJb4W4EN0s2MiCsWPEMwKslatxYkUIG5Usa/DSFK5EXJTxzX00l0shu4kan9mTghETimxqFp1r8akabbKq6p+qs4fArFgnvrR5gqBn4foq1Y3I8ag1U7ddOcSKpvAt4LWa0V4bhPXvZUEv2gdY5VSUDg1xM9UhQ/Ulas4pReLB9TZpZmla4QliLGOnuIYYp3eNw3L+EoqC3f02NV9Nmd3dNwrTsxr1ptrG+8/kaV2kviFXbHtzk+4OE2PxSW0QHpyzNHFCrcR1Cp5WbrQKS3x1zXvzZ0VoW9r7LSPJLJZ5y3ZrU/r217/lvQoSu6MtTsfLRvw01uIHtkXuH26y+OAubu1hvLZ15td2XKaEEdedSzxmn9umhY5CagEI8TPbTS35Mj3IdhBJBWscTgk8j/iP1pSp+OrV2sES6ziW2NyypibXt7uNFftwZCPKS/YgfdyCONo4ko36YRnowVBypy8p3Osd/b1vXVxdVaXLEtXaweK8eOZ6v7JymNy/ZlhkLG3is4Lu35/ZxNE8cbSE8vNEeDNU7mvX56+d3tl0bq+Anuarz1LeCwsltyzxLIvGnEqCKJU8aePy1nWiSHfdtOcA/n7G1MDZKxkNpIimN+OzurNQq6P/AGZGHXpv4HU7jUSdWy3KrYB7zPzx3uPsbWVku8jbzC5kEZ9QSN6kWxckKxdKioOntVTix0W4rkC2LyWSyXt7k7tWEd7kcjjUtmceptb5CzWMKjs+yyXVfyp016HbqNzSsuPyTMdz9fr/AGL7267jyj9rVwmFuM7l4/WtbQi4t0hobwXF1PIZ2jKzTteLzbzcuI2FDWrrW3TBXcJPkp8KSbVSct+nj8Y+2Bddw2dxZ2UL9yXH+n7C6mhFzi8TMzXd28aqEiusj+nIUFaskEa9T5vHXNa3tTRV1eUTzfiOMSVT/uYp5ceWeS/UyG8mTPzZJMVi8dY4mKONsncWtq5vPtvuY6x+vK5lkdhUsVboDShI117e4qQ7WxeS4T8P1C+23gseYTds9r4vCZf+JSy3CNNbXGSySTijWtkpKJCsdAQ0zxM7M1WbhHua78fcbu5u7ao0sXGHTOxtt0rSzuuH3ZfwwSX9kYciC15kneaOyTiY4YkUF+q7hFKRn+0xpXrrzrQnNcKrBM6k+DxJMFniMViZ7yNooXsI5HZYVLBbhULRosafvggCg31mtd7qcZ8ZhaIguO3Baf6S7cuRFGtrk7e0t3t5nbiGkt+Q4emhHMtXnsB41FNa7u2le3Rs5fdb+4S4W3tbOX7WGExKjBWm5uUqvIpQPJIQPwP5azV27YmO7X0zPy8IG/cKx7Pi7m7dyGUSUZ7KM+KjS3DNG8F9G9vIz8iEVVMq79S3Eb67au7o4+L/AFXUnZs4f+muT+sHmm8xvK+jSXzO0CRyBvjbFrU1H/ca+v7O2vbTPO7ymncaKLuTte3tsddXkSei6ISTGaAivQr8NdSbOUpsZ29kLlcfJLcMtncqwDxpLK0SpU0KqtPMem+rJCvHWN5jBjJlsed3K5T7mMs/pBpQfMo2B4n6jppicnqfCJWwuq7Eeh/RNpgM4qi3ibdJX/rOmMv7nIC1s5ZyQBGOp6D5n40+GqJYMYjGtkboZi7UtyLfYRSbkBvqmf8A+JJ/QNhtobBIMLSyCUJFXO51BRYLRRRdz8fD9mgBYheT62OmB0WUVPHQB0W3p0MbFT8tAHxcnZwAf7Q/2jQA1JGCwO6uu6sNiD4EHTAxr+YnI2WF7d+4tZPtcjljJFkYIyVWa3RQ0jcfppI5SNx/fr8dRuWcQOqxkA+xMJeYDs9QYlTujuRZbh7iqiSC1cVZ2k/7Lku3xXenmprk3ofp4LM6KKA37Ynsra2eCMvFbWcMUVEp6kbXJVpJHrsHkiiqFP0JxFN9TZFVLa+vWvc1FYRBvUsLPnchCTQXLetKQT1ZeXX5fPUas4BosHsGEnC6RYghYmNiHJoAWkpTpy6D4abrJna0A489oJLS7jU8llDsJT1NeK8yOBHLdfw8NQ5kayPpLO8v8p9hDPHJaLcyJNykUfpIpYeWgHBhx2261+OlMYjZX3fYUmSvMjfy+mMVaXEt2beF+DXB9GBFHNApEYVa0X4keOrpaCXBItIsUHC2kRtF4iG24xlKBgK+kCKAeAIGqc/IaPj7wDt2ObH4izLvG4ZZeJlQFOq0ajHx8w8dKHMyEMA7bvbufu3vXKdwNZC3jlslDOgMcLSWsqgEVHmKiSh/6NXasVxJUs0bD3kl5iWuFR7i4iUssUSepLcemRzhiQ0QF2p5nqFpyprnsmmWsR/I2Yzvbtzi7+W3uZb2ESyLbu0noSqnExmVt3d92Y/3tTbCLLgXV8OZ5ys+044LmaO+k4NEzwmJjTnxNK7UPm3+fTXoPcUSjktg4Hcj2njvTJiueDsuxkO4/sk+HU0Py0lukyUWU7XyVpH68LrcxGgYQkswLfDxIqOurrdMaYu2GPkx8VxfMzXkQKRA04EIejU8xO9N9PEByXL3F4IkQBfTLOqxDiSVFR9PwptogUDORlv3hjeeKb1WqzAoa1rUGoG+gqeBWyG9kIBhkpXkfIwHz8PhpgSpkuPTJckL0t4ySaITUqKbVqd9IJK9ZisiupFYzVadCRpgSCtxOgZIWcbszBT4+FQOmmwNq7J9qMVguz//ABG9zOa4x1UYjAK3pz3jOP0hI2xRHVa8R5uNWO2xUDgzjMPmM7lMhe42C0x9nflOeMxriC1jSMcY0aOo3AXl5upqep0BA1grDuzB3yX2Nufsb2LeO5t7j05FPw5IRt8RoYj2h7Ie4j+4fZM8OdSCbMWJNlmYlCtFOkinhKUpx4zJUMvSobalBpjPIHuX2bJ2l7g53t2yDG2tbjlAagkW0yrNCCT1IR1BOpYgTks5K8WKeXw5DlvokQZWvs57sZLFnJ2fbN49l6dVZl4syAcg0cblZH26cFNdMcAbUCF42rVgA/I7VWtCNutdMIPQ/wDJljrn/U3cN88UkcEVjFBGzghW9WbltUb/AOF4aARn/vHFdZD3T7punxEt4pyEkEcp5KtLceivH0+NRRNJjBjH9o9wZe+SzxHbE8924okKJNI3/EavxUfM7DRAMpclisnjL+5xt/A1reWcjwXNvIQGSRDRgaE9CNAhm29eOYFHQOBsR5iARTx02gHxjo+NXIU/h1/q0hNnqT+TJ7hML3Pasw9CO6tpI41NQHkjdXO/xEa/s0xoxD3axAf3O7su2kUxNlLn9P8Ae5esV2/3ddKRNgy9vEZo7NmkhklVV4zB6hTWhVQGYKNIUs7J2g/pEias3VbWMVYgHqzV4gEfDS1hIpeyL0S/48RiYsAK0cADy1U06tttp60OUXeK9lfcbMQ+picJcXacjWYBI4eK0FVkdlVjUnYGtN6aaxGVydvWuNurnGZmCO3ydoxS5t5w8UiuDuCrGPTGFeB9scxnLKW/w3bzX2PiBP3MUIdGK/UqMW85HwWp+WgAdih7ct4vTuIbZ5VY82Me/U7UJJFOh0ggkY6LEXdx9rZ2VvJcSOI7e3EStJIzbLwXjyNSdqVOiBkrMR5HE382Jy9rHY5C1PoyWrCPmo+oCibUIII0QIqrjHw5Z4rRZAx9QLEkKKXMjeUKFBrU9KfHQEF33R2b3X2tHZR9z39/jlv4Wa1hmMcgaNaKQQZTxoKAq1CPhoQHcL7DZjNdr5DuezlKYWwjeX7l4l/VSKplMdJRy4AEkjbanXQEAlmcfb2NtaY61ubO+Rw05uYYPSnSpKhJZGO9eO1dAQWHb/tt7mZjF3GRwfb95c2HAF5xEVD8N+UXPj6p+SctECKewxuXWKK6ZGMMlBBE9AXYmrKoPJhsPq408NZ66zHEaTaGMjj8wb158hblZnjDKCeAVGFY26dKMCPjqq2Tycg6sVBDeLaNbrHJ90ZPKyyIEIIrxdSKk7bb6pgpG7Wa8hmmlZXgljqlEUIkcjbqGLUVeSoabg7aUpigI8fiO457dLmR0tbViTHNJNG5LovFFX0xI4AqPDxqDrk3e8262dcXbkkaLbtE5E3DYC2xn2zzXCpmplZ2jNHhhjrRJ2RgS8rFW9OOh6F2HBQJNFvSpSw4BWjbLGDF2lvL61ncGe5ZpGF64LyGR/qkZi28lTXnyP5g653dzidaoowC3tbty0vjJfZSUx460RfuLpwfUlbZUir1Zif2DWTZtWoXZTvGxt7dsTdYySSe3h42zgLbx2wUDaGpY86fU5NfDbUqnEdrwyo/hUWas58jA0VrLCo4KbhpQ46Km/EcvHl4fnqnaMBVrqUj+OxPuHjkRsVDb3zlA91a2l60NxIi7L5x/Z/uivxB0tVWGmyQJ5qea4ysvqWD4y9idku7eUBH59QzKoROVPq4KAeoA1aIZVC3hknjeZDOoO8Rbijn5t5ilePEkbldummnBMSEXYveWe7SvWu25SdvzTBbm3cFSpchVbiqqnPw22bpvQE49xsV3VHHgxRGJ6Jtc/Bf4lMrYSco4GDusVWDxMtRQA+Kmo28NfO7tbVcPBo6NtJuM9SI+VxnL+LW7yuksts09upZQjNwZKKzUAoyK1Sab6xrtxaZNlvYKEBt9hRcZ7AZDHJJ9stwzOHbiXVpICxCHz8VZj5iF/ChBOu36axn6jduZ+H6gV29g757/tO3nci2tbrI3d5bqx9IpZJbTxNJwIDcZYQaH4DXbt7qStGfiSNxT9PuaX7P9vRYbtPG2s68pcfEmSu96t91PCT6NPhGkiMf7/4a0W9F3f8A0pv8L7+Zz76nBcXH9fHAEPcO+zHcl5ZW8dLeOGVpL1WBaWIhFqKgbKFj5kK2/wCNNebtWxbt8jvW2qpKpa9r+1/b8NpcZS8a6srC2SNWeW6jiT1Y1IeRvS5MrDnwCK2x2qW6dN6N1bcQvh5dTne9DSr+5lTLFBm7W/gtnSxxl0lllLy6lQgW2ItYfStlkFeX6jWL3JWvQIOrabrZR/rth+v3U9cjRNfKs+fjL5ncBfXN8hyECNa3eZcWuEgejTW1ja0Zp3UeMYkMjfGeQL01z7+2l/4Kf/tZ+PJF0tw4vP4eMugXWmMx9xcTdurH69hbxtHkzx6GVapbeoNy/pEM7dVHH95tuRVaabwY7bmEoejyGYjLxYxl/h8UUdvbGR0SCZnBPK3UBn4R8Ru/1KSRtvqL9H8uRNaVwdkWmMurIXDy/brbyIfRkCES+YcSzAKan9Rv6dZ0hOY8f3Fu1s6xM+P0O9932atcHYpi8MuVga5g+9V5VjW3iSVH9TfzFgaceP4nXbt1WnFwo+vD4HHspOzbfq+/M8ydxRCDu67t2AVoLy+hIav7t7Kf/a19d/GP/t+X2OXv/wB6+BF7vhT/AEvkGHDaE9PxGvROEC8LFcnGW5VvKU2BLfHUtlItLCGYX9qSy/40fxP740SDR60xShbK++IEJ/8AztasyIdgQt4W8BI5/pOmMse57J5DicOdmuka7vadRHXZT+yn7dNMlrEtbKBEUNQBVACLToBpFFmi8VofqPX/AHaQC9lNAKsei6YFP3T3r2n2pCr9z5y2xBkHKO3cmS4YfFYY+UhH5aUjgEIP5g/aCa7W2fuC5tmY0WaeyuEj2+J47D8dJbiH7b5GiYe9scvj0yOGyNvlse/0z2zhv20J3+R05FBIZQV20xDfH909R9J/2aAPPPvWgz3udhMC787MNbxTwkEjyl7u4Xb+2qQDWV3jPJGlchvvTP2lnb/xGeJX9d/RxmPQcZLp1bjHzoPUEXNlouwNPHXKk/mb2tASW2Hgw2Fx+JkZbzL3VybrK3IFOUk5QykKaUWP1URAfBNS7Y4ZIpKFA/a/ejuHP2tyoaB5Vt7lHASOOtHZGkqWUsrr0oempqpWJFniTcr3Ph7y09aGaeTCwQKk4lDCZp6tRlO7PVVHKui18WQqg/lBBPZQ3CRsFu7yLnHKaFbWBTM7SNGRxU1RKHxbWFnijWqwJ1leYb1beSS3gay9WWW0EO36qReuvVSG8qE0Y9NRuNz1LqFna2FxGTydrncbeTWdtaJdp/Ci3OCU3Kgo0lavGw4qB6f1Bfx1qtxVWPEzdZGMv7e5PIJKcFILWdV4SW96zrGs7V2SXi/Lr4Co20tvd1sbqlmZvnMT7xdr20VpD3FhrC7mK20VtHDdzsrXDiJUiupoHi5ecV48eNddirXIyaecsKu0e3u3e38NadrZ1A9+tqIrm7idZitwyGOQClKxHkSwLU2+O4yu5clVcFFjYGxl79tcVH28kn3aoQAoKlXRadVkXzL8m1TxRLUBXgrN5be2ssXjRb2VpLJJAqsjSusg4+rNQARgCtEWu566neo2nLHS2Jg3unYPh++rrzLHBIBPyKktzBKkKBuemja3ZosG2TvU9UgpLi8rIsslGNCC3EHyqamrmnHb8f26pd1TIj22TcBge8prZbzH25vIZ5GiCRsATwAPNlfiGWhotCd/DUbve7FbabOLeMPiNbNmpSLz/wAD+6Li2gvri3vbWG45y37vaSFUNTSGBaLzbyNVyQu6/M6i3f2q2vbs1wwePXoWtrDNCbDtntrCXkTxzZSWf1Ehu1kt+BhglZVfcrxR1atCTTffT2O63r29VIr8QvSqWDxLz3ytcR2T33LhcOk8Votvby8DMWBaRP1CxarealfhU9Ka9BmUgLL3TObYzTsftw4SIQsVQKwP1satX4+X8tcl1duE8ev6Fpoj2eemku1kkCLJIBJAo3iKhuJKhiWLHj5U+PWmtG2lz5kpYlhl8pZZuWe8kSKXIyL6rQROURWVVAkY1BJZByICU8Ouud7u6rcq8zSKtdQt9qOzbPuv3KxmLuJWmsIF+8vYKB4vQt/+zPggkbipHWhr11XaXtaZXzFuKOIffzR5hbjujF4FoWuLaztRLFapESFllejy8hXZIlVQKeOn3G7ZXirSjF/pAVSjEwuTJ21vKIrG3LvODGY4Ijsy7U2DcmPKvHw20tu+7ar1NLqK2lPAs7GAJjoeNwtqrAkpNUTsFJ5kR8ErQsKnlyp+OuXd37K8LH4ZeZpVYG1/ysXsa9wZexQUeSySechGjB4SKE2IG49Vgfhrr7W247PV+3gRePmZ/wDzO30Se6eVjKGREWzM/A0//bJ5Xpv0YMNdDrNjFjq+6HtL2HapD7cYWLM9wRxAy905eNywlIoTbwyUdTv4cKePPWmQzX/5ZPdfuzvy07hh7kmjurnFS2zwXEcaRH07sS/pkRhVIT0djSu+9dUM8/e4QwQ9xe57eC2tFkGVureIs3IKxnev6fNRsytWm67a87f9xPCz054fqaVjkbv/ACpGKfF9x30UyTo9zb24eMOq/oxu24epDfrbivw1v2ru1Np+f9BXjgAfbvZ2S9w83lMta3iW2GF7PPkL+5icJFGXaSRDyKecGvRqcaGvWmNd7ed9LUJcfsU1WJDPHe5nafbFmMR7dWFrKj1E2UvGaN55EPHnKOKt5mesfI7+YBRTWPc/ynttpVeHHxmXTYkxnK9qrls3kMhlbu4v8jcTyPdpDBKztIULjhK7cSrcDQUAA8dcf/292k0ksM20X/xkfNhrH0LmOexjtrQ8FjuvTtmuF4KwqltDRuTFqfJvFtT/AMu6aatqtylx5sNCxwhcxyDF9uyXtjIkUMEIiJueCytISwaNXaBubBCFHNkApU9NjqLd3vqtk225wy+/2kFtUlcj0J/LVDcDtnLzS+gFW/NrGLYLwpbRKuxUtX6qCu9Net/HL0t448/gYbucGDdwY3Gz91ZO+tUbIT5DIXc9wZJfUNsXc8xSPhxo8tRz36D5a4r97uNv/FLLDP5v8FvbS6spM7jMLZ3Z4qljd36NLHGw9RhGT+nQcvLty4hQNuvy07Pu73q59UEb+2k+RUi1x6NwjSWpJAlUkbEUFFqQv7373hrs96zxwMYRqXZ/c3tN2t27Yz3Nm/cfdT/qSi/jb7ezDPxAUFeLnYNsDU18wpQVbdispTb6DqlxNU9pfdXurubuaWwy8EEVpIkptY4FAVPR40IavIhgTTr/AEHXN2vdXtu6W5lcog3tVaZiDPf5lOzrLJ98rLALe2u7tLZZr5vVeTnQxhHjVuFCirRqV28dPue+9rdhy0qzGH3Cm3qr8w+9iu+slc3Mna2TvbW5itoQmJW1t1tRElsiqYuAY8gyEOrU8G1p2ff+840uuEi3NvTxMj96OysHhvcrLBrUyQ5R1yEXF5Y/TaUcpAPTVtmk57cTp9xvbitFXEdJkirXE0L+Wr21xFuJe6jbylonlt7GWd+YkNT+sq0VQURjGGCjqwoCDqu2e7d6rxHBdeI7OsQgZ95u2raP3cu5rixt2/iCW1za3QEr3KEKsZf0ozST9SOgbanSuuP+Q3dyjcWaXLCPPgabUPNFd7Rdu4r/AMTMGsLLPmYj93LIhYnhGD6skqsvEcg5o2/I0+ltLte53tyy0qKTjPLoFq1WeYS++uTtu6O8v4RDbRz22CgIuJZIeTl2YmT0XcqCqsqo3DfZvyP5DvfbtKfTPj1DbpOEGl+1UsWc9pnx/pxtbqt7jo0VaI0VXVRxq37r8eu/XXodre9tpO37oM7xqwMiXtrsPsiC3zvfWKhu+45ESWx7fdEkS0iDlFkupEU+oWBHGMhjUdOpXnq7bS9T1WfAIk2P2k9zZe8xlba5tVtbnFvEFVEMSmKUGg9NnkYMhQq1ab7UqCBv2vcPcWKSfTELVgwLvxMUndncUEM8FhBb5KUyTqKvCZJ25tF6ZZ1cmIKFNB8aVFfF7l7lN5wm5nDn0+B0UjThgDFjJacZbuWwh+2suHprMp9UxzKnP1k9ThwaORxvWoDf2dLcteNKs1a05ZfLAVa8YwRHyaYDGRBrfFQLj7esXqyIRNKs8nPkhCh1bai8lUbeXbrXb+9uOLXep8OUeMQ3NNclgWTX+N9FEEc07280L/aMQ4mS4Ueiys5P3HovVRwoFB3+OsFTcVpcYpqeTWfwnqU3WMJ+A0brBl7m8SMy2NolLyS09RGkpyAh3Ei23rzMkR47MzV3ArrbttnctZK3xx5f+rpyFuOsYeP0EWFvlPQklmugJryVZb2BIl4VWlFhpxMYiVVSJR5VVRQCgOvTteWXSkKBxYGEjL6YSJd1QCooD0B1ElosrnKCOGC0gDKYAzK3WpkPmY12rxoAfDSqirMZiy13botJZLPgT608saT82foE5fSoUfQx66qCJIsncEkLn7ecmR25MzAitRSpUk7104FLPrPuW7FwI555IXjIb1VqCCfE0IJ01Apchh3jd2ecxWK7nivor6YL9lkGSizCWMFoi6fNKjl8tZLBwbuGsAO4oJaACvjQ/Dr1/HVSZwJuLSC9URXAbiDzVVahFRv1qF/Eeb4EV1ScA1If+0fc0mLvbnBXEnq208Ra0LGvl+rhXptU/t1wd9saquyzQUcWXxNaGRaW3gaULOwtJaUQMrRqVZBQ/Aouvn7XcNf7f7HfXaUz/uO/xEJcRTQyER20azup3LCVGU9T/aVWGmtx1npA/aTST4yVVlbWeGsVyN5GssGEgyUNwoICyM7IfRFdquKVr8DresJvktXzyX5G22oTh20x04z9BXb99fxYHOzzUF1b2CXM4YFj614zzzbDqEcMiinhTXS//a3IzSqvN4/Uysl7lFwbf0yM07ZMmYub6N29aWbnZxM54x8ZmaWck/OztpF+QY6VKKrU8FPkbbjb8yJ75955ZLNbG0u5JcfBj7VnWEsIn4LVi4XiF5SU6/IddtadptLd3ZawUL6feZMrv29uUsXL8fIJO3MDbRWEePyWSX7WWytst3DMx5BbHFW0UFrajiW8iMvryDYk8RSjHRu3tazrVR/d+F8uQtvBKzx5Lq/H3Psfmsql02R+zFvlswBZdp4xkDG2sojV5ZgN2ETPzk5fXO3AbDbm3apqf/jp9X0Nl/p4vF+PEL5F3axi5husHZyLDgcYXbuPKSSik1whMk8Mk/l5AGrXktaV/TH71OW1brH/AOS/DkuD/RfP4vVXP/FZePsWGEnFxb3OSkmSx7ejWSeCW9IR5YpEZPupFcKYLdqssEf1MPMabLprt/8AFY24kX3vH4/VkrE3aMYsg6GFZghgR19MrElRy9MnmiOd1V/MPEAmg47xS2ZvDtVosc7a5vIWeMkxuUTHQx5CCS/R4/UlngWVKxRkniob97ynYU2311UvXQ7NTh/SY4nG0lZqMY/U8tZzJWKdzi4uZ/thdSXd0QOLj9a8loa13+nrr7P+NrO3Pw+xwfyDjcjkQu9u5cdLgbq2sroyrIvpkFPM2wY0psoBPU69LSkjgkG8KLcYm15RliVNTxY/vHx1i8zRFpj/AEfv7dRCSfVT9z+8PjpAz1jjmP2mQp/7uE//AJw1sZEfBRC5zFvAakSXBDf8PLf+jTYy2nm+97lyl8TVVdbS38QEhG9Pxck6SeAPMtbYeYCmw8PkP+nQBNZgilvHQAE+5Xfd723jYLDCsg7ny6O9tcSL6iWVqh4vdMn7zFjxjU9W67A6x7jeW2jXZ29TMSse3O2/vZcl3GZsrezvVvXkLT3U1Axknkfqi/2fyGvF3O4vZnqU2a1RLm7d7XzifZ22Ox8d1KrG0SKOS2kSXrwLpyRiaUoy8SfHULeus2X7deA12yuc7NyMWd7YuGhmJH3llJX0LlR9UcqdKnwbquujZ7q1fgYbuxWx6Kxnc9jl8dY5mzBS0yKVaJiC0MynjJE1PFGFNe1S6spR5lqtOGWReoB1RJ5q9yp71Pdv1LWUxTtJcmF6Hyt9pYoWFP7usP8AK3wRoskKwGAys/edt3L3MIJpsOqS2cMSsltD9urSAtG/MvK70HWi1r1pTC7hODSqxCHtqe4u+5J3k/UaHjbjbyoIlPrsACTXkfHcnWFnFUa52ZUY3O3uSznc9xDKzSX+Qkkt0WqiZYG9P1F5VCrRQo8dUrwkZupZTzLa4hWWya6CxBJpY2V3VSCSeEXKTev1cfx1LbeKCg895Hd22Kdbxb+FVeOpAMMKq0fCJnoFZi0I5fGuovWC1iTI7l7AYCCWMm4s4bm6uIyPqkatnbhNyK8OLcvkdcut2b5GzrCB2fuvKHMrbwTsojKm7m48DG1a8FpUk7bnXTHpMFmFGK9ysvZSNcT5FpIIFKgMOWx2G5/qA1mtmFhmN2nMqb33Bts1lI8v3LLcSdr4qX+IyRW1YR61srCIhA6iR2fiAP69de0tOGZlYs7K1wM8s2Uzl3/paWdVnW3u5CyxNK3L02NVBfj5npQL0GotaHCxLURLPsw/a7ZCyfGZKK6fKRS28lzDIJGaS3jaRJuLNtzjVl2Hgvw1e23bNQLc08A17HiIto1jkKMoCPJQsRxaqqzDqTXV7tZUEUzMF/mGltLLvSG5dFkkWWc8K+byMh8prsfHprn2q2vSE4zNNyE02BOL7lhx6i7HOaaIPxndgsdy7cv06NwLoq+X6gR1XfXNu9o7enBJ8OK6/MK3SxLrH+4mcxKXKWRXHz3i8bzL2cf+Zp09O2kpSFV8eO5P72tdnt3VejnhPjiRa+OJpeI7+7th/lyzGclz94+Z/jKwWuSaV5pkUfbnhyavFTRqr03Pxpr0qpqpk2ZjY95+53d+axeIzWWu7rHXF5bxNDJPxhk5SoPOq8a9dqjT1rmJJsNvdr23y/fXvjm2a/tcLg4HsrE5W+fijzG0iYwwRkq0sgLmoFAPEiorbaHBlvfnt1l+xu6r7tua8iu/QCvBMq+n6qTRghgrh+JIPE7nfx8dReAQbduezM2Tv7fBd1dw2eCzmXjE1ng3ga4uQW/VVJTGUitiw3ROfKm5FdtZrZSah4lajOe5473A9x5HB3j8bjGTvaSsruQfQcrRXcBmU0qtf2atbSRDbZtH8n95HP3vmFExZv4YzrE1KrW4i5H5+GqrWGCKr+a/HZpfdAvaxzele462dXi5BSInddyPEMvT8NK1E3ikVPIyGE5yxtft7iMQRDi62gZU9RgSyNJxYS1UtyH5V21F9mtrTx+w02kfNcqrtcZGMc5gqJ5UZKKQeSpRfOD1P+/RXb0qETa0s9JfytWcOJwndHemVf7fGRKIVu5aLRIA01wfwFU/q1pRCRhHe3c133F3rkc9MA0GVuGljjZx5IyKRRvtTyIAv5aTxETO0PZHv3vBvVxNgbXD/wCK2Wvj9vaohFTRyC78fHgGp46uoI9R/wAu/tlheyMPljY5+17gvMhNEt/NYsjQwtbq3CGqs7Fh6pJ5U6/SPGijx/3Rkln7t7hvPTEy3uRurn1XAYnnNI4Tc/SzMGJ1lajY1B6q/lNRbL2lu7+6kZYWv55fUkIYpDBBFHSqj6QY2IHz1dVAi/8AbHvL229xe1Mr21hbM2mOtVe2uMbKBza3nLcZ6tyLFzUuWqQ/UnYlVqtMJQht4nmf3JjynZ3cl12zfQpcNFIZld3aFZbcO0yzHiwB5o3EV/e2+pdeUuwizcx9Td72BQ3fcJhs5Y8dJ6c0U/rWt6qyerHFL5XT1YyQBGHBAb47g11FO01WTuvTENYRK4x16De5CwzO2Pd1nHX+FxrZ30qRJLdOlfWKmjemGai+oRykLdT8tG52Nn+9zScuXLy4BXdSyzHo+7rtrGb7N42f1JFgt5pTJctHLFSRSyFVVKjZFYHx8NQ+xrqWr5wsMHhnxGt1w4/qeqvYG5S29ov4kEQL6t5cMIwArGElHPFaru0R+kn8der2u3ppnmYXcs8lWWSuLW0tpAHW8SFeTGNUcuQRLzKjjOG2p6lSP6dYX2ddnOU+I5C1xl4/Uiv3ArXlbgSSXkkY43EhrQVrv+9xqNqbatduqqK4Ih2bzKxM9O0jRRMtrWoaeIUNKU4jagWvy1qtlRjiAb9rdpd2933c9t21jpr4IEhlnJQQx8fNWedyFVqHZQd/gdTXaEehvZH2uHa2ceTIdyWeSy1nbyJ/B7OQSNbidl5PIxIkI8lACgAJ1VO3qr6/8i9TiDIP5j+4bib3Ry9ibgolt9tb2SxSqCGa0jeV2UGvGkzpuPz8NZbmxV7mqOGJWpwCfsl3Zf2Hu32w8lwZEnv/ALSTowb7sG1U7fJwFPgOmujb26rJQQ25N89+uw8t3V7l9oWONPpnIW80V1c8eQit7SRXllPh5FuPLXqxA8dO+2mxMGO6PdyHF+5fbmFwDi37Q7RuUt3YEAXDUMN3LsAG4xO4B+NW/e0m0shSEn81+Du/4ZhO5rMBls5ja3kYSJjIjkTRVaQbKpjcbHqw1G/tKyxLVoBiLKz+zftLLmL8pH313SJEwlm6qstlZFgwT97/AAg/qFenMqtPKTo2dlUx/wAmlIWtJgN13BI93EJL12xs/lZFlkflE1EmWUM3NOZXkRXxqDrKuwsXHrzy48Cnd88D2B7DZdML7BJ3BeSC5gs4b6+eVC55x2nMEAvvUCHj+WujaULKCWeR833n3B3Tf3GUyVxJd3lxL6k1usjcFLujIIY3Vwh5LTr0G1BrK20lZuMXxHqcQeg/5NbHJwf6oe7i4Jxsv1iebSSSGcvVxt5eI2+dfHWtEplCkyP3Rv8AI3XuJ3JNEJLay/iN9byFJPVLRfcuGdB5fTWZONVFasNYe2pc4uZXD4eQ3YoMn3DeXcLW6wiaFykkQkhk5RlIh5ZJVWNpP7C/EDzVGuba7PS9XH6P4LgaW3E1BTS5u4E0UUduI0jAoWVlHNqfrMu6q608rKKgU1117dYt+Ohm7km7uL1GeN1klHOVLi5ti7wzRvLykIDqnphmA+hRX4V1NNrilhhg+H6/Mbswh7Vs7p4Qly7Uuplu0SZSG9O3V4ozU+bg0jv16mME9NG7gsi9muIZJM8UqBBXkpDClOop03231yM7RxqMOQUKq1CoN6AdDWupKSKa/uD6nCPijMoBkZqFhX6TT5eGqqTZDEFs+UkixtrZzTXY5CBIi0rTceTkpGF5MRtVepGrIcDoXtvHXDeoj5OG3bq6SQ1IYcgUJVwK+GxGhSN6U+ZdyT+2+cgkY5GfAS26CSOy9H1IriXfy+seboOmx/bpLUuo26t8i+l7M7Qhub+zxTLDkp0S7x8xaP0bhvT5TWSrEscKMSeSFVFSOJ6jUa28zR005AkENeXVSAwWn7N9VJDFtyLgdDsABTpSnX89MQ/ZepbSxXKGjWsiyptvSoVgf7u+jB4PiJ1wNc7aykU1vYMtDLE1zZLIxJHCXdVIr/akj/YdfN7+062S+Nf0/B3UtqTfwfj6lniY57y6is1YiSa14PITQcrO4jU+Gw9KNj+euXRKhZuv2f6I3tbTi+Fvuv1ZCvL267syssETG27bkuZYbSJQCZvVlCzXbAebzRLc8Qw2C/jrsaTecJufhOLflP2MKeisxNkvtkvOCfjojkcR3JkpUaDH5eOGU8qM727STXCxALsP05zyNajoNaWu3SyyxT/Mfr8AS03quKlfj75AX2RYXEvcrepGY7W3W8VwOKu0xtks1UVqOQ+76nbTrf0u2biPNl7qyS5r6Yg/7h2WOyOD7Xu1DfY31neRzRA8g8xllJDlWC+UrxBp+YprXb3NN/SotCs/P+xLq2mm8FaPogwx2Pxl1iu1MpeXVva4jJ2VhLeIzCOW4laGJjC78PTEf3FqrFmcVagNRtrPc/8Acttzx+nHosfKRbdvTMYrwvo/oQr45M567RMjar3Pkomky2VtLhHs+3cJbD/Aim2CTcG+ugoWMn1Fda7lEsIy/bXrz8N4QsbPBKya/wBvXN+PGCGXzeBu8PayPGcZ7cYx0hxNiIibnL3Cbx0t/qk3HKKE7D/EmPQDlttWl1q53H+63+n5+OSKV0sX8l48MsbvuQ3Jscz3SWto1kZsB2xGROzXCmnq8Rx+6nXxkP6MO9DXc4ujadNr9i/dZ+Ppm/oVWKuX+5+Pl4+JEx/cd1MsGbyY+0TIMRjMJa+dpXj8rbni1zKv7zeWKP5Hczft1DpX9q/dZ+MPgsWUruZeLCfu2+w8Fja5Oe/uIcvgMZcZn+CRyqsZ9eJoUklUeYvzcIgLU3O2l2+23StUsLtY9M/wRqbu+U/Y8n9zOBnhYnlKuOtoLQFBXzRxgydf/is1dfcduop8Tw+4tqu2VWSkQ2UoAYeXaq08B411uYlzgLLJXGLgW3h5lIufGh5FRvVRty2Phrn3N+lP3ODWtbPJF9j+2+42voa2nD05YywJUNTkCeNX3IHUdRrnt/IbCj1Zmi7fcabg9O42QNZXx6fow1H/AH416RyEKxvTZXE92v8AiW6XDxn+9Q0/r0WxRVXiXODjP20Zb6pGLt+LGugRf2/WvjT+snQB27byqvxOmgMS74vDdd5Ze7kP0ypZQ18IbVAAo+RdmbXh9/edxrken2tYpPMGckIZbjmr1egVgh4kV2/q6fPXLVwdFhOA4JkhaQW0F1CJOb2soImT4FZAavT57at8xF/I7kvE8QjlRiroleINdxv8NTA5CHsK6eDHX9l0iEqXUS/BnHGT9vEa9T+NvNWuTODvqxZPmahj5jLAjdagV16JxmA+4NnMvu7ZOzUSa4m4b02eyg47+HmtG31j/lb4FzggmsrRoplkYRokPK6lLMzO8dojXBUs37p48enjrltXmb7bGe1Rj8Xhchm7tOMdrEt/JMQQeUvqyMDU/SsaqQaax3m0o+RrXmVnYaWlx2RbXORvkvUubKImO2iCtE45SyRNMKuWXyEgU8dO8K0CpaUXljZwRZL1lyENxJIPXsorcIrBVXdvTQ8gaA+HXRaAqpPpZ8PFBc/dWojWSeKe4cKC4GztJ6IoSQ1Kk/TU6zahQshq2OOZQ+4vcttHNlLq1uSq+myWKxorSNMfLGsYI89ZTQDoNc+3st2SKtuJpkCx7Wjw9hbmVZhMwrJIXV25kDkp6VLEmvgNb7l5ZmkoKb+GX9xfTrM3ONWBO3lCqCxqtCeg1rVpIiMTuL7asL1/vu4sg1rgLOasdtBX/My27A+c70jRhWnUnp01r7kQoxYlWvEJLvs/sDOi9zuTmyPqcB/CiWSaONkSiFYpOS+ZgPrHmHw1Ds6LA0qqt4gZ7d9n25yFvmy8pvwkiz8+Hpwy8minjTiAtagjbwOurVgczR6L7GmnMNuSpUlw6E7eUGhLU67g6ncfpKqjzt7/AN5ZXveaJPGZADNOjDxWeTgKEf3ojrLtFFPiVvNSZ8q4yIF2gW2jUgoz0d991qSaD/l31s22YMZlvTBAsnMzcGqSaq9C31U6UrtoiRGvd139xafypduT254HKZ2SvGrUVDdrselawDrrStYQwG9k4rnL+63a9s8ZLG/hu+ZBLEWlbjrUbUiroVcQRfe7feeS7v8AfFsZFMY7DH5OPE2FujBRVZxFNJ4AtLKCS3w4jw02hhf3w9lkf5v8dZX9Wtre5x6BCBxLrbJPGKEgMDI4rXTgCq95vcvu7tn3SzEWOwGPxmTimDWeca0F1eyxMgEcqS3JmjWq7fpoKfT4aBGOdyp3tle4rufuKK7mz04jlvGu1KzUaJTGWDBaD0uPH+7Sm2gA39je4JexO/bLNZCXhYOjW1/Ail3+3m+pyRsBG4Vz8aUGlJUHqj3c9trT3M7UtpcPfxw5GFfuMTkEYmCVJAD6btHWsb7EMK0O/wAQXASeU837T+6nbkzw3PbtzJEGA+5tIWulYkbsHiEg/p1lZS4xEX/a3sb3fm45Zu4rdu2sBFR7/J5NRAUQHzlEl4u3LwqAPnpVo5BjXu57vduzYS19u+yVMHZeOAWaUVD3kqvy5OpCnjzq9P3m3I6DWvwEOfy99kdu94d6JZ5y2SWysI3vYrSZCnrCJkCKVr5lLS8mB2IWhG+kliEGi/zGdk+4ud7htrawhv7vtUQRJZY/GozQJKuzetHH0Yfusw4haAHrqm2UkjRvYDsG+7L7Lms8hH6N9e3bXUsBcSSRqYo0RJCCy8qJyoOgOhAzzr3B7Vd1WF3kxPhZ4bexaW5nujADbrEvJvU+4qAwIBNKn8K6nErA332qxsn/APz96EcR9a7sslxhIAqXeZEH/MANUshPM89e3neN92b3TZ5e2t3aIMYruFAESa3kpzUUAFdgw/vAahMbR6K91/bPAe6/adplsU8EmTSH1MVfH6ZInozQuw3G/Sv0tX4nVkHmr/wH7tSaaOTt+7tDbmSS6uJx6VqkUYJc/cO3okUFQQ51OJUIEbnDYJagn0n8E+rl8WG7bf8AlvpawdUiI2Lsom5Wyxy9OfNuPCu39NdJ3IZ7Z9m8LT2OxOLgEcJubK5Cca8Fa5llavx6yb6uuKA8qXfsd7uWFzPbzYC+mMLNwmQfcROo/smAyHcdNS0Ig2/s17r38gSHtjIROtFMs1tLADUhxQyqgp8/loQyRjPZXJWXfuC7a7svbawnyt1ElxZW86TXMcTycaSFOSRvIP8ADFSd9xqmwPRfvx2v3Zj+zcPh+wLCdO37dpIsji8UjGVlIX0uSx1lkT6y9K1ahaulZPgDIf8ALR7cdx9vXeTzebsXxpvIEgtLW4alwyc+bu8X1IKqAOVD8tKlWgSM+98/aPurJ+6eVyNl25d5KHJNDJaT2oLRyAQojc2FVjKMtDzK6cuRmK9vXD4/vTES+klt9lkbdmUbhWinUnkQd6cdUI9qfzFe4zdkdgTTWZ45vLMcfjpV2eL1F5TSg9RwRdqfvFdMZ4jtMiDy9QqJTTgXHIE+IodhX8NZOoj3p7e5rF91e02Dy+ZSKe1+zilvGmAaP1bBuLyGtR5ZYC2tFkM8ie5Hfl3353lfZK+if+FyyiDHQOgHpQRMRGC3XzVLNT94nWVnjIijjwON4sz244rUtxbzcQfgNVqNFU9XpiIcX/LAbKOILA+FaZow1BwuyZn81D+7KT89U3gSeRXhtFEn2rNaxkLxCNyJC1ryVjuNYu0ks9Rfyh2br2jnb2QlpJsisBY0/wCxgR6Cm9OUxprWmQzBO+uye/v9edxxQYq9kaG9u7l7qOCXgtuZXl9XnTh6fA8qk00tJMAjBkBIAvOZACoM3LYnluwFfgdZ2qMsrW6EJpHIz1LVUEMhXwBJ8dtQmxrAUc3KryF7AO0dTI3Ljt+fX563UQXqCzABzF9ySaehbJEAK8Fli+62/B7ptcm+8Tp7fKSySPmQ0cu1OTeNeIO4/PXMjpaHJloQaA8dmHz+XTSAqcnbLJ+qjIrQgsGY8ajx38NCY2injnvxMjJM0E6EEXEZDlXofMKn4HWkmSTJYyEUk3/3Fzc3cjE3Nw9QzsTuxJJ+NdzXTS5CfUaucJPLch+aRsd14rVZADReJFatvvqpJ0lzDYgRq1xI7z2TKFMVxyX1Qd+Sjdfy2676ybNq1+h8pZuPLxNa7f7dCG2SoVBPMtWnl/sneumiSRaIkjeiQoiZWU9eRO3x/DU2ZdUFPat3L6Fwa/q2fC8hqOQJhJjkAp8EmD/s15f8goba44mva4wvivP+we5j7nHds5Ka1P69zdNZWkgpyW3vPSYla+Pp0P4E/DXm1rMxwbXycP8ATzOh2lpPkn81K8fIEcXJYYHsvOZS0geKOK0v7iNgPMZSkeOtaH5yXFzTXftVbwfL/qiv/TJN3N0uq+k2f4CSzu7u1yma7VcR/Y9vYi0kyF5IgdfW+3t47WPZlYqzwzOyin0jfw0t7aWm9uGr7Rh5x+TPbvOjm5+9ga9r7/HZHJT3c3KK1kuk/UctST1ZyVpX91ji2676rf29G1WeLkdtx2s9PLx9wC7tuXm9uYo7VAo7fvL+C4d28wFwwu9kB8oX1fTHz/HWmwp3Kz/lVfTAN79to5yF8mFzkvtp2ljI5WjvrPCkjHvGKSzzSLKqyO1EjEMSszV+FKV1nvbtLdw/p+fMO3rau3PX8YfUDYL/ALWTDYmzjs53xTc5bHtm2ZluszcXNx60Mc7IC32dq6cebVZnqFWoqO2tLxZ2cWnG3JJR5vxzWVrY4eOfjLnydtL/AKiTIrkr6wfuLvESmxtsdaQyfwXDE042jmLytKtRW3jbkTvM9arrG9KadL9G3y/yt1Yk3MrPn4+/2UHYMlHZ5IxLKO5O87sqLrLXKmSytzUqscKpx+6KfSkUFIV+LbjXPuL0zf00WVF+eX3NaTML5vx4+Bcdt28Z7vjga5OQzbHhlbnkJmtolrVJmi8ocUpHaQAcf3uHQ82+nak39NP8V/Tl1eLNK2h+nFkz3L7rxZ7dtpY8V/C7jKvLcZEzxLDeT47ESkwtOCA49ebiEVtxuNdP8f2s3SmVTyl+OHIy3buqs34nOPHE8yxF7q5lup6vNcO8kjb7u5LE/t19clCg8NuRnIswgkUfTSgGgQZ9sZnIWGCs2WG4urVxwlCI0gRabKoTzUY68bvP49btm1mel2vfVotNlgT4pmu8zaXVjDf+qXEM4e2dWRQ4oahQOND+I8dPte0tVabpRgx933VbOdt9IPS+LVf4dffEwxb/APfjXtnlMqLlXMGQSPdzDcBR86E/7NAMK8G6y4+0mT6Xijcfmg0hl7CvlB/Ef07aAG74ER8h+7/s00Bi3uTYTWGaupwtY5JPuFaleSTKGH9IbXi99SNyf9R6fa2mnwAG3yt1Ct1k0kKv/wDT2rAAHkKNJ0G9OmufTkbn2NawzUsiZWBpL+SrQXMbi3RqdQxI6jxUUr8tNt1yFEl527fRrBJbTqYp4XMTJQmhGw/o1leS6oOcRAIIvUFQbgIiqdjQec7fKo16v8bRqjfNnn99abJckaViUK20Y8QBXXpHGZX7w40QZ/GZn0zILea3ZyACeMUjB1Ff7UNxL+zWG64a5PA0qpRb5+9ubfBXrG0JkuStrCYUErx+oC9eQ61ROLch4/nrC6UwzTbngDnuRcw4j2znxSzxwZfuc2eOtUkJDGO4IWS4kSnIJ6UTCoHj89YKk7i5Zlu/pgg9s460y/clrj+3rCSG0t5DZXeasvTRZAkZXkeSSRyv5gzcFCruOui9cW+YVniWKYP/AEde3RxMscd0stbm5mjSQtRarC7KAaPX6kOx+OtLLVUStDM7u813R3P3HIl/cHtPDwBn+8u2DuVeTiYYW2RyeRoPhX8NJUrVLixNtvEuv9IYWxkiyFvZ3Ml7jpxc/wAQlV2dSvmR3DSQxwov1eeMb6x12k0aqipse6f4jCl56qqpZ1uJ2O78CQeKgkeahA1SpD/BLsWtrkGW3uGsSIoJbd0McfKSRztQBTXc7iv/AJEspEipt7SXuO8hwUrJ29hsbCtxmMjMfTnnjDn04okYHk7setKdSfhreuU/QiMR3P5P20s4bv1MlnZiF4NPFkVRG8tAFgS3TYH56cWayRU0XD7hb7Y9vpZ9rY8xQywpdKbu4FyQJGeQ0VpPHkwoevy8NaMzNTx1z/DcFNchVLxIzAtWiqVotOgFXLax34g1ojyD7l9wNdd8X/psZGsmFrECKcXjr6y08aTM9Nb7dIqkzG7lkRWkDhB53APqmWhUsRuV/PpqTMYuoLy9x5t4EJnV1dg3EVU1pRum/XVVwY0XP+ovcK+7Jsex5p0t+3sbK88EHCNHMryO9WlAaQ0eZ6AU6760dkUkz7tOPuLtXPRZnDZCG3ylvHKkMzoJOHrRtCxRWDLUK5ppah6GcssZDZ5ODNfftc30Nyt0szEAmZHEnN2YuTV99+ulqYaQ3709xu4+7ru1kyjmIW0kd1bm1AtljniB9OfkCGZ1BojMx41NKaWplaUWV37/AHuXNaRWz3kSywrR7v04PVCnqfVCHieNN1FdORNJGfXWamuZpLqe8+7ld2klkY8i7sK8izEkn8dZvcFqIj3iGOQeiCBXkhoUNd6/AVOk7vgGou+x/ebvTtljBgciY7WTk38PmAmtw3UkI48nz4cfx1S1IlsM7b+b/wByrqyaKLGYp71gfRkihuCNgBupnpyqa/7NatsAL7o7n727zj595Zq5u4kdXGOtykVsATTaKMKpKim/X5nUu3ItU5lXbWGDtJOdpZxmSg4SOWdlPToS3U/Ko0seI0kWOF7pymFy9tlsbctDkbNqxzoeXEMKMhRgF4kE1XodNKAbkPcp/ML7mZOxe2S8t7FHBUz2sQinPQcQ7s/Fj/dAPw09QtJUdie7vc3ad5e3NpexXYvPPd2l87SoZB0Z2BDLL135b+NaaEwakc7495e9e8h9lfTw22KUqz2FopjV2XzAvyd3ehpsW+fHQ2CQ3jPeDvu17Jj7VsZY7Wwi9RDNEjC69KVyzR+sS6gec04gN4V0NgB0Q9MFUaVAo8icitaih6nwOobRQW9oe8/dPYcU9vj5Unsnf1GtLwerGCdmcBGSQE/EMAfGuqTgmzQ13p7193952rQ3d+kdgautpahrWHmm4rVnZxttzY0Ootdk/Azy/meQSlvTSVKHnsR9NV5GpXy1I0KwnPEH5bqaeUvJsdqAdNvHWqQjUu0f5ivcztzt20wGPmtfsrEsIXkt/UnKyNy4cieJClifprv10AEtp/M77uXrslrPYM3HlVrdVCAdS2/y6al2aKSkF+4f5hvd3JiSK4zktpA1R6FokVqQa7/qxKsv/paeIjNhkb8X38QW5kW+SQTi6VyJBKDyDhq15A7100gNUX+bD3gjxYsvvLRpVXh/EWtkNxUePX0if+705ECvb3u93xg+7V7siyUuQzMq+ncS3jtKksZNTA6kj9P+6KU2IpQaQGi91/zIe4Hcdg2MWW2xcEy8bg4rmJmRuo9aRnYD48KfjTWVtx8AMgusbLb3Md3Zh2HPmARUq6kGtPh+Wnt7s4MZc+5HuP3R7g5GC+7guVItQVs7OFeEEIanPglS1W4gksST+AA1qAFOGGx2r0Py0CNO7e96O48X7aP2PZ+nFj3eY3NyATM0dweTwLU8VQ+arUqa01FpyAGkcSRC5tFUyJsrN5FrT5DfrWmsHg4Y0idBNc8JPuUAjjBPONtyV348R8anVK6KTCPuv3k707p7Zg7beZLPF2McUBt7UGP1lgUem031M30itCFrvx1Ts+ORMmaMLhZnWN2RXYKtd2YMfx1YQaD7Te+ncntv99Zw28GQsrxw72cz8AkoFBIrpWnl2avy010EMe5X8w/uH31DLjp7iPGYNyQ9hYhkWVa7CaRizuPlUL8tUAAWFxJFulA5rV67FabinTU2UgSnvEYipZviAeIFfGg1GkYoTwXDcXJJUUrvRR+I01KEa72xa282Ga49Tj6UNtuVYoiLaQAkU6+bbXFvv1HodsvSXtv2/berHAL2ASlirHckMtarQf8AAT/+I1gdBFlxtrHDAr5S2iM/Iebl5CBXzUBoPKRX4iniNLMMCsvMZJ6lnDaT22QkyPEQRW7F2JkIROSsqkcnqtD4g6BhJN2H7YI7Y+xyM2PylsggvIQqycrlPLLKiySIro7fSsbBgBsp03eYzgnQ8cpAPu3s69tzIY5orqW1O8sPIIwFKckcJJGRWhV1B1pW6M7UZQW3d15iI2iu41nBU8HajBR40qPLvrTTqyImA1sPfDKZ3FR9tT2dlLYBSy8I1EiMFoJSwH1r0rtXx1F9t1WJdLpvLEiJLQsOPlcUVulKeFDX4azRZMiaiUYedhvXwHj/AFaJAsMZEjuCrjkpFNqkVHjX8NS2Ugh7Lu4IcnlZPTadoI5PSiRTIDIYvTdHSPzFeLBmA8Brg/kEln/p/A9nF/8Am/IT5Pue4kt0WO4k/iwBP8KyC262twohbn6Xoh3ik4qSI2Ibb6deTWqanPnHA7lWHCUef1K7JRrJb9rdvxsbeyvshgoclHcnjLxRZ8lJFIlOrzTcfxoPhr0dhw3ySz65fTUznvOL4+r9P/SXGZuhZ5/3NaZIjJdNi4i31N6BtpFWiKKl1au3z66XcWmjX+Wvx+Cdiv7HwVX9wOxvd3bXaXbWPuc3Y3WQnN097YW9EjgVYVhxlobpzVUSIGTgCCOVTTlrba277vKP6T+v2FutVbhxl95/Qru3cVPle3+4m7fw0+Vtr/NY2e4u71YLSwSCAxTTwxuGXmvqpRzHGTwAqOVBra9ltqrtg68pfP6ufoTq1NpPNePoE3cOY7mF9kcVi+85cpmbOC6uu6sibcNisTbQwP8AcJBEFKi483CNOZIoeXXSalpuLL/FLDNOc/LBLHBCrZRgtOX4j9cwFxGRsrGexusHMbPs3B8bfL99zg211doZZb2axxYHplZJWmaKsI5sKGqp16HVZP8Ae/8AHlwlmbt4fjxwxGsLCO5u13scZDLisNBGlqncOSAiNvDFNJc3XqThh67yiZ/8rBGSxYGWQ8dZ2ilps5tnC5xHLLq8eSL1NqEs/PPMdwnd13NkcvksLNPFbYyz9JJ7iQiV7i4mpG99kQ7LHBHyMjxwmNW4rGoOo9mIVsbWc4ckuC/LKdsYWKXjxyDHs3sy/wAHgpUtby3wriOLI3uavo0Nx9ijmS4ltbQCsC9PNIAxqPKnQ+bvX17k2WqcuXTHjz+xrKS6/nqZH7td6y9y5y4mnkMUuTdH9AnzQWMJItICG/eO8sg/tnX0P8d22is+J4nnd3dKKLgZ/A7o1FWoDEAk/wDRr1DhGcg5MMgK0NDuDXx/DQAXWcc+O7Uxd7c31mLe6Xiluk7G4ABJHKPiOPT465b0cuD2O37jZVUrVU8WxyyyEkmTtVAagnjALniHJfan4U0lW3E03O42VOmqPVOPjAx97/8ALh//AF112HhEe3tla8ZGHlkMit+DVGmwJPt/PI+FbHzUFzi5pLSRf7qMTGfzU6BIM7ZeQ4+JG34j/o0hn0kQdSpHUaBgr3P29BlbP7O5ok8QK2srGgZGNTEzfu77o3gdZb+wt2sP5F7W66OUefO6exu8sJdOkUE91i42YpJBGZOKE8uM8ScnQ8ifNQqfBteVfadMLKH4yPTpuq2NXgCXrZG4nWK1tLtyzBkijhlZ45V2ZR5SaHQqpZtFNmrdlYaWxh/iOWjltXPEx2VwFDk02YoPNGvhxbc+ApuFt9nbdeOFOf6EX7qtFhjY0Dt6ynyF2LiRCsS/Qp+Fa/tJ3OvaSSULBI8ptty8zQ7W34ID0pvqhAz7hYM32FkZFDTx1kiqOjAEf0g01O5XUiquGBVtlb89tWFxEs088fqx5M2tWu43j8sZSNDzYOOvy1lZSkyq5wCfp5rOd223dWex/oJi4jb4SKZwk6kkATzRk/Sq7JH13JOsWoTxzNlg0H/bmRkXuDHXJbkfWSMoSVDNKeHLwoByrx1x1Uto1vkUvfM8trm7+1jj5Ri5Z4a+MpPHkQf3VVf6dbp+lIzalg1i7A32UtLOZ41tJ5I2uhKFURqpqWMmwTgfMp8CK+GocMqqclxh4Paq+lxc1vJJmr/75LmCTIm6LMktUjDQyLIGSPlVXNFLBW6dF6p5YFWaTyBXvT+GZTujuVY5/Ut/TtprWG0/US2kqsTQOVWgkuJKkKPBWY602qvT8zK1pYCZXuJ8Vdh5WYQqzKluoZIwSKVLk8m6UqBq6bc5kWcFtiPdu3jtDYm1xwtWUCrwKzhj9ReYD1m6n96g6DVPbeQLcLPOdy9rZjB2uNxOFsJMzc3Vq1jII6SzXbTjgjoDx9M/RwG1K6adpXBD1Jo3q+tLa2yknpDjDzLRJtTy+UcflUmmryRCc5gX7jd5xYbt66mRkY260hi24yTv5YEZSV5UO7gfuhj4awrV3tjkjW7hHlqza3RzPMzSzsxaSQs1eRqSdt2/M66rNnMWsJtmjaSMEgipLuxQgdarXrX56zxAsbED0VaMHlMFZ2JTiGp4K29PgNUkXREmK6tE5JHMoA/xUkbgANunh5vnpwy5OCaEI1Gq7LyDFkCsPp8op5vy/MacCk7AzSgUQAOOEbOFAXy1oVP7NDBEXIZO1tY0LOrSPtRAQo6k+Jpv8P6tEMVnBVPnImqzb8wAxoAaDYbj4ajTYhsY/imPjKoI/JHUB6mgJ38oJ20aLMQ/HnhtzVWjUVAXxLfGup9qAkbjvsVCVkRIo6+X4t41Br8a6qLASB3BbRgpDBHGkmxjULT4Gvho025jkVa9yyySFEMawcq8m4gkAf3jQV0Pb5hLJMGaUlAWiduXqKOKEVYHfp8tENDTGpu4Ykcr9UjE15bjkeorUaeIah+xy9vJdwrI4t4WdecqguVBI5MVP1cR4DSli1M3L3w9qu0uy+0MNfYMOLye6MN5eyOzvch4mkrxFY1+jbgo1q0UmUHsV2B213j3RdWmauXlgsbczrYRtIhnHJUcSP5TwTmteG5J67aSBgt7p4nHdud+ZvDY8cbe1mK20X1cIpEWRY6seTcQ9Kk6zvZzA4wAeXISxSqJJaibYyAVDV23B6anRJnIxkZXgjt7pgVe4V1rSiyRK3EkdOQDqR+OqpjK5AQ3uVa24Ipbg4fmoPpgHbf5A/PWkYjJNlhO4chPFb2tpJPLdBlhVSB1B8SVUdNqnfU7l6bdXazhIaq3ghEHa+YkEriyuEWAD1y6FWSv9pSOX9Gm92ijFY5dRrbs8k8CYva14kUrzloUWoHKp5kDZVCct/xppyhaRs9q3zMKceNBQ+ohqSB8GOnqQaWM/wCm8iTvC7DerLuKKafHb89ORQTbf2/7kuLK6vocVdSWljQ3dwsRMcfIhRV60qSRQaAgpprGOFiktUcVBVhvWvT8dPEBlkVG8pqAagfhpQIkwXrW8REIKzMx5Sk7FfgF6f79Ras5jRIt8rchQtQwap5nyUrToRqHtoJJklhLeiO5hFZpT+qCakmlA1APHfTo+A4kjTYu4rw9B3NCwaNS60AqTVfgOutGxQVs0AirWUFT0FdMRIhvuEEcCt5Eq1enJmoTX8Kbai1ZGmS4MvcIFDSglWqQQWLeH9Goe2gJUeLyj5uXF29sUunf0oVl/SALLVaudqEEcd99tT7lVt6m/SilVzA7D2R3UyS/dE2yKvrPyDCqg8SxoAeK9K9NNb+24hpj9uw7J7dshWJJma6biylwI4aSCsfJ2Pl578WbY6H3FUm5wQ/aZAv+z8/ZStb3GOlikji9ZlHFuUfILyj4k+pQncJUjqRqdvvNm6mtk1MeOQrbVlmiM3bOcjZFltzbEsqxJckRuxkFVorHpT46r/lbfBz8MROjJE3ZncttbvPdWotoFiMqzPIjJIB0EZjL8mJFAB46yr3+zZxW0sp7NlwK6a2yFuIopLOWMlRIQY2DOG8ysdulDtrqTTyM2al7ex3V1gZY2M0EsKy29xDQD1BNVf3gSFReIqPHXH3Khpnb2uKaLG6gcCUG5mjmLJIQpUlJIhswPEg1BPXbfXNqOiCvuXmZZV9Zv8zL6z8af4nPlVRTb8Ony2GiRwX/AGeljjEve478zPcqWhw8cVCI7r0xyuSSD5YAwKrQ1Y/LU5qB9eAI5K6a4uOd2lRI1JZhsSzeJ+B1olBlZy5YQdtZ2SzycS5K+ntgo9K2ysHGWaEMv76MOMsB2DxtXb6dJ1nIatzDNuyfbWSRrzuzLY+1u0PJJcawktprlyPTma3EXAKfBRIBX9xaaqrjOQtPBeYEZuyFlkJYFkW4VGBW4iWiTRneORdlNGUgiusy46QNwRc2qU2FPnsDvpAkW8OMvWiVkgkCMxCsRyr46JK0k+ws3S5SPgFnZlUAjqK+NflozDI57e5CF8xdXQyNvbQXd0x/UR1LJISEDUietFI/fUa4P5FapXEfbYYxIaXE90+Ln7c7cg/i16cpb/ZrezBlgHKUPcoFETp6M1NlYtXYmmvM2rp+l5uMs3yXzk7L1aevkn+Dk6TS94Z+9a5GQtOzshhJpZDRxLc8Ptrlht5XVK138p/brstsvbrq4J4+ajHlKMK31JViHar/ACxPeWRfDe6fdgdQ8WQxCXUS1DAy2nEr135UckDUd1XVqXLc+5Xa/to/9r+5H7cw+KvMdmrnui6jtMdhP4NBdLKAWlls5pchdxNUEhJL67Me254fA66rbtaVqk8Vis8ZwhdeJi1a1sF+6f7+QK94+7eOwmEtu3uxsetnhrOOSO7uXtm9GT1XGzVeQ1IqWZzVieg20tvtnvNO/wB8X46FWutuXm/oivT3y7Gu8BHjMxgrvMsQHyIa8aK2uZ+XMySpx/UAfp6gbw601vTsNyj9L0/f7fkxfcUtx+n9Rh++vbPuPOwXeS7cyt/cWEbGxxNpcrcWFukaVMcFnGkFIwEDuFYV35Nqq7O7WsSkvLzYtVG8/p/XP5Hb/PYMW38XyF3lLvNQSpb2eJeGPFm1JZZLayt7SMTw28T+n6kr1LsAAEqeehUbemFp55/Fzx+xooUvx48dC9xXazLLdydyR3l3mcTEk2N7YxFhJ/Dbe+uKLEvNuAuZtw0svP6f+1PTXJvb9belNVrbjPqcc/8ASuhVa2/c/Hw5vxCK/wBz+8O3seLu1xjfder6IzeVDc3yl5b7LChoqLaQSAnyqFdh0IB5bfx/Zu0N5cOnjx0nf3tNZf7uC5f1+3zMdXHXOWle7uZkMszc2aQcuvzJ19IkkoR47xcjuaxIshFdNKh5vxcIKealeXGp8PhppiaKC8QmGV6hl/dNab+O34aBBh2/ibmTCWk0MkQaVBQsFLinWhYbbCmue29VNplay1ssHfLkrYtGGYzxsWqo2DCvh/RoW9WQdkeocfGGsbwV6rF/RMuuogat0/zqDpVzpgRLiU4HueDIt5cdkj6N2fBJR9LH8dMTDqMlTsfKd1Yf1/loGiaUDr6i/wDOvwPx/A6kYxPZw3ClHFQRpwIo7/tO/ejWc9Cv+GG6r/wnqPyOhtxA4QOX3ZfuHMzKl66xNsaO+/4+bWemqx0ryKx5jmI9q7yOVZclL6jDeh6D40HTVYsUIN7HDQ2cYRFAA+GqgRNEYpv9I/p0xEe8S3NrPNdsEtYUaSZz4Koqfz0AYYtze4bPfxKaL08fkpG9eBdv0iSVJp4pXamsbLQ54M0q5+IYZqyuspA11jII7u2gpIipGBJt1ZVH7pP465rVhm0SiuxVhf8A8RjuoVWS/syl0r3Dm3hjFdmK+mzy0YbqjD4EjXNa2nJmiUjd3BiMjevPlrQ3d1IGlmltJjC6EnyjgzPUb/HU7bwlZGmlZFP3f23hMPh5s3E8yfaWVw1vBKis/wBzJCVR+SDg45OFXlvUimq1tuC9CWJD7gzWRw+ZTESdvyZm4xNnZ/YXVuqXJjVqqAedW8roR5aAGp0q1znmZ7lnCSBrufu7CY25wsadvcJ8CfvL4SRrxb7mJ4eE/o/pA+s3NH5E+Wprrfaq8+DwMdxsr+/5JMpi/u7qO1nmgZbv1BFHAFjhbksKIgUtyApU7066qtoYolGj9s+2Pal1bW5uO2MdPb3gEsLS24jlEbAEGq8W/e8T89OurVDZb0Kshjjvan297Uyz5fD4aG1yEin0Xdnf0fj6AkLCKu9Su+tbWhwc+aKzL5AW0ZkkYs5PGECnmc9GIPw1leza6lqDz93r3fZ9w5tYUma4x1iSyrCwBmnkYKZaeYlP3YxQ7Vag5Eaxs71UV8wbUyxw9ue2cExnmsrueqS8bOK5EMRaFRLIzN9dOIZfLQbUpXfXlLu+8ahOvDFr5Gr29tYuSbBg+1haC1xeLgMjLBPwys0nL9fjIUbcCNSpIVv2neuot3XcJzuXcKV6Fy+41SnBeYoDt+aZ7287cFokDFTGEW5SXm6CJ4wJGTmTUbKRQ9Nxo97uElRbup2+TXOcMivRm6xBIwk/amWtJLV8f6eHgQ+ik6OChVyqy+sqpx4mU8zI3QDfbfLubdztNW1/9x8vtH2gdHS2EekcS1wUHqyTYm1tY1gjuI43b1iC7mMAF3WZg7jaqhaeavjpvut+0JXs3McuvKMAiqxahFXfW+AtlaOO0mkmi/UuOUqhUtbgFopOIkHIoWAUITUfVrsp3W/Z5pLL/wAyzXzIaquGP4H8dJ25cJNZXuMkliaFlsWuLQyzLcSRc/SHpBZAzRnkG3rUEfLHubdxKtW0OcUrYRzxHXQ8GipwmN7Nk/iEBxFmbu3hU2hnll8zBGMhcO/WOn6oVCVb+z4791vdwlVq7SbxhLx8OZnt1rjKJN1cdumHG5SyxaRXzW4tbZYT9oTJI0gmb04maFeA+kO/mrvttqNuu/qtt2vNZlzjhwxwePTIdnWFaB7Hdu9u9yZi2gtcPBfXV7NKBaWXknVVAKhltnijYoP8QqgUV615Uutu5S00dp64z5/kTVXi0oNF7d7G9q+0spdx90dx2dtk4mYti8XALk26IAeDzmGZvUKr5kUKT8zvrp3NlOtfetb5Tn1gitsW6pAb70Y32RxWCxf/AIf5FrrLSyr63pSmeH7f025GUup4y8+FEBBpWo6a9fAwAvtyPDXdlF/FkQzoJViuJU5LGCzAiQcWSlHrVhtSoK0B15/fX3FGg1244hYuDsclaNdZG6tMrj0hSOJkSOORYuKsrxXBmV4TGgFVYleopQknw7d5altNFal2+OU9VGM9DsW1Klw0Q7rs7tk4G5tcXNbW092FSbI/cu0e0ing/mmITmB5WHmIqDvrSn8jve6ndOF/jpx/BL2K6cCtHt/icX69xe3c00Jt4pcaJALVZnAUz+o1XKJyLIvIBvE9NdX/ANte8KtYeqLcY5fFmf8Axks2ekv5hMTJcdq9t4uK1aZobgOruzFI/Rh9OspQh2BEhB4/M+Gu7v8AuvZqm2l+fgZbVNThKSg9g+3MHH35NlbUSRXS4t0MKy+rB55Yi5UsWZv3aNX464/4vvN7c3HW+NUm5iHwj8m2/tKqTQMe5nbfamZ78yN1d2S0e+linvLafhI4iYxyN5atzSRFjYOKKOnXXD3P8hv03dxVtlkmvGDzLptVdVKACyvu1myOOsLTDWMizRGC4E8BuKzFgsRdoQ5T1JaKSK1+B31rencOtrWvZcVGGHHMhW25SSRK7lusbfWllbvijmDfSsbYxkxpBIERJo1oUK+mIyArHyU8Q2s+zret7PXo0rGePFP581mXutQlEyScMslvPLb/AGFljI5gvopFJHNHKlqPPCZEf6hQ7Fa89wa+bU7+82lZXtdrpETk4jwh7dODSQwt1FcFVubN7i5uIoZLcP6ASHkxjWBogyMSCRQsx5cetRrX3NxJqtlplq2ePGZ8QPbrRv1csCnte5r3IerK8Ru4MeEha9nMsQjL1SshYuZOBIBX6j4Cg1t/w1SHOl24YOfgO/cytMTHHFeYZvjO4M5nQMbZCbI3E8S2UwhkiBk4FpFD80aJEps8i1PQnrrk7TcwW1qeM4SueH9kyd1PFwS/cTs+fszJYzH3k1p/E763Wc5JUKxGViYDD6fnkBFeauKKT1Udddu5sbm041O1Y/by+fH7mGtPowVj7ltftITYX8U936/ppJdchPEQjeqGVU9QhmA40DLvudYva3LXetWVI4ZdPGBeqK4NNmq+4nuP2ivZPb/bWKu4L/GW8aS5uW1YpEftolPpjiFBd5XD8SACwA67a9HudzTT29txaMPH3May3LyM3gkwVhYXt2trHFJBDBDkBLbSqEUyCVEaEsVLKQVck7hgaeGvFvbftdUdni21iuC5/Y61o0tkOHLdrsDHHBaoszRIDY2DTQKqsZeVAzo7DmQOVSpXcDprd7XcZzZ552SZn7lOhAuMb21K95eRYpYseGmjv2to5DNDGGDcfT5MVYryZmZFC0ADU21rt728kqu3qwiYx+f9SLVrnGBHw9h2LJkMTZSWshubq3aP9KKQJJI1FieUXDgB+hMi+Sp+nWm9u92q3sohPjGHOI4dMwp7cqS5uchgMVYJd29lZyXEMUfpQLFz9Uc/Scyqp4wsv9r97w231y7f/I3badVkp8vhzn6GlnWqmFIq5y4FvNZzQW62tvJLbW7vbSRq5PNeCSAj6y1AzFOhG/TU+1adWq0vHNP6f3Gr8IRCW+7RgyMK3mNt7HITyWx9Mxwm2ldPMGjdfVSKIuoWTj1qduo1sq9w6vTd3qp+K+OU9CZonioYxnbvtTFyXVjFg7OP7aQxoZrVZHYqqmR3q3qiMrX0zXcg9N6PtKdxupWtuWx5P+kTzFvWpVwkLjvezLZ7O8jw1qyXCKYrqBmla3VAFhV1janrS0bytRiR5vHRancuUtx4Zrnzh8kCdMPSSbr3Eijs7WCO5W5i5O9yRHIs5kBVnhqo9JWB5cfLx4+B8cKfxbdm2muWOHx5/mS7dxChEKbuaaERXBd7qyessd0zx3Du0UjExtE+8ETs+6slSBUDXXt9pOGCa4ZZ8Z4v5mNtzjjByTufui9h9aAQ3CQ+mtksUaMVlbkCHhCuR5SaMooG4nrQaK/x+zRw203n/cT372WRZYbPoOc1zmHFkC01oj8HhlUcVcRcgsvqGQuGKxgUoSKHXF3PaKIrT1PB81ynhEdTbb3Gs3gQYWthlZpbZoY8ygd7aNl9fyAtIpgVkYgbipJ2UceJ6a6HVrbSc6OMYdMTNWmxHvu4bKHFn75JLjJXMUcc1vK8yxIrRuFkkjACbtIGiHDqN9zqtrtbO8UhUTzwn4T9GO24kpeLZnqCQUjHLnUKRvWrdBT56+hk5DQvae9nxeQIvi0OMy4+3SVt1qQSXG9F4lFY1HgAOuuPub1t6U/Ujp7azraXkwtzdhJZ3csUytHJGxRkJ8R1G+uJHoMrMfjbrJ5C3xsBVJbmRVWU1Kov7ztTwVQSdAkgm7tu8dDbWeJwVnN9rYoYY7l1pJOXPKSV1X+21SBoopclXwUcQOkWV0kaIQzSAcXtG2dvwrsfw1ZihMHbebvMTPkMbZSvYw8jyVo3dChoQ6lhJxU/vcNtVPMUFx7d3GHuL+5ssrYi8ubhA1jdysXlhYV5JCrh15ODSlOoAqK7K8xgG3E4l1msTBlsct5ipIzc2g9GQJKOU43IYxPRopVrTifKfA1pyzyNo5ZFFj+8Muq/xDl6At1CD0QYJW4twtreNQytRSdoirBvNz2GtdOfMylwh9s9lnnvEknhjkZWluBHNLHFaxPSix8TxEhAoECE+Na6ElCE25Y7nM3b4Hs7+JXCPFc3a/a2HqM7M7Sk/rMCzMv6J5kA0DbeOq2tt2sxbt1WqniEPs3fR/cwxtc2sdncRRxwY9IqSNIHRzIs9DzTgrGleQNOo314H8jO28U8854fg7NmuquBpGOyrZOA3Pb8mRycNlcPFMImSFTKvnkjPqIjKBy8DUH9uvOur0amefjijf0xjpXj6gVe4PM4Ls+7wtpcXGIushdPf3xmX1wXqsaTX+Q/RhtbOLgOhd2oWqTtr0tvua7tVS2UpRz+C+eHCc+ERCVtaxwwf6Ln5YA33V3fju5vdbGT4K4W9jdJIVulSRY5fQtwJX8yrzCNFX8CNbPZtTbu79P0M6Nemq6lZ3Nge4Rj89YY7NW+VSxc5bM4O2klkuUlaVFaeQonpGT9cl1RzxAod9bbbTdHdQ3x8eRFuMeOP4M+t8dm3w8+ejxdwcL/APTpk3JW3Dk1K8/KJaU/AHruNehaFCbxfQ5FLxgKcQ/YP8MWbO421u7h4xc8SHiEiBKlUlgaFw55VAANSABudcF/eVvQ3g/GZ2UW26+pCu4rztmxgGHt7KN7xikVq8MUwvLeJokWOD1JI4ZHLuvKvFvK5K0NDrXa92zlvDjyfX5Cu6VUJfAI+3ez4pbHEdzZNsnn8vPNcXhmZRBhofQ5mK4ubu6FePNeXNwWKinHda83cd0k7UrCWXOz+HiOobe287ePkfd1e57YvHZKzts7e31rlZDLkslMxjkvGKBfQsIKgwW3GlXPncHqF31XadhazTajDL/+ub8QLe361xhTw6ePEsxK/wAvdZS69WVFSFBwggUDhHGBQKoAG9AN/wDZtr6Lb21RQjydzcdnLJtplpoowKqWQ1EpFGP90hfDVmY9Hn7oEpIVZT4MDtXpsCNA5IeVy9xNZXCFYwkiUIVQCDtuD10AE/bIQYKyJDD9MUKnrUnXBuxqZz2zL61klW9tlSc8TLHUEk18w/o/LUpYhLPSGH5fYXNR+5H/APrLr1DURbRM1+gHhIT/AF6YyfksRDkrCaxuVrFKNiOqsOjD8NMCt7Yy99i5Bg86aOh42t0fpkT91qn+nRBOQbxu8TDfw8rDcEH+sHUlEhVik3BCt/6P/R+emB30pBuDt8R00SB2s/QMaachB9+oTuan4dTokDrKF+s7/wBmukBxVkmaijb+oaeQAzmb5cvM2NtHpibVwcjcAbTONwiH4A+P5/DTQmVGc7aXM2rARhQg4wKP3QBtTSakawAzB9wXeBuXxF+jrH6itHNGxjYAVHlcdB8V/Zrj3Kun/h+xvW8/Efu7xIbm7uo2AtXh9KyiNFRIhGWY8lAI5NXfXl7lfU3zOulvSkVVz3D68C2kVxFaQuvrzy+slCplhVVVkHNY1EjKP3jvrSiltZIl4YkWmJv7aa0mvJLm5tJ7S7nWGbnaIQeS8G+MYhVirEnkak63VIgTsuBbdx3sQx6ZazukZLl3x17yXhzRiKScwA9UaQgjYNyOpdEnHMHuN/IEe6sL3hwXty7WbJYi8lhkvL/GsgD23EvMWgBrso+pmp8NXSimciG5KzuntyDL5PIYntW0c2s1mssNeczoZldY4gZHRlYlfOrdBvQ6221OL4Et8D0et9ZYaOzxtqapBAsKzqwIraqqnkD4OoJB1jrdtwaolUH+6u9LK15hGS5lIZmBZfLGoqWck0UAAk7gU3NBraVMZtmOJ5o9w/cbLZ2eXG4pmlgmBjvbxW48kOxhgPgn9t/3vpFErzqtVXiK1wOXC50xwRQ2YDIAHaSTZgKlFNCvlUmtNQr1ltsl3ROtR3PDLO09j9xPcUeedmXiz1P4oVCmnArxO9fDWN9rbaSVojx4ZS3RuS07riu5b6CFYZX9Sn25IrzQIYyrc0MYUcafDbWipt6VVuY5/f4hrxk7ZP3DZOZoLKe1uKEevaylZSrPy4NVypUdBUGnz1lu7W3fBtWXJhXdglz3GeuJFuJBMYlBF1GgaKaf1gVYKwrQAH+1qadttpPKeHHIp708Sutcp3NFDLGbBpjOQLgycyGRXDhdyOI24nj4dOp1rbt9uU5iMifdJUl93NNj5bAY9FjXkLXiqkrE7l3jKktzDcqVYlqADw1rWtIxc/qTr5Fd6WeSJFlsWlMR8vPnxKFSjcgG6kUXbwGm6UnBxPwGrD9m2XixceKnsrl7Nn9WVI5KOXUHiI3dW9MHl5qeGstzaq7601qiP78xq+EEzEzdzSj+HR2dzG9zco0VvGqyxPJKVjNIDxTktOSEEb9dTfYo7Jym8uvmNbsKDce8xf8As32JY4PESyXve3cKepm8tRmaG2iUKYoShAjBNEVhueLN1406NFaqF6WyXfHEwK2zWbtmlJtJpJpkETsWZP0lFFiURBeCAmux6/nrDc7Wt4xyx+fPEqu7BHtlylzxS5jkX7ZGlhUI0YVgrMqKKgeVvNy6/PXTWlU3BDsP29t3OnG7ikle/wDUaWZlmWQgECkgUNUyeZ6131nau21DjTA02sQ0xPa+cv8AJ21j3Zcr2Vhry1+9ne4jkaWVTLxDw26oOLzGu3lBHJjXxy2+1262l4tZTy/Jdt1tRkbHF/Lr2jk+3RmfbvuSae6IDwtd+hc2k0sdDwkX0kkiLED/AIevHW2521LrEmt2sjDrGfuMdwWWDFrPYXEmRgtb6EKDX/MopUsXZQyMtdhT465KdlXVLhmj3cDaP5ts7e2mS7es7SOdibW8Mz2/ldVnkhGzb7/oeI10d1sLchOMMcSKbmkjfygjJXOV7hurq3a3itrS0t4VNClXqrt/a5P9vyb5602dmtW2sxOzZinc/cfcN13deXwjP6N/dSRJ6Len/mJpSZHHJPUkHIEVG/jrC/bbdtU/5+MBrcajoE/ZnYncPc4yOYyF6mP7MsRW9ymSjcQhoeIjRIEMTSyRq7KnpuONaAgkVnb7ZaVhpa+fiSnfE0r249sfanurA5G27O7kyM+Vs5PUMl9EvpRSyHaQWzxp6kchjH1Ox2FaeOm72VLtN8owjH6faBV3GjEMk+UxGSuMVlD9zc4me4x125gZgoMhjmIAZI2oAxSQqTVt/A657dmk3pUT15ZdfkWtzKQh7J7Dy/c1tbX0rHF9rYyVzf5LMvxthwp6K27BlmldKEKldq9RWh0/41m7PCrazX1wyFrSg0DvrsT2kl7KvO4bLvOW+vsb6r2dqXiuIZrhjVIZLRkMzfBW5eX6vDVbHZU21g8Yz/TkK+87FL/L12lke4u4LTuC/vLLHiC9SSGzluC99O9nxlJSBnLtUBuckhrQkgU1VO0VbVaeFfh4QnuTPU1T3m9ubTu3uVLl+58XiZIbJbL0bokXMSSNI0rqROg/UWRaBk/d1e9sK1laY6cHGQq3hQYD3p2DBD3TisHgc9ZZG7y9xDbZa6tonaGJpSkHrvdPyLiQPykSM0FK6nZ2tODcrh06R+Qs+Rc+8ftKPbL/AE+mCy1/fXOQ+7uZi6RsqXMCxqXiROBjWQT/ALzNTj11e9sUea4R8hVvHEyKDJdyCSX1lu7w3caRzQyhn9QxN+iDXkTwO4+ek+328ISWnKOuYe4+LzNJ7Nw0iZ1LTvHI3XZdtbRC5mRrd42liuG5LEtqkboWcnmzMo4bba59zsq2fqiOufmWt2MjU83/AC0dmZbte4z3t5fm7vriz9OxF4/3Fu4RQpCbRtHKeB3flxY9B4dXs4L1OE54foRKxwMm9vbK87k72w+Dv5ZcbDNNHCXlt1KxtbwkLHxTZiWHFSxHEkV5DbXJ/wARNtPjPHmX7iCn3Y9rrftbvGxwHauKkyEV7ZxtjY5ZnuZFuZBIkp9Fq8g7W6O7VFOW22w239tuyVXHPr8yKxxDnsH2EwcwurXN5G0sstNGDksFiHgklRSVIM5lE5Qhv7C7Ho566xr2GprXZ2dcuEfqae6lkszGfcPD3XaXcWU7UigpaWTC0tJDPIHe2m/WX6uap5GHIKKV31Vu1/7mqePInWoiPqA8mP7kkuGmcAM3m9YSKxJIA+pv3PL9P466KrbqoUQRZtssp07luYBE62qRBUSkLGIgIDVUEYCqrjYjfXOtraVpnHzK93DgVsGFzNu0VbQyIhbigl4BFJ8rKy+YMOR3atR4a6LWq+KIlI7aYLPQSiVrFZQ0TLKisKksGCyEBlHIcup0WvVrBwEjwx+TgivILe0ljS83lIZV9Jh5wodSzMnLen+3Wbas07NYfUavVZDdnHnbCaKT0VhNuW+1a3ETGITGkikOG51Xbz10XrS84zOefAS3EiztbzNRW1vDBA4t4+MdxAs3pIygs3ONeRZH5Ny8jgV8Ncu5s1s22/h44r4lreSWBXSfxO2tfsojK0D09RwwjDVqZDUFmLNUbsddCpWz1OJRPuqITIEFvdGELcqHCSoYuRHHgaBgQPNVuK1NemulJTgTqQ8Uzts5a1ISLkGSON2VVVGJVQahyByIoTqNFXi8+ZWs2PtjKxd59uCJxw7gxkfpzQk1a4hT6HX4si+H9n48W1x7+3pcrJno9vuq6jiiHZ5O4waTTxR+he3Ba2EzDzRxihfj8DJ9NfhXWSUmuqCkuczdmUcieVT5izbjwU0Pz1oqmbs2MMDdh0lk9O5T/BmANd/AkU8tfjoFmQrl2S5We8gK3CMqzjapO1GHVTyFaH8NVUVsz69VRfGaF5GRwJIpKqW5A1qGUL/Vp1JsEMjPeq9/byr985AuIFFCXUeaRV6eYbsNQ0WnKlZi43xt7OqzyCC9IHpXLeZGJ2HNjvxPT1OqHZ6rRgmiky3weEuFuZkuwLO3tGLX88gCxwhDVnc9PCtdKqbyKeGeRl/uJ3bN3X3Cr2UTrhMfWHHoQQWTbnK3IHzyla9OlB4a9Lb21SsHm7u7qckHt7uPOYGiwRNNCH5yxEsorWtYyv0MKmhH4/DUbuxTcUWHtb9qZG1doe9H3dpNZJcSRzXEBgVGc290khWgZGBEcxDiuxUkfUd9fOdx/BaLatv5rgz1trvq7iSuaXhO++3rPthLREly+Vgqgju5I4J7gTuWkC+sI4X48z5UJWmvKe1atp3K6XzUtJfc3tt67em3pfDr44hFjO27N4zlbJLLE5Ge1RSDHDclA8atJDFx4mOJG24xvQmp1VL4W9VWuVvxy+5ja7TSabj5f35g0e1vb7F4uQdy5iFFuJXnvMdETjsfcSiJFEa2UB9aWJDGrMrk8m3Na012bW4rOaWyWWLjl6sXPXDoO63G8K/Pj+gA5u67FzWZ/iF7f3XeWRtkMOEw1riZ1wdiuyqPtVbnKqj57038NdVt61aLFUfHFL6z9FVY5vOT2pwa9PLN/HKPm56EGbt7Mz5xcs0OM7ekx4V7IlDhbSExTLwluVe3RWkavJRGxYfDYDU036tQm7N/P8lWplhh5j1lkfb/ALfLZBZ8h3XnqSzX2RlkFjYetOgje4W5KLdBVUsi8WbryJBpTWlNzcwVdK4cX48YZGTcY2a+/wAuXjiA3ffvHe5tkgZ454begtcbax+hjbYp5V4IprKyqKBiTt9JHTXpdv8Ax9avU/3ePH3OPc7uMK+PHkZzcTXWSu/ub64aWRtjIw6CtaBRQAVPhr0apJQjhteXiPenCiUUAHoW05Jkb9FeXIPv4Hx/PRISdCleVHA5CjU8R10SEjN3ERaytyr5dCYSGvbLEYOyHLf0xt8qnbXn7rizML5l3ZsBe2w83+LGKjp9Q+WprEhJ6gxcfKwuSiFQUQBevSYa9U3OW9tKLxSEahY7javyrqgLO1V4+Ssp4lyygktxB8ATvqhDeTxONyUax3kAmRTUKSVI+NGWhGgCqTM3Xbkn29wk13h6/pySkO0YPh6iioI/vCnz0NJiWAVY29sMlCJsfPzBFeB2cfj4H8jqWikyURdRn6a/Go/3aAg560/ig+XU/wC3QEC0+7fygUB8AKf1aYQcuGtbGP1b+dYlP0r1dj8FUbnSkCjyOSu8ghiUHH4w/Uh/+pmHzofKPlppcxSJtrVXVI0T0rZPpj+PzPz1QIcv7L1bd4fSjlRkI4yFgFeoKyDjvVf26QA9nu04svbTerFykIoZKUqfjpDMpzMmX7XjkuL6FrvHQRszUoXEYYfutQP+0fjri3u1q3qWDN6bzWDJXb2c9vO4oyLea3gu5Qo9BowHLChJZac6D4hT+OuZbbrmaa08gise1o8XwuLRre9tomqft5EkMvGpoVrVd69U10KGs8SJcgmMdm5cTa41YwlzfZAXN5NKvBYoo5S8cSudzU7sdRomI4Fthfb467szEfWFm0BqPTZEWjH4Enl5a1BGlqhkwTpsr2tBbXH28jfxUv64uLG3jX90D6WT0VK/2lSvz07XWSGp4mX5f3Qx2NlvK5KS/nmYlEjZLm4IareeZVWCPzbMF8w/s6ja2rYuwtzdUQjPMz3J3B3K5hetrjyR/lUJ84BqvrPTlIRQbbLXcKNbOyRzWu2O4/EpbRgGEcjsST/TTrrC15M2yf6Q836dTvQVPU0Hy6aywEK9J6Deh6KoO/z66rAWItYZTUIK0BP1HShDOAKpq4Vtj5QxrWnT9uiEA1IF5A0B+G9an8xpYAdLIAfKWNelK+GiEDZz9MUPGg2qNxufHRApPmMYNCoB+Z0oQ2fAoKFq0/s12oNDSEHPsjYWt77nYlZd1g9WdU6+aKJ3Q1+TUbWuxX1oqmZdfzIyge4NuJSwC46H0xuNjLKaj/mrrTuV6h3zMrM0O7eoR1HTap+Z1zaTOTj8PuLd2kBEZcutOnKF0Uj4+YjWu1Cn4DnmbB7E9p4mS3ynemRi+4tcGr/aRuKoZo4/WeTjvVo0K8fma9QNadvtL9z4F0XEzDN9xXObyt1lL+eaW9vHLyEmgWp2Vf7KKNgPAaxtXU5ZDcmu/wAsGSuGyebsFZ2tXginIZuQEiNwH4cg/wDRrp7bBtF7bB23jhvPf3hDRkGeeTkDQVhnLsdvmms9K9z5i4ln/MfOZO+LOL9yHHR0rUeZppSenhSmn3KTsO+YSfy4otp233FkyAB6qAt12giZ9/H/ALTV9skk2VQxDGY+bKZS1sYQwlvZo4IyxLAvK4QVFfidciSbgzR6J9ze1u1LftPC9u3fcEfbuHs2qIjGZZLgxqAGCqytUFmZjQ7tru3aVhJuEaWWEAX2x3f7a9gy3F1gXvs3f3MfovJKYra3Kgh/KCPUBJHip1lW1KYrESaQMwWMnuN7koPRjsFyU3O8S2BokcacpH5GoLsFO/i3hrONdxRLLD3xyUUfcsHa1on22HwEMUdtaIxWPnLEshdt92KyAVO/X4mtb7x08EFzNgtuTxLsOIr16/8AkNYwSaP7C2Il9xrOZXZxb288pBXoTGY61/56a17evrKrmVnvLwufcrNSsWI9SOPalP0oY46UP/Dpbym7FbMou0sUt13dhIAG/XvrZQtK0VplBJKjag31FK4oUYml/wAysqz9yYi0Y7QWbTAAct5ZSvw/+FrbuniirqWJ9ne1rHFduZnv69iFzNjYpv4XE45KskEZdpKU+osQqnw30bNUk78gquJk2RvLzK3899kpnuby4YvPIwHJmbf8h+Gue2OLImTcP5ZLu4+2z9gSTbRPbzovgskgkR/zYRr+zXX2nFGlDOMNEJfeKze3ZWjbPq6cCKen93y8f7usKxr+ZKzNX99e71wEtvDioxD3DfWxjmyi09eCxDnyRMfpMj8vMOlPjQjo7i+nLMu7M79g4pB7l20kZdg0Vx6zU6qYyfMev1U1j2/7iKZkD3sWKX3PzkgZlJa3Urt+5bRIT1+Wp3/3sV1iA3oxrJueROxIOxGsiYOcIwDRTVelTQddAQMOs5rxWImtatU1r4bnTUAJf+IK1eEKgn6QzL0+Y0/SAhzlGPAKoqNgGJ2H7NNaRyRpbXLvXzxhfgANvzOrVqIWA19jnV+gAAbgUFTpu22PA+FhktldKN4muwr8gTo10CRLYLJyckUhgaUNDRSDXV03qIcilwWXFUFwBy3pxDf1jS92j4CF2Vpn8ReR5bH3ckF3bMHjljTjQgg0JBB8NP3avCCq3axNJS5wnuHj44be4TB96wUPoXNEs7wgb8D0SRvEdK9KVprB7enFZHp07jXnmA+Wtcxgb5sV3BZNj7jqPWX9MjwKPQ9adRohPIsSFCH1geQp5ZY25imkM+yEP3Fml0jB/SAimSvnUdVKg/u9fw0LAbxRBjmWSFYZqc1q0UlaUHihB/H9mqjEzJuOvY4vVhkp+oilGLEFZVNVYHb8NFkOuYa42KwzOFTNy2UOGisCI77LXSBcfOlCeShWRprg/QUjA5bcmUjeVRtwXqSUv+gDd699y5q2Ttzt4TwduwsA08wZri7ZdleU78UH7ieAprr26Ki6nDvb7thwKC27dyEaKxNUO+4YD+gaHu1OV2PrjGyxn6VanVQHJ063TEmV1xZx1JLcT4Axkf1nVplJkuy7j7kxqenaXzPb0CmGVeacF/do9aD/AIaaT262zRrTessmXFh7l3dvJ6lxiYSwYMHspZbNqjxJUyVOuXc/jtq+aOun8huV4l+PfvJ0AMF1EVBCFZLaRgD/AH2tg/8ATrnf8NstRC8jT/7K5XT+9GSfntkn5mvI5KWOp+axooOrr/D7CyS8kS/5C4N3PfmWmlaWC3t4pS3JLl1M8wPjV5CQ35rrrr2e2lEGNu7u+JU3V7k8g/K8uGmoSwRvpUnrxQeVfyGt1VLI57WbzPo7VQKkMT4AKdEkSOCJeoRh+Q0SEivRen+ET89EoJPjGwbdAPkNEoJPuKVI2H46JFIzfqq2ctG34/TQ6aY0Fvbn/wDI7I06xgbfieuvO341MzusS2hmMDJOoqYnDrQmlVPIV1NcCZPVOBzNlJHBc20oazulWeGQ0p5wGow+VRtr11ipNpL31Day8kWeNWqS6Ksse/wIBP8ARpjkWb2Ene5kNf8A4Lf7E08QlCWuLMjzTyH/ALl/+poxCUMTmwZT5pWqOnoOQfx8mjEJQOXUEFhdrNj7C+5Md5LNHQfiyUA0QxSi1i7iz6p5YLl9tg0QDfnVV0OrHqHUz/c0hNLadafGKOn7SK6WlhqHRle4ZImEzTRKeoiiBk/Ki6cBqINrJKblv8peI7dbm4iYs3/MQx1QpRYwQW5etJGc08zLT+vSxHKJaXFsAAwcU+r9Nzv/AMoOliEodF1aVr6jkAfT6UhP/q6MQlEe8ujHbsgUxRuagPs7ECg8m/FR89CBsyf3ry9jb9l5HmF9W6RLG0X4tI4LU/5Fc/lqNx4AjzwuAjmtg/Ejb4Eb64HuNMmSVb3fdlhRbPKXAjiFEjdzIi/gknJf6NNXXEtbjXEknvj3CRqNeq/jU29v+fSMaSVORXvPmIbvLv8AnZlOQAVt2It7dfz5enUft00qLJB7zfEr7q2z+SXjkL+e7QNURySsyKf7qk8R+Q03uJEu8j9n21DGAzHiT4EaztuSRJZJaRR0CmgUjYncmvy1lqESFuFDA7txG21SCPnoTA+e+hIr6IHJd2ALGtfmf6tVqBtDpuIGApCylq14U2qPgRtolBKESLLs1FAG3A7dKbkDbSCBBj4K3JG5HoRsPz21IhlpZGUjgPChp1pt4DTkTYoXMn0sNiamtD+WmDZ8VXj048iD8Seg6n46JGdWBWcqpPLf5dPHQKEJazohfZq7DcHcdNLEICr2szlv2931i8pc8VtEdormU+EcyGNm/BefL8tXtX02TY6YM3D3s9s7ru6zssxhUS4ylipX0uQX17dvMAjny1ViSKnep8aa69/a1KUa2rJ5/n7Y7phuGtp8HexTg0WI28ldtvL5d9cjT5GXyL/H+2d9Fbpk+6mXtnEAkmW6FLuY1H6cFr/iM2/iB/Rq1txi8ENVNW9hJMZk+xs1hIzwX7qZHQ05+hcwqqM1CRU8WH5a37dp1aLpkZBk/bnvfGZaXGyYm6umDlYpYIJHikWtA6ugYUI367eNNcz27J5EQw7xF/H7Udq3y3bxyd6ZZV9Kwj4uLWJQfTaWm1fMWp47DwJ1tV+2v9zKmF1BL2c9WX3Rw0t2HDNJOzO4NWc28pDVI8WprPZ/epJrmF3vt2P3Zle84rzGY26vrW4tY41lt1LhHjLckYj6OoPmoN9X3G3Z2wKssQg9gbOSb21zVqgAnmvLmJQ227WsKrU/Cur7dehjosDJsZgu5e1M7isvm8ZPY2VpkrcSyzRlUYxyiUhGIo3ljJBXrrmSdWm1xIho2f3y7Hyvc2Lx+TwkYvLiw587dCC0sMwU8o/BivHp4g66u423ZSjSyMOsfbvv2+uTBb4G8Dk0/VheFFNejPKERfzOuT2rPJMzhhv7UQL2x7qR4i/vLad5IHt1e3fnGtw6LIYw/TkOJQ/3ttbbKdbw2VXBk7309t+47juOTuPEWcmQtryOMXMdunqSxyxIIweAqxQog3A+NdPuNq0ygumAGG9tO9sizO2Nays1FZ8hkUNpBEo+py7hSQP7oOsFs2fAjS2Fv8vBtR7iX8IaOQw4+dYpk5KJOM8K8lD0bdanca27Zer5FUeJU+6vbnco9ycmkVjeTC+kEti0EbusiuoPk4g1o1QdTu0esV5kb9v8HkcZ7tYbEZKRUu4ZllmhU8+JERlCuVYry2FRXY6W3SLqRVzCT+YHD5+673tp7OznuITYII3iR3A4PIXHlBA4g1P7dX3NbasCrzIW+zq23cftHe4T1Akrfd2czUFVM4LJJQfDn/RrXY9VIKrijF7jsLvm3yhxcuBvpLqNuCyQwsYmA2DLKAUKfOtNcr27TEGcMPVzUHtb2bc4aKZJO9syed3HEyuLJOPFObKac1WpA/tH+yBXbV7dY/yZUx8QT9m7UXnuVhAF5IjSzMTx29KF2Xbr9Sgay2FN0KuZZ+/VzM3uNcxuyqkdvbrGHqKqU5HqDtVzq+4T1BfMn/y5xi473vJmRB9vYSMvHwZ5Y1FK/wB2un2y9Q6PEoPdWxvl9wc8fsXJMwl9UpX9NlXi9aGi/PUb1fUxWzA4iYECSFVA6HjQ0P4ayYpOmN68TEOPU18tTUGnhpBIgwxr5CoDA7UIA+VK+OpYC5IlIIPlFaDluf2iuiQGhAoUseVQARQV3+O+krIRx+KpxkUgbmtN/AD8ttPWBx1jYGahIHRHJ3r89Egd47giMkDYEVpttSmkrIJOhagOY2DbioJHj400agkWaLzBdlO3EdAD8dLUORLxiSg9QsBtUGoNT8NN2CSFe4YSkyK1GG6EE8geoI6Ea0puQNMubD3L7qx9kuLztlb9zYRap9nkUDuq7CiSfWvEDbWvpt8Top3FlgcE/sbk35qM12lcOf8ADgZby3Vif3Q3m4j56eh85N1v1ZJj7Z9uFDyJ7lWk0MishjusVcrIQyggn02B5DbenX9mk9q3Itb1SDL257VWYc3XuG9yj+YRY/Eyl6joQ8z8V2+I1Vdt8SHvIq5u4vbnGOGwOCuc9fr9OQ7ikVoAw6MljbhYiPhzY6vRBD3yry+V7l7tuRcZq/knWOvoW4HCCIV+mOJaIm3y0OyWRhfcbzJdlhLWOMCh5mnI1I222FN9YO8mTcjs2KhHCjEVHLkskioBWg6/ho1MR99lFG28SlzSo5yVNf3aE+B0NzgI5JhbhlYtbxBaUHNmpsK0Fa6E2uIQyJLgbhXq9tbA0rQO1B8qfnqnu9WPERLhpgAotLduI8xUkV+Y5eGj3U+LAaXAXBJqLdOtPGg+J0Pfr1CRz+C3pJVftWC0A2Y11Pu1/wBwhtMFdrJVoLRgKAbEmv8At03vVjOw5Hhjcwposdqi0FSI6cfl0roe5R8WIVJadxL9EkIJBqVApT8wNT/23zHBXy4TPMxldlJbqQaCtK0A1stzbSwGJjwueC+Q1Xo/LjTfQ93bYYDsWI7hjYF3iANQORVtq/Lcam19sGPvjZZYeNzbwvJXZ42aM/LcDfULch4NiTIOdw1tDh7mbhIHEZZayK6gV/4VJ10be6m0i6tEnt4ucLZguB+n5RSpqD01jur1Myu8SzZmUcSAHA3NTT/brGBSgi7N9zL3tVltchA+Qwcm/pg/qR16lK7H8NduzuxgXWxrWP8Aef24ezUw5w2qqARDcLNGVPw6UNNdOtFj/wD4ydkgL6fdcSUG/mkqaeP0aepDFr719oiv/wDdsX48pf8AqaNSAUPe7tSn/wDtkP8A50v/AFNGpAfH3s7X8O7INuu8p/8AY0SgOD3v7aB37utvkP1f+po1IDp97e2TuO7LY/g0w/8AY09SA4Pe3tblX/VlsR/Z5zf9TRqQHD719rmp/wBXW4+QeX/aujUgOL7y9nMfP3Xak9Kky/8AV0akKBQ94+ykHk7rtgT9QRnUfj4aWpAd/wDGPst2o/c9u48OUknXRqQ4KrPe9/YFjCzLkv4hOBVYLWN3LfIMaJ/5zjQ7oIMP7m7xzne2YW5mT7awt6/aWaksFr9TO1Byc0G9ANc25uCbJ9m/JEVxzVfqG4IIp4/t1yNpkTI+9nzVWVQqMAQoNfKfEV30OoDRswByeIFiKrWoqAabU1OIxLxQVK+idhSiqTWvhXRIpFpEimrIVINDUUIJ26aJA+ULyqxKDxYiop10DPqK28T8lBNPCnhogRznEqjkWFNvL/0alghSyQOu/Uk9fCn56BjXpIalXYbVpuagnr00oEfC3mUmvIeXkykncfnp4hDO+jKGqHIBoQOQqK9K9eujUAtAeQ9RQxB3qBWo2pqtXMcC40t3SrqyNXY1Jr49NGDAVJbKGAjkBr4cT1Nfjt4aNK4BA2Uk4j1I3o3jTav5HShiOiNDGW5GqU4g0B/p0JMcCONDUK7f2aDbfxofw0hQGHa/uv3z2xax21lcC4xybR2l0vqog6UXdZFHyDU1tTftUepoub/+YX3Cu4mit47axkps9vDyb8vWeUV1T7mzG7szzLZXLZW7a+yU013OwJaW4cyNQHYVNadenTWDs3iySR233dme2MichhrhrS4I4vRQyuh34urbMv5f06dburlAnAWZH359wcjam3+7FiGHFpLWJY3NBuebcmU/8FNaPuLsetsBJJpZ5HmllaSSQszyynmzE9SzHc6wzJF2OSvsfeW13j7sxXdqyyQuoIKsN6iurlp5hIXZ73k9wc3Z/Yz34gtinCdbVFiaXajc2Hm33qAQPlrR79mU7Mgdo+4nd3aLXH8KkpBc7yW80fOMsooHAFPMPkfxropuOuQlZohdw9657uS6+4zd9LcstTHEwCwx+B4RgBF+Zp+Oi19WYtUl/wBt+8fe/b1ilna38FzYwgLFBcoZBEvgqtVXFPAcqDw1Vd6yyZSuxvuD3T9wM7A0N5kylpICrW1mFgX4HlTzsD8GYjRfdsxOzBC3nlt5UkhEglQhkcbFSN6grvUHWKtApNDsv5h/cG2s1tyLW8ZRxFzPCxkoOm6Oik/iutl3VkVrYLdy9/d5dzsDl7yWe3Q8ltVKxQgjofTWikj4mp1nbctbMl2bIHb3cOe7dzFvmMW/p3NuSVDAMrKw8yuNqqw6/wBGlS8ORS0w0z3v97g5S2a1ie2xkbijyWSOspqN/wBSRpOPx8tD89bW7iz6Fu7AXGZnJYnM2+WsmL3trIs6StRqsDXzV3PLxGsKuHKZGKYW90+9XfvcNlJaTSrYWbrxngskaIODsQzszyUI6jlQ62vu2sindsHu0u8O4e1717vA3JtTIOMyOFaORVNQro2xIrseo8NRSzrihJtZBLnPfD3IyNu1uclHYIQRKLNFjkpQbiTzuP8AlYap9xZjdmATzXEzlnnMjtVix3JJ3JJPjrLWyJkuO1e58x2vkxk8Uqfe+lJCkjpzUCQUJC+JGim66uUUnBDy+XvctfzZHKPNdXtwf1p3bkSQAB4DjSlAvQDRa84vMTLLs7vbM9pZn+JYoIHZPSmglUukkZKkq1KH90bg106brq5Q04L/ALw94u7e54DZ3FxFYY9h+rZ2ylQ9D/2jsXZh8q0+Wrvv2sU7NgUFlVqHzo3Qq4oSRsRvXprFkYn3Jq8eBLEnkK1PGvw31MsZ31f3vTqv7ux/eHxG2qnoAo3icOHmISpo24BJrpN9AErLa8qEsobboSP/ACrqYCRaz2jH/GJBrXkDUg/9Oh1Qj4mJlZhKrAU4kbH8tt9GkZ1SPTNaFdyo6VFB/XpQwPktgeTkEdaitaj8tUqsIEcYVJDzMCQRvSlT0OmtsBszRqvXmGqoNfEfh8tJ0QH0bM+5UNT6t6GgFf6h4aNIIU0cjuUESlqEdQ1T02Px301VyCZBusNTrGQoFdtq0+VNWrtDlkN+24jyaqgCg4+O++2r93qPULi7btAgdmpJXaPYrTxJavX4Cml765hqJtrirZBQpyJpTjT/AG+Ol7qYSS4pFVAqQDl0DeUeWtadPiNTrFIhmdVJEJLMRxYE1+Op1CO+o7LUqSRuQDQ7k6TsEnPVViVeMh9iSWJaqg/lvXRIScdmL8kQ7gciV32HhvpagO8WkoSfUZdiKUJHUmvTroTbAUqMF5g0AFCpPmp8gRpaWM+YhQVUMGbYMCKE/wBOrVYQCTIoFVUgUBoRUbbfDS+QhH3UYWi8RQbUBUD57nfTcBIv1wxDBypGxK1Bp8dEhIig5FqtxGxIrT4HpoAdhMdQGleJP7dC6g12BC6aTGfRcCCTNTfZhWqn4cdDSQYHPUt1Y1kJUbbrXqN9/wAtTCDASskZYecNsT9PgBpoCq7pJ/gF+Oan9LZV8Nx8dXsv1odcygw+SihxlmkcVy7LH5ykDsvLf6WA3210bm3Nm5FauJYfx1FWjWdy+9d7eT+ump9t815i08zhz1s0ZEuPughFAVikFPnuOuq9vqg0lfdXmAZ28t0qnpzhao/r1arboVDIhnwtDwafl4fot/TqtNhwzn3OGANROT/8puvzrohihnxvcWKhIpmTxJjb/do0scMfhv8AEKlHhnI8P0mp/VppWCGckvMEzMRHOvy9Nzv8+mk62CGJS6wW/JZyKHjxicb+Gp02CGc+8wdDVJqnoPSbT02CGdW6wHSk4NOoiY76NNghimvMFXdJ6U2/Sbf+jQ62HDF/fdvf+6mp/wDKcn89hpabBDFi87e60nrvSkL9NLTYIZ8t5gA4qtwT/wDJfr+zQ62CGWtpmcVHQRWt4wBqaW7NX+jWNtu3NeZMMmHP2ZNVsb/+9/l5AenyGp9p815hpHV7jYGkdlfk0/8A4SWvxHgdUtt815jgkL3ND6YEthfipAJ+zk2G9T03Oq9vm0LSNN3FZghhZX3rb7PaSkV+XTU+0ua8xpCf9RQ8m5WV9yB8xFpKDX+9UHUra6rzCDkncoITlj70LQBa2sv0jpSq6b23zXmDQ3/qGKoZrG+O5NDbS061+A01t9V5hAuLuWJOP/2+6LeJ+1lP9YOn7fVeYJcjp7kx3Jicfe8iTT/KyfI9CNL2/h5hA4vcUfA8LLJeYVcrayjYH8Oml7XVeY4GZM/QL/ksi68fLW2mWg+W240Pa6rzFB8vcj1NcffkgeQi2lG9f3hx320e11XmEHzdxxFiHx96JG6Fraao+Gj2+q8wg+TuK0Ar9hetKoPEfbS0PxqKfDT9vqvMIOHuJK0SwvwCDyJtpTTbem3x0lt9V5hBIg7omUtwx19TepFpMw6ClRTVKlua8whiJO5SyqJbG+CgGhFnIPMR8x4aHS3NeYQxwdywcwZcdkDMB5ybaUcvDoBttpe31XmEHJO5LUOqixvioWvJrOSu52+FR8K6Pa6oIEDuNvTIFlfHktJGNpKKL8QAvTS9rqvMGhB7jT92wvq0o5NrKa0NQeg+VdHtuM15hDOjuSKiCWyvBxrQmzff8ag6a23zXmKD5e4sYFA+yvaAVqbSQ1+Wn7fVeY4Er3Lb0HGxvOfEhqWbjy0oabMdD23zXmKBS9xQrDT7C+LA9Wtpt/j0UdNGj4eYQMt3Ea1ezvCadDaSgfltpe2+a8w0sWncAKkNZXqg06Wsxpt+Go9q3NeYaR49wKEYfa3xFKbWco2+JqKddUtrqvMekjfx2yH1218U51H+UenOnjUdemj23zXmLSjhz2OFeNnfFuXjbSVp+Q0Pa6rzDSON3DDwA+xvilSf/pZRv40On7bjNeY4E/6jjY//AMvu0Q1G1tMQKHc0P+/R7fVCgdfuOAljLYX3LcqftZQK0/s0+B03tc2ggR/qCyZfPZXyt8RbSnao+IGl7XVeYaRUOdxgYt9nka0Pl+3lpU/IDR7fVeYaUdfuSDjQWN61CeJ+zkUla79AdHt9a+Y4Ep3HCENLC+aOo9X/ACslPgPDS9u3NChjb5+DkS1lfg0PKttIa718Rtpe0+a8w0jadwYziKWN3xAIU/bPT59B8dHtvmvMWlC0zmLMlTZ3wbwIt5NjTaopvo9p8WvMNKEvmrBgONvfqo/s20m9SPEjamj2sc15g6oWmetVUUsr8uD1NtLv+VKaT2utfMNIpe4aIwWyvSv/APiS/nWg1Ps9a+Y9LE/x+zJH+Svfl/lpQOX5A6PZfNeYtJ82etATwtL4g0IBtZKj4gbafsvmvMNJ8c9CZWpa3/Cu3G1kBI+e3XS9nqvMNJ3/AFDbhWDY+95EEVa3lpXw8NNbL5rzDScHcSBV/wAhekBSGP20lNx+Gq9p815hpFwdxWyFWFhfHanH7aQqNqA9NJbXN18wVTqdywlQq4+8Vx+8lrIST4VqNP2+q8wg5L3GvIkY+/KciRytpRtQUFKUrqntPmvMIEHuOMkn7C7DbcQLWX/aNS9rqvMNI+nce59OyvhT4Wkv01Fa0H4aa2nzXmPScfuIKlZLO/bbo9pIR+0r01XtPn9Qg+Xum1U1bGXbLtVftZKU8PDS0Pp5hB1+6rcDi2NuixJ5M1m9a7/EddPQ+nmECf8AUlkwITH3gY7VFrIPH5DrqXtOM15hpFP3Bbht7PIdDQfayGjb+JG+k9rm15hAwM9beoPRsr8NvxItpa/kANL2utfMWkefuFOJ9Wzv6VI3tJR1G9ajrTSe0+dfMNI3/H7XmCbK+4BgT/lpdz+AGl7PWvmPSfHO2nBl+0yNanzfbyUI2pXy/jXR7C5rzFpOLnoKeWzyHXwtpAK0+S9dHs9V5hpFfx6IFq2l+2wHmtZvj12Hx6aftdV5hpOP3CvIUs70/Em1lr4fLQ9rrXzHAn/UKVothfFtvMLaUbeOw0e11XmEM+TPxcQVs77l0NLWWlPj0Oj2XzXmLSfN3Au4Nlfbjr9tKPLX8NP2uq8w0nV7ijUN/kLxhT/+GlG/hXy6Xs9V5hpFjP2pVa2l+oAoONrIQR+71Hw1S2ebXmPSPJ3JaxorLj8i0vVeVrIUHyoRvp+38PMIGp+58a5FcZdotBUC2k6DbqR8d9S9tv8A0+YQNxdw2tAEx18F6VSCX9vTR7dua8wg6c8hYk2eRHwAt5fy/d1L2XzXmLSIkzsNdrS/Lf3raQU/o0lsvmvMcM6ncRUUFlesp6kWsg/DwPjp+y+a8xaTg7hXy87G+5D6aW0lf6tHsvmvMNJXZ/NW0+Gu4haXUZaM8Xe3dFHTqSKAa12tpqycrzKqsT//2Q==" alt="" width="587" height="135" /></p>
<p>We are very excited to offer the <strong>Oak Lawn Collection</strong> which consists of nearly 220 certified U.S. Coins from Half cents to Modern issues, with a heavy concentration of PCGS-graded Lincoln cents and Eisenhower Dollars (yes, Ike Dollars… we rarely see these nice groups of these in auction). The complete collection is offered here on our site with each coin sold individually in our <a href="http://www.davidlawrence.com/content.cfm/page/Guaranteed-Auction-Programhttp://">Guaranteed Auction Program</a>.</p>
<p>Sadly, the owner of the collection passed away a couple of years ago but he was a customer of ours for over a decade. He was a persistent, meticulous collector who hand-picked each and every coin personally, and as he was not fond of computers, he called in each week to find out what new coins we might have available for him. He also collected model trains and displayed the two collections together in his apartment, where he was able to enjoy them on a daily basis.</p>
<p>Every coin will sell in this auction format, so jump in our <a href="http://www.davidlawrence.com/inventory/searchresults.cfm/auctiononly/1/auctionid/697http://">Thursday Auction #689</a> and pick up some beauties before it&#8217;s too late.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>DLRC &amp; eBay Present the Morgan Mania Collection &#8211; Live Now!</title>
		<link>http://blog.davidlawrence.com/index.php/dlrc-ebay-present-the-morgan-mania-collection-live-now/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=dlrc-ebay-present-the-morgan-mania-collection-live-now</link>
		<comments>http://blog.davidlawrence.com/index.php/dlrc-ebay-present-the-morgan-mania-collection-live-now/#comments</comments>
		<pubDate>Wed, 25 Apr 2012 13:36:22 +0000</pubDate>
		<dc:creator>Jason Smith</dc:creator>
				<category><![CDATA[DLRC Auctions]]></category>
		<category><![CDATA[Jason's Blog]]></category>
		<category><![CDATA[News]]></category>

		<guid isPermaLink="false">http://blog.davidlawrence.com/?p=15841</guid>
		<description><![CDATA[We are proud to join forces with some of the country&#8217;s top coin dealers &#38; eBay to offer the Morgan Mania Collection.  This unique auction event of Certified Dollars is currently live and runs through Sunday, April 29th.  Over 300 &#8230; <a href="http://blog.davidlawrence.com/index.php/dlrc-ebay-present-the-morgan-mania-collection-live-now/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>We are proud to join forces with some of the country&#8217;s top coin dealers &amp; eBay to offer the <strong>Morgan Mania Collection</strong>.  This unique auction event of Certified Dollars is currently live and runs through Sunday, April 29th.  Over 300 lots totaling over $1 Million are up for bid in this exciting sale, so don&#8217;t miss out!</p>
<p><a href="http://www.davidlawrence.com/inventory/SearchResults.cfm/collectionID/261"><img class="alignnone  wp-image-15842" title="MorganMania_banner" src="http://blog.davidlawrence.com/wp-content/uploads/2012/04/MorganMania_banner-300x69.jpg" alt="" width="448" height="101" /></a></p>
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		<title>David Lawrence Rare Coins makes eBay home page</title>
		<link>http://blog.davidlawrence.com/index.php/david-lawrence-rare-coins-makes-ebay-home-page/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=david-lawrence-rare-coins-makes-ebay-home-page</link>
		<comments>http://blog.davidlawrence.com/index.php/david-lawrence-rare-coins-makes-ebay-home-page/#comments</comments>
		<pubDate>Sat, 17 Mar 2012 03:15:35 +0000</pubDate>
		<dc:creator>John Feigenbaum</dc:creator>
				<category><![CDATA[DLRC (David Lawrence Rare Coins)]]></category>
		<category><![CDATA[John Feigenbaum's Ramblings]]></category>
		<category><![CDATA[News]]></category>
		<category><![CDATA[David Lawrence Rare Coins]]></category>
		<category><![CDATA[eBay]]></category>
		<category><![CDATA[pcgs]]></category>
		<category><![CDATA[rare coin]]></category>
		<category><![CDATA[Registry Collection]]></category>

		<guid isPermaLink="false">http://blog.davidlawrence.com/?p=15836</guid>
		<description><![CDATA[We did it! We made the eBay home page with the promotion of our incredible Presidential Collection of PCGS Registry Lincoln Cents. The collection features 308 coins all at, or near the top of the finest known. With an estimated &#8230; <a href="http://blog.davidlawrence.com/index.php/david-lawrence-rare-coins-makes-ebay-home-page/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<div id="attachment_15838" class="wp-caption alignleft" style="width: 310px"><a href="http://stores.ebay.com/David-Lawrence-Rare-Coins/Lincoln-Cent-Collection.html%26_trksid%3Dp5197.m1256"><img class="size-medium wp-image-15838" title="David Lawrence Rare Coins auction featured on eBay home page" src="http://blog.davidlawrence.com/wp-content/uploads/2012/03/Screen-Shot-2012-03-16-at-5.41.37-PM-300x196.png" alt="David Lawrence Rare Coins auction featured on eBay home page" width="300" height="196" /></a><p class="wp-caption-text">David Lawrence Rare Coins auction of Lincoln Cents featured on eBay&#39;s home page</p></div>
<p>We did it! We made the <a href="http://www.ebay.com">eBay home page</a> with the promotion of our incredible Presidential Collection of PCGS Registry Lincoln Cents. The collection features 308 coins all at, or near the top of the finest known. With an estimated CU Value of over $1 Million this historic collection is a major event for both eBay and <a href="http://www.davidlawrence.com">David Lawrence Rare Coins</a>.</p>
<p>The auction started March 15, and lots will close on March 25. Click here to view listings on the <a href="http://stores.ebay.com/David-Lawrence-Rare-Coins/Lincoln-Cent-Collection.html%26_trksid%3Dp5197.m1256">eBay store: davidlawrence_auctions</a>.</p>
<p>For more information, call a numismatist at David Lawrence Rare Coins (1.800.776.0560) during Mon-Fri work hours. Or email <a href="mail:info@davidlawrence.com">info@davidlawrence.com</a>.</p>
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		<title>DLRC &amp; Ebay offer The Presidential Collection of PCGS Registry Lincoln Cents &#8211; Live Now!</title>
		<link>http://blog.davidlawrence.com/index.php/dlrc-ebay-to-offer-the-presidential-collection-of-pcgs-registry-lincoln-cents-starting-march-15th/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=dlrc-ebay-to-offer-the-presidential-collection-of-pcgs-registry-lincoln-cents-starting-march-15th</link>
		<comments>http://blog.davidlawrence.com/index.php/dlrc-ebay-to-offer-the-presidential-collection-of-pcgs-registry-lincoln-cents-starting-march-15th/#comments</comments>
		<pubDate>Fri, 24 Feb 2012 20:03:25 +0000</pubDate>
		<dc:creator>Jason Smith</dc:creator>
				<category><![CDATA[DLRC Auctions]]></category>
		<category><![CDATA[Hot Topics]]></category>
		<category><![CDATA[Jason's Blog]]></category>
		<category><![CDATA[Lincoln Cents]]></category>
		<category><![CDATA[Numismatic Blogs]]></category>
		<category><![CDATA[U.S. Coinage]]></category>

		<guid isPermaLink="false">http://blog.davidlawrence.com/?p=15831</guid>
		<description><![CDATA[A Unique Ebay Auction Event from March 15-25 The &#8220;Presidential Collection of PCGS Registry Lincoln Cents&#8221; is one of the finest collections of Lincoln cents ever assembled, currently listed in the PCGS Registry as the 4th All-Time Finest Collection in &#8230; <a href="http://blog.davidlawrence.com/index.php/dlrc-ebay-to-offer-the-presidential-collection-of-pcgs-registry-lincoln-cents-starting-march-15th/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
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<p><strong>A Unique Ebay Auction Event from March 15-25</strong></p>
<p>The &#8220;Presidential Collection of PCGS Registry Lincoln Cents&#8221; is one of the finest collections of Lincoln cents ever assembled, currently listed in the PCGS Registry as the 4th All-Time Finest Collection in the &#8220;Lincoln Cents with Major Varieties, Circulation Strikes (1909-Present)&#8221; category.</p>
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<p>The Presidential Collection is the crowning achievement of a serious collector who spent over a decade assembling the finest Lincoln cents at auction and via private treaty.</p>
<p>The collection includes over 300 PCGS-graded/certified coins, many of which feature an additional CAC seal of approval.</p>
<p>Many of the coins in this collection are the finest known or tied for that distinction. Don&#8217;t miss this unique bidding opportunity, offered for sale exclusively on eBay.</p>
<p><a href="http://stores.ebay.com/David-Lawrence-Rare-Coins/Lincoln-Cent-Collection.html">Visit or Ebay store for more details about this fabulous collection coming in March!</a></p>
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		<title>February 2012 video newsletter now posted</title>
		<link>http://blog.davidlawrence.com/index.php/february-2012-video-newsletter-now-posted/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=february-2012-video-newsletter-now-posted</link>
		<comments>http://blog.davidlawrence.com/index.php/february-2012-video-newsletter-now-posted/#comments</comments>
		<pubDate>Mon, 06 Feb 2012 20:56:16 +0000</pubDate>
		<dc:creator>John Feigenbaum</dc:creator>
				<category><![CDATA[DLRC (David Lawrence Rare Coins)]]></category>
		<category><![CDATA[John Feigenbaum's Ramblings]]></category>
		<category><![CDATA[Stella info]]></category>
		<category><![CDATA[David Lawrence Rare Coins]]></category>
		<category><![CDATA[market report]]></category>
		<category><![CDATA[rare coins]]></category>
		<category><![CDATA[Youtube]]></category>

		<guid isPermaLink="false">http://blog.davidlawrence.com/?p=15826</guid>
		<description><![CDATA[In this February 2012 video newsletter I discuss the current rare coin market, new features in the www.davidlawrence.com web site and more. Thank you for watching.]]></description>
			<content:encoded><![CDATA[<p>In this <a href="http://www.davidlawrence.com/videos/">February 2012 video newsletter</a> I discuss the current rare coin market, new features in the www.davidlawrence.com web site and more. Thank you for watching.</p>
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		<title>What Do Coin Dealers Do All Day?</title>
		<link>http://blog.davidlawrence.com/index.php/what-do-coin-dealers-do-all-day/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=what-do-coin-dealers-do-all-day</link>
		<comments>http://blog.davidlawrence.com/index.php/what-do-coin-dealers-do-all-day/#comments</comments>
		<pubDate>Tue, 31 Jan 2012 19:22:43 +0000</pubDate>
		<dc:creator>John Brush</dc:creator>
				<category><![CDATA[Brush's Blog]]></category>
		<category><![CDATA[News]]></category>
		<category><![CDATA[cac]]></category>
		<category><![CDATA[coin dealer]]></category>
		<category><![CDATA[gold coin]]></category>
		<category><![CDATA[mormon gold]]></category>
		<category><![CDATA[ngc]]></category>
		<category><![CDATA[pcgs]]></category>

		<guid isPermaLink="false">http://blog.davidlawrence.com/?p=15819</guid>
		<description><![CDATA[An interesting questions was posed at the PCGS Message Boards recently, and I thought that it would make for the perfect blog response: The question posed: &#8220;What Do Coin Dealers Do All Day?&#8221; I can’t answer for most coin dealers, &#8230; <a href="http://blog.davidlawrence.com/index.php/what-do-coin-dealers-do-all-day/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>An interesting questions was posed at the PCGS Message Boards recently, and I thought that it would make for the perfect blog response:</p>
<p>The question posed: &#8220;<a href="http://forums.collectors.com/messageview.cfm?catid=26&amp;threadid=804361&amp;STARTPAGE=1">What Do Coin Dealers Do All Day?</a>&#8221;</p>
<p>I can’t answer for most coin dealers, or local shop owners, but there are never two days alike at David Lawrence.</p>
<p>To preface &#8212; it’s a Friday, and we’ve been insanely busy the past few weeks and I’m hoping for a slightly slower day to catch my breath.</p>
<p>We typically get in around 8:30 in the morning and once I get past the coffee pot, I sit down to answer the emails that I received since 11pm last night…Today there were about 45 that needed reading or a personal response. It’s hard to imagine that many incoming emails in that time frame, but that is precisely why I always try to get to emails before bed as well.</p>
<p>At some point in that hour of responding to emails, there’s always a discussion about an offer made on a coin the previous evening, an auction item, a collection coming up for sale, or a package the size of a small gorilla that is inevitably waiting for us in shipping.</p>
<p>Today I conquered the emails and wanted to gaze through the 3 auction catalogs sitting in front of me. The likelihood that I actually get to view them is basically zero, but they do make great paperweights. Typically I try to stay on top of all of our incoming packages, but the last 2 months in our office have been so busy that I’ve been a day or two behind (if not more!) on every package. Today’s first is a deal of about 150 coins, ranging from $5 coins to $5,000. I hope to finish figuring that collection before lunch time as there will be another 5-6 packages incoming from the postal services by then.</p>
<p>While figuring this collection, I take a small break every 30 minutes to browse the airlines as I have 4 trips to plan by the end of the day, including airfare, hotels, etc. I’m afraid of committing to flight times in almost all cases as it is inevitable that our plans will change, but at some point you have to lock in something (I guess?).</p>
<p>I haven’t yet started the collection and I have an interesting research-related email regarding selling some raw gold coins that we just acquired. We get these in fairly frequently, but the problem with such items is that it’s really impossible to get much more than the melt value. And most dealers (even those that say they buy them) don’t really want to buy such items. This becomes a bigger problem when a collector wants to trade bullion for collector coins, but that’s another story! Long story short, I don’t believe that the sales idea is a good one, but I’ll get back to that. (Anyone want some raw, XF $5 Indians???)</p>
<p>Okay, back to the collection. Oh, nevermind. Had to head off a fraudulent order for five minutes. Now, first coin is a 1931-S Lincoln Cent PCGS XF45…</p>
<p>It only took me an uninterrupted hour or so to finish evaluating the collection. There’s one really rare coin amidst 125 cheaper pieces…Unfortunately it’s much tougher to make a living on coins under $100-200 and only a few dealers have been able to sustain a career that way. For us, the feasibility on the collection lies in the pieces over $500, so if I can buy those, I’ll end up with several boxes of other pieces, but if I can’t buy those, it won’t really make sense for me to acquire the remainder due to imaging costs and the fact that we have a pretty heavy inventory already.</p>
<p>Back to the grindstone…I just bought a nice 1849 Mormon $5 NGC AU53 that I’m excited about. It needs a new holder as it is scratched up, but it’s unusual to get a neat piece such as this to come in from an unsuspected source. On the other hand, I also bought 5 silver Pandas from 1989 that we might send to grading just for fun. The next package had some 2009 Proof Lincoln Cents in PCGS 70 holders sent…I had no idea what those were worth, so it took 5 minutes to check out the values on those. Next up was a shipping question to sort out on some bullion material.</p>
<p>Okay, it’s lunchtime. I’ve brought a sandwich every day this week, but today I’m going to run a few errands.</p>
<p>I return an hour later (2:00) and I have to fix a couple of invoices to send out to some customers. Upon completing those, I am finalizing the purchase on a group of 25 coins for about $30,000. There’s a few nice PCGS/CAC coins and we’ll be adding those to the website in a few days. The highlight was a nice Proof 65 Morgan dollar with a CAC sticker.</p>
<p>I only received about 15 emails while at lunch today, so I cleaned those up and have offered on 2 other packages that we received yesterday. One is a large lot of US mint products (I love going through these for some reason!) and the other is a various mix of US type coins.</p>
<p>As I’ve processed all of these packages, our imaging staff has imaged about 225 coins for our website, our numismatic staff has spoken to about 20-30 customers, and we’ve received 2 packages from CAC and a group of coins we had reholdered at NGC. All of this on top of pulling approximately 45 orders (probably over 200+ coins), describing 100 coins for the website, and receiving as many payments and packages as we can possibly handle.</p>
<p>And, as I mentioned, this is a slow Friday.</p>
<p>Our company is not your typical coin company, but we are your typical boutique auction company, coin buying outfit, website-based coin company, and small business. We even try to do it all with only 9 in-house employees! After writing all of this, it makes me think I need a vacation! Of course, the coin business is always a lot of fun and if the job didn&#8217;t change every minute of the day, it wouldn&#8217;t be nearly as enjoyable. That being said, it looks like I have 75 more emails to answer this evening&#8230;</p>
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