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	<title>Dogs and Doubles</title>
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		<title>Daily Double: Ithaca NID Magnum 10 gauge side-by-side shotgun&#8230;</title>
		<link>http://www.dogsanddoubles.com/2012/05/daily-double-ithaca-nid-magnum-10-gauge-side-by-side-shotgun/</link>
		<comments>http://www.dogsanddoubles.com/2012/05/daily-double-ithaca-nid-magnum-10-gauge-side-by-side-shotgun/#comments</comments>
		<pubDate>Fri, 18 May 2012 12:50:07 +0000</pubDate>
		<dc:creator>Gregg</dc:creator>
				<category><![CDATA[DOUBLES]]></category>
		<category><![CDATA[10]]></category>
		<category><![CDATA[10 gauge]]></category>
		<category><![CDATA[American]]></category>
		<category><![CDATA[double barrel]]></category>
		<category><![CDATA[Elmer Keith]]></category>
		<category><![CDATA[ithaca]]></category>
		<category><![CDATA[Magnum]]></category>
		<category><![CDATA[NID]]></category>
		<category><![CDATA[shotgun]]></category>
		<category><![CDATA[Side by Side]]></category>
		<category><![CDATA[Super X]]></category>
		<category><![CDATA[Wesstern Arms]]></category>

		<guid isPermaLink="false">http://www.dogsanddoubles.com/?p=4219</guid>
		<description><![CDATA[Here in America, bigger is better. 72&#8243; big screen TVs? Awesome. Ford F350s? Love &#8216;em. King Kong burgers? Yes, please! For shotgun shooters, magnum loads are right in line with this obsession. And when it comes to magnums, the 3 1/2&#8243; 10 gauge is king. The Western Cartridge Co. introduced the mag 10 in 1932. [...]]]></description>
			<content:encoded><![CDATA[<iframe src='http://www.facebook.com/plugins/like.php?href=http%3A%2F%2Fwww.dogsanddoubles.com%2F2012%2F05%2Fdaily-double-ithaca-nid-magnum-10-gauge-side-by-side-shotgun%2F&amp;layout=standard&amp;show_faces=true&amp;width=280&amp;action=like&amp;colorscheme=light&amp;height=30' scrolling='no' frameborder='0' style='border:none; overflow:hidden; height:30px' allowTransparency='true'></iframe><div id="attachment_4224" class="wp-caption alignleft" style="width: 190px"><a title="Ithaca NID Magnum 10 gauge Double Barrel Shotgun" href="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/100244141-1-L.jpg" target="_blank"><img class=" wp-image-4224 " title="100244141-1-L" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/100244141-1-L-300x225.jpg" alt="Ithaca NID Magnum 10 double barrel shotgun" width="180" height="135" /></a><p class="wp-caption-text">Ithaca NID Magnum 10 double barrel shotgun</p></div>
<p>Here in America, bigger is better. 72&#8243; big screen TVs? Awesome. Ford F350s? Love &#8216;em. <a title="King Kong Cheese Burger, Eagle's Deli, Boston" href="http://www.boston.com/ae/restaurants/gallery/readerburgers?pg=5" target="_blank">King Kong burgers</a>? Yes, please! For shotgun shooters, magnum loads are right in line with this obsession. And when it comes to magnums, the 3 1/2&#8243; 10 gauge is king.</p>
<p>The Western Cartridge Co. introduced the mag 10 in 1932. It was stuffed with 2 ounces of shot and it generated a brain-bruising amount of kick. To handle it, Ithaca developed the NID Magnum-Ten side by sides. These doubles came standard with 32&#8243; bbls and they weighed 10-11 lbs+ plus. The first one was serial number 500,000. From 1932 -1942, Ithaca made 887 of them in all. Here&#8217;s a bit about them from Michael McIntosh&#8217;s book <a title="Michael McIntosh Best Guns" href="http://www.amazon.com/Best-Guns-Michael-McIntosh/dp/0924357797" target="_blank">Best Guns</a>:</p>
<div class="wp-caption aligncenter" style="width: 437px"><img title="From Michael McIntosh's book Best Guns" 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EU56FNcmfn/VUDfgUYBVucxIQDikzoL2MwfvqV/O99AYwF4mpv57H8i2HFAe87XCkEHwv8qoYI8fyNYeEHWa71pkv+rwaQRkMIAvwsNQaY6g2nxc8KEiTsj50rFYLQej3TpPAAVhBE7EgjzQQOp1Rk03xKXKwBBenr+jvd8S56kH0cg6cQ7Md+g0udHpRjy1jEIamBh6SurVUpg79E7G9Z1LVlag7iCNkQagBRaq2YtXUMY/vPw8Oijj4YxY8fYahUGJDQWDD6YRsiLrsOvsEC4QWJM1sEFBcpNPDoUgyI/F8IcN6RHPPfNEHJMKFi/ToIVgoBwwsDNe+IN/eGH8NFH/cNSdVjeky9OpuTtanyEBOKawIDQkPxWUUwgYcYOrhGQfNAlDunwc+GG+Pgl+I90ETy4EsfjUQfScWHL6kOdYj+vL2F+T9tRDn7ejuTpggS4c6EJRgnu+N5wrzJ4+zs98S04oH7Ug3Yy3FBf0YGXj3gAeKXcXPmXCNNf8Ke8S0Ob0J/ujZ5EIxtFSIv+l/+h/wAIGPSHyZMnh8cffzxMnDgx1a/+qkJF0nACXP33V+X9n5wP9Avfgs6hzcWLF4fRo0eHb7/9duuL7YTm163/MowdPy78ID4xb0Fi4GFJOeBJbe76O7LYbFTSRuvKdY00qL/88ksYOXJkirdv9sPkC4QiAN82eMKwYcPCp59+GmbMmJGMseUL+fpvyzE3vvX4XP8TwMtR1NV88lRItnagndligHjw0L8SZAoRZf+PABWdNXdOeOutt0KG9h3A+a+O9qW48MILrKOXLaN9FzQY9+jRI/Tu/YgGnnKpZZuvvfZqmD17tjXQjk2bhGeeeErMenz4ZvB3tvSxAitN9C8vadNGJb1OAgV7ZIDidRK0ykpjwABWoDwqJp0qQT0dJDdnTaiipY6FEpAYrHLUgRA0GLRsJUXyilC0ZOmSULNGTfkrlA052o+iclWtPVflfhz2Y7jg/AvCtOnTbB+K6jW0P4cGUKSKNUq/UuVKqQ5MByV9GBxAmYjLQIppp7K0MAhcECqD1Tdffx1miFjX6Dv2aujWrZvNGviWgfzyyy8PfV/qy6PtV4H55ccffwxTNLCxBwTx+Y7lonGTBXuegCMHylW5cuWUcEFcygkzJh8AIdKFBzoMDBqBgnDA68Q9MxuEXJaRrtYS3CqxJbis6Kkq3NHO65P15xuAZdHM8Pme9LlW1GCtRbVh9Pgx4ZeffwlDBg8x0wj7tbB3yXHHHxf23HPPUFJtAS7BHZosF5RId/26yAZ89tGgjbnS5uAcPCAomqCiuNBSBZk1yBuhiZU9pv5VeQDTDCk+y6l9ebGHI9R98smAcONNN4Vp0mDNnTPP9n7hS+gNfLEXC/ubAMz6bKmtp51kRI5zLwP4Jsyv3pYFhTILQmuCOepj4GfApwO0RLog1KhZ3fraoYcfGjru3iE0qL+j1Y00oHnA6Z7603eqJrVs9lJ/3ISYlbMpvbB3ChpV2tz3UWGPFp4rVEgsS6duCKDQR5ky5a0/0ibsXcIA5e3jdWFPEsxJruGB/nkGBwzCjmuETfo8V4Q4/Jgwj9Ie9CPo3oVdBFqEc4neVqW8vLVWvtmzZocHHnww/Otf/7J9WV544flkOeUkXrheeSacb/mIyV5hgZY8qz8A0A+myQqiS/AX5xX0eQcEl3r165spFOHlvPO6SegvGX7WgN5I+wqVRAuqyPnqA6WEF39eR/+n7tpjJl/aWCZO5EN/gg4dr+RDGP0UcFrhnrzrK28gU/RbWvgrL/wsWDA/3PfPf4aXXngu3HLzreHee++zOP6H4sMbEJBpS+cTPlzRloMGDQoXXHCB0TKCBWVKtHGCDqEvykI70sZrMV2XKxNy1+ZaeM2q1a0+pG8TMJVtg3BMGuW0H8/ixUvCaE0cJ0z81dp31113DYd07hKqi4cwOaQPeV/yckMH4AGaoewAk56aNWvafb7anfbzvk8gdXIajN9niW7pH7yjT8C/GcNyVQ+W/a8WPquLTzPRpf1yJKhVFg2++vpr4e477xJ/EK8aPcpwXk1tCNhYonIDTu/cU26nd563GVSR/xnQzFrbgUXRV0O+jVq1axOVlA/qh598HOVvKIzWKTxPXH/g119GFStXij794nMLK4jWR7mFBdFTzz9r8V985eUoJz8v+tc7b0XlK1WMBv/wfZS/vjAibZlC9DeKxJjsSmDmqtWRiDXaULAuyl+bH6kBleKGaFXm6kjEZz91AIufsWJlxM8SI0H9/FvuJXxE0n5s8t7j5q3JtfBX+70SicFFixYstOclixZH0m7YvRiB5SMijdR5InU6eyacMiWztHtKtE53OapTdl5u1O+1V6MWrVpFGlyj9z/8IFq+ckUq/nfCQdny5aLB3w2Jlq1Yngrv2+9li3/f/f+0MA2EkYg5EkO3fL3ehKmjRpQrDmImFk4Y7ymzButUFE8nhW+98TRIOx7X0tCfvHUF0aqcLKMD6sgvt2CttR31z9d7ro4bL6OCorUF+dE/H74/2vvAfaNul1wQzVgwO5o6b0b0bL8XolPPOC2qUKlCdP3N10d5hXlKQ/mvy5PPaoHKna9yZUVr81Q/Jb5yueqfRLa3Dc+0b/p7wrIzs6Ks1Ym247Oc3DVRxupV0fyF8yNwq02/LLmVGSsjcEycRUsW21XCZlS+QvlowaKFVkdwvWzZMqND6rRo0SIuKQDPcXDcOq55Rzt4PNKDpqkvv59HDI8OPOiA6PiTj42+HzYkWpm1PJo4dUJ0+923Rjvt0jbq1Gm/aPas2an60ye83lZgZQ+N89MmbRF0vS5fdKrwRJ6F0bx5c6Lly5eqfUXz1oKF0erV9LnCKCcHPCVadsmSRVFm5ip7LijIi1atWqHfKisvfQ9YuFD9REA90kGCl+HKw6EtzbKtmE7/9GMwxg/68Pv0a/aaHGs3yjZr5nTFLrTy+LVGjerRddddq/wW27vFiylXoh6LFi3YGF8Jb0j2Z3gK/IG+HqcjRRY+VludEm2TKJ8E62ip+u1L6peVqlSO5otunP4TOSVyXJWdZfHWFqodUqVQ/fRMPeJAP4E2JCikaGLevHkWxfvO9OnUN1GGzDXZ1v9WrM6Ihg4fFtVv2CC6RzSsiY3h1q/2QfIP9OZAfbxvEnbttddGEo6trt7f5X+RKot/Rxlpk5VZK8XXCu0f/dRxvFq0scZpZwP5FUY33nyD+FqZqP1e7aOT/n6y8f8dG+8YSQtoyTrtTJo0aZN+5OWj3B9/rPFFPCtFXyoEYwKFgcbhBfTvV17uF63KEK0qXJvw2c+Jif5BOwPwJ3iYtwv8efHyZaln8AqOz7vg/Khq9WoWl3bztozj0stJuuD1zwSkpf8ZoGloCDrOnffeE5WQleOjAR/bMw3FQHr7nXdY+DXX9bDGyhIT5x0CxJ4dO0QLly0xgWPWvLlRyTKlowEDP7PviJOhjgvjceYOA7eBThkb81QcykDDE597OjtXvgG8c8BMnVk4YyUiYaQJIcD4xo4da89OJOPGjYskeUbDhw+39PhDRwNckEEAIk9+DE5+z2DFu7iQ4e8I6/6PK9W5SkX9P+6fGogZzK4VrsDlPffdawyCb6jPm2+/FR12xOGpMK8r7zX7tp+nzxXcIZgsEY59gCcegyIMjTLAvPkRTpjnRdqE8QxzWqrORtl4Jq05ai+7V7lgG9ABHZS24Orx+JZ7BxdUwG/vPr2jBo0bRoOGfKU0SKcwysheJcGUjl4Y9byzZ3T4UYfbfVZelvKgfIkBN28tQhODCQOdcK8BnPagHRHsXOij4w8dOtTiwJidObuQ5eXk+twLz0VlypaJps2YboMWYfzAn99PmTbVhL5RY0anwnjHwOhCIIMj9fZB0nFFvHRaUNAmTNvrQD2HfP9tVL9+vejhRx6UcEW/kRCXvSLKylstHOWagHHMsUdHc+bMSQnfTrfOeME3YV5v8oszQ3DoOOVauL5A9MBgv2l4+nNBIYM+cRI4giacPlxY4B3hjhePS79wWnMa83fxvkQYdA8u4/QJDp2u4uVaLwrieWXGcsPbLbfelCxjoi6Lliy0+uXkZqm9lpG6DUYMROkTEBukkhMaBE8vC1fnYXAY6P7t994VTZQ3fkUYE4e54gPcO2/i3n8LJKTC2xDAvQ+DE0s72ee45+d5cx/HI/HBA2kmhu1E+tVq1Ihuvu3W39BZnGe5UDtt2rQUjZI26b3y6itR1WpVLW/o1/kv+CZPp2nKTdvST12wWJ3DxCVRmuwsDfZ6t2ghQpHaZOXyaMCn/aMfh/0g+s2SMLTaJgx169WLrriyu7UzdZRGI9p7n32ifq/0S5WBcIR9Jlq97uhltAP9OI/X6xQv5v6NN96IpDmLpEk3gZAwB8YDH/Tpa+AXHC5aKh4pWvM2QqDwe8YxhLUaShOBgnbjHXwOoH95v+OZ/hV/Jmxb4X9OsKDRaRAapppmCSeecrIhHeTz22e/fSWhdoxat2trDTFn/jx7f9oZp0cPPPyQdYpMzTzHTfzVBtPxkyZaZ2Um4A3rHZn0yM+ZD0Tv0ubUmTNS8X12SVx+AAOJEZQCkGBNyEi8sjhIyzfcdGN09dVXpwiWjvT555/bYCOnKIsHMXqanj7lXKKO6QMqBO+Mkzg8+4ACg3SiY1ZCJz7v/G6WJnHJ8/Ajj4g6CmfNmje3byF+0ru8+xXRCy+9aEzV0wcXCHaWj74nLviytNT5nfn4++tuuD669faelp51Dn3P1d8jZPgznQjmAXP09wlmsjH+0owV1obQQEqKV65eX78qCxPIfMD/6aefogaaXV17w7XGmOYvWRAtWLrQ7teupwyJf9NmTUvdE1IgocMFDDQYlIsfjBPcAuAGIPyaa66Jbu91uz0z+NvsS08MvLynfD4g8gyDdfqKM3IYK+2IQIHQB+3xLYzW8eV4YmAhLcL5zjVwXD2+tZu+jQ/y0KcLAAzcRxx5eNSiZXMx1QXUPJo5b7pduV9TiJaoIBox8mfLS1klhD00VcofoF4AZUFopiwA+HE6zl6TqXQKJRDPtStD1Zp86KcwyszNFD2RD/SciLcqc2UK//MWzzMhlXqCG65eP6+/XxHOvH94P6Y8vLd+LDqEdj3MtUb+TDxwRhxo1OkKQcg1Wssyllm5KUn1GtWMtigv9UFYIpx6+RX6sYkHifMTrFi2PHGjvwQ5bVDG+EzWtRPU+Z8PPqB+XC1CYChKkPBBCroo6j104f0K/K3Uj7ydnhBCvF8i4JMn7/mOFl2wdHGKD+7YpEl0/0MP2nuLo/7LFdpyYVOPxg9vvPHG6Mmnn0qlR7rwF5mC7RvPh6u3L2nFwxEqlmfCqwuj3HUbNV55uTnRyhUJ4W29tIxouKAlx3+O2mS16Kt5q5ZR96uvsvygC+p31LHHRI8+/lgqH+gGmr3w0kuikaNHWjh0QFlc00W/sfpKcOAqU47hTLf2TL/nG+KBS/qdPev9zLlzLE2rp55pR+7BO22AYIFWCo0FE2CPx9XBhRWe4/f+fluvCaP1NhtU/nsSwCGxtJz2asjm1UI2/8FJh6kVK1aa3Rifi9NPPz2cffbZYZZ8Ctq0aWuV+3n48HDHHXfILiu79A61ze7Hi2VyjsFe+L2cobDBHXrYobLB1ZAdLM9s0dmy5737zjtmg8RW1mn//cMuO+0SmjdvEcaMH2t2rnat24T7Hrjftgvfd799Q9dDupiNGTstttJSZWSzSdpMsbFlZK4KL73cNzzxxBNhF50t8vobb4QasiF3PfzwULd+PdnWtCpC9Xz/ow/DT/Jz6HzIIWHvjh3CDrXryo4qu2/pcmZD/OTTT8K4MWOFixrh4osvDqvkg1BD9kMcMEspowLZGqvINrdBtt6lsjc2bNBIv4bhh++/tx1H8QnABsz1cOUtVW6YO29u6hyXqVOmyJ57XsKJs3yJ8KtslT/+9FPI0VkkVSpVkW/LRaG8bIJrhKMPP+6vc07mhXp16soOWjbss/c+4ZPPPg19+jwSWuh8kb323kt5rgzdzu0W1hasDYsXLgpffv2V+aqoE4cjDz8iNG3WXHjOCxMnTTIflMlTJ4fv5QMjwUc47Rq+/Oar0LRp0zBLqyS+/fobq2c3+X40qN9ANtHEMk1s5tjJsQNjV3fAwWyR8jz9tL+b+bph3Xpm28S+bn4RZUsGMfXQXGWYPWe28mkWZs6aGb777juzX7aX78W+++wbslV3bO348rCqaJjwsWDhwnC46ObZ554PL/XtG5o0axoOOPBA+c5UDft03CssFc2tlD8EPipfyK5Mu+y3335mE8U584D9DzD/C5YUUwY87WkjMQfz16EOmu2F3XbdTXRUIizPWBEGfTbQbN7169UPXZX3lLFTQstWLc1PgPL1H/CxOdeV0u67p6rOMiibf4qMtI4Su5ZSODBZOMch8Nprr0n5bTTZsYm9W5O3xrbiz1qTFfZo3z4sWbbU2rnhjo3CCOF1qepWIBv93vvuG/LlP1RHuIUms2WnXqa61Kq9QxgzanQYPWaM2vLQsLP6TxXR+wDR74zp0+18l721xTvnzdBNlq1cbv1Ss8sw9PsfwsJFi8JO7dqFgw8+RO8lZSlOjtLmzKDJEycFDfp2hk3NHWrKRl1Zz+vDbJ1L9DflMW3mXJVxhDn6nnDCCYZnnJO/Et/Ahs2ZSXupjfANwmGOs2oOPvhgoyl8LTTAGf2DiATvkXOxLOIzRSOz5LPFEQHl5QNQXj46+PDgA5Qn+itXtlyYPHWKfFV+TvCqFs3Dzu12lv9OyfDlV1+aDR862WO33VWXNeHDDz4IjRo3DgcedKD1Y/zH5i9cEEaOGmm854TjT0z2/TKhSZMm5o+RblN/6+23jFZr77BDOKhzZ1vtRn+u1LgyxQ9DhgwOnTsfLL+yb4MEGmujIw8/0vCptWFBWhDz05jw6wTz8apYuWI4vOvhoUD8iGXauDZnZKyy/jfx14nCS8KBGzqlLfCjwrephvzH8FOQUG9+ExIqzQH50cceDSecdFLYQ7wM34K6DeoZPYO3CTqjieX0c2fPCQ0bNwr77rWvlQs/EegZmlu4ZLF8KvLlt1RBfK66+GBZneQR2pwAACAASURBVPGTYb4u9HV8LdRpwjy1YdPmzazv4E9Dm9AeI4eNDNWqVwuHHn5You+L2CrJr6OW8MV4Al3h75Cdkx3eeett8fpOYfc92lt4KaWND0SNpPN/Cfm4gDOu+EpICJBT64aQqb5eS+OLPODtHCn8dhaqHTPUR/Zo38HSdr8ofEbmzpljvjyjRo0KLZo3Dw1Fj/KSsQUF0AD+LZzThfP2HnvsEWqqLtQTXG9P2L6pb8+S/4G0YToQK4Cj2Z06zEo22DDw84HGCL744otwwAEHhN12EwPW7qLPPvecxf3uuyHWYAgZO+ywcadNXvbp0yd8/PGAMFZM79xzzg2vvfpayMqV57IIY/7iBUFqs7B6TXaQT0eYIuZ+9tlnhfETxoVPB34STjr+hHDowQeFW269VcLJgiDzRbjx+hvDUHk6A5JkzeEIpyycNmEgEO6smbOMqa2TcxLOZAxMi5cts8GQgaN8+UrhNAlHAwcO1GA+MZxw3DHhs4Gfh3WqU2kJFbPmzw49e/UyZ71DDu0axo0bH9q0amNOS5plGW4YMKReNadQ8i6vfIBLLrnEnN4oKw6Cb775Vthll10svHKlquH5518whzKYH+WD6QI4qPXWKpq69eqGtsLj22JiJ518onU6aVnkvHVv2GmnnYwB9Hv55ZCVw6FjORKA2DWyXFikAYa2ow5z1Jm6X3mlHbZWvVaN8NWXX4abb70lzF8wz5ju3089TYPt/uGxPo+GTyWcvPjii+Gee+8Jfz/l1HCODi771+v/0sD7g5xNXwqXX3aZOeOxuRlCBYDTHU5ZCIL8GDSksbCBfK8OHcLiRQuNidF58sUIYTp86ytUECp+Gv5TuPuuu01Yna3ynnbq39WuP0pYqRzuU1133HHHcMopp4SHHn449Ljm2tBLzla1daAdTmOaQYShEgiHKf4oOY9dKpx36NAx7C/avFW0ctONN0rIWRhOPOHE0LVLFxPyGOwQRF944YXw9NNPh53VJk2aNg1vy1EZaNiwoQmknLdzQKdOYebsWeZ0jJNy7RrVwrvvvRsqS9jD8fLvp59mh7XVrFUzfNS/fzj8iMNEN2VMgIZJ46gHfmD+DAo8I8zB2KW1MjraoMEZJ7kVEmJwGIPZwbxhunUkPGbq+o9/XBUe6d3b6vvLiBHhUNXlXxKSC8T8J4huL77ootC2bevQ/YruJnB9PGBA6NC+o777R7hGOPvm62+Mxk8+4ST1qQnmbPyO6tGlc5fQ5eAu4R/d/xE++ODD8OzTz4Rjjj423HDjDSbwS7sSBn0xyJy0f9WAdIf6wjnnnGMDEELrtUr7CAnKTC5uve3W8NSTT4arlOcLL75gTs0IOA899FA488wzrS+AXxwHz5eQitAqbaIJFAioCJ0O9E2EGPrGY489HuSLIHzPDW+pD2WuzgxLJLwjZCPUItg9/NDD1j9kCgjHHXNc+ELfIWy88dab4Ywzz7CVJAxmucI//eu11183PDPg9Ly9Z+jX9+Ugc2z49JNPra9RDhxbaa91mnjQHpVEj7RJjx7XhhFaoYGT4SDxwV1FP088+URo0rhJ+ObbbyRQHGQ4OlF9tvcjj4S77rwznHryKeHCiy7Uyjot61ba8DDKxTJHJgmvvPyK+ml30QiOjqWNnnv1vN3KjVP3O+++K0FsVsLRUf0P51AOi/TVWS60gk/qwYSJ7xCiZGYwQbKKnK85oBE+/OQTT8oh9L5w2smnagLzI9W1Nh05aoR4T5/wnvJ7419vqOx3hWtVX6CWaBynWKBUaQnJaiOECsIQdjhvCcHy+OOPF+84O1wmJ/XDDjssLFq6ODFBU1uBT1YPrsnLMf7EWUasuDnn7HPtmbTpPxUkJNBHtNZMOGOJb745yj4iHtBOgi/0gFDxzDNPa0LbJhxxxBHhGpWTftGla9dw5T+uVJ0rmfBPm8mEEh544IGAUMHE9wzxfPiyNKEWJ0t8SxrQcMpJJ6svXBn236+TxaU85rCqCQqwXYSMbVV5/Ld9j9oJdSEqKdT48rqNTjntVFM/nX7mGdGYcWNNjdala5eog3wqUG2i0sdJDvUi32Ovw/EIFdxDj/aWigz1UxQdfuxR0c577BqtVSR+Z1xwXtT12COjMdMmRQtWLY9+GP1LVKqsfBEefiDCBZH4daVeXyGnIRwK58phC4fSJ597xtRXqNpQR7oqy80o5IXDaZPmzaKLL7/MnE497L3+H1oa3w0bamUi/EjZtdv9bWd7tnKdf27UqctB0fT5c6Jc2Rh/GvlLVE4Ofj1lD0R9a6Dy4zhXIDNMYZ7sfFlS1ysMlZ0k/uiiSy42XJx59lnRV998bfftdtrJTCKKFokhRw/JdMQ9dv7WbVpb+vPkULdEjnY339FTPiohWiynqSNPODZq3KJZlClnPPAy4MvP7bpItuc999kruvjKK6L5K2RT1Dt+u3bYM7pO9mi+nTx7RvSt7KCk9dPYkdGsxfOjRs2aRM1at4wmzpwWZeRlG36JV7t+3airfD7ACTh97c03onoNGphqkbZFrUt5UzjQPapn1JIdOnSIpJlJOQOSAmpSc9CUejuhsJYKXn4V+Fz0uOm66OiTjrV2mrFoTlSmYrnow4H9LW/auVrNGtGBh3S2NnfnYcw0u7XfM7r6+h5R1trcaM26tRb/cvm2lBPO3/ngfSsfanox7uj5F18wM4fbvV/s+1LUtl27FJ1Sl28Hfxtp9ZCpbKnz3fffF7XepZ3hEdzc8c97o4ZNG1ub5KgeRxx/jLUNbTFbNv7BPw2NKlWrEr3y9htWFtLED8JNIJgouH/siUeVT+lo0JcDDS+YPfyXszYzys6XGUV4ATfU87W33ogaNWkcLZYtGwdp2uT+Rx6KqteqaQ7UmBt73nVHVEplH/rLcMMFTtTHnHBM1LRV82j8tIlRVsGaaHn2yqjdrjtFx51yQgLXC2ZHhxzRNWrQpJHhG9zyu+r6a6KKVSrJ2XaW1f2k00+Lrrj26ihP7z775ku1T/lo3NRJ9u69T/pH5StXiu568J8RNAjN/f2cs6y/gUN4wvdDfzDegW3dzQ/wj5mzZ1obgSd+xEUtj+kAFXWuHAb3OWDf6Jm+zwnnSjtZvkrVKkc33n6zPb/5wdtRp4MPiEZMGG3P0+fPjC67unvUbpedhNMo+nnkCFNzQ7+YFzAlntPtPMMlvAg8tt+7o5Wb/j1lzkzVvXLU6757DM99nnhcjsYVo+Xig/CUZ0VHbUQ3o8T7UKeTB2p8/B8w9WJS6Xr4YVEZOWjTFuBjwcqlUbdLL46qyIQDvlbKOZl+euEVl0Xz5IBKnI8+/9T65cBvv7L3+xzQKXrj3betDOQx9tcJxkOfkHkDUxH8GJzRDwGnMe7xr2jeonn0Qr++0Sr5Ky3Llt+OwuGl9H3akOelWRlR3UYNokuvujLKLpR5W/U/7Jijou49rrH3mEIee/rxqMGODaL3+7+vL9Q2ovVcld9MIDGHYPyi6OMLZfK8/B9XRLXq1Ipq1K4VfT74a0sL/gMvO+SIw9R2t0b0n7FTJkbnXnyh8aH+gz6Lvvp+cPTzuNFWFsoHneP8z5Xf2Em/WnvB98EtYROnT4l2FA/bZfddo1nz51rY8y+/ZDxghEyb4O5r9Wtp/8ykjWmZsJdffcVM9NADbYoJ9K1337F3mL5rqG/16tVLMRNA3wXcr88dshNvt+3v/5wpBGmY5T6omFBT7rb7bmGkZkuo6ZmBtWrVyqTcnXbeOTz11BM2O54kdelVV/3DJGpmIWyItVBqcWa2J0o1V0nq0/wNWkIqqRs1df4GZnQbQn9J1hoowueDPrfjvlHvHnvSqVLttzBJsZ5U8KVKT7ClT7Vr7GAziMpVqpuaEs0BEnyQdo57ltTZ8lfN5KtWrqolp0ttCdbOu+wcSosqV63OCDWq17QljhWlOcAsU6jZvXw1rCy1pCZHLs/IWhnefeO1cOqZ59gSt1wtY2LJ3XGSyOWEZLMlZqNrsnPMHKMJaVgvibyc1I0Fmkm3aNEiNNAStZ+kVfn6m69tpoaWB0n85JNPspkYM5xRWpf/1FNPmVnB1sxLGl8tjcOLmlHLI91m8hdccrktxTpDM7/LL740dNizvbQ3t4QzzzgrZK/JsmWnCzT7oVx1atU1nP0y8mdTu//tb38LL0njwHLOadOmh+NOPEVq1LWhft364W+77WpLfes3qB8qlU+ocdFIsIy3fYf2Wna6ypaM1dDsaOnSRVIX1gvlteQUfBt9aBYCoIJFY8GyMfmZ2BIzlqeyNC1XuEgsz5RKU5oClv0xU2S2CXQXvaDdmjJzqi27lXdE0OCiZb35Zirg266HHhoa1Gtg8Znt1KxRK7UMukK5Cjaz4aWEMs14SoWTNPNAK1FHJi1oAk1A1SrVrM2jKlF47tlnw5lnnSkNS2KJLloU1PXrChObCZGWfBe0dDBfZWHJWkXhJLF0tEa1mtJizAhfDvxUmovK4Z677zYNDbOxDjJDoZVCA1FZOEotoRRxyPZr8ViGiIaKmTc4ZPaXma0lrKLV8tRFcXPytLy2YjX7/uW+fW0J5A41d7AZb0FBrpkgb7v5RutznaWKb6m+WEVLj2lrzHcAOyDUk9arTcs2Sk80WqmaLcVr266t6HuDmerQ1LB+/+gjjrFv5OcSbrzlpvDU44+FcWPHhaY7Ngs3KB/6MaYszEQa0DR7lDlrFdqB420pIbPIGtVrWBq777F7GCwNyRrMeJrl7yezTeMmjdUHvrHlm2jGiI+2ijbyc4OgKTNpKhW0Nv1e7icNWVY4+dRTQvXK1YP8KYQf0Z7U86iugRHiR8xAX3vlVVtSTvhCaQN223N3o7H2UolTR2bgxxxzjGapP4W99tnb6JT2eFImUgnM0sj2svYB963atbbZLm1oJwzLxMVSZ+j7X9J07CBzE6YyYLW0uD2uvdbCB0mb2KPHdabFBU8sp87MyQy1a9YJ9/7z3vDayy9Kg7fI2vdlaQYP0cz6UWkPALQjO/9NZRatvq48MBXBL4FVqzJkxt3FaAcN3fLly4yueUeZADQW8rMwvghfRiNCXOh2fVntbRMViifqvKYd6prpBi0ZWlTMASul5ZFUEJYsXxK+kaYHnnbzLTeGHPEg+DAzdmgfgJ4VYNqKkpr5scy7jLSQvuy7rjRsaID4deywV7i+Rw9pXcaFmtUT2uu77rk7NJIGcvXqVeHB+x8IF1x4QRggLTZlxxSnATt8NKB/GD7ipzB86DDDlZy4wzHHHhP2kcmmjMoB3aP1AnbcsbHuq4rudw07NmpsYfQFoKLMZvCZR6Q1atiooWlcXAt/7rnnGV+A5sBLlcrVpG08wvgIfKut6JP9UtDAel6kSfn86loiC9iGP9tVsICgASeUbSjnn/YpJhCIGsECIjzzjDOkrrtC6uWbzD5JOMLDWVKZw6gvkjp2B9nQ2rRua/ZrNsgCGBgk4dpR5nnyp8AHAptl7prcUK5k+bBwxQIzIzAoXnVlQu2Wv35tqFQqcVZAxuqVRmB842v2IRBwlSlhILV/ADZBEQqAihiVN8CgCH5h/DkytSBUAKRHJ0Jo0swywLgrayBn3441OvYexgPs8rddwvXX3qiBTkKD1vZjKecb0kQ1xvppaz/RXCl1MnFeHW6WGDS7nX9+6NWrZ3hYKrzDNDhiK2WzKYj4PjEbVMtt2raVzS8hQMEM8qVi7t69u/wEWoVVYkzVRPQAA1zL5q1MuHlGKvyLtS79o48+Cu+/96ExDgbxOjIR5OZrPb0YCmphyOroY45WxzzWyk461A0homB9fli+bLl1HJ7XFmhdedkKwlspExQY+Dm1F8EPXJZIhpcor03GZHJCQAAPpaXyBxA2gdNOOy307NkzfPD+++FkmTBKaHDGXoy5QBgyoY2BCX+CShUqmaB11ZV3aQ+ASgG/GU2HTCCD5hAKaBsfSEgfARABlU7vJhUGIoDBGlUqQkkFDbDQJzSBYAuDrKAy0ubgBuaN4AEQD/oAoCcGfMx/Pwz9IVzZ/cpwSJdDwkcffBg0Y5TKdp0JecQ99e+nyXx2onwfloS6teulcEtpUKFzdDx7PSCQ0g+Azgd3NqGKPWJOPfVU81NI4Ff7RcgcUktCU+UKVSTUaR+KqrWSgnaCZsuUKhMy8zINP2XUVti4CUvQ+sY1/tQfsxM+QAC0HFWIzFTGPWaMimU16EjA8f6zdl3imHAE0NKic0xCqzIzTMX9wvPsGVEYmjZrqrNs8k3QqCUBH1orKVMmdIfgAbDvBH0T80GO1NBMTu4SLs85+5zwpEwlmFEvvfRSi1tCNEQ8gO95Lq0fgo9mh+YfhFCxcrXwUj1xMnKGbOvY7xE08OVhIvDIw73NLwLBlXrlSvjyQeAK9aVrr77GtrYeKDNnj+t6BIRRfBRWrlgZzjr3nHDnHXdbGRDS7733n/LdyBVeShmNIVQA0B0mmF1329WEJkwjDGqUv0B8jTrTH9iXBvqmXei70At76ZQsXV74ayZTmHwmRKPQDjih3qVKlJY/zzKLd+H5FyT2pND38AL8KBBgmGzwPeZOABqtLEEeoZ4yQF8M0FwRkJnUAOCEvXmYyDnQxytXrGL+NQcfcrDxhunTpptZu8f118nP6tBQQsIIZbv3nnusbtAN+4UwEJspRIlh7gNP0jap7noWfzNhRGXfRRM26BO+Io2KjSN7ddjbinDrbTeHiy+9xCZ1mAR3bNg4dJLZ8bKLLwllpFbBNPS5zFLURVpQ4+EIFtwD+Ov4BDFbdZazuPV5xiy+QfiFJ8PDJowfr/7bRd9q/5tqNVJt52PF1KlTTVhFeMbvinGLPrtLu51SQgUCFRMmH0ec11lhtvFPgnNtYyL/TZ9DVNU1C+GKMxWzRmzLP/883Gxa1AWnq52lscDJ6YcfvgtdDjnEmLQLFXwLIZYUoUH8dOiKYogMFlXVYZetWhoa1mkU2rRrG96SPX/honlKVcxBQsWqnAyxl0KTdvPF9BMNm2CUCAfl5LiI1AgxOSChYpfDTkmnA5iR4a8wauQoKz9hzMRtEF8rYpMDaTXNZi1czIMZVBUNtHVr1Qttd941vC277vKMpdb5nAgY9NxJ1D7kj79MBWgQ6dzZBJlRI0ea7Y+OCE6YWbZts5McxkaF/eXjYMKN7JT7aWBt2KCR+RaQDIwJgWJ19irL/403Xw+HHHxI6Pfqq6HbhReFX376OcyRHwiAA97gwd+aUMHzIWqLKhKUXnpR2goNFMyylyxbbEIFDLRsqXLGlMAjAGN0YAa/SrMK8EJdGaDQJIBX2tzt4T4g2kwm+fG+mqFiW73jzrtthssMAKECTQ0bbQEfapB+tHcfGzxPl2YKp7zHej8W9hNzKVeukhwQx5iAQ+eHcSEUADDahvUbWRtrnbw0MpNtto/A6oCwx+Zi5OUbMMEQqB9Oi9BMY9HrcPmCYN9eroGKeAgvCE8MtMRldtlYdnNs5m3atjF7/YFyFIXxMeOuXbeB/IReNaEOoQJwrQ8CrIPPeKA3GCw24fMvOD98+eVX8uf5zPLyGR/CbUbmyjB2whjRwH2BLeePkmA4SX4UCxbOt3oTR/sdGJPDSRVAyMIOTf8C0FqUUVtlZWbZMxsG0aYwZuIx+C5buczq7psTlS9TQWJfae3MKIGrbh3N9JvY7rrHH3OsOd09+PBD8l/poLaqbIIKgimDDRopBDwGR4BZN3VF2APf3J904knG8LvJQZlJATPw4oA2zxbdfz34KxMqEBb4NdDMNCdbQqnoRCbFsFoD+a9Tfg3lVOdszfyByhKsmfgskyMijqRoxC5Wf6mpSUZjfY+GEh6y0847hQ/eec/6F9+Zj5aEadoRHNJ28B3aDYdfBMRhPw4zfwsmXeziO2nSZNWtekoYJg8tezdaRTMAvcyZM0eDYUNpkMRTNJHA32HoD0ONxvOVPsAgCA6P1ux83pyZ1vbwBQSI3Fw5uKs9EW6qV6tuvgHwPfgJeKIdLA0JcQgXAH4IAP0cLRubEDLwUx4mF2ic6LcIZwDOi1Wr1TJnZvgDfYq2wg+B/mOCeXIjtRxpaQE0fsBsOdcyaUIYRqDCryExEZQWTvweIQY/DODh3g9ZH0OgqCKNMbxhkbShn37ySegjTdkqCVFPP/O0/MAWSgibHGbMnhWu63G9fYtQVULpoynxCSL0lSf80F7QHBtqrRfPbN6iuQlx+4gfffnFl+aoTSIIhExYECIQuuCbpAE4H1ujfgJOmYQAxlOEK+qEUOHx7eU2/ili2NjGFP/DP2eFAzOuSDNWdkFr1aJlOOjAg6wD7I4qEGatOlSW6vy4Y4/TTKOMHLmOME2EV23ajBlhyJAhkoQ3hJ9/Gm4qYhjk8qXLgjarsW/RBDz93LOW7mEaNIf+8L0G3J/D1198FZYuWqz0shV/qYilMMydOVuNyva2P5uX8qgRIzW4TBQ5SVGg8jLb0cbbkrYpW0l1sszQrHFTScP7h4+1ffdZcpi6SY5pa7Jywvfffa/OUj4MHfqDGMc6dcS5QZsrBS1ZDZOmTJKT56LwYt++YdH8heGs004Po0eNkHPSL+Huu+8yJyXqaMLFxvE4IVzEKKXTfp1CR3nhM3Dh6ApAsEjHeEIzAJ544onGNDBB7LHHniaAsHvnxRdfJI3EB6YiHDtydBg7dlTo8/Aj4Q2pStk1rqk826tJOq/LyhsxpEMl+I2V8HTlFZdL89PdcMyOfb8M+ymcf965tvNopI4ycOAnIWvVaqtPrhhE1uosdbpFoYJwQdFHqY5oI1gxAWNE+8NAVk7M+vvvvzcBgfoAzAwABmNmmADmHhwnYURHHHmUOV0yyBNngQbrCy+80Jw1jzzySGtz8PGNBtlHH+0d3n/nXaOrQZ8OtBnJTyo7A+KM6TOkZVhujBx0r1db46T5kUxot9/WU6r7J+RYO9ZWDkCXaEgYCIClcmYbIydCBt+vvv7K0nvg/vttVcJ5UoniRPiUNBEPy8kQ4em8c881RsnM+tP+H4Z35bX+5mtyYh3yXZghFTc4yhbDvePOO8MI0XSPq64JE38dr/QzwztvvxmmSxhgJQ+aKcCZFTNoGDTtfNttt4Wz5JyM0xpOvtrwRytjZtgPHN93z32aOdUMbVu31Wz6TtMe3HDd9dZnYOZPPflUOOqoo0zIhHYXzl9gmplpU6eYOWH5yuWGL4T6DA0g5aW2Xi0TIPSWqbyoZ70d6sg8UiX8Om5C+OqrLzTIBU0afgqPPtJbGoVLQl2p8NcXFIaZqs+0Sfwmq09+qf6RE/71ymuhtIQw6K2qhIcZUxN4EbMwXoGQxiybwQRaB0497VTbARLnTzRExcFll14mjVKD0F1mwO++GxxGq6+/2ref+uO88NF774f33nsn3KLdUhs1bBjOPf0stdlMlaVy+OyzT8LEyQmegHmI/oE2FaH7CNEcwMoL8Pig2pzB86YeN0iDNT2sEF8aLmfGhQvmaVApDMxmtaGYmcX47qFHHjZtxDnnnG3CMCsh2CZ7V/FDhGkAMwQCDt+CozkqV7+X+tqKpF122jnUrFIjXCZH6HfffEtC//Nhtmgbmpo3e45WLswKLZs1l6BSwxwMWWHFoM2ukGs1CeqrSQJHJDhOmaQw6PkACK3R7w46sHN4WXn2fuSh0Lfvi+Jv+WGJBIgVy1dIwEhMnDAps2KF9iP/Fs2ahTPOOCM83vvR8INWaFWUMzhpoYFiEGYyiMYCbQWaXWi2ps3uM8LV0gg9LrNSgQQqAGfJ6aKJx+V4S9oZ0sRVkxAxZPA3Rkv33nVvaCTBnHc5mdmGizNOP0P03ibsILMJfAoaYcFAWQkS9Hnuh0kYqy4hjnoQpg31NFmsbJNUcSP7hnGgogQZTBk7C993y1SJsHF+t27JYyUkiP76a4pnYZpEE75gwXxb2Qe/Q6BEeKDODon6JxyMETD+LCh1p+DPSmxz6cRnjZuL81eFwwj5MSAgsUO0jTWY8WNWCjCY8B7VFFfU4MyAIIoNanm8lMeogZnRoJrDBjddwgbqu9atW5vKqY2ujeo3DIcdfripXREoJv060dJsoryQ9vFmRjXbQp2OK0sEafw9d9/dZo/MJJg9w0iNCBW/bNmEd/E6leXAgw4S4y0XJslT+pSTT9aWr5XDhHHjbBkt8XdTOlMmTVIHytAyyKameturfUfNjhuE08/4e1gme/tbb7wpL+4F8o842VZw8B1gV/54gIUm/A5YiYJQtbvSb6/ZHrNlftiSYb4s2T1KzI7Bz7bnViLYgptqRj1+/HhT2a9amSG7ZKOw/777BznxhR+H/mjSfR0xTJbe1qlVRytBFplQh8p/+pRp4cRTTgr77b1v2FV+MawgYWnfp1opMEXMjgEXf5kJ48abdgZ88sOrnVnKiJ9/sZlN61atbTUJzIKliiwVwxO+ZYsWxnDAN3RBfQBMCdAIz02bNg2XXnZx2KA9u8crH+1AqiW/T4ppDzd7aZ/H+kgwamqz233320+MfKHNptHktGnTOuwjO3iDBo307TgzX9QX7TRXmqySYMtkZpYH7r+/LTukbMwC60odzwqRZoqHiQxNGlsEQ6MsNd2hdm2jmabNmsj/pWXo3LmzCU/9+vUzv4gTJOChkWGg79i+g5aeLQ4TxIBg4ks1833jtdfl9/KiMakTTzxZJr/WNmOePWu2VlS8H2bNmGmzn85i6vgXIJRjnoLxA1xh1JKczB/iWLUzS6rnzJsTnn7qafkK/Gw/Vsbcd/994egjjzH1dRUJIiwDHj1qVPhWQjrLojt27KgVGddoltkgTJsyJbBaCPqmjRpo5kle33zztb2vo3rLATF8+803NvusVLFiqFGrhrSR1VTuD2x5NH4LCN7Q8EHSynTrdr5uE74wLFllxQw+F0dKmGFYxv+GAYnVVPR3tHz1NfNboQFoxC8jbGa3bm2+rbhhJs7Mm4H39ddeC/dLqPN+AF6KAoTJxVpNcN0N0maXJwAAIABJREFU19kKDJYk0o7QB/4I+x94gFaanGFC2ulnnm5mgicef1xL4oco7/Kyt++o8lU1PKMqR4ifrRVirFjBRIXJBdpFcNtn333Cz5qo9Ff92cabQQO/sWHC8yCZTtBuIUDXqVPbfCswiyE0sPweoQINFAJ8NWkSgDFjRtu5HGgOhg0fFiZO+NXwdctNt6hdWCmUZ34O9DnavP+HH4XPv/g8yAE8sNydpcddDuuq1VXDwyfqs19J6G6jAZct31H576/+gp8H5hbywLyXoCsJ3BqQ6YP4+YyU0MfSSVataNfY8Ivyqq3v4Ce77Po38w3B/4TVIyy936lNu9Dl0C7GHx599DGtEHvBeA0DL9rBurXrpGgZwb6iaIrzoky7p+Wp4O9JCbwszYeXPdKnT9ip7U7CMyabKurj87WS6V9Be2zYMno0ytBLz1tvC++/+56Eqjnyt/hYS833URlq23hSXhrLZUuXGL/+dcIEO2KC58Wa9OyiNuJsnwxNWphIQNctW7UKvWV2ZmVMLpNhPePTgUCpzfTCyy+/LH+b96ztmzVrFoZIgKL/o80xHqi2fvvtd0ybiZacFWloctBSgFf6lZtDHOdF0e/vClOC2w00gG+yS992y+h3JEyZ3BuWz2R3Sn0tlZyVl/eS7Czcd0rkQaom87DFc9e9p/3qKzZYyYGHLj/eqfOapzhez9z7u/jGM2x8wjv37pdqN+URHd/uWLNgxUqsauFKmoAYnF1JRxKohWpGYFees2MbMPGFb4CDVzjPbMDCZk18T5rpP29HruCAb3yjF9sIR/kT5qtmuOdHvqTF1cO4+oZDXKkzpSc9rukbFlEuwn3DHbzs2T2QdHxjHt57PMJt4yuVyfPhPZ77XMEgP+697VIbRMXqIYavGPLq1y510ILhQM+2sY48+7niYe4/dudjwx128/MVIiuSG/HwjHd54pdoZ9L29qPMGhCsToTzLOZq13g48Xnn+KROPHu7cb+5H/iZPXdOxMqdzwZ9bvhkRQHx2YCs49572QoknsEN7eB48Q3NeAeAEwAcgRdAzqeqDzuespU4NS6IFq9YaLtucs/Om+s2aHWRedqrDUTL7KgKkIKlZU+JZ26dbmlzILFqR1782pDMVuMoF98QK76hFCtHOu7VwdqDclEaymbtoTpTP/L0jdnYLI9n3+CJze54ZuMhrsRP38QOXFKuDz76MJLDscXjOb3vpD+DGzbIytKqBkrChlg8x8u/Sru5Eo/N1Tw+m45xbzxAhfItnsnY24D8Ke/C5Bbvvmkf7UjJbAO5ZP3ZMIt+FN84Cx7m/Ava4D08ArywSqR5yxYqgdpBtMQKDtKE9vjO8cSVDZziz8TzjbLYHIvWJJ/FWm0C7r09+IYffASA9gFpX1L38DrPjzRYIUUswj0dWymT5BvwK9oZWuI9G135TrmJL8QntDmWbbevGMu0ai3R4mxMlavVV2xGtbGfkwbp0fdYaUF5J06ZnKqvlyPOjyint42vfKEd+RagjIBtOpbkA85vCDecJPm6rwDxzf2oq99721FG2owf+AX/KTwn+yvpOl6dfgj7syAx7fhdosh/d2QkUaQyVwehdUDTAOAgAyDJuSMLmz8BEkBM9Y8NElumq+24Yi90nwjUkcw+QSwe9Njtmzdpro1tNG3SDGGDZjmkgU2MODy7wyjmF8WyWT+mGmbVIio7KEfBZlrApIHTFDMTM3FIAsUmClSSKQGfD9Jgdo3NDo0L6ZpaUWmZY5vir1whZ7FkfVFvYzemHEWBFZ3i6+f2/RpJvPCt4w/fAcwD2PfxX0E9Tr5c1dFSSYMjgJUYtEWh4uK/Aj5YNw7+UDfzjJMcV6RqtDTYZDmAB3VtZdUVAIfYWTlIDEjEl2Vd9Vy2fKmlh7MY4Ymcg5XT7fBI7Tmyn7pdmDK5lo17aIGZpRiA5uWiBdm/ueasSdhkdWuqYjbcQYUJsCIC9aaVRc/4YrBqBRqollSjgwfakZUvzHbZbA3fGcrIM1dMHTjeArQ94Ph0BzzaTYzK3lFGfuDH6iScoWlDm4V2TaKJfBbKmUkjU/UAOIhqX2nrKqn90Dpl61vagWfakwOMvP2wzYMTgDJ6vswwmZGzeZwYlb2vrRkaTpPZOVnCQ4JGoWfqBV3WUpsAzOpoA1a5oCHiPbNW6BbArwI64vAn3ikD+572pu7gGDpkNgaea0t7xX4g2TIBUq5Eu5fQ5kDVrY2dTjLVD6FTNmXTgGDaGOpbW7RIn26gjbrAoQom80XisDbHAzNiNAFoK9BOAThObg1g1gSHzErBcxmZFsyZWB+TL/imHhlSjQPlSpUxzQk+ANA/K3ugz9Uy/QEF0qKw5wx4Aj9seka5qYfhRrhFU8O37ihIHA0iFhfzDj5cpGkrz4x2csykR7+BV/EOR8m1Khflw5eMehjvUr0pL3mBz2bSEgK5KgPPmHtxgOd9vTr1wtz5c9WEkdEKG0sB1Js24OcOiPAV+oc5LiZpyrQySf8NtBRoKkkX7QVXgJUf8DOeiY+JFb4I/ygvfwZ8EOi7+K6Bd7RB0AtQW3448E0AmkJrDfBNnlbU5IkvVZL2B7zUSZol0cTSx8gP7U2OeF1Z9TH4GACfA/fQDhoxtCXQP1onxhW0X6aVkUmPPgUd88yKPdqINgX/XCuKntEckh7lR1NEHPCGnxFX2gKtCDSGNhRcJw4w22D9izwxiaAdNz6jtAHC/jT4sySUotIxqSsmIRUV598VhlbCge2DbSagAL/yjtk+2gMgNYPUvc96WY+PdMgPqdIlTzQfBgrU4G8vl+igICKRr0uvpM15IoBJjbxPHkRlCZJo8pevPSU4sIlnzgrwcL/OnjXbwth7ws8RECNKxSOMWaFrYpSyAfvwu5aDmYLPsJByi/qJcC1LZir8KB7feZ149jjcexy/gl/KQd29LEjOAOUA4lqkdBw5vgi3cqfRF+mDY0/bEkz+YcbLLMw1FrQbsw6kfi+/awVojzgtMHtCa8KZAWu198CqtVlam88ZGArXWnk0F7zzM0LAHjPMhcmzB/xMAhDGbJOtmOPtY4gEYfppV9FUu3EGBGEcJgc4HpNR7Rl8p8qdSCKeXOod9dcx1ZFszpE254q026ptIc628H4+CXks0NbtDvF+Ag7iOCGOaRqEK+rKjy2rqXvuupxo+aolwjcaKe3hIG0FYfQW6s6PQnLQmNM1z/F7nqk/+KJfkD+HivFL9LpE7+NAMvDLfgTDh/8YNdI+Bg21P4z8akQjWTqbZJbF50A4gHSgHwfq4DTndDN79mx7TVwHvoFOwHfXQ7tGWm4aPRDbjlrFNVx7HyrqyiFpsqErZqLsiTIl7nnHVtL+zq/zdOga99TFcKQ+zpU9ZpZBF7p3vkH/X7xYmpZkv+CArISmJ0E7rlllNkuuvh10ogSJ/uD3aAS55wDCRjp8iz1fOFgQAGfwTccXdEF/hJ8A3KfTCloLtKXe/5hhO49hXxbwBw/lCsRpj/qQp4c5zyAeh5w5bcbblTDnKcRLaEfVX6XxQkvkGgtwqx057ce9ay84wwWNFweXsT8N8Wl7SyvJ49HeOa4ZI8A94GEcreBhhitVzg8hs4pSWf28P/h4Qb/w984PqD805e3DFe0JV29PeJnvfeSaDI9POOA45J7yO+3z/GcB0s52A5DrCP7TM3Hq+wMJe5niREcyEKt3BuLQkAAEQyNDtDQkHSO90dwM4GnyrQ8cnPMBEzBC0bcUfY4OYnKgoX0AsZeKAKOICxCy7RqDtTND9B4G4u+dKPnWGTPvObwsfoCZ5+edL975YZio4opihoQ5A2Bwpfx5+QlVXsE63krYEvXGw7l3tZ8zC751NTplcVxx78TupifwlxLQ9J5nZ2LWHrHv+ZYfbeZxyMfvaVczc+kb6uGdMK46pP00ozDhgbID5OP0wLPVU914RU6GCRQIFWx4xI9zKmA8mEN8kIUpwag4VZMNeLinPeKnm3IODAnbVTGMZnQFvJ5Oh1ZHhdNOlMWFDDeN8ExrwMB57/HAu8dRsNUJpguuOXPGAbpwnPHe84+3iX8fbzviUjcYMXVHhWxChgQKLRFViM5vyV1lVwZSy4MCCoyedYX+LU2F+9UGKT1b/ZPxyYdfUaeZEs7poLybO3e2/Tw+ggd5QyPe/ylHvM5eJ2gnUSdKqBRUP28DBhbwOnX6NMMxxYK+CY8L5pvrR5SHcsQFCASi+Emtfp+VPBiLbzyMfu0ZO+142CY8ROWK9x83j1BeN4G6qYs+QZ3oD9AKGCaemxq5MvCzeSDpgB/vr+DG7/WJgfdFHrwMfEOaidbT5Ej9ze+5Ol8Bj4bTpCmaNEjP24ZnpwfaLt5W8f7qtEt8p2nS5RyWxDQgIQhDn+A53h6YRiip92P6NSZO+07lo8784mWKCzqEUy5+gNMb5fa2ivNs59HO271d/RmEOH8AP+CLvu6mdjdVEu44hhZ5RphC2CCcH+D9Oc7bCPdxgfttBS00KESrK9jorIbqd9269aYmKl8+ofZcu3ad1CuJezWUOQOpwU1tjzoF9ZzvYS7EJpyfkvFQb6L64cd+8VuChMKn6BimsNny5xt13ckkfmd0UymykZKDEJy4lSqObVg1N5TaTPsiJCO4GUQNjpBmqjtUeai9UOWCGxGYqXo9zd91JXsqnrymyrOZRFCZbQn43lZ9JCOVSEPQb77X+1SeSnr9eqnmtHRNPlablEvVN3VqaV7Eyuvl9ivtTxujckaNieodOkJ1CeARviXARIRZxMsJbVE+nNNQH4JvzAeo+XgG99Cdq+9RaQKoSB3U883kRDpu0uKdl4X3DuqMZg7imTYX07C0qRN1Id10nPq3XCk3zpc4jFI+yurmNjEDM2eJaZi5g/iYNFCXr5HKkzoUqj5usiI/VK8ApiNMJOlg6tek6SV+T3zyd5Pe5r6Pp2eUtaXmSSM9llWXiOTUGyW8zkmrpFZZLZGjWn2ZGXJVp4rqKxJqTY3PGRkVpBaGPsFh+pXvvd3F2DdR4/JMWxfn2e7fk1ZRkKL1ol4qLP69x4UGigLoFCjqm6LiExZPq6jvU9/RDvF+lnqx5RvKnI7X+DPmufSk48+kjqodPEPz9AH6BDyPe/rflmBL/H1L3/GO6mqAtZUrq1asCDVkXgEwXVSQqQNTFOcMxfFG2eP9ON7v7eO0P053acGpR8pvZhvRG3WmD7LHB7ws3of8nrwl5Fgf5tyVBjJBYfYDnH7oh/AoeJmb4FMZpt2Aa8YnzCnrhG/6iwjMzCacmQKOFhfRv8AbJiXPMy3Z1GOcVlOBf+DmN4IFaZC5Z5CRIcYmPwTGi9VaP04Dliur/Q5icejQdGwQxiCB7booAkMg0dbRWyzmlggPpBnVbykFi7QxAoS1JUiLvkn6dsaB6qnKMKJq7wUJV/I0hyFSf2fw2NcAX664WN7E2DAdfACg42EH/aNQHFGQrrfb5vJIF+zSB8Gi8B/PN9KyGHCazj+EHoP08E3KIWSzFhwhApw4+OC4VYxJmVNHNoPCbgu4AAGzQ8BloLZBWDRJh3VgEKf9ANurAiFA/5zxEB6vv4fHBQv8WfCDgAHQL6B7ygO9wxjim16RXjrE24dvvXwwCeymAEJXzaT9lmcYGQJRubKyxcpmje0XgYNlh5qFGC3St6gTe2dwzZFwj3+D0yTpAKSNvdlpF1s8z7QBA4aHJ2Jv+vf39j+nGxsskx0t3tbUFyGjnoQM+hBldZxvmvPGJ5aIx4UH+A1t7YKj57nxi03v4vjf9E3i6fd873HjwkA8zfgA5+H+jT+nX+NpFfV9evzf+1xc/sXhRzNg4+9Oq96P2RMGoby49ov3r99b9jj9SWUQSiT7Nj4J9D8GXPpJHG/wKi8T/bg4wWJryuQ8wyfM8ckI3zu/d5qm/7LU3Whf/dUEDfEOaXNsAsQ38DAXOHjeEhCX+sI/uCJsQP/wRMZe7w+UD1zE093W9t9SueLvNk7bkqFoG6QqScVhMyIpUeyZHdloRAACpIIABYc5UUmkIq5UiorD8By88/vzn3qF6pLMi3QTBFV8Dr+Jl0zHGwDipa5cYdoQBQADdoECRx0Apg0gVPCOGSIgNZkRm3dGC/wdfyiLl+d3fLZVUZmt8EtBsv6pZ92kMxsmyeDN8M33urWJs3+7uavi4YwJ0MlwlvSBBievrQEGEoCdR+lQAPTmZURrBp1xIiAHhwHQIbSKFgOICxU8wyj8H8+AMyPu48yIdmBHRoQKB/IHihMqiINwA0BHCOQO9DtoBsdXZj+sO+cnNbviseNkeS0PXZKqs23LLBySBowNzQMCG+UDp+ZUnMQPg7c7cpI2+EH4BWzzJGs8NjNK0LGX6Xddvc2L+Yj6AJSbjbLQ3nAoF0IFTs3FAUKFtztxwbkLZ9urjxRXpv+l92jP4GP0VwZMaA3+xv4KfwW4YyVtvUDLzX/Vsld4SpYEZONHyUIYX9sOBeI0WuoOv6Dfu1AxafIko2eydPr0HWI9Dn0QPgXts0MuEyDS4AeP2hqg3jiqkgd0jyDK96QL70OQ8HGWyY+P0aQd5zdbk9e2xClSY0GC+QWFJkRUrVpZs8CVmqWt0DpirTtWOBoLAGaIUEFFQAwVhXGyCRHh7FwJxCvHMbFbAhpsc2BvbEQrIkbaZ5uLFh8w4qn4zN0HKDYkoRF990DiQtSo2pj1I2DByGGU7sVscfRMR5O9yjYD4oQ59lKgE4Ifzyeed/ze84+HUQ6fybg0Hn8fvy/q+/j7dI2Fv/Nypb7fDAI3E+zJiMBTt0Xe8H0KF8m2dhx6eJEfJgPZhKyu9skAFmtPBtZjgx/K7RqDflrDzTbLhHNsOUIAA7nNzLURDrA5OtscfdhH+jNfx2k7XTPjYG077er0T57FAWU1gUD9hoHVNIJKA8ECIcZWOIheYEgIp6QJjurKo57Sc0Kp5SsGD86mTJlsXuC+7wrfwfxIB2AjIJjMKuXFGv2GDRKe7uTnGg3SZPfD4mCzfbCIdndcGO0m37M3BO3woE7jRPMDg+RE4JmzZtoqgeLwj46JyQrM1Gdi4BKcwoc8z83VI0Xfm4nwe773uN4305P0vhrP079Jj+vP8bSK+t7j/dFrcfnHy1pUHpmsbEia1hgo2UeBcysWa1vwId8NSWkRi/qWsM31u83Fj4c77aGtoF9zMnCeBvqvdZooWmT6BPgDb2beSfIXp6k/Q2NB+eNmDgSN4Tra/u677rKTpgd9Psj6HnnRt+iHfs85SGx+CN3aniGDB9tKLWgZmo5r4uL1Lure4zPW+KoZJl1MnuBFtLMLGHxPP2McLm7yU1z7F1WWosI26omTb91XwmZ1sqXn5q7VDnZf2eFSEyaMtz3xO3Xa1xijL9dzrcT48eNC584H22ySnejOOussGwRgvPyKq1RRBfy9YelsPd366UTm6cKoAJ+1O39MLF+UDV2NAbEiMHF40G09bwujxozWrLdk+HHYj6mtaBGy0FSg7blNOxC2aNHCNhIyotMuaXvvtXdquZHn/XuuzmR+zzebixsXLjZX/819+2eEg9NcDQb4BDBg0rEAH5y3lAdCBQMSG9Q0bNjIhFsG53rayIjBkw7ETICOhTDhmgU6HJ0mnT48L+hiaxgPQsV8LQ9lMKONAQQaOWYZfRdH45SBPsYmTFqhEd5//33b1VOnZJqgSnowbDlehYefejiMHTMmsJHWnDmz7TC2njffajS3cBGbmp1iB7LBrtkYCjrlyPQDtXEagzeCw1lnnx0GfvaZJgQJTWPrVm3COdqF89ZbbjXG5z4cMGVwsFWM3zsJhd1aSCKeNmenUHYxZFCinNWT2h/qzbLYLQH90DVP8QnLlr75v3d/HgZcqCBFJla1ZI6kny1YMH+rBMM/oySmRdZ4MlO7d8ILmPylBmXRpvNy8oL/O8/n/jcDHpH+INBXfOIJT+DAP4A+XiLJ09gSPE88aWD/j0yD+t3gIWYCQbBmoypwh6AB74N3xYWBooqFIAFPo76Mu9xjAkGD60IF4X7PuAvAD+GPxQmWReX5R8J+g2fUKXTYMmWk5imT2CfgTO0CV7XC4NDnsYlh0KfXhAM7XR8qMBnC71NIrFAmcf3um75hj902aMvRCuGGaxqFajXG/bZMcv7bMmwF10pPIvZJ7NaySdePyA99k+x/w0hJWxKvqFFEc3oiDREHDA+CfenZLuH+h2bqDJGJoXLZAaHE+rKhUpmCUK22EKKkb73xZm1L3CmcdEJjk5zffGtyeOWlc8KubW+SZHmhCSqbFCDtwQfZeHBcitwWwqBqcaEinoffe/q/wUsygppbxJl40DhmALoA3hUHrp0oC4KTwMyamTdaHoh/S8CAfsMNN9gJkN9o10UEDToo4fwYXI/V4WTDhw/XNsif2aCPJE8Hw7/C1ZLxPFyoIAzhAoibP+w5KYDCyM7Uaay1atXSLn4vmvoRwcIdMB1/lkgRf+hb9DGE7vbt21sZEUph0g6odh/RroeEv6JzOzC7/TLyl3C8tphvImHqFB3yBQNiZ87LtY3yeed1CziGgZczzjgzjJ8w3oQPDoYCp2zxfK6ECZgS51s8+MADdjgSW9nDzADU27RBUfjxcnH1VtuKpo5/lrpHe/KjBArKj1oduFI7RyKQgQMfBFIfpN04o4QRw5RxgqXPOMNNi/5/j38iBmh72of+BO7xceKclSN0+CAai+LabluLQv4In1VEJ5xvw66nXwwapM6amJFDE2W0M/H2BPyQ3EkanzD6zQHaaZYjDpZIgwrAr91cBG9DcODEWXbBBKD96667zgZ5tA0AfI/yFwcIEvA50qRvw+849G+PPfYI119/vWlAECrgQ/QVeBNpFyewFJfv732fPu7a93Efi+zsXBtISkvQQCL7ecR0zZKmWTxmjQUqOCMKm7WsyFit/cl16EzpkhIqqttmTLzHR4PNgYgPJAj091/t4/Q/m+Fwnkd69PRnG1SsRIk3he5USLqxtGlImBjbCNerV0vMLHFCJl+VTqqcP/xgoLZMXh2OPaaLdT6k2TNOPzbMmbtC0uqYhM+Fp7uZK85H/BAAvA6bXPUdAs5mfyrPJvFjz5Q1HcgnLmyk0iUVylgUKJzzNiRV2S9xv/l84+XxgcEFF8xI1JTTBqdMmVJUbpuEsZ34KTpy+iKdOcJMnhUUWipnG97wjkEZJy5WGKDe55lNeDitFfMVqsl86FZMASwnZjSqEH4G+iF28itUh3XcMI8nHj+2Kz/siMND50MOtu20qRvmMa52WNyW2kbvGAAB8MAWxQgoMAoAFSvA4P6Szk9o1qyZCRUzZs6w45qP1nbZz+tETjQenGCKdgKhAmBL+h49ekiY5QyS6UZrnCnw1ptv2hkODOKNxNjefiexjTSb5AD4XMAgARcy7GELfxI423J7b+5zNlabNWeOaUvmS+uSqYGijpw3K0u9niOm7Tjf3LW8ZjTa5i1kr8mUoFjO7r8d/HXo//GHWl0iXiOa3OJPBYvT42/ui2m/TeIn41o/0X36dWNfiuVZTPrxNIr8vrjyF/e+mPw3qV9aWno0wbuCtE51pZ0tJTqlncpq9szmWZglNtduG8MT/cj70++5kn+VKkx25bhZcoOE+Sq2Ed06Hc5FquVs1SIp0rMTv0RvTuRSosTGPr2xPAn+t7XP7txMn2GzQbSC5rgqnoOwBS9DqAC8P9Gf8algAgR+S0v4QdOj3YZ1GnKu8Xt4PuPFlvDv7+Bt3LOdPytB6jWorwMv2xg/JBwH2z6P9rG2KCnTL2kbLendXwVFChaJZSmJItCQ7OjFDnZ7dWylAbWETi8cYoICA2pZhSM8/PzLWGkqWsjDu7oQmmBUSFO8t+WJGog5VpeK/1H4zbd05j8ZKKMDEiSDEUt7UN8z20RAol4IWg441wHjJ0wXw9cOlpoZV5XTq0PFimV0VLUONkraJj28qCte/ubprzwSokVRsf5NYTClWNZe1lhQsbd0MjojjnrMPoBff52gQfIZHXr1a7Hf43F9rGbuHMGO/wGqdGYF7IRHmjglMvN2KZ347lTLjBghhHYlnF33fi9gOuh5W89w9VVXmxmHdGA2XN1fYUtp+jJT1JcuULiWg5kQgg91QLjnLBUYWMsWLe345P067Rd+0jkNrAbxmRNXgFnkNJ31gMmMM2KgNResXAuBv89sqY85ftq0PMoLgAGSrzNNC9zMH8dYglUnBonNRC06WMIbZiN2AG3YoJHNPmkvYGvyt2/VN5iBwZNwdu3du4+ZVryeRWf8f6F/BgbWCfe0F5pHhmQAfodAu71nxU575KlN08ynIaFd1+64Wm34V/FL+jraRPo7PzQUaM244nMBgB/6s9M2/Ik+ShnBE/2WXWqh+bgTu328hT/wTvo2Dtle3759+4ZLLr7U8oJffDdkSHikd2/b1ZM+gULANbFbSPpPfVXamZoPGahOqLhwZJoKrpwEh3S2U7vmUldWlJPO+HDC8Yt0eEw9Y+zZOmhm6NDROgznnPDFl8M1C0qoOJlBInTMnD1fh9+MDhMmztDMql44+5wThNRaVpG58xbotMsvJa2VknNZpmYieaHxjvXkk7CbmF/98PGAr3XoSlMdg7tE5oexOmq4Srij15U2OCTUQWt09POAsPfeu+m3pxpsrVYELNZBOoN1wuahOmimvjQGC8O7734eDjyggw7SGSO18RIx9XXh/PNPUHrVw3sfDAoTJsxSmaqF6649V/k2NOkRCRJGhhYDfxIGgvIVtA21wnNz8zXBTUg2a/PypZoqp+OqcSysoXqxvlsys+zaEHzjHeuEadPnW319WRbECaN3h7kRI0eEPjrgBtsZWzgj/e6sGe3ZspF3lLqRg8ZeeuklO2oaabe3CKeeZs+o7DlYZ/LkKeG+++4zQp02fVp49ZVXbLbe6/ZeNuhB1NdLVc5yYQ4/W7hooU4v3NW2M75aBz/N08FqTz/1lLb6XmFzZbE1AAAgAElEQVTqMw6juq1nT/VgzUjUjq5qptwcCoZzJLNeHHWnTpkS7pd6/ZCDDzGCxwTBKZqo6jgV9Jabb7G6/zD0h/Dcc88FTgB94vHHbfA8/4ILwus62RS6o/4coLOftki+6h9X2THDS5V+ba3CQH3PgW5PqYzvvPOOHV1+/z/vt8ETHA4Y8LF8XobZ1toIFThR0WZ0KmblqOA5nRTcjRk71oRDjg3nsKVLL73U2uLFF14Is2dx0mxizfdDOkWRY4vXaCtfTkWktRFk7tchadDA9dffYCaIcUrvM/lMHHzwwaF///46AGlK2GPPPUK/l/sZA6FN6dh40LsaEzUyAg4mgLgKFCEJBgWznqaTFI85+lgTmKqLMZE3MEfe8HvsvocJZghL+Ft8MuAT4eXd8Kq2mHa/Equ/8oABwYAJf0sHb7Vru5OpsDlGmfzQGiGkcQ8gZODLQH4vCCccOob5pq+cYpn9XCeV6/HHnWBxs7RdN6fv3nvPvaprng6DSjiK3tnrDhNeoGMmKiwTpR/1uutOO5EzX9vVd7+yux08ddPNN1u6mJZ+0WFxmdI0XXb55aGrTrbluGptNCa6nyQnva+1jX2G4bdV61bqv91ED0+Hzwd9Lm2MTESnnCKe1DDcdeedZnPu+/LLYb6O2V4tLdHkSZPsqPHLL7/Syg0dQ3dot6CxRx991OiDAwaHiY4Okp/KrfKVwkG3V69eJrTdKQe9A/Y/wPDJsebVZdem7W7SaaRsjz9NmiJvI2h8zz33FN9519oYQZRBYYZmru+Kfk/SoX9/U/+GJvCvgQ9Dt88+84zNQu+9915TbxPO4OC+SPSfLwZ9ITrKt5No9++0v9XngQcfCFdddZX1/08/+zQ8JPMXGrE777zDBr9ROuzt7bffNnV9H9XVhFW189SpU3QY29umQaP8F6g/Htr1UCsrgyYDFf52U6dNC5/oCHBwOU/+BAiG5NmwfiNr9zXiL8N+GmY0P138Z79OncID9z9oZeMPBwrSBu+/9772fcgI14jn7LvPfvb+x2FDw9c6+fh4HQXP6aVo5HKlvXvz7bfCLB2yBi7mzZlrPk3PP/OU+nXiiHuEaAZ0DgP87LOBYa7i7LrHbnYgGAdDAkyEvhffefvNt9Ve1aVtbhCOPvro0Lx5c3uPBrBFy5bmADpyxIjQ8/bbw8GdD7F3N950g7bZX2a44YC6Ky67wsJps7Hq84NkhuHUV7SP8BvtxGq4JhL9nH7FCg4OqKNOHL4GH91LZpPuV3Q33oH/02TxT7b179K1a7jiiisC/ZJ+jXmTA+HatWsXXpVJdMXyFerfrxrPpy+71vc90dg60eGFF1yoNhpgWkydRWN4oN9fffVVYc892ltb4qTv5nb4HPyHZ+5TfipWy238w450id/GHelEzAZy3LSrNhmLBn1yRdTvxZOicaN7RQceUCl6/pljtbfWW9GGdW9Es6c/EN139wHR6pXPRRd0ax5deH5zexcVvhktnNcnuvjCVtHwH2+Ipk66Lzpg/4rRe++eG63Xuw36/sYb20c33Lin3Q//6SZ7/8Lzx0dLFj8RPf744fZ80UUtow/ePy8a/M1V0XnnNI0uUXrkvWLxU9GjjxwaHdCpYvTD4GssbP7c3tGVV+xkYaNG3GrpPvHEkZbO+SrXJwMuir799qrouut3t7C77+wUjfzlluijDy+Izjx9R/t29YpnLS12L3OQgJHYYU75vvjc8VHXLtW0m+arUeHa1y3uurWvRUccViO6+479ogUqA+XjB07uuH2f6LBDq9vucr4romb7thMaO/SRT8e9OkZXXNndwj4e8HGk4wPscCMOP5o1Z3bUtl27SMJH9N0P30c1a9WKbu91u+2+9tLLfSOpxBRW075lp7XHn3wikgkgOqhzZ0ubvC68+KKovfLgEKDpc2dH1WrWiI4+/thohtJmh7bd99wz6vtKP9uhcdyEcVGHjh2iq6+9RrSxwXYkdTxQnjPOOjOSSt1245s5e2Z06223Rj11kBX5XN79iuiIo4603Qi7XXB+VLdevWjajOnRlGlToxNPOjEqVaZ01Kp16+j6G2+IrrzqH9GEib9GAz8fGEngse2ReR49dkz0zLPPRJqxGx5OPvWU6KJLLo7OO79b9N4H70dVq1WN6tWvl9pZ8tOBn0VdunaJJk6eZPn+P+bOAk7Lovv7I93duUs3CCihIGGgGISAAgqILeqjomKCgYWFKKICUiYlKAgoiJQg3bX00izdIPP+vufeWW/XleVRn//nHT7Ldd1XzDVz5tScc2YO8GrcpLFX1kRrEwnObu/cyV/WsIGP0/bIC5ct8fkLFfQ3tLxJu+lph8Ejh3ybW2/xb/fr64+dOemn/DTVX60+kHiJ3TVP/KYEVtqdj2eBUYZMGX29+vVsq2QJZH9p3TrWTsaEpFQv9X7Zvv3Ka6/a98NYs7tpKCJkL6bjldHTy1ecNE5hx8bmN97gS5aKtYRLjM86wfle4Qd4MffXeUmJpsT4fZeud3hlZfRy9xgsaRN4wHfZoS98X8HGBucVq1baTpFhZ9RwHziBi+H3gI8H+Jy5cvqixYr5xx7v7mfq/ZtubuWLlCjm9584YvDYe2i/L12urH/z3bdte3SSM92gtiv7bOhqZAdPVcrWwex6Wlvwql6rpv95ziw/dsJ4q6dFm9b+pdde8Ws3xhnsuQ+0wNdflyzyN9/Szk+d+bPfunOrj9uwzje79hr14bTfvHWTxqKuv7RObfX5gJ8x62e1/6y2nh7o69S91P/081R7bvTYUYJPNv/JoIGWuAr8zZAxg1fQqn/hpRf9XRrrnr16enBf5mWjIeDAmD3R40l/W6fbI7sYJu5OG3YyBTebNG1idMO4MD7g6bIVy/2LL7+U9DvA9KH/PGzX2BqbrbZpD++UKl3KP9r9Mf/thO+MbmXeThoHxjO8Dx0pi68vX7GCjRXjNX3Gz1bH6rWrjcewO2a16tX9vPna0lz3ocl2wu/1G+KMTmrUvNiSqoE7yqjq332vr+C4xfrc580+9i124uQ+3wWX2gr+b/V9169cv8av0HcYj1HjxtoYPd3zOZ8hcyZ/v+h52Bef+fse7ObT6/cXo75W0q/IFvpca9exvZ/161zf7PrrfInYGBvbg8eP+GuaX+fTyAtwSb26vm//932fvm/7fAUL+CzZs/lbbutg33nuxV5ebmjxjAeStnS/TfeyZcvq39HzAwd/Yveo56577xIGnPXbdsX7wcM/9a3b3ex3JuzyW4Q75StXtDrBrc53dvV58uf1ufLmtmtXNG3sBw0b4jdu2+KvuraZ/+zrL62N02fPNFrsN6C/wWP4ZyN8gysa+gWLFthv4M+YVK5S2Xa+BTegY2BHor0pP/7g8+bL6xs1bmRjAo4B0+uaNzdeCo6xq2nNWrUsGSAygj+5XG1c4afwP3jcHqUgCLuUwnsZW3CY8aVO5MMd6he4jWyQ0mU8lvGkPdEF3i7F2C5xRMb9W0Uztz8qFlQe9g7X7psSLJFPfTOyqx8x5BYTlnd2LeNbtywkofmRtpUe6AcNbOlHSVlAUeBeh/bF7fy3MyP88qU9/W0dS9qz3H/o4Sr+gQcq2f2TJ4b6Zs1ym7A/c2q4tqMeKqaU348a2cnuHzkySDkNCvv+/a/XVseD7doP39/nGzfM5o8dHuRPHPnUb1j3mgnt+fN6+KO6xjfmSUG5rnlev3ZNb+37PlS5F94T8efwQ4e3FSC/sL/Vq17SQOX0y5f1SlJyRgxr51u1LGh1mFKggaL7/CUBXe+/+XpTUyyOqe+0g2dPHR/ir9c3ezxe036fU3+CcvHwg1V8qxaqV/UwjOSrYDvWsK0tW7IqONQPGT4sae/3goUL++fE6Hj+WwnemrVrGePmdxkJ5utvutG24KWuu+6718eUKmVCiO15eeaaa681Qco5W7rmzJ3bd3/yiQizTtjtayr7Y0cJWwjsjXfe8rmlmHwlof2xkJHslzC6OnXrGnOBsVFkvheijhRTKOH37N+j70S2sGYvfc7Jk9H+tvb+4ccett/rNq4zhjH719n2e+mqpRJUuZKUEDJEAhOIUElyjMkGeEMkCKj8BfInbVENo6O/CFhgQN+AYXkpXQ88/JDBlO2H+Xvq2Wd8xcqVkrI1xqo/7W/raP1FUaitbJ4wNBSG8d9P8Jn1/Tnz55kQm/HLbH9j65a+UrWqxliAEX+8x/dRUJpdd519nza898H7PpuE+lYxEX7zV1WM5uZ2wjeds4Uy2yXTN4rMqJET/a8ATq8ZlMEgCHWOM2bP8vkLFvQoGGPGfeOf6fW8v/Pee0zooXhRFzAK8NJKJSmHF9t9GF4QfNzXbNe2K0cZQumBkcHwwrtkiEyuZHAPpeTyBpf7q66+yp6lLysl1PMVLugn/PSDPyrB/nb/fj53gXwGH+6DKzPVds2+vWbNRjxsT29bzes+z6DENbnmKlPaAmxRTn6YPs3qeeu9d32O3Dnt/pad232Tq6/0n44YZr/Bs9PnTvj1m9Za5tR9h/b4K5o08B07tbd8JGwfTk6Si2tX97d17sDTdv3YqcP+nvvvsXwXIbsvNFW8ZEm/Zfs2a1fIu3C5hAbjG+izw+23+V8kpGk7fyHfBudZJfz6vP1W0vuFixU15TM8W6lqFcNXfpMGgCyTmaW4oKCGumpKib/uhuvtN88slJDJkTOnX7xsadL28zwbtqB/W4pAxiyZja65Dl2nkyDpIQWf32ulQHAtZDetUq2a/+a78fb9vu/38zmkLMJ/+FZuTVI6aQIAjvLuKikuHAOMOH/iqR6eNnLOeB04KsVVCgHnW5UNFMUitwTn4ZNkUVX+lwMJvkqNav6p55+VQFdOHCkX1WrWsDHk/phvx/lMUhKgPZR6FP006dPa+JNU4NCJY76XlLICmjys2bDelH3quKHFTaZAnjqN4D4lPtJDfCpG/AG6kyKkvxd79xIsnF++dqk/dvaoL1yskO/58nPK7XPAL49b5T+QspxOEwMUHHCrXKWKvurF1ZMUINr33ocf+Bjxi0XLl5qSsXT1Sl9DuIJCDF1UFTw/6P+BKW0h6y2KZ42La9j9IPgDDXFEEWQCBn8mPxE0nU+8LcgCYMt4o2SSm4Xx4cg4D5QSGtIQ8Bz8nCPXGMOimoAhA8K9SVJksmvytVPKSXiWe/BZeE+SLNM1WVb0f6REn4drf/f4pxgLzN4hUjWdgjCPHo34cPclHDBzpSZwrmOH5soNf9hiLcjAuX7dVpmva5ntBBdBgQK4A3ChnHKVK1dwHw/opR0Xj7qxYyZp+dxmBUHmMNO3mI0iZfO6efOWyxyjqHRtI3761FmZMXNE1grL/7R3L8vLssrEl1nm2cMW9ZsjR2T3RNwMpUqVkNnurMzyymQoNwUmfzb1On7slHzVe828W7BgfmWbS6dvYR7z+vYJMw2f1jbluXOTTVM+X5n8MioI7+jRU2auIuMmvix8ZBJo5g4IJmsClTKpPildus72qkTpZtTzapfMhrh/LlJ/uM4fbpd8+SJ1XXrpJZZ9kYySOeRWGvzpYPMzZ1Ob2WSG9mNuxlx4udwIlKtkEp6jVQ5k4cMMf0L+OfZwIBMhmfFwXeHzw51AFkOyFVLHsaPHbKdLYkJatGppGxFRH/3FrCahzU+3bOkymXz3mxuEZzFf3ydTtAS77eAYfKdCVjdWpn7M+GRYpY0Rs33ERI/p7+133zYz7DfjvnG4Klh2dUb9p7CfBya6y2QmDb85Yq7DDEwh7gJTPLCXEqI+ZzFfJD5FTJD0FzP0GT1DP+n3Drl1WAli7yhI0TbxkXmSfmyP3271VqlaVe6u5XbOO8QfiBFYvML4ceNV90VuxowZbopcOHFxcWYu7XhbR3MBhKWaIjL7PitA8O3jY6ZdRGQfO8bS1kiEN0GcBGVi/mQc8K+e1b4oZ3ROweTIWFEf4007cZUAA0zewLF+/cucZr3mFpqm9e5t27Vzza5tZi7KojL3UxgXTPq4OnCNYHZXWnLR2dg/RK5j0sbldO1117lnnn5Ge2ckuCKFi1gdwJtAUNxJUgrsGjEpwAf/LyZX2knBNFumVFm5LBMsLiPdRendN2PHyv1QRPsIHFfw5VGXRSbcy9R2lr+FDcpwv+FKpQCzBNVPzFIacdEA2zVy+zS6orH7eeZ0M/WLBwp257QFchE3fdqPtnyOiA76ynuxMbFWHxlkiYLfIvcQWYdx8WHWjVsf5ypWqmjtAkfZYKxFqxu1PHGHLfNl8zECcUuXKS33ZSGrCzwkc2RfRfDPmPGzudsYP8bqktqX2DP8F2I5wIGSMXLTytwNbChsK21jmghL3g0BywT1QXOZEjNp4mfnm+w/wnMUnmF84TGbFA+TNUskVmvPnt023uAWbkLgM1CuI8peuS97yv0zSK5SynT52HEnkjGY5wcNHmQutQ3C6ylTpoiPRgKIGddWN7d2Y0aPdtfIzfiVAnvLlS1ndeBuABb0f4bck5UrVzY+yM1sWbObi+jMb2e0NXvhiMtR45s5Y2bLJpw7l+IJ5B5ft26dy5dH2UfFA74ZN8742MrVK82lxbfJ7pkjWw5zmV0k2g5wyiK3Y81acmuLNkqXKqPx1H4rGr9ChQvaNVx2uGFxyeKqIlbh5CntH6R+3dz2ZuGWXC8aE1wv+xL2uo0bN7k+b/Rxg+QyXrxosfE1gp3BLVxK14t30MajxyIxX6NGjhQfOmqun94v95b7ZqS7RgHb7W5t5zZpnOPjtzlZqay9rEpDRuD6IKMovAt8C3IDGuKcZad7xA/gz7hmcZnCa+lz4K9Vq1aTPCvrvvryK+NluEZOq1+4lcADeAM4w3uMDfwdfKGOo3JdUsLOwLga4VO4tik8f1DwxlXH+8CWgjspyLUAf7vxD/+LhK8mqyT4YITzanQkSBFgESzFYDZsWEfMZJQbPWaa3vRCOgVtFipggY5Zs2TSutpDhgx0YsuWbUotPE5+0pPuxhsaye9YSnuZJ1hQp0zK7u57bnZvvT3cvfXuICOyRk1quIaN6mgwFPktYOTKnUXPixHpS6SJRsE4cAhmLKQXMp+U0MqSla2LFRgqYuObDPJvZ1n2Wtbew78OIu/ds1/fOGsIwHsXKaA0Yf8BMdlC+t5pl1YBmQiYtAI2sQt8E6DjY2QAibk4LWUphxQd4EG8RXSwZ/78OYXEEviJQhKFgqjdgwePysdVzhjSnXfeaQOrLJ2GMOUUywDxTvj+e3eF/LektmZ/gzvvust8iiASyHnLLe1MICFg6CPXKAQT4u9nHFiGBcPMlTO3xWmwtwPXQKoXX3xBMSYNJaDauLzylzds3Mg9qQ1b8JGzGiG/fJJ33X2PxRGEvQ2oP2ieYWMcCJk12xSUi1D2ioBJk/3LnF9sRUOdunUszgAiMWSWTxaBniljFjGoiIClbyAzTHX/AQkrjRu+RQptoOADRHiy7XMoxA6gANPPzVs2iwmgQMTb7QCvXVoWCgHFxpYymBC/0bJFS9dGjOeKJo1dfSlt/3nsUSmC2spaBMvYPvJod60yOWLMCqLMliXSlqMnDgk30pu/n/rBJZgDTKKg0iyzfwuFYFBgDYOhzygMIaU9+EKBoLlHDAP1IFTAMWBykdqLUkGBicCMnnyyh/0+I6H5Vp83XZMmTYyRogSgSKEAoBQAL/zmJYqXlHDdYe+g9PAtYl7YSIygU2AJjBHQKKcoGCgXXKM+Sh4pBShxxATgu2UMqAvFcNOOrYpqz2jMEnUjJjbWzZsz1/hE+nTaR0RMNKNiAkKcBzQKbEP/wSjNkuU732D0BVyhs0+HDnY/TvnB4csuU76cW7BggVaZJRgtZ5HwkanYXde8mfp5RO3LZfgCDlB226ZpBWx8ihYpagIGutyxfYfFxvAMik8ptTVTpqzGJ2DK/MmtZrSNksq4gY8VK1awTdC+VDyKrHauadOmpnQBn6D4UScCjZiHNortYDdWxrar6BuBwLMEExP4HeGbireSggfDR4kniBcahjfBr0okbiZIvSgUwBHcoKAcEB8AvoXS/Prm9m3quVLfY8njK4pFGDp0iMGWJdEU+JlmqBaPAm8h7mPihG8tNgol4qMBH7ka1au7TxU/06VzFxN+nTt3Nr6BAgW+o+SAK/DAk4obI2i/sGIrZBt1CYf2W6oD+OWpc5qo5ctr48lKqcBD0ypOZt2GOIsDInYopnSsFNMTTtYbyZHibr9w2J877fLkz+eOapyyZtLEUH0G1tTPRDfwYhR06BX6A67AhXuyCric2XPaOxcJTAfE1xOUVj2N2nx9ixtci+tbGjyclOG9+/copXyBSJ2iuz0SvrQxS1ZtCS4+JReMy5Yju+vx1DORd6x+8Sx9Y9niJTahIf6pbJmyGhMpEYIPtAyJhzglXmT8mVSwACAEijNJBY7wplCgefAABYNJGzFyKOBhdSZ7zFDAd8YTPGBsUDbgf+yITQwUeMLkmEkKhWeQmRQmvlm1iIDCBCasWEHWh71hUHL/LeXid0y1T0YixGGIWBsoWAEoBCju3LVHyy2ZWV7kbm7dRIL6iBvx+RQFrdUVYBUVrwazWuLIEfbz1+xL2vusmQvc+g3x7tmn7nP16tUW0R8ziwV1Arydu/a58uWKu86dWmmW3N7dd8+tqj2izAC4HDmlYYlhs8TMQCorCgpEwfyRJYSWhEV1/Tp/uSER9R6Vtpw5SwZTPmDAaO4nTrBxEtuNA1xmnhk0kGmNkaNlpk+XQYJP+RakbDAYICR5Lci3EAnijMwoGKBTUhgOHjyuwYnMwvjmWTGC65tfIQI8KLhoNguCSgBu2LBZTPC4u7ZZAx5znbt01vK/+xQQ1tPVEpEzs0P4jB0zxt3Sob0FrPXWHgb93uvnYkrGmNB59tlnLGCNmRTvMBvOnSe3ET2zc2Y4aPAUGBclvYgfoYOigTVo4sTvXZlyZd2jj3d3z/d83g2Q9s67zBhYh75v727td/CaxmOnXUfZYXxCQUBBFG1vaSsteK8CQbtrpYKsMfo7eFizBikVBw4ecJ1u6+RiY2NtAyaClE6KUQBfxgEL0ynNENhumwIxQojMOEuWiHEzZs6060GxQYHAOhMUkR07d1ifI1urRzR0YFGsWEkL6FQGxiSFK6vayzgyu8CyM0fbe7NU+BUFnNFflmPlyZXXHTxywMmMKY3/oBs6fIgpE8WKFLfjydOR7adhbCc0cwAaWFBoN9aaUA4dPCSLWGSraZgD4wnuI1QoKBsQLNczSplGkYIRWKCuNvdigy/ggEIbCsIFpsRMFXggoNlh8wVttrZHY8Xv5SuWSShF6JSxXCLhCzMiiJGCMkaQ2c+acb7X9z0bP8YXgQYtBatFCBTjHcYqzGYQDMxosMwFixJ0jdKQsE8C0Z+y2R+WgqmyqsDwUDyxzMA469WrZ/hLWwPDYltyxQiJvkhOJiGh8d28bZO7/66uTjFG7tFHursGDS+XVUpbm4vJFi9awlWqElk2i0BhuSolT+68SbP5ArICHNBy903aRIyCAlv7kloK6P3WroGjzIIJkoNPsckZsCVgPPQVJRXBD9NH4bjv/vu1I+hQC2hupkBMFAUYd1D8EAQIf4I9S5UubQpf5y5dLOgUgQ3dYamR2VxB5zNtQkPbEAyZM2e1ceJ9eBMrhJhZQl9cq1GjhsZIEyjBkrGH+YPD0CNtpO5u3bopaHqtLT9mP4dixYrbXgoo0PAU2gm+0L8WN91kgZy9e79itMn3g2Vi+PBh4rv3u6nTprlq1atptvylCSfaQUEhrFe/vpv64xS3cMlCWYwzuXgFC1OgAeM/xYoa/0uvBHMI+OOnjovWM9tySHtQ/7W+qaUsDoUU5PuKu0rtzZuvoAU7btgU54rq/azZcpqwQ6mAJqF96CN3zjymoFMPcED+BKGMQr5PfI/xBccoi7WhXG7BVDFr7sYbbzA4zJ45W5tUiV978UaNvykVOjKJKKylmlgaT2nJKgrHUdEq7WP7hGnTp1qdR44dNitZOgVw1KpVWziYxyy33ARO0BP8ETrGihUK/Cco7bQVugG/UNJbtGxplmPay3iCB+AY99pp8oiVhk3vKCgB4Ab8gwIfDLwZGaFoDltZglIBDZYrX17vnHSzZmsDOrUNBQ0lg7rjNm6wOuBhoYRz4Ptvld85WWKNMEYAgEIRvjN//kJFAu+0lQ2HDkXMpU2a1pegKqTOZ9VsN58JW0w9e/YeFLM4JU1qmwnp/Xp+8+a9burPc9zIUd8p38EhadQ7tNpjsgnmH3/8xf380zIJtU+0RGawmz7jV7do8TJF42fQ7H+zCep06TXjkbIB01u3frOtV56r5a0s/cystexVKpeUO2WVG619JD77fKz7etRkDcxpN2T4NyLI9FpRsVb4dM4tXbrGegljpz+nT53RaogdTnm1rGzevEPC4Dc9t9IYNgPFzM00TA0E38d8x+oV1kyvWb3eEBolgi3Ar7yygSKqa7j33h+haOIE05pHjtJqlMuraIVHRZsBwiDQ+vfu3ydtO4/NFDEhE61PhPAjjzzinlNk8mOPPyYkiDNtlHXPq1YtE/xGuhlCli2KdGcVwvhvxwvBnCtboZz+/8116tzJTf5hinvwoQfd+rj1buXKlW6YIt8xhU9QpPh0MY+XJZie6P646/P6G+6n6T+5XQm7pex0dddc29x99OEAM4uuXbvGzZRbYMGChSaYIR5gwF+HWzvIpNzCmO5zzz8rc+E4Rea/576fMkHa/hlXoFB+N+2nqe6jTz5UBPMQUzZfk/sGIobBIjz3SSih9ISNZlhZ0kSzwu8kCB6VFYEIaNq/WfsdQJDMligIQhjd1Kk/yspzVu6hOQa/Bx7qJvPqJDHbB9wQffM1KUisLtkQt1ZKVE+D0YABH2rFx0bX8db2rqdWyvTW7G7SlO9druy5XZNGTd3N7dq75+Qm6PeBzOAyxy9dvsRcUwkHNJu5KJ28YAcAACAASURBVJ3LIksLZcu2LWZ2x+R+5JjcNoKNAk5N2ViK5UL927F7pwmck5qJMs5ZpCAzg0YwgU9Yq2AWRMJjskWRh1lwDwayWbOQPorq/0JR8ey/AXPC0oUVq1y5cua6iJdyRvT+wIGDbIbzo2DyoITN3ffcI8tUA2MiCCWECkpr2bJltGqqjiYEbbQyq7hrJdeYzaj1vd6v9HbslIsVAwUHRYMCL8DEinKD9QRmhoshYV+k/RkuyugqyUTeRozw0Yf/4xYuWqB3s7mXhGNE3RP5Tx4d+srqCwQ+s675v84zQUr7YHww1DSydowYPsJ9O3G8m/DtBO0NIiWwd28TUs9pDHft2OkaN2zkxo4f48aMGy2X21ui3S02a761461yu8xx77z7jnvksUekMKRx3R5+QArcCfdev/ek1B7SfhkHteroHV1/0JWvUNHF74w3Nx9L/fbLggAdnf5N2x5L4ECXN9x0ozFrmHKefHnsPkuVFY9i53kkCBjT17RaiU3TXpXC+tHHHwl3Zshcvlmw02of4Wgx7V2wbOlS0e4o8aWv3YMPPqR2HTNBvnHzRnMfMdUlQyaTGpSdn36eLlgdNsGQQwoj3wHXsPacOnvK6q4gNw/LkdmiXYF61qab27aR+X+5KWL0h34e0CoEpZGXgrXZTf5xsn2X7ysw182cPdN9rAnGyjWrJNiz2sSjhtx6tB28ZjUUivAzzz2r1XUxrn27W12ft94wC+uQYZ/aCircUrjDsG6t27BWX5X1QDPfncJrlJozsmJs3xVvdBy/LV40O9smTQn7drv3NXkqHVtGvGamhN8p24mV95k4bpZifVwwWLJMioKUC8pO0Qi8A1fOb6qXceZbp/VtLLNr1q7SqpoP1d6ntEqohE14Onft5PqLPw0dMsQUesZ98g+TTCHAIolVa/MmyZT0mUzhyJ41h+tyRxdTgh5/9DGN907DX5SMWYIXEyTocOjQT91L2nsHHvvxJx/ZDrms+Bk7doxtT49l0CwGahfKPFYpXLHQEK63yxpc7qpr5VgHWZZ2iP8xXiO++MzG8rEnHtdT59x8We1QAuEJ7EPBeIADCtS3I7zloGABf1y3Dthrp2xNgJjAFRSvfOutNzVefcTLlhnegqu4S6FDJgxMfijB8mc//qX/0vbs+XyvSF0RHYOPwVAoCYqrwPQ0T3uhHzowX0wOE3RaFxNTnEm/KR5XNa3nihcrpC6lkbD7yR0+dMRVKFdCxLbPVShfytWrc7G0uN0C6npppgVc/brV1PEMrnXLa8Rws4pRbRRw5JsVAh+WNWPSxHnaE2O5lptWkoKxUkilmadiEQrkyy2tn7Ys1Sw7kyk+pWKLW1urVCkrhWWPllxuEkMrJpP3VWauql//YpdJjOzXBcs088krRD0pV0N+EUsGt3zpWs16tAeChHaxIgWlCEgpkjJQvHh+mTjzSIPMKWKrI+34NyG98huIAaJYzJ09TApPvKwJ+NbOSvOPNeYJU0Do1apZ2QTIkiUkpdnkYmOKaWnelbJeaKabpoqZZDNr9pReDIR3LAZDlg9mH8yu2aOAJUyzJNhxI9x2+23yFVcScv9mS4+yyCqkiGRbJskOjAjqqlWqSViUlFVigtutHfAekGLBclFmhl273KGZezZzUZiA1vN79+5x06f+5EYMHea63n2nlLPM2i30OrOCzJ4125aKonxdVr+eWRJQyjCnSrsTQl7k6ta71ITlnFmz3NxffpV/9mq5w6q64kWKuRgJlMWLFlmsDFu/M5NqfXMrmenLuh9k6s6fv4D1kbiEYOKDKTRp0ljIv9stlDLDBljM4hC6mG+LFS2qcSlm8J8olxFEwXUIiCV1CjB0ZcqWN/P56lWrzazctLFcBiLgjh06JPnBmdFj3Ynfus3Nn/er+2LEZ9r+uqHcByXsSGzOLDG5mT/PkML4m/C3gisdo63ZxcxRcHCjcQ+Fh/Yza88oC9Z8ua6YXWOGryY/KTBEYLFXRLas2cxMDk3RbuJvePawrBwohqVjS9mSyz0STlWrVhWeaZamWflaMYofJk92P0+f7vYJt1kG2Fh9yqTvIZBZTqeAX9t5kGWYLGN75pmnbbbDbDW9lHGbzakdF8vKFRMTI+WirGaKec2SgEn8crneaBMbba3RcuY7u3YVPShOSVYEBAUuuY1SxljuhjWSDXlQ2HLmyi0F+4jqK+3KxJY1F9MRtQk32HRZLorI7YJixMyS2RDvMiMnZmaS+oSZGktTVtFUlUpVJDjTmvuF/p45edqWeqKMtGvXVvWXcmWFO1c0usJtVRwFz6D84+PG9YNAKFe+nOEDcGjQoIGrXq26q161huvUpZP7SXg+aeIkW66KwOja5U6b1U0SHtE3lomW1/u4DTNIgNNetuvPIVP4Epm9r2x6pcELvoh1j/GkEKeC9QqFhlgCvSjlf7W+9b17792+snjcJzzP4Rqp3Uy4lqourCooiHtk0WTy1uyaZhLK39gSUGaj4AXtGKElw+k1DqQIqFChvPhsGnPTQOvMmsFD2oJVkT1dKleqbNfox0nBj11WSSiHQlpQ8TO/SVCz/Jt4I6xIuWXtQbhdotk3CseUSZPd8mXLDMf79HnDaD2blGG+l1aKA7h0y623ijYXiG8ucz9MmmJuJeIyJmrCwvLq8qIVljJWlXVp1NcjTZAek1KaUYpqvUvrmSD/XhMnlv9eoV0z9+7dZ1aePLK8DtZmcGKd1reY2Bh9M4376ouvxFflehfc64sPjVfMFvvd5JbrgwlJFaOVrG6beOWY0WPNfbRUfWh61ZWuy+13aIy1ZDtzNinfTTXxquCGDhrqRqpdK5Yud7ny5DG8+njQJ0ZbWqkmd2IOV6ZMWbljcVllkXurtSztG9wbWiqK/Dsi+oJmYuVqxPWEFX28lo8SK1G5chUXK77H1vRNmzR1l1wiS634JTiD4vf1119Z+7DaYQmHR8D/O8v1xDJdltjCu8E7YmVKiGfCD4YMGWpWDSYe0G8h5QpCWUZhYTlublnZbIuAhARrD5aLOvo2MMKt9/P0n90i8dMbtLFeRSmZ/ft/YPFpLbWsNyxzhy9hqUB2wfOD7Dck/wf/KQmZKCKqhJ/B3MQtmM9F576ypzD5o0FTEIq8HdlGVZhh5Q/VJV77/cAuhpEZcBq3YuU6rR8f7vr06S5BHtFK8Yt16vK8XCddJMBqCWBi6AIYrgrOMaFeaKEltCoceS+0kvPzFr3k097yp0d+OzVcgyA1ShWJXq0wywg1Y5LDdYIAiSgbct3oHzA74xRYJGaLjxI1jh0gT0h7/FUE++jDD7u58+e7bGJWB6UV60FzhSB86ogZnFO9GYUsZLvAMaQRSfEodcV2MKQeTPcnhICYgG/veJtMez+5XNJ2sdBkTJNeAqO89hLo5ro98KCUSKUhl9+SdtFe/HQgOginn1Ys4E59Paed76TjqZBZT3ue2JeAAe4TauBm5Pcfj+jU5x+BgH+q4E8FrR2GQb/4SkrHkxKKmdR37rOTI3BYJIWiTavWsqpMNsUimLPxpWNSfuCBbqYMYmZOrQT48FzwZeIyoNA2YPdXBcbLbWZyKIgEtnoBEiUE0zGFmU2YQWAtYMbPb2BP/6HF8xUbr/M9oHso6DATZtoEnyHsEORYimgbJmjqgaHhBkoaE12jf+AfJaWxBAa4gGCiKDvEqtAnFFNcXuFdq+Bv/WeI95dv8n0KyhFtwALDt2GkxnfSZfzLd7nBmAILrHx3dL3DPfXUUwYjrCqhsKfjac2wt0qoXS1Lm6L5Jegj7tNNMjUjeEjM1bBRI82CIzEHpyQQwLvz4Ueo/395jMbRgL+4LyiMM0LrfIXZMzFnWNeiCxMw6vk3zenR9YdzdtS80EK3jH1FHdPI+khvwRKOyDOsAyhQ8GsUBpQB+hgwnPvi+PrNe5JgvPg3C8I/lGi+Ea6ldPxvcCal8Y3+ToQ6UvrKv3stXUrVRSsV3Od32kTkC0oF138/jzT3NxEkQvV85SKNCshLoF78tl32KJox5ZgsFkRMV6sSo+hyTM8SU9LwEM2/KzQXPqoBiH84pvZ6wEZr0R//g9mG7bu58ztpRdoHnJjx2T3BIcBC61klQESQ6SLvhwAwgtzUYbdFZj8ECNYVSg75F3+ZO9dVkODTOm0hcoRggRLNDww9pSN1I0yZrcAg8SWz4Ra/tYTNAtxAbXzdzN7ZFpuCUmFMw35FvmFEkKg92Qip/wglyIvfaaScRBi5BKTaqO7rGhUEyCQ/2qs88LeKEbQG0z6hGlI6YlkiBgHGR58gys2ameaVQpVW7c8q5k5ZLf9zxfLltelbRXdGs/NM0tzFVf7EMO3hqP8MlxJxKJEkkhiN8aJU8AscyoBynPgyykVQKsjaSADnOY1bGrUnBF6dFa0gBNILV/4bJhPV7KRTYnGwFqA0oFRs0KwMyxCb+DCG+IqZaaFcoFRQsHQxmzaFR/3T/CapvuQnzKZtIqJ+olRQ6DNKBfWGWI3k713474BTKb8Bzls7z6XRbDky1mkNTxWnIKU4SUlK+XVZC7fbrI2A1y0ykZcrU9aeZNUJwZQoRrgEUZZWaIaMApJdVgyuoczQ5zKlS9uzKBVcQynEvcR5lkT8+4vP/x9cZmoX4enhY4GPgLp/PbKRp+1ZPfin53SNe/9E6Ib2nO+I6+VClVOjR/qU2FiOWHnAEQoTiWhFCpUZXNUQWwd5jWsoG/xLp3tMKv9Roe7EEmAV2heuh2PA1aAAcj31iYUeSvxGivwpVP4/PqZosUiuWNCGtIkWC7b3BvgWnapjukRhmNTO0JukC3884X1M2KG8+tqHthwxi1aTlCsXq+RRS21r8A4dI1G8KCDEWJyVu8BiLf5qFEKFqR2jBjbFR6Pa79Pdao8YsiU+fPrEUCEa5lLBJEp54DbKA77CzFKObLkp2nCUshFtAYHJwJzCzpudu3Q2U295me1YCkUgEOZSktWEGbZ9I2BNYnuSHxD0KBHBTx7u/+eR/1hsRnHtDsdSMGZw+Ggfkx+RdoCwEBpWIZgkREUJ6eOxFBkcwg3diygTEQ08zFQCMdjLKfwXDcsUbqfK+NWIlF5L9dpLL79kLgt83rgamM0iBB586CHrLxUwo41mNClVytdDHwOdBGKnb+FeSu9yLaKIRe4Cd3bZQ9iiXGD2JeAPQUTAarBUMONIqjuV7qcGX75MFDiKAzBYtGih3JQrtFtfJ2sU7Qf3UD5w/zDbp58oBqn1jQpCOwP+BgsIJlYYOt/8X5bQ/6Ac8U2UKMaafqT2/YEDB0Z2hZSVkPOYmJiIhUnjQiGAlDoCnrRXwDVwQQljSSYrpgjMffDBB41uQzBsoHM9/L/sfqp1B5wNDwbcDb8D/MLv5EcmFuGd8GzAC+oO95K/92/9xmr3T0qgv6CgY/4Hx6E1JiXnK0y80iWz1Jzv+ZTuBfgnh1OAZXgnwJTf4R3Ok7/HtehCPeHd8F54J/k3ot/7t8//pFik9AEaetFvX8JR6VlKj/x+LTXCUcdxE7B6gX0RtHmOaZHEP5BcJSamRKQuIekhMcCcYmh8E2sISIXQM6kHfYJk/83x91b+5RlMncJgpKRYOOCQYgkN+f0mriIEIZYdAjzPXtT2D2ZElnky2NEIvWr1KrMkEODHciYKZsajcpkggFLzgRGbQEQ1dVL/Qa3UINCMd5mrEBSZXf5jfIAskcui1QyhEJgEvCG+QL8EUlGSkDLxBjiB4OEPpYJ2RSN1qDP5Mame5DcSfwei+IvbBs+/vKcb++TSsYhyzQzpP3tJMNM0vNH9TQqYw/+IwGN1QJhpImjpSxAYf/UNQ7lEHE+JcFNrP/EqKBTEHQAL8C25e486EIhY8mgTz1JwjWhDpr9qml1PDb48hIsCpRXrBUKS87Dk7HyVI6BRMM5XaLdZDBIfoi+hTfQ7Nfw9X90Xco9vAbO/UiBSGx9W4wAfgk+BS1BQqJO+oQAS9MoeG1jEUOLZmh98IgiZ5Z+VKlayphKngkWDgiBDKP9TwWSV/YP/IhbH3+kZPhfG50KqTQ1+F1LHP33GXKJiS3/niFUFiwfHwLGxYhDjYpxO+Eq90Km54E3eRPjh/0XfUxqL/+a7vB+eT4k//VPYX+j7F6RYUBmNpaFhZso1kBRi4x4MA2IOneJ+SgUChPGHUWVpFxHJ/EYjZPMmLBoEzxHtzIyZaGwG3qKfEXTG3VX73zmm1Kioa2EwuJSSpgfyBW0XdKPNgWEGoRT2zYDxhIKQC6sgbEWEYBCeZ4lSDjFsmBUKAYpE8GFyjg+eZa9cC98O9SY/BpUguo7wDDEH1E8fAB0FQUw7g7pI/ZjeUChA0gADno1mSlwHVtHjnfx53kleUiKc6Gei64u+nnSuNqVW6Dt4GZg6lggEONeCJYd+Aiv6jwAJY5Fa3YZywndKwJUAo2ii/qt6+OZhCS7eCa4OnmWtO9HaFIJuowvXoRnid8hWeL6SGnyDAsFMDXoNAhgcZnx5HyWU57BqoSQwJigVwCm18UmibzWSc96nTuI5CLhN7f3z9e1C7gVFIMCBPsGz+G5QqM5XD++hRIQCzgAb4MQYkE030DGKOLEXwdKVnMaxUqBcQL88ZzT5T03poWF/8xhwltfBwQCnC63ufz1+F9qOJCYWmNkFHqE/xgv+hjwJ9bDRI25k3FoXKdbiN1nITe5ovNiTA/kDr4+Wfxfc1v/iwdTGIzX48354Jox1NH/6L5ryjx69YMUCAqXBNJwGcwyd4HeYpYRO/WWrhAAwHAg2+GBhqpQwMwvvUlcwD3ON8+TPhGcv+Ji6XDp/Veo3iElBGCGgApPmd3I3BPdh0iH4C9MoAWUUEJUd3oKZNMxwWG/MHgSBYfEs9QSmye+/KnwrmxggFomIEhHZ3RFmiPuFwMYDhw9YBHzWLErmk2j+x7oS2kXdfwUmxg1ETYnAuBcE1V+1D5w5X0kVf1J5P5q5M7NEGAYlDfiGPTGCcAjj9SeT9V808t9QLAhuDPE3LF+mEP8SXbjOUlNK9Dl4cL6SGnwRktAqigLme8YMgUsMRViGhvWGAr5B2wjUYAVIbXz4Pu8x0cAiQhwHhfcCv7AL/6P/ovvPnhq0nbbQT46ptR/6QbGiHt4h5iQU4MPeNNAM94MVDBzCXYUiBiyZBAQFlklG9G81IFT3/8UxGl4X2qAAw5QEV7h3oXX918/9Q/DZnirCAwq0QDZS8D3QYwi+5z7nljRSzwOnC1Hsee98JcA7OZxSgmVK9SR/L/kz1B+eudA6k9fxb/xO20sluiIaFTofrqNU0EiOZCxFo4tEACuwMlHIoI0zCBaBCvdN4c8uGUEqAlfvnZCCARNi2WG0QDogHy+DCKHCDCBoZtEhyC20628dacR5Cn0Pf+Ex+s4fsKHdwMFgIUUCDZi2IywIdmQJGoVspQhfkNaUIx2Z4SDs0YxNSZBJHiZGAX58g7qITg79JkIZYRIx1aUedc37bIjFt1hyxsoO9o9gkyQUoMJFi2iZn5YNS7mBQbKMis2kaCtMkL5Hz94RuGxqxZI3Ww2j585IIWLjKpbb8l4IaAIvUhr3P1yzH9blFP/DDPmH55P9Bt7nK+y3gPLAeMDcaRuwjcQsaAaufgNbCjj1O+OIzOCi8fCvvpPURoQ8zSHgxpqlseJ4nj8TXMIFxtXwTPiEsOIdFE32o2CbaYO7mB77CLDqCJzAZMs75yup3cftguKaN9EqwqyMvRKsqE3Q3OYtm82SU0BLWukPYwzeY2kzxf48/QOHwQ/qYTksit7UqVO1HLisKbbRuHW+fvzVvdTgmzgQRjPIINoBXBdpIyJgztLm8xXGH/ygzxxRqOg7BdhiRqcPXIPGWIqJZYx7XIe+tyrOgngw6Ca3luYS0A0OslcFS7vPhx+p3Tv/6J+vZ4n3wJ/ov8TL8JiIzL6ALwAHVjck4gFvhpUHqY5P4jvh3f/meAEtSxUAxDSFySljTNC88XSNc7zGDT7Bjp70h+v8JdEUslE49E/6GPhXUp1qMTQTSpAz4ZiSPA7PpnSMrjcoGOFaOKb03r997U8WCwiJBgSA0jiuBeWCzVvQ9AA+29DGxMT8V8GFaTQqthwtkbkjdFEYqBOfstWdOEtg3XWhQgWTtEnuBaHwtwGRCnYmBz79BgZhkMZp+SdKATOhsmKW+GJhJqHAbEijzJrpx7XRyZNPPGn7DrBDHcKCEm0ZCFYKmDaWC6wKzCjDbAiGFNKrX4gpDsQNs/b4+G2OVM9YhlAeSEu9cs0aazuzOfMRq72LFi5MUtrYL4KVJPSJ77Fen4BbZrfBsoICQgwI4wEc2OkPKwljExhMgEfyYyCs5NfD78Dewu/kx9Te53kUN5t1Cha4OtiiGkUYmFI/CgXm6RAUyxjAYC6kbuoPbaQeSugz74d7diOF//DtUsAngsaCYjlRG559/PHHtlMm58oOmvQ2cAYnzBolYX2+khx/kz+L8Ag4B5yAAThGwbIzSSnI2Uac3SzHf/ut3ec5E7gSnKn1j1l+wG9lU7X9LH76abpbsHBBJGZI/f4nxZj6eSoIlonosRw6dIjW8Pc3JWOG9iE5X4He6Wuw6EDr7swXilXSZl5SCkg1kFUr1oJVh9gplNejR5TqWvEvo0dNdEOHf6+Nj67SPhw3Js56CcQNy1z/Wf81ACmW6MDwFB8IF8Xbk5cwpuBzsO4lfyb5b3AmLFONXn4a6kr+/L/1+6LfZfDfqjLQBzRFf1Ey2DPi/fffdyM+G6FNFsdoP5oi2vSxgNWPCzVYM+Df8LjUcPB8DQv0zzNBpkQrFuAvsjcU2hvazDWUofMVnk1eb6gvup7z1fFv3Pu9B4m1hY9zBPgcAeZbb72l3fpa2aYgbID0yCOPurp16mpTqlUmDENjIGiAwxG/KoPHOf8wO1HCQAGAaCsEs0dmGBSUj6LFiiYFtmG1gLlafWqTfUNH2kdSKmuv6kcj5Tv8Dn88iwLDu5gqo69zzsAym+ecNhkzsVZE/sN1w65ljRo1cl9qy1s2DvpeG+xc37y5bcBEQCTMl8LAd+zYUdvxau93GJQEN0oFQn6WNpTiG5SgZAShhNBGkCPQA/IEEyv3jLlLMAJHTMwc+UffArzpN1YIzLfURR4DNj7q06ePe/zxx7WN+PMWS5FB9eSTsGXwt2h2Olh5AtjM6qYbb9Q2wGutjbyPIB6iTbTatG0rU30uuVAOmWDZqk1untb6fjZaGaGdPdmOlrGDKdEm4MWYWD/VpoAD/A5w4pzdJinAIjAk3jdlLnFMTNHVNcaVewjFUGBuuDsowCoUhCXPch/lifaEYtc1xkGp4DozTp4JAjbUFcYofCP8ZsWDtZM2gmv6xxiEwm9wiCP/Qv9DO+x94QFKBe9BZ0qfbuPGPZYBcwwlKPZY9oLiH3CYY7iGokJBAaFEtym6PpQoCt9HkWWWxtgxNtBcvnx5bROnACOOzMbpP31gfOhXOHIOTlJoCwU8rF6tmqtevboCjw8b7XI9tNtwVm3nN7RHmzmnD4EWgSG0ad9JfJZzw3PBje+ukaIMn+GcglLDOXiCgk1ht1K2Og8rm3iewveoj29wTtsZC0pwE6FkrNR+O2+/O9Td1Kq7kmn9oJ0at9kKsKBUEIyOUsGS+CJFC0gJEYykgFDgdWwy+HuJTKwizD9RyVQbmP5HkvX9fuTaMUsCyXMEvWt8abPaicDjyG/ODd90HmAXcIB+cS/Al3aA34w7BTgBL/6tEq+A7pk4UAJNbk/cwjvgP0cUc/gDbQh4hiWMAo+Nxg3aZDiqb4A/fAvFjSNtC89ybv3Q9XCNZzgPeBf4P+5z+sZfuAaPBxbhejSOrRWecD0UZBp0gHWcsTioNrMLJ79JTmft1PMBn21PGckf6gh9MZiqfTxrMkfn4R7XovtIP/gX8It20FdwD37PaqKvvvrKksfhlnzmmWdsmTfPgIP8hWIwUjtCf0J/A/3zm3PqTYK9roUSxgu4hvNwDM/846OA+oeijttvIUdSSlVtN+2VxMhLmCrmReSkP1It11TKZ21Ta7/FlPwBpavm3sbNmyxVM+ekgCa9sxDW7umS5YBXkKalcE3Yuy+SRpqHVUixTDly6LCl6eYlAcnSLgugkY/rvtYW23M7t++wI8/R5vAR3qecPK53KIn1c6pBT+qbGKK1h+uKd/D2DX6oaH2/HZXQx2s7ZL9582arJqT7JlX1JUq/HRMb45cqxS6f4G/l6lVeCdZ8/w/722/gctc9d3v5zC0VdXiOI2l3Q7psfnMe0u6S5ha48ReeAc7h/b0J+5LOA3y5F9JpX6o0v1ddc3XSMyGVtszfSeNDfdRTW2mRSVFOquxQP+2+qtk16kumpHTKtIn7nZVquX3HDnYu5cmO1Mu90P5QD8ftO3f4cJ9vhPPVa1dbGu/Qv5TeDX0ObeP3HqUejq6fc9oWnuU84CP3OA8wCkeuR9fDt8P3+RZ1hPTi4DvPhzaEPnONvoT3AnxC3bQnvMO1UMSAvIg5/LSjGIuXYv2Ha7IsGX4GuhQjSrrPPQlM+w2NRBetUDB8Btf5FkXKufUBnEueJj2MB7XfcWdXX1npvmk7/Qqw4F744xp4Fo6kYudegD/n4NsPU3/0ClK17/E79EO3Pe2H5qJLaCt0SHspYtBJsAr1ctyttND1L6vvlYXX0rVzjfbwxzl/tIvf3R560FeoWFFXIiV8B/jAN7Saym6E68Az8IJjBwf6D/s1900b5/DrV/cWA/si6W/Dutfs/MSRT+14+vhQ37F9cT98SBt//Mhgf+zQwKRnuXfuzGd/+E1d4d0zJ3T/1HB/5uQwz/mpo5E6jx0elFTP8UODkt63dpz53J8+NsTaHnAjGheAb+gTsAdmATaMR8Bb8LxkTEn/otKVcx98iIYlcAywDO8HPsO7yfEJGqP+6LEIuCHFxe6FevhWoH+u8R7H5N/jGiWazwd5cfZ0Ii3pJkaSTwAAIABJREFUIcZUO9tG0oPrN3JLu+t67T6aJF/270uIVJb4fPzWeC/LrtdulfY+DTDc1BE6pX7gGN3PaFjqMeMloY/8BgbAN8ACHsQYME7UGT1ONAaabd26tddyZT937lzDP/u2vhtwkeco1BFwlnZG18W9QDu8H/CC9lNPND1FahPdIlv/xfIni0XQjPSNJLcDSxjZJIf03czAT55RYKB8lbe0v9XFaltdfrOhT3bNzLFUlSgZo0ha7Ymg81OaWWTGh6wZETNCLHlndZTyZmv282h2lEkmRjRo7pEoaqc0X7LLWXS8nsNnSwQv72Ha5jl8fBwLKrENR2YnBLuFenifjJwZtcKE+1zH6oGWiRmTcw2yLQ9Dc2MWg1k/WExYpkhGyBeV9+BbmYRfUWIwliei7ZPlkUKqanbYIwX5PXffmzQbL126tG0VLAS3GQAWi3vuuduR8EeDa30Is2KCNMPMkK2aOWfWxWzBdNxEsxgBYBRm1+FdNNIwgxcCJX0/mNfpI7Nf3CzsV0/AInrrUW3HTMwG5yIgpTbO6xo1bqx27XVr167lMzZ2W6RFM9Mjoc3Yb8YaHGkVq0vYira5topljMEFjrhsdu/ba5uIsavodn2T62QqLGAuLeXLEK4ckxaeVjPgni/0Ur3jhBryU6vfJK8itwHvHNPsea9mTpyfkVbPdt8EnopIDQa2kVOilYixZRYFvICP4YjeAe7co+BmY1YO7IKViOth5Q7Wk2DC5xvEp2yPj3cvyJUUL2tTVkWLU0L7Qp83bNqovAqy7mjM6C/wYedU2p2d1SZqDxk8sfYAN+IkxGBs9iyGaomcwE8yeYLLxFKIYdtOoDxLUCczbXCZ58BVMQGbZRGYyh84DV5RwDlol6BJ8Blc5x0KsxcxPs3ICpkFChgnyOLDWO2Xa8ySh+k5VquQxA6apl/AnbYydmQcph9cy6i6vWZC2bTigTHkPv0FB+h/ZuHbb2rLMeWJYdtk8I92gpcU2o4VkjZDi/AZjqF/oU9hDw3uMTbUS1tzyMX3hvIh3K89IxgP+gOs7+ja1c2SG0a2CGsXbSXbbT5lz5RQsm+zKRgFusE6kTevrG6CEzRF4RjglkWr1vLmZQfRs7LoFLb2EexMUO13300z6wWZjkkIRwzavn0R6xqwJ6aC/tBH7p3QltuMAxYd9gDav19xK6yCU7/SCtYiDKMNziMbonGJ5FvKkqwtwUlBIEZqy/StoYJ/euFqsEjQZvoUCvws9Al4kpEVuDCGwBEuCm4WUm6J2zt3VrqAK2zszqge8BrYMZaH1FejU7UVeuZagngDMOddLJqhXu7pYdtZVoq2PWvXBNPT6mdOuVr5NtlNuQ4vgP45Bxe5ZzJFsAC/wvfgYdAAqwjBA86RF9CTlJEIfQgvsIKzlQHbF8BHa9aupdTo1ztNtOx5aCm3NswjiRrjwPOZs2qcNC4iX41LJK8PsU88g9VJCoW6lNbcwfuVCZe25hUsOQJLjnlkHU0nOQVN0WZg8JDy5eySLKFP8CMsJYwDf+A+BXqlQLPsgQK+kNeHcUMe48oIz4BHJHHEKhFwFjqnLuiH+8GSQZ3UEeiI38gG6Ilr0NP/qvxJsaBRfBCiB0lpKMKJBjXX4LC6AeDw3KPaXAnhKgXJBBVKBwPF8smFCxdYACPPI8S4BqAjg+CVAGeW27hlsy3fghmzMVC8mLtm+8b4yKA3fsK32gt+myG3ZRbU4OSVmQgEXqWdE6f+NM2ODCpIQN0E0kEoPysZEIKRIUNAUT9p2iFAyqZNmyyBDOcMCv2lBNMRA4zJH98bClWTJk3sPgGBKDEIL4R6A+VbaNGqpbKr/mpBkihPIAIp0xG+IVaCXB4hnTLCDGSO2xBndcarj+QciB5o4E5BWCIQ+UN4Uj9tgLAoPEcOjBAzQIZPBCTXCGTEtAejCT5h+sdae8aQwnXM5O3k7qCQNyKYkHH51KpdW/k4qimR1VhLqoSwA/FxsbRq3drGFYJn3EnCgyLCMyA5uQ5IRy1t2uHb/lnxOSRhgxDe7fuOMh2+oP3/V7iVq1ZGgl3VRxgf2UBR9KSJWwKs6BgWYkNQFiCMJQrI27J1ixEf+3XQbnCQNsRv32794XkKMMOka8f4eFO2uI6bg/eAAbtxokCHMbvvvvvc5599JpfNTsMLghrpE0m5MBfTDvqGMsg596gvrABibPgm8IfB0w/GkaXFxB+QwEgzG5ph7iRzcclfD3xRkMgxAW6E+3wDRqMZiI071wMTQdFCGYYB/aJMrtEFkywlt8Y9KLFkVORd4mnAV+IHiJuBTmGwBB8CR3YepJB8kH7s2rXbTLxk/sU9Qh20i/pWrVpt8USMYSgwP5KwbZeZGYULfKP99JECj6Ht0CDjDQ0AN56DKa5atcqeod8IWGJ+GHP6yvdhwLVr1bK66HtPuftGjRwpVhNhbZuk+FHAd+AJnQPnwNT5Nu/Rt4Ar/ObbPAO9sJ1+KJb4UG07pk3mXn9joPtuwjxLaMj9yDbQ4icZUZTVH8VdbJLbZPeuPdZHlBGyw/KtMIELdIzQZudhNqijkN2SnCrkFTmi65Ss2bOa4gT8SJB4QLmcZJm1e1yj0G7oC/iyr0b4DsIInoNifVRL/AN/2bJlqxSrSEDr0zK/w88YS94Dj8F19tYhaBHcFjdK4lNMsHA/gOM8QywWOA7OmMAWDmfV2NNH+DfjBf9iAgWNgxsU8IcSnoG3wico4Cu0SSrxgqIveslEI+FAgtum70I9KDXkoUHZlIXA/aIkd8gPFF4moygA74uvgdcoClznvYwae5LjMWnheWSHrCT2DrEXKDkmM9RWjnybvxAvQx/oG30Gz1DaSY8OTTEevXr1dJ8rH1FwE0ZGSJ8RvQX+q+psLJBL0AJyFjqAvwUagcagh0ArRYsW4zUr0EGgb1woYbzhN9zjXfCNQpssr43O+Q73wHX+wnv24L/w3++Om8TKICSIG6KiIXwQ4iVJ1dhxY1zp0qVdx9tvc/9RFk4GnfgCFA+yCPZ9913XqFEjY1BzxdwOKmtgo8ZNHem+w6YxJE1ZvWaNktVUcb1kDWBN/4zZM92G9RsseG3y95PclVdfpaRBKy2QrYR2Svxi5NfafrmCZR88qFwibyuLIeuM8W+vlGBiw6cvvvhShJPJDfz4Ewn5+ZaEa4oyfSKYv1HA5cIliy3L42TFRtSqWUtJXyZa/2RysmRRDBolGsgwNQaHxD0gNwKZAmzCckV+t1CswWefDXdTpkwxJeQMzEgIHZgXSlZvZWpE8ML0+RYBniQZu1uWjDlz5rglixbb9tpkaLzu2uvsGeoOfs6IghGZdYPAy5YtswydEBSMZMJ3E5Sy+V73zNPPGOMlJmbNmrXKx7JS1pS7LREX3yys2arMekZQ9BWGAbMlHXDlylXdD0rkxOySMkurSVCaYmJjXO8XXzJBUyBvfjd40CBLBw2jQIiAA2RkjYmJUebaDZaErG+/fhY0+r3G84vPP7ekXcwae/Tooaynw9y8ufPsG3Nmz3Gvyhp0iVKsV1LGRpjTG6+/booJD2zauEmWkebagbS7+16BhQPEIHIpPgTFZtHihe7553oq3XN1y+x5ozJ5xq1fr7if1cY8X3jxBffQgw8ZwcNwixYpZisiSIxGQVGDCQA3CBlinDN7tsXIAFesN8dPHHPdtfvp8eMn3OdffK6xmi2G0UsKSjYJjN2Kt/nFPdb9CUuG9sh/HlHulQdcD8WfsOKJYMyPP/rIvaz+hVTmU6dNdYMHDzZfKkFjX0sIPvDAA8rX0s1w74QyTyLQsVDd2fVOS7xE5tGXXnrZGBjtZrxpbxDAzECI+QGnUchgHiQOI8aGsYXhgL/M4ihYjCiskEARe0eptmEy0D1bV0/47jt7J1hzWOE0SePIbBkmuWjRItdeyd3u6HKH7dY6UvRJ1kTGZZwyXb6orI/33nufKV8wSZRe6kZQ0WZgx/dgnOAghfb3VBZTlK3u3btbPBD9HKjdL2/SuF6hmTRtu//+B0xpfE04ggWxm2AHf3r11dc0mVnovhcMSI3e7f5ultDr5Vd62/ijAB6WEO4lK9nwYcMNxvWVDvw79ZVCu5IEnc75dmD+8olJKDJzRMnHzueU8G6FW7AoTnR6zn319QQJ8QS1+w7NaCMw/nX+Cm2Vvkf0t9EyOt/Y/DLX9c52pqDl0DNr18ZpvH5WLBbZY/drB9zOCgYvZXWTwXP+r8s0ZgclQA+6uLh4LT/P655++n67P2z4WAkLJS5ct0VKx3FlKn7M5cyb0xQJFCUsMAiiICxQ3tmyHX7YW7jY9c67THjVqlVTPDyT+27iBCWzm+z6iWbJG0NyLAqTFNKwowjHxcUZnyJ77hNPPGETq0EaG/CN1PEIS3Du+ed7mvJx4sRRd9wft1k6ijr8ECEcF7fBPSrZwZ4mTN4+FS0Q38DE7dMhQxIV9z3ufin17BCsytxPysp8h9rV771+btSokW6++CkK3oYNccaHX1PitNgSMcoq/Z6brIRz8KweCprvdEdnd5tyJA0dPtQNV6xYn7ffchdXq2FKxQLtODty9ChLSIglab1oBpxkU0ayu6JskGJ8/DfjZO3dZdZLdkSGrzJJffLJJ5RscJYjoyy8l0kOkzAUGJLjDRKP7Ce5h9L08EMPmZXuccGtTctWpvwZgBP/A9coyAXGjd8oCwTFI49RAijgKHyMcYW3ELNH0jr4HQH6ffv2td+bN2+2CTHHTxU/B39g635i7eAbH374oeF2wG/qpk7qB3/+lSLC/kMRA0jyyeGLCUUzfP/sc8/6HLlyem3X7mW29eMnTvB4b9duiPP3y4fJdSXe8bPmzvHrN27wr77xul2778Fu9tx3k7/31WrW8LMWzPN4xHYe2OdjypTyN7Vp7Y+eOuHbdLjVp5H167mXX/Cnzp3167dt9kVKFPOd7r7TnseL3Fn+30efesJv2bnd83v9lk2+5ysv+2NnTvqJ037wF19Sy8fFb7HnN+3a7vMVzO+ffP4Z+315oyusPUrn7OfPn+8lOMzXpQFQTYk+NR3pt4DslbkOrucVSGP3xVS9iM38f/jSxJTtfO36dVbvdc2bJ/nVxGT9G33eMB+jBKIn3oEYC/yJxBsMGTrE3rmt0+3mS8QnV6RoEX/tddeZ75r6uRZ83Jzzx3Xexx/as1dPu4Zf/8MBH1p9AwcPsjbwbJOmTXzbW9rZM3zXim7s2b3HKiNORZYFu4xf84WXXrQ65vw6zx9RrMf1N93ot+7a4ZevWeXlWvJfjhnlDx074tveeouN/Rlx3I1bt/hqF9fwg9UfcIG/9rd19KXLlrXzpldf5Vu0bmXnJ9QGEbedr1q31peMjfHPv9DLfod3r72+uX/l9deSrr34Sm+fU7BUoic/ZPgwa58Ys5/20zQvq5Qf/923ftz4cV6uMn/Z5ZclxUxI+TUY4f8VQzMYAJPgF+acv2UrlnsxCj99xs/2myP18c6P06b6XLlzJfml8ZEOGvKpz6TnS5aK9d9+P9H/oGfmLZjvp8+a6XPlye3v7faAtf2w/PpDPxth7R32+Wd2DTqpXqO6X7RkseEFY8n3xNgtzkVWDOFIdmvHl1996Vvd3NpimWhn8OeCg9FFbgX72bBhQ//QQw+ZP1Wrf8xfTIwQuKwZi12nHsYMWB/VtxmPBx5+yN99/31Gw2EMWrW52VeuVtWe2Sr43da5k3+r77t+p/zzpwSXcRO+83Jh+tXC+3jFayiFt1+gPtHnWzq0N7zhOzy7RPBNkz6d3ZPl0OAa2o+vXIqH/RTD82PGjPFSxr0UdLsmRcJL2HtNVuw37X+8x5O+X/8P/AHRHvxHriJ/c7u21q9diruZIFrLX7CAjQn9oY9btm/zXe66065//uUXFpeiXCBeDNuPHj06UrfMrqEtwBSYJRXFQYz68jbf4LIs/uC+D/2+Xe9bnMM3Y7r4q67M6Y8c+MR+nz053I7EWNx3T3kfv/lNfzBhgB/0SUvf4sb8ft/uD/w51bUp7g3f/tbifu2q3va7bZsi/qkete2c+/36XutHDGvnE/Z8aNeOHBjop0y6X3FnA/1Xn3fwDz1Q2e/f3d9v2/imv+n6/H7kFx2TmsqJlKik9oc+0V9iXd5+r6/RMHTcRrwBGB4/fdLgmjZDev+0eDxwW7lmtb+pVUvf9/1+NnZcg6cDe86/HPm1v71LZxt/fk8THmt5sR/1zVgbG66BD9TN+UnFaIAPDz/6iMVs1VVsDPTMOH46bKjRidKF27P9Pxpg/AYcGytanDhlkp889Uc/d+F836BxI//zr3M03t6v2bzB+H2Ltjf7E7+d8bHlyvh+A/r7w6dP+KWrV/r7/vOQyYkGTRv5tBnS+bVbN9p7qzfF+drix5+P/tp+7z9xxCOblFLGfz12tMmVH6ZP82Uqlve/LPjVfh8+edyXKlvGv/P+e14uHOOByLuXXn3FeOA28WRi0QYM/CSp/yPHjrF+QffAAJqAV1PAd/CMsYoujzzyiOF8oHNNMiIxJXooPKsFBF6TeYsBlMJgr9eoUcPXrVvX5JaysXpl+fVSHJL4u5QQrxWMXtvOG0+Q0cDeQ86Fguz/t0rEXhiloqDFoBWhvWCxoKBJxcTEuOeZUUg7elKzYkymN8sUPnHSRC25LO2e6/m8ND7nuj/5uGYQ9TTLLeW6P66ZXLXqbrbcHpiuPtSSr7XSDCdNnqTU3t2cBK80uhM2axLzcTe0uFF+07xOjE3uDm97LpQpX86tX7/OHZaf9ow/o+VAo9zVza6RP6qQ23dwn/JqxLinejwjjSujtP5Hzdw5aPAg1+G2DrIijDDT4TrNYs9qFtNWaZhz58ojjbyz00DYltZoasx8KMHCwOwGzZGZI9ois61gsQizXcxqRBXjDsHkSIpkKQbS3CORuFznGcxkVyu9MNHxmC+JZsZkTs4K0qd37/6Ymd7R6DtqZrpYlhXaFK1NhnM0fkzkpPHdum2La5zonqHt99xzr9J/l5QV5EvzJ3Ntu/zImGMpQpgkKwgzWAoaetCG0WRvVWrkjEoZPEwWhRmzZthy4sIFC2tfhTKuQpXKWiEyxMypG+VGatBQJlOZCn/48Qe3YvkSJ2Hpejzdwz3y2COazSTI3HnQrduw3uIZpmnG8fmXn8vcuF2Wrkc1G9il2Vk5mSXlNpEP9vgp4imUJn33TsezzEie6PGEe+qZp0zTxrS6bXu80q/frNUTdSzKX4LUzLakbiZ1NPE4ZcqWtZkRfbuyaVMbM8aUMcE0Swn95RyYAwPcAKT5pi9Y0qiPwgyZfoD/vI+PtFOnzlqKll9WkmquWbNr3eVKu65AR62qudzcB7ZrrHCNuCDwNKvwgmv0cfCng2XOzq7nq+qa9jMRXl3eoKFrJgvVEcUdJMhtg/tMyqAbr5k0Fj380ZhkMedSgtUsmEkZN8oNN9xgs1L6wxbmwawPHkPPXAd/8NOjLZORWIGrNhtkhgcNHzzCqh9nUfEQM7hG7MlnI4a6WaLhj2R9eVqp2dlrA/Pqnr17jA4V4GswoJ8xpcj3M9fiRID7Bs36nFdchPqLdYj3QpuZWTM7oy9cb9mypeXJ+Ump15mxzZb1SMzSLCTrRcNSxMw9ee9995tLq5Jwso5SauMe3SeLTN68+VwRLZdOSNjjSpUtLdyKxLMUKRIxHbOEsG2bNja7I+09dMaMENog9iLMHJm1cS+0Uw8knTO7JfU8bo1I3E4aW36qTpovnr5ArxXKlxRO5jGL0TVXXaaVMZHniS8pVKSAq1mrvPhbQeHVac305VI4FcHP7Tt2uukzlmj2W1WuK+3cKdM+LpB69Wta+y6uUcldVr+6YgRyu2IlcFGnl8Vgj/Fr8IAC32a8KVgSKNdee62rKIvglMmThe/ZzAUHPGpfeonN0B/XDBzcKlayhOHAmnVrbRy73nWnjR2wzCZLC7DfrSR/mmSapRIrHnl42CeHfWziRadnz0XiH8AHlmae/k1jLtwDH9586225rTObVbqDrAnE13W87Xbx/LYWg3ZSacvvvPsuV07p4qvVqO4UfO5qX3KJLBpNxc8/M4sh1tqXXnlZK3S+Mas1rrEQlzTgowFu8dLFrqjw4J23mcEXca+92UdDqNge0dbx0ydkMR1qMRUNG0fiSbJkzOZitXdMhkxZXR7F4ew/st+9qlWAuGZwqb/+5mvuSVlacasM+XSI6L+ga9m6FSTiuj3YTRbvEqLTXK5Bo4bKEDzEcPOMYFCmXFl7RpMTufkVFyE3EpZnCjTJ2DBW4B8FGkDucuQ+Bf4VfY4sekkWwSriU1jY2O4AnMLqibUPmrlU1l8sT4wnz4Dj1apVc1dffbXVGWIswG++RZ2UIGfsxz/8L2LzjqqERtIZCAsC46N8kAbgj8J89ZiE4dVXXe2aialPlemcwL89MgunkXDPmLhe+7D8aLgoLpfPbrTMV3lz5zXTMntf3CNzGoxPypu7+667LRkW5jSWLR4+lGABMtKnlI1Svl8xRsyv2bJkF7MdJ+YiQlOsBWvH8+WKCMgz55REJm1Ga0PxEsVdi5tamEmIb9zS7hbrzwkxdgB6QO4ZBoP+YSamv4G5BaGD4GWAFaHr8LOT6fANCR5ggcAAFmFPB0C3Yvlyd+ToYa1bb2fMDzM2ZnWWPlFAJr7FWTA15cqV0+pJkNkTfz191+xC7/y+rTemeuIkIEhKGBvMbqSRryDio2g6KrP+GVdHTBizITlAUGz4JkiNOQ4FBwZJHxhfTPX0QxYoY+wITa5T568SDASuli5d2sggQ9r0rr7cQSOkcLz79juuZs2a5i/NqPFeumSp/NkZXIsbb3IxsbE2Xpg2IQZMh19++YVr1aKV69Sxg+orJzP5i1q+2k6ujr0G93QyUWVWvhJylmiFkQlxTNutZTIkYBDz9aPCN7JM4nrZpXiHejJhAxN8tYwj11neitusQP6CpqiiuBHnEtLB8wyCCfcdvuJIbEFaV0T9/FZCvJWEWutWrcXkOmppbncXG1NKeJZFm4lls11QgTPjFHJ1lJNidFhjnlOKQ7oM6WT2jld/shnrIANjDpn7j4ugj+kZCJj+bYzbYO6TYE7HNQDzQuFU1LqTFU2wTCuYLjEX3GNyCSAg0ophE7dC0CksCPaEwkBBOFNwH4wfP16K92gTysAfmmIcGWdoGCZGvynQ3gmZmlevWuEKSGmB3eXKLlwQjAqIxk/J1Mw1noPvPSCBIiuNCVMlvDCXVjrFEVB6aUxxdxHIiuACRsCZaQn8IotgtHbdGrknK5jwxTROm4AL/eAvCPFGcqWy7I505WvWrDElN1Z4hbJR/eIarq7wkHJELpySUqRZBoiCkz9PPilgp8xFmj6D/PL79lsbcN3B5A+JF2BaBm+I/4HGoQ+W+QFjTMnQF+eBRgPD18VEPJOCqnaHZZ7pFPORTmMTKXIlabzpS/z2BC3FbmTnJCbEbXHqJLt1RtxYCVKCHv1PV7lsl7gtm+PdmrVbNeHJJtw/qz0V9unvkCtYIBJ/EPY9CMHbZcuVUr8yiu/OdPPmLxeeHNF45U7i1bQfPoaiRP+gd/pFfzsr0RwCcs3a1W6Z6BblGPgcldsijyZcxEuQcRNeOX/erxY/FOKNUEiBMbwEF9qG9euMz0Iz8FlgxnYECLLcOXILT8+ZmztXztwGnhOCAfgEzeIyMxxA4RCNps2cxt0oZX6K3G2ZMmSySWgG0Ws+4SW/WcrOu7Isu/IVy2tSUlquxLpS1o5qy4NLxcPYYyeHGzhkoHvg7vtdk8vru6uvbe5kXXR5c+QRL1fOKfUP5SKTcGPhggXW3ny5CmiSs9MVzF/YcOPMqd/HH5lTpGhRV1kCnEDPnKKzNm3buEtr1XZ7E/a6/FJi06XP5HZKESxbVjEqohNbDq7+nJMSll58DVfqRTKDIMuKFS5msSvINPsTfQZ5EyZ90ChyI9AFCe+AKzQP/VMYX3AQug5KCfILuiFOY4l4x2WXXWbjjpuKQp2B/pkkUaiDuuEf4RrtoP5/owSqSKqLzkZXjrCBqPHjMNtmD4RcEkJVK1d2pUTwBAfCNDOr8b8p6Ee9NSTIrWcQkrslCEqXLiNm6MTEi7j9e/a63Nlyuoqly7uYYiVc2ZjS7szxUy62WEl3WMFImsC6HJnlczqjwRGDPrBXwTb6jWgtnL+AEN+7Cd+Mt9+7xMy5nllKxc74bRaH8Zsit6tVquKKFijsShQp5vLkyOWK5FcUfKZs5pfLIq0UAc7Mgn4CcAoMgd+BmaDloYi0VVAjgZ7M4rkGPBDCCP0QdDRMPtvy5Sra7ApCZqbHs5xTwswYhMGCwNBllB8Ppg2BsSrDNg0T00OR4D45VDIqCBM/I7/J8ppTgoi0ywUEB95ds2qNMQPLr6JvkuCIe1rCa75vkF3Lbe0dYxr0VzNV4jaYKeBzp7+G4DpmVh0dbm3v1oqhfzpokLuySWMbN8auXeubbbbbR77tKxo00JhnslnbxdWri9Gqn3q/VMkYV0jafCEpNmVLlXakhc8kRfOnn6YpvuUbCaWL3NNibGeEJwXFNAg8O6sZGf1LkKJRpXIVpXWPKAqlY0u5GNVX95JLxdDyWl0EtgH/MEZhxqjXTWBE76gHsZzWapaiRYraWGFhQ9jxLWDHEZgQWFxP+7GsXLHStZfFZkD/D93okaMT25Rg30qQIOJ5ZgCMCecZpNCA88IY609x4dpxMfDIfhtiBGKkCIU0YjCM20kx5NiYGDGi7W7VihVJcAWf2Z8AGFNfeo0/FqmamlHf2Px6w3eE/AmEnv6BQzCasEoE5YvfbWSN6/d+P/ewstiiiJnAVsQ8Uf/MGlFgIns8eOGg9pUQnE+pTZSFKDQ68kda+XViiPjVgTdjeRF0KDonPqeoaLZIwWJaYVFQylNOWQ0TFBN0rQVdd7qji6yOLexb6REIYrByQkmJPezKlqtgAisIKuh+Aes9AAAgAElEQVSONoaCgkghVmfjxo22bwzCEMbXRlaGgQMHWvxEfSnPwD+bmCJHYh/AsSMSWCi6jIuNveiPb9EnmDxjAw3Zuyh9UqyxTPINCkw5Oe+D+UYXNsc6I/7CKgESC8qarPGIMGo51ixgFKUjV04Caffbq2Q5DtaI04nClb0pevR4wwI7Gza4VDgqJUdWCQRFwfxS/DSgixetMAUmvRQX+C6KMW3/de4i93yvDwwvezxxt4S04CC6wsKDMhn4GUoFdILQCQoGMTvgwJjRY9wCjfm1zZoZfM6dVdtVN++fFYzg5/mlIBzSJGyDLEUoPNAgzwDfbFifZFneLUttrAI4a2g2nE+0UbVSZeGGVjZRl/7PI6UC+jC6ZVxkeUMuQPdpxYsQsNTFnh/ppDRHFHO9rP7Do1HsT0m4ZpVllzoLFyzg9klY1qlT21UqX9bVrXWpq1aloqss3nvm9HF35RVN3LLli9yjTzzufpk5yz32n4f1nmAqCyN9gU8dP3bIMWlYvUIBqQJoEcmJQ0cPqL36ITmSRt/OlFbJHjVu0HKzK2WNU78qSF5dXK26KTp5cuU2fn1G1pXCWsnBuGQSX0JRZ/z5o70lNVk4J+Upi2TqLln+MonnozBRjI41PowR+MqEAjrWsluzfLIyhZUyXGMllh5wY8aNs/i3LKLrOQr2JxYOixbPHD6qBIXZlLZB8CJIF5o3i1FinViGsSgFmuMIzlAYd0q03LcL/+A/+v+HwkfCrBbio+MoFYpLiGi/x48Z0qDtQKgEVVEJ7oBsWbPbbIDfzJgPaRaJUL6jSxeb7RHEsl8m709kUoXRglQ8C+BBukIaJNwD2zWLgMlyL4dmPyAd5/XlYqlcqZIbKnPUD3KnwMwPa6lRvIKMSiggD0JZsXyp+/qLL+z5nNKsc4mpw0iPC/AFNXuiPzCRAGAUAK5RGODATCBGCial4pr99urVy4JSIX4KdWAFeFNmttWrV7lXXn3FNECUDma2zAwxvWFCPyCNnuVtaI6hXgiH32EwYQgoO7SH2UaYifKbwn2eBSFxWTDDIiCLfjAWFK3TdtdrCSgBPcwi6E/4Bs9Rf2qF8UTw5hDsqlWpZkQD4RB8i5aOsli/bj0dVbeYVFUpA8WKFHe9X3rZnoUJ5laUNu8wS3zumWdt9nuTLBqPPvKozZ4QpJhGy8j8SJu3yZRJW0sUKyY3R1n3pWa/ZCFFeWEGjRChgJsRpq4Zr+DKCg+UBZbTAoNAKFi0sGBkkUK6XYIcZkqQKYogMGBWRQEmmA8VQ2NKA8GOtRWAxYyW8cWkSLs+V3sokVl8ZAOjIxo/GAXCHjhQYmJizHoFrvLNSRYgfNYUCXAF6xeBjAMHDrJVU7xD+xGq9HO/ZkknNVuE7vorwCqrGMjll19u17FugFcIGJRaflPACUzB4775Rmbq+2yVFvSLdYNAVtrHOyi7wAzmh6JD0HTp2NKucsUq7o1XX9dTEeWV64w98Nu6eYuLkeC4uHoN96zcn0waTql9FGZlmHZHjxolIbjY3KQlipQUj9DKAMF/T4IsmOIUjEma9JndoqULRdO/KxJWSQr/MTZXXnmle+edd8xiBp1Ag1hzlixe4i6pfYk+LkasfuOOIHkUyjgCFB7C+ygaX8vqgfJkK6YEW4IFoW3GP8wUwSf4E4VJBGMd+ILBUN+gaK8EWbkO6zsShGLeFCxpOXNm11idloVpldrCplUR5QKLVCZZoXiGNvIeLouwamTe3CUKsI13jRvWFa0WcEUK5RMOHzGcof7Y2Pzuy6+m6JsHJQykOIk/EqwIPY0cPUW8JbtrIIUEvsW3jh8/afwiCAjaxz14FfjBH2Z3jjfLzfzyCy+YJQkBCd7BIynQtCnrOr9GvDSfrBn33nuvOyi8o2BtQFnGashmelMmTbbZP9eYHGEFpY3wACDHH/ewgiCoEaoo+MDBlCUJS3Pv6vqPP/4oi0dL+40Sk0v8F8GOpYZxxcrYTgrmPgXTDx8y1KW7CKXRu+yyZG/fsUXjuNEN+OgD8ccz7pUXXnZ169dxO+LjpVZoaadkETBEHmTLmk0WunwWdNr/g350y+XJnls0tNXwm8Bn6Ld9h/Zuw7o4N+XHye6YxtEs3pJv3AMe4BsFmKLUmhKrc/AVvsBKs3PCtzyy1E+fOs0m1TwPjgUZEsYmKNWMBVY1si+zwIHCCkdW1mzbvs1cReAwbs+dO3cpgH+p0fVRyTZ4PoouLmBKpO40bu68uWbh5xs7ZMGEtyAbuB9kDNcuRDZYxRf4X1oJzF7Rz/IBhFHwzYGscXFxFknK8ktMmyzl69atm84LGFNmaRp75r+hqNN1azUwQvYFCxdapDgE+vLLL9ssv2KFihLOe917ffvKfzdPwmOTomjfN6JGUD7z9NNatrTSomorySLC9waIwRLRip8f4VatWlWL5GZviZmzZmkVww8WBU/MxDVXXyNBscoNFeL9MvcXM0VhGkY4l4yJcS+oqxviNkiglTEfFcI6CF5gEJgOwpuBwBxWoUIF11SDNVbR7kRNH5P5bfv2eFMann32WfNDEqHeqqV8bvqH8CLKfuL330k7PuHKlS9n4CWCOm7DelOccFXQLlaIYKZEmOND/lQRvCx3JLoaNwTtCwhMm0BKxgVmjTsCKwqzO/7wf7PFOCs/UF6oa6RWHFA/rh+Uo8A0o8c7+TnjQKQ8W0rjCkLJgRBgvPhRqeuWW26JCHnhBiY5iHbSpEk23uDKOGnWzAZpx9MaU/q2WWZMTPUtxTyIjwiWh88++1wEM9yWnRL9jxuEVScIc+JaiHP4afp0GydcTp98/Im52/AZEkuA9eU74YIC/4z53Czmw0oeVp6wegGXWc2aF9seAjBbZrjgNP0CLxbILEqkN7DFd7tc32DlSoi7ma5vs+KBNtJPGBj9Y1ZAW8ET+ppJgpv2DtNzw/VtrDTEmsStj9OS0e1yCxW38alQvrztfTJ58hRb3vr6G6/brn34kV8XHsVvi7e+gk+YjMHlJUuXSjHK56pWrSbGhVIsJUrKMssvURpwy+HrHql2oqgxTuvj1gpX0qof8v/K3YWiAy0yC6SgODHWrOgigl2b4Jl/Fh8tMRLQHP1lR1DwH3z96KOPbTnf1Gk/usULF8kfX0y7a1Z3HyoS/qP+A9zylcul8E+2LZJR5NjBYPAnA6VYLReDzePq1KuTZPFJjnfhN2MD3tMO3CGs7WecwQfo5BLFBGBaZsnfbK3Q+UD8A5cPuA9/QJitFw727/++lp2OUjxTISlk+7Vira/o5pDiYpoZ7mGFZRzBCcYRhQSmHZg+dAaOUtauGaf2LBbfY+n2cX2rpOF2gfx53c8z5mm1xTzFRq2Q0pFZrpUd8v3P1gTTu4YNatky+FGjJ2kFU5wUhgKywhU1PvP95Hnmhtm8aatm2XGanGxXnVLUq1ZwjRrWdsNHsMpnhpTubeK/G8VXN6rvF5vp/dcFa+TCWucWyqqxdNlms45kzV7J+Br9CSWcBwHGEQsNuwdjGSoVW8rwB1waKXf1d99+Z3FQxC0xyUNZZ6XRKFnwWPnFOTTYvHlz16hRIzdiBFtgjzZhytJ0xgzfPzQBXw0l8C2+j9L5hXAVqxyucoQdrualwnH2BMouaxKr+vp/0N/gdL2EKLgD74qJLaEVNrvdRwM+Fm9fI2Vgs/LQTNNzJxUzd7FWXLQxnAUfcNHSj7oa2zde6+N+mfOLjVnjRo1dI1k2JmtiygomeAQrwVDM165ZJTivN+XxnrvvMX7wdp83jU9gFR4inoqyT//gZb/MmWvy8IqG4t+CD6tAUDCvUcwRcXQFtXcPPHiYVqRAk7S5SZMmxn8YmzAuwIkltvDI1xXbQb9YEoycYCUdewi9IT6xfNly90T3x7Uir6pW1c11Q8QbLH5LigErdZhU3nFHVwM7uDte+D1VCtty0R+rrsjZs0XfQHlBHsCfaQP0hnzh+G+VP+UKgbj4AIwH5KCBzOBgrgg9rUgwX3Y1mcBbtmhp7WAmxJKm+vXq23K72NhYY9TlROwEuMH8aTgFRsieDzBwLB4NxSxgCOvWrzMhiHmNDXpiEgMqFyuegEKwlW0WJEDAKAjyA0gNJKSaNoloaQwOA4aFBT8ay1GZ3cOc4jTwu3fvkWkvzpgQs1GYGMQDww1MhG8FGHCOEA+aHcjP0izaTRwBjA4rCbNBlmbhJ9+jwKa1Uq52ykIBA0RJoEyXgEIpw5/NtxHEwIRBZikvMIbY8IuhNMAoaR/MnT6hVdqsTAKQ6yhBCOx4aeXMulk6V7VqVesH76B5Iyipn7gJgl15L7UCotE24IICEA0bltOC7IosNhxB86UgoBDUEA8Br8AbxYQYC9pAW6iH35dpBk4BZyDQxYsXGWNAYYEYwRWsXwT8rlmz1gQfs/ayZcpasBaMn/Ggfnya/MYXD/5hzSpUuJAJ2sXyNdI+YMK7FGb6WBeix5frMFpgxvMIGWBPfxA20AHjAuyAh1aR2Pd4vn79enI9FaSKpMLSTGZ0FdUWlp0tXBjBw8vqX5b0DPt2MFNmpg0jZja9Ub9ttgShi+aAMZunzZw10xQX+gv+AEcsMsAJRZZZDvtPsKfAxO8nGo5AKzBXxorYnVDoPxYLxosCw6dfKMqDB39quEr/wXnep224f+gr+MYSvWWi2xIxJd11za5TC1DGZbqV2XbsqNEun0zOWBRgZLi1SG42XQqWdnY1vK9xcY1E87h9PsX/wPWA0ygBFJRjhBZbczNBoO+My5YtmzX50D43ah+KIPCm0M/JwmHGEyafoCXqKEr0G2sMsztgDW+BuRI0+v+YOw84K4qs7ZeAgGRFEQkygAQDoCAqYgRzzhl1dc2ued1VX+OaFTPmnFExZ8UImBOLiGQRESVJzvb3/M+d59peZkAW9/3emt+d7q6urnBSnao6dYqOKy9YgQ11ifqMvU7bnr8X7Bdq+bCOlP4W6gBrFxw1qaxXX3tPba2TNum6oTrIrzWdzQxCHY1SG4n/GoTdxIgRwvfK1dKGndYLu6c3Xn9P2xnHqZPbVKPoWupMftDs1CaqfcEOauaMWRqIfCfF9Lu0QYe2wo3aphEpCs9zz7+p2biaMghvH6NUDgNs2UZnEolmkRHwMMGDQz8Tx1r945rN2UMdNjN+MYsl3KJMYhOALQHbJpn+Zwl34KBB6b333lOHuTB4t7M6cPjCcpF+gcEEZRxzzDEBQ2BpeQr8kHO8h9YwsmSZj4ET26jxEQO/YatBeRi8o+wPGDAgNZdCSf+AcliYcZsnZVpK56D3NMPRn+aEQSJGqcy0MOvBVl3KrKuZbu3Si1mYZ5/VllHZQuAgrWfPnVLrVq3FMz9Fpw8fMkjZU0t4L0hZ2FB1g3aZSWEWgi3uDGKZPdGuq5hJWV3t76eBDAHaO+zQw0LJBX7ABROB7bbfPma02RL/lpQflmmPFXywQTQ+kEPIQJ4xpEaxwEaCZTWhOmwaGQjRD8uDaRj879Rz+yiXf+SNf6GWkp24z+/SZeOAoU+2fkl9Fcogg25+yMsPBg4KlwjI4nxgkAX9/5E+Iv9dpfdCwhJBDS5uceGlpnciDfHqLDNNycYVV9Decsm2yJW0TGQ31rhj5ScEFd26ck868uDHFkiubHVkK5/j8+5dyYN4vuN7p8mnJ03pNkKn8/e4luWeIAaMq4RlXCW4im5PiaCdbPNxcDp17sV6Dhn6dbEudkHLViLKdbvydXLdyUudYXFLL2WoY4iiiM8Hl0u8ccB7tuE5OI0IOqLExHGlTQ6013lzXdqPNjoAB3Vkfow65+vBewLfaNSeaaYg6inFoPgNNxLw8Uy5ph3jh6vhZ/faxr9xRxpvtzQc8987veHOO+gSfIAD50s89ZcSF23Jt5X6u62k8T1toj1uq+mXehi/lMsWYPK362/u4Q+u/uXbQ5yUgiI/uL6GBWmd3jzmdvpqWPKeOlTkPplyiHf99BiBNtJmDRYcFTRvenL7eWn8wRPkxxZB6gml4ZL9p/J28sz7qYI5bWNLI2U7nnd/JFAvB+ppeiUOl8p5HJAnbbc8AOeGC3XgvX/gxsEygLwJ5he3nzjXA9wb/86Lq/Fv2sy/o56leDI+TRduB/XP0zUu18mL73mXz5d6UWfLJ9eLeNrAMzKAn9vGOwfn5/KAlevlcoATeHM9iTcNOh9vh+TZMDMMKTdfBz9TN/KS8p/967JLo1zK1jT/78rK8yuwddnKtfxvgbauylV9JrzPnJzNWQgtCob6Lfh1bvEdz7ybuwgaLLxnGz30yM9bYaFftiU7nm2hpGN7LHFss+bKs2Fk3PHMff4ZuNGuPP2N1bZ80pqmdBsyxjjiHTTjPsR1gYcoF0n709TJRfmSh5HLsewgH9cTWqJuzhdcGU/IwbwMpE5/VkC7+10wcRJpokWwcA9QzLQQvRtCI7QtJ87H0Omnv/OnbuaCUGmwiRhiMTLcaBO9AeW05E8+POeJnfRmbtI4P/KmPOJGjRlVBDJ5IFDckbsTVrIItN2CjAg6axOCr5ThepK/BRptg1nzMHH983FGKvmDVOBqIU7ZMKyFnuNJS7DyUHhSx6VOz/WCYGiPcWaCdVqulE380n6UQT0cuPd3FiC80wjQSaIOLs9XXrou3JMv7QFm/ExH3IPvPEzBMXHAz7RBOuDrZ96DT/BsOEML+TQuy7QAHhxcT2ib9lE34JcXmPiBcNCyXLynfGjAgplrvu4u07TIM/SYby/1gF7ydOE2kN40bT5wu3iX/wah67ItfMmH9uK/g/SGl2GgqGhjHse02bSWVzRov+FhXAYtKA/SUTaBcoBn4EP0QtsdD30CIysn8WIZ/1wWnad51DxBWYaL4eE25mFDnJ/hUQtiFw3vECiDurmdtK+iQDxpgSPtJH9w6LKJo93ULY/7gI0y9HueLTO4z+PdeRGXpxfgTL60x/DwFb7i53oTzw98mMbz7SEf8GH6pQ7c0xba5rpTX9fPihM0RjDtlCo3rgPlgnfLpvhI/4iHLrUlOTtafkUoN99+y3bX4/dKRYHOZsyVfJonPi9XFLiiTPCzgvHdD2My7RQsppk4ZUJ8s+DXgvKAzwk6bHxr0IHjbwNJww+l2J06vl58T1oUaups2OQHEcYrcOTeP/Mn3/AzbQMT7s13Tu+ry+WKAoSfJpQL3ps2TBfEcT4XV/O/lVPnB21Bd5UFcAUd/VlhCcUi33BNhxaJw4RMRS2kuIfYIAicQ60jByLbbb9d1k+OQXgHkQJ8M4zjuOZ/fo8AtVDNv+e+lBHIO0+UzsNI9/f5NMTlAx0lnXu+w+R9Xrg6vQWR8wVJjAJdXzOk60G5vrfQJw2B8txpmfmK+Yv5HKgbQi8vICwA84wLQ5tA/S3fwPilxEL80n587zKcl6+UYeHhOGZPiHOexKO4WegAy7xWjIA3rGip8WPGc2fgeGjNnQJ0BjPlvzfjkhdw5p07Ht4ZBy6LtkHLrh/1df240kbDknbl05GWfIxz7vm5Dq4bdGF6dXtIRxudNl8vf0cadyDO2231dxbG+TrwDXCCJp3O3xsWXBF6ef7OzyzlcQ7NmSfAKwE6sgwImlU0abS0Elftgol0ACQ6nsJnBQDpDYc4uUMqJKz4P+UZ/lZG8rTldhguFOMfApf2AwfDh2fTEukqqwNluH3UjDbSPvMncQTLF/BnHHL1wYSUkce5740HK3zUiXrm2wEOnd5tIk1e3hom1CUvA8ArI9A8rEhTGpwv5TJT4Od8GZ7d4p3vXU/yM37yeZtPDEfSUCeeCY4/Ww7OOnTsmLVp2zZ7/c03onz4lnaSMt9+w4x44FbgKWYNUIwWSC5MFL4ZgDALXojnKu+1xed5CxiQFt7PmPmbgkmeeSXAnTXx/JA5vDc/WYmgDtTLuCct35re/D3fOk2+TUpeDMAEOIFH4EtZzACSB9yE80HPqkyZOb2oWHjg5fxdJs/5OPKjXpZFpKM86JprRbKwWLkVvFlCsTBzeYQAI5o4glBUIECAEM2w3PPLAxAPlflGwpB+NhHRUIDkeACQRyT58w5E5onMHTXfU66Ryr3z4lvXx1fyINBGt49nCw/al2fcvLB1mkCO8ubKj/JcpuNogwUQcfm6UzblEFAmQDCBTo14l5OvB4Tgzpu0PDsgTAjOh+/dUToNZToduFzaz9+QhjJdV66mDZeVL8d1cv3JJy/E/R54mImBETg3/PIMQDrTAvfQCVd+ediaFvIwdn6kdZ4uU1HFNtEO2uU20l4CbXA7rGwU44Vb18N1omx++XJJY7qjDqZ5C2jekx6azefn9ri+fseVfICJ2+Ty8/Dgneti/sy/px3g0biBztx+3jmee+PXV74LBUKV0bbpQAanFNMAFAffL5wvmi6Pmz5NSoqUD561a4Jslxksb0hI2VaOqZvhR5v4WUYYjoaN03E1bSAn8gEF2PjPl2k6cPmGCWlpgcviHrwa73Q+LsudlutBWt+T3t9wNR6NX+PLCjXfmpZ0GziivqZR6uU68n5pgTJcD/IFJq4z96437xzv+gBr8zHlWR7k5QR1cjz14J44vuNHOzyLTD0su/N1olzqmcev68C8ghWLvBKBgjFrDkt0WvZVt8zVaWfP5bRUKxy/xx/lGxe0Od9uP9OXcW8ccA8flvKo37uu/j7Ph8ADuZOHkbL7XR2QAZ458dINnqnpNfK0Q/48A7t8GzzDlIep+6Q8r/ve/JXnAeq0ImEJ400bdKnxRQMcEUQYN2HggREKOx8wOAknOOUGNxiUETCcwgLdgWf1ZOGlEmMzEUwYxQh4xS1zbM3he3878aeJRadEbFvFcIeAoRHGn766DK7Ol/t83tQ1nEPxQgGzJgE0LH1tnCoAFg1qIlH5P+IJNrbhvuDQqFAfyjScvD+fNFjuYxhVWieMY/BDQb7AGcMd7kVkYWhlwxnqZ0My8idtfkcHeOBbfqS1ARBlE0rrTR4Ycrk8EVCkIy7fNn/rOLfNdSytEwZa1Jn6E5x/PFTyT2qN6lI46Zatl2w9M34NLzuwqgjPZGv4cp+nD55NQ9yzPY7tv79LU45T3lcUgE1FcHFaCYmgQQwIgX2e1qkXRq+0j0B7jB/olm8INgws+OH4zaCW9MCD79122kCgHdA1dFD6XSTQP/KHxzCCIw/zHvBlSy67R6B/ddZBI9TVAZyb1sCzcQluLROCziKHwlfs14c2cJxH4JntwMSxdZE82Z/vEPSkbZj5EGkrgDnxBNNiMZ3ys5Ef9AdcCcSxxdY4MSy40l7kC7KgtnbUaMAQBohuF1vBMaCFrzDGczxlSvkIY2TioAvwD87Ji/Lhe3WEUQfkoesioR/vqBd0HjBV2nwAx7TPsoNnYGRZaj6ABjhtNwwY9R6es6zI51fZvWHHe3wZQCMO1I+6QnfAj3fwyyK11/Vw2oCp0GKcOJ6ry+CaD9TT6eOdynGZbnd8LzwBY8eRBlzG9vJyuBVkeY3gDfIy78GzGKVCn5zdglG0FJ8wViRvzaaEETuGoVWrrlz8Ll9P1yGukV9hq67hTB9mnLpPYbMA5+nk+Zbv4TvqAA/yDr4Ad8gHnIvl5appDq+ebnvQgb6pKUdohHnakYKBNM4EF5f3r6Y/ywvKoa7Uk2BcxkP+Xwl+8q+4N65K45f3eQnFAoQ5c2kyYYFP40E6CAQACCgjHrfWECPA5IRJW8kDnFIBCMFytDZb0QikgXn8DcAxcCHiYGYRIj4D2IYEoogHeBYiMKzLJz3MTb55IYjiskA7RPAt8RtL/R5UEDHfI1gc8kximPyebZyycHUHRvkIPJ4RrNwDL+rP/m0UGufHl3mY80w9CCZqhDvp/cx730dC/SMOgqX+Tg8MCKX5RWR5PO1GYNqK2+8qupbW02ny+edh5ve/u6odDsYlcCkNnJjYtEmzwCU7hXClbgUUpkLQmh7APwEBT/tRhK1MWgjwHvpiP/3SwvLUvzQf2uNgBs+3zTRQTKP00KVpJB/vNjnOtMUz+SD4CeAOWnB6KxDACpoBDpw+y46bgIX4A/qwkhiZVPCvMhrTbETBeryctvwpigS0xMCDeyuv1IH2md7BgWHsupOH4yiXtDw7Lp+ODqRUaAKPfJwVKmAEr5EPbUY2sLvBbddIO3ZRuA3wD7DkxzsUL9fbaRhY0EHZ8y44B/bmeacrvVJHOiaCeZe2umMg3vLPMNJsUnSOVligAbY1R1q1Jw9j6snP8MvDLD4o/xcO08o7SaKsUPAdcCKPPD1R75ARgglyDE4zPJ0+ZK2+qygAd9I5UL5lNnHADXohLuSj2uiBBu+BRb4+kmZEKxf9aesE9ED92FaOJ1QrmpolCYUSxYQO2krIQjkDc99A3nn4A1/XIwopllPob8Bzng+dBrf3bLs3HQBD+jHaRqD9lA8scXjI1n3iUH64jzT6B92iBOOcTkwT8f6HszkGFg3l1RRfINQTGuQbZAgDWeSfacXfASdwC60gk+wZ2+9Lr9T9zwhL+LEgY5iKjgai4EpjAQBMGoJbDWC7V105ViENVakmoqst5yMFhGvUp3zM7MSZwNiChtDjGSbhGwLaH85LEIyMakEEzBEavOIB5t333BNb7thCBxI5Ghmgkj+AhqgALsCjc4l71Zm88DgJISFYCLTTAOce4nVHHAnK0/g+ECNiAJHUD0csXC0kqANutQEGbaMudt1MOwraslwzy8scz/xcPkTGPW21Bst7YEzdCsReJfDi8qgP5fAN31N30hHPj+C05EU+DjAd8CEenJKO8sE76cA374iHaQk8O43fud58Q9wfCXPFvAQ8XoJDBALMClzBD+0BXziAYgsy+8U5tbLf0/1iDzhtBMa0gXQE8iEEHMTQpIHZB8nPwYjhw2M7G26BGTkAM+Bj2BtevtJmw4o48uTnOFy6U0fyIQ7BxjOBNkGPCLMqahdl0iZoA1qJZ9GN6Yx68w4Yc4WeyZd8CPCEZxVwWzSsiFIAACAASURBVG0hBMwCncA9frgKKtCQFSpGTPh64ERLHUoWW/HwyYKLfILrAK6BBc+0g3sCcKDdwLkguAtureFz2k1noARF+KA8kAcw5n3AQHHQhWFHvtSTQJzr4GfKjm/Lv6MOBMOfd5wthIDEh0cRfqo3nbbTK5loQH47VHecDQFPXH/HuRuauWCGAjmG3xG2WZaVlYWQZzYIHoAnkHu0nS2E+PjgzBJ4E8WJb3Hghu+Ue++9N3wrcGJy1LW8febNgJPqQ93BP4Mt4AZ9FGBTwF20SbQL3TI7RZ3ZTg6fsmUV+QE9mubzeAKO5GUeBA6+j0qVw5DvXSaYAGfUAzj6e2Bt+uNblLO84gunGUe8d3B5xlU+nnfUiR+4oUwCtEB6j+6Jg0+Ih6+K9FDOD3TUmvNXPtqiKVdVSho/jlhH5lfViH6aToTFMR50Cu5ryilbNc1SfDtsuNwTjAtHVfAMsKDdUSeVS7siiDyj71Ia4nB6VkhbkIHQdSiyagOuBei/Zmomor98ROCnqQA75EWVgixXH0ebyANlw7hi0F6Y3awS2+vhfd7Bv3yLnDR/MCBApq2ic5xwLBkzj6ocflygDx1uGX2pZRKeWAu1p13luFX+AN+wL2/tEhdw+6cEIXaJIEFSXHeVsIk1ITFZJocy2bW9r83+cvRR2UWXXJw9pNMbMQBiLYd1pPzaoxg91qVKr6xJes1JHX+k8TpbaVqv98k3QNZt826xnZVTLf1dfr3Z33pdiSvpKIt0vGcdKh9op5CRj1riXgQRaQwTl+Mr+avzqLCtTsOVNPwcKFdE4ce4EifBVowD9ksLfA9eStvAM/Wl7vmQb0vpN6RznDqb/Ge/u3ea30XmHihjqT+lBWb5NUHgAo6IA2fQEXSlI4mz63Wq5v06ObXduu3D8tk05nVMr8PSUudJmtPPPCNOPD1Yp23yDnqQxh+0XAoXV7+0bYaX20M68vqjP+pD21yvZX1H2nwat5W4/D3pzENOz7PTjBg1MuApN9/ZmX8/K/tQp9VusdWW2dM6eZLg9nPN05jXWiNR+T/oKJ/G77CjAF7YXAQNysaCgJ0F30RDiKCCCk5XeCr8z8OVGPKDpuP7fELdE0c5bi/0UgoDv/MaM8/QB8+WAaZtOdyKUyS1BFJSUmE7Onwo50+ZfM5kUjQiDXUAxux822vvvcL4kBOfoU3KylvigyPLH9fL11J6KG3L8JEjsoMOOTjk3RVXXRl5+xvqUEqnbkApPPPxfMfPdajs6nKoU563SE9cZYE6uW4uy2lNbzyTD3gjb8tx18Wy288VXfO0SJkVwcLlccW2TGfPZPLJkoFr17EyWPm983ZbHE/d83x6lk5kxc3CSTrB2zYXtIP2IW9oA+ltY2WZb2NXYEJZpBv04QdBW1989WWcLjvwow/jpPCvvh4Sp6y+9Mar2fsDB8QOzK6bblLsD10GZVKWcVgR/Nzuyq7U588IaIy/C3mjQQqHEQGq3Opm8uwVR0pzRPcxxx0bx03fcdedARQbINEYC3GYMI8EM7cbDLBBBsyDgQzf8bOAJB1KB3HsNAGBWBI7jRHn/KygAGDHkcaW2MSZEGlbIFRX7kE4xpoGeB4oxAEDiNr5cgWBEBrt4pdvK23AmAfmybebcky05Ee+pQGY542xwImFfqnRKXkhcEljonV+LsfPXPPl0S7y41vSOpCf03GlPuSdz9/xZnTD0PCr9KpCwB94AUbAppRZge0FF16Q6VC1Irx1kmHc8y3vbShlJrISauGOn5FVdYw5nWueTtzG0qvrWxpf+pzHv+tOXF540C5ou1Rwmq75zvTh9uTzzQsl4t027smT91yBW/67PP3pQLescZO1AtakwRAQi3OC8WscRqT+AQMCtGCcR0R5HJ0t+Kb+hELq8s4iFx98Uf5MXjxTFuXycyAvyxfHkQ46I9605XfOq5TvgAO/imBpOqGuDIrkgCjyhe5PPPHErHHjxlE3BD3GnJRho23K1+FumUaOUQU6KfLZREduo7hyDx7lRKmoVPAMfHiX/4Eb3nE13dAOPxt3xPHdB+pU5NApQ76CfytL1C8fDC/jNPBTDmfueW+88h0wypdFXYgzLfHO9SI+35aod3me1COfb0V1cl2ph+nJbXe5eRiZJ1w/3kHn4ND1y5fj/ImjDMtGZGVeVo0ZMyaTm/hMDtaWgAffkZarA/nyDOwcaGukVX2eerpfptNfA09s81xTNMRgm/rSBq7UOU+PpfUnb37QHPkyYOZY+811nPzfTj0lO/7kkzId5hdH0R9zwvHZcSedmG0sZULeSjOdJJ09+PBD0R+ijFAe+edxZRwSl//RjqX93N4VvS6x4IxXQwE2pmFYA2LaDy+ZuDRm6m9neYkkME07auTIVFZWFs9MIzKlzbQZ03WesmP6SgCMdTOWB6RIaNqqeqwJMeWHa9Vrrr4mpsPOPPOs4jo6R1jjBdBnInTvvnmUI6D8Ln8iWVpZRfVkqphpKgfKxgakidafSIP71q222DJee5qNB/KknfxoO9NBhSnD36aFPEVEniKEyAPjJtuEECGGSAsFA8okxBqtpqKIJ3gamOk3AlchMLy1ce81XRtqMvVKwDsgAU+BrOXZEyh1ZcqWb/2LhLl/tC3fFsqj/rSHqTbnxSfAhB/pSROwVv4EygI+fC8hFu+YnoulCb0nP7+PDyr5x7QedWZNMB+ADcZNTBcToDncxBMkXNIeOmsE+jJsgQ3w95QfXlFxrYu3SuCNN1e8NOKtkrLIf4LODWncqHG0gXbSFuBGfYxft9/PUYHcP5Zs3GaimTaNq6ZroWfojPy8JME76k8gnu/hDa8FQ6+8j7oI7jHlqSlc0wr05vV8POntusuukZf/kc4wsD0HMMbLLNO4lCXFKmDH6aIE45578My0LB4bgYV53zQIPODfmKaVzYFXy0uvNuAknvpwQBLfaXU3caoDU8hQPV5rHagHZXrKl3ju/UxdKJ80BK4cvgafm+/ANXRKXvxYSmWNGvnEkQPkQUDucBYM55rceeedQffOl/JY/rBHUnhCnU3QM15fcTVNPg0bNoxDoqZNnRZ1BHfgmVOFwRH0W0rXpInlBOGWtOAzlkNUJ0l48VrByC8qqX/AjHiOHYCfWFoK18uCKQHedAA2BGjGbfG7/BXa4kcgrekl8KT81DEV6djL1yupXtXLlyDgO/AHzf4mEVV/fec6lMoYnl0nygTG4Cdv/E59gI/p1jxDeYsWFw58xN6iIE0LaVlqABeUTb4O5A9d8M5XKTOB1zLJAbx7cpKtaSv/nWHjONc7D2vqzrdP9n0qnawjyl+V63poDxxxbAM8FPJJPE7QNvvwBIs8QK5Dr7yXFhD0alkPbmlH23bt5I20VXg9hoZmSyZ89MGH0U7Oo+Ko+19mTEv777VPyBG84nLyMgEzAfJDHlpuEA8uVy7HIc8RyunAj/+t629UWl4CAKTjgLFgNhrNOiNxnTp1jFQIR6xhTz/jjGBQBBdEARFYYLqBPBMPQyHwsI8AcNyDmB133Ck9pqO1USoIAIdj2VkXtlKBUGC9jOBOnTJhZAKdjBkiDLbKkctaqhWc2269Nc47gXHJAyKBgGgv66oQIQHCRFDxcyCNGYf2UEd+BHcMtA/igQFhWODBlTaSP4FnCBHYSrsOoiFvBJld8dIWKxSk5UdgvZWzJDg/hbrCDHRUDuAHJtfsQ5HZzSD5toBPvqM9FgrOg/S8Azb8gAWBOho+3FMnCNmMjS0Ivz8SMLp0pwAdgUN3jtAFnTNlgSeUVCzibZCEdb3rRP0IwBdf+jfdeKPcIn8XeXFqqcN4CRPKAfZNmzSLaOpNG+g8DUPyhS6AIz+X43wsRE1P5BeCVnCkM6MMAnQRsFO9aBd/KNK0gXbzPXGkt1DlnYWqFSvsAzBsNj9hK3GbTl4lzooK5VEP8uHn8sgLIYrRGq7m60hpoO28JwBf4xM8IohND4ZrJNQ/aMI0CN3Ct3AGv3kLZSAnYcn9fNH/JPEphyYRj7pTTW3lHcfHLxA8CKZJ7qFL0xDwhXb5UQ6BulAvcGFaRSa4zcDQMAVO/Ojg6aiw/yIdvIXgRe68qDMpbhSdINcoAzfglO+84Ul4jzpCA9QP9/S033KH9Kyp4yrfHaLbACzBAx0IVwJpoGXzIDYXxPEzriOh/qEM0V7onjL5BmN32kFgtxxx5Bf8obTAiPoCI+QM7aKutAmY8vM3ISfL84Jv+FEPYIhyEQqu8oeevRuJclHmXX/wA6+TF3GUbZwajsgIw4Q44MoglWDDTOAD7+N+2gHaIpAm5IvwSYBuqSsynkDbXRbtNt4o13wLXMjD6VAawSkBGNEG8uEbZIDrC+yAGW3iHWloK/nyfPBBB6f7778/tZMiANwYyHD6Mfm7bd8M+0Zne1wdyizlm57BNzKHvAxP8rbs5Eh7ziAyf4edieBUsLnQKa+y5zjk0EODJteQe3Jto1XdV47NEMgd+sQ8bEw3hp9lVADhv/xviRkLBA6dHAC20IURiWPU+Fjfx3UgWJsQjNvrkBdOEER4QCQTdM5FU42oP9PIeqx88zfUWQWb6VyMutLKvvryS5209lEct95JZ2HU1y4PcVAAsZ2MyuiY5wuJ98sY6oEHHkjNmjZLDzz0oDqaemm7HXZIE6UkEDD0wXDqC510yFkIW3TfongeAoBF8IAYhDXvCXfdfVe65OJL4lCYV19/LYQC5w6wOwWlBeNAzvaAgfaSz3gN9YKI4uPyfxAVW7WCGdVmSHzc+O/TMJ1LMknb1zheupVGGbT/Vw2wRulskina5jRVRLdYhLpp141j94uWjBIH9nAWQ5k0ac4FQeiBfEYqo8aMjsPJmJnYXv7mEZbfDh+m0x5vSE881VfHT7eJI3IZ0TAyQ+MdKVhzKM10ac176NTBlbWlzx2VhiLCD2K+0KnQYcEAxHFmBTMDjIo6duoUJ2PSPhiGemLchmAdKx/2nN8AM7Vv2y4YFEZECNKBcTYLDNKwYUOduliYEcrDzvcc5VtF61mMYseMGp0++fTTOBkQetpQ5a8qOHC8MO0YozIXydCV+mEw11KwQpkFt8CEXUIEZqFQQl977ZU4G4CzLagDSgqjY/BGm/vqPBAUk/3220/tr1FUVhhRoIDyo709evQodGi/yjhMeON7AoJA04uMvQPfi0WrNXRew4TxPwiOQ3ViaN3UQf74m2r3xYfC7zDi1PlA/43XahJ5TBePcOz0EJ3twsmjKKGcb9JGcIWPqgimsyXwBupwupkSxmWtWsWx8VrTT//U4XKDdR7K+++/n1ZfU4dZ6WyQhpqN4Wh6+Aj8gtNfBTMOcYK+Zs6aHYe4DRw0KB184EFxYikd1TeqGx0J55FwxogaGfw7VfTKtktgDs6Z7YE+oSU5gNJon4PHWojOW+sY7dUljNkRJsVBHcLo0aNjAAK9cGgYhxx5dIngB37QTEPBhGO0EfIIwVUyDUYUT6cKjQ0fPiK+bddG/KnyDX9oDQqGPsfoYLrv9YOvWqo+zXTAm2w44sAmDllrJGHPNtGPRV/1JLc26dYt4K/FCc14TE+riU4R4FOlpM2aPUtyZ0EIfOKQQ/Agh99B08gGTR6nVZTvj+rYOZeHcyM4H+PN/m9GHRkNEzhHBThQh1atW8cZNeTHYAAYoCyUiY7diSFruQe+yKHvBPMhws/W22xTrhyI3srpj86eTkxEWewswRswQZHhdE4O9KotvqDzQlnkbAju2QkF/KEPwizha66UEBQY+GglXeNkUsnPhto5N0rnZ8xRG0Oexfk9OpNGnTFyDmPXVdWJNmvaNM5c4aRcAp0Yp5hSBPIDwqADlW8P8fRENMqQu2UtykJp+Vk7lebNXyBjSh1iqPZz+vQ44Z96QffUAwX1S80wjRdvNld5MUovV9zpsOmjtDwl48cfpUTUDkWR9hLorIEBdAbtkJ4rOI+BgL6tLyWUQ9mivvomlB3RA2dVIWOQyVp2DDpFSYFfCZzFY2WKNNE3CBfIJpSMW265RQf73ZWOOOKIOMSPutCXWiZ7BhqYki9KELLkgP33D0WPMqgT7+ln+A4lA37qddhhIb/ZNUdgBoQD0JDDnCdEmy3twTgHtDGbEoqUYLHBeuvHd//1fxKeS4RSwxIhJzv66KNjTadeg/rZ7vvslX2Hf/fpU8ND2Ix5c7LD/3JkVm/VBtkOO++Udd5k42wdrWfV0hrRXvvukx16xOHZZlo76th5w8jjimuvju/GTZyQHaG1qeqr1MwGycCM/I4+9hjlUz9btWHDbL+DDsz+Lk9teB375IvPsyrVqmZiumzPvfbM1u+wQabp1uy+++8LOw0pFbE26HUmnll7Yq37H+f8M75dc621op7nXnh+9oOc2bz3wcBsr/33zf56/HFZH9mN7K58W7Qsyz7+7NP41rYaOL7xehluXll5+2LwV9neB+yXXXNd7+zq63tnW/fYNtttrz3C7SvtXatZ02zzrbbQOneTrI7Wxb4dNTIb9d3Y7JBeh2VXXH1Vdvvdd2VbbL1VdsRRf8nGyr4Ed7EXXnJJdpi+/ed552YNZB9wrgzDWFF9SWu4nbtunNWotUq25dZbRx633HZrvHvsib7Z/oLTtTdcl513wfkB9wdkVMt3uKrlSp0L/uYXxz1xp5x+WtZDXlLvvPee7NQzTs8aaZ0QWPPuU63hdduie9RhDxmpUWbnjbtkTZo1i7VFr9l9+vmn2ZGq/6WXXxZrwV2U5pTTTi2u9akTCDgadjyT/61335ltv9OO2e333BX1boXH1h13CLe14+Xb/sre1whm9YKeWFs876ILiu0Q8yqHQmDNX6cHZur8gq6oC2vfb/R/UzhanHXcaMOsafNm2W577pHtvd++mTrkrMeO2wf+7Mmuz523Z0fLXujRvo/Huua666+XvfLG61Fv6Icf65e0gfrjsOaiS/8V8NqqxzbZzrvtmnUXHiXQs027d8vOv+jCoKmttt0mq1azRnbAwQdFeZxF8MucmYG7E0/5W/bGW/2zAw49OIMmB3z8YbQP+t9l990y1lTvf+jBrGu3zbKHHns0u+m2PlmzFmsHn+yz/37ZKWeenr0/aGDkC15x9wtc5y4uuB2+7OorM3X+WZWVq2ZH/vXo7CjxFA53aBdtvVjnNGwg74fgYPIvBR7+1xWXZzrkL9t2u57Zrnvsnm3arVumQ8WifWeLfw4+7NBssy02Dxo89+ILouzJs6Zn839dlP1F7plZE37mpeeDn9uvt27wM3WCP1urLtglmHf6Pf9sVta6VXbYkUdEPtPnzs723GfvoMm777s31pJ1oFrReZJxEDYKyhN4QY+NdObEC0qH/KEs5Ev/d96Wk+fFIZ/arNsu26Znj2zIt98En6rDyi6XPdcUyQTSX3nN1SFnuKduuG3uLWPhk0XDt95xe3bO/5yXrbHmmtFm0mBMd4TkHLZetAla63Nrn1hXx0gWu7MHHnwg7Ho6bdgpe7LfUyGTvvr3V+GVWNb7YaMGDWM3saNkpT0tYpS3dosW2R6iVYxvaSs2MpdfeUWRh7xO73V8n28B3MFN7z43Zaf946ysbv162XqSj3fcc3f8dPhbdtjhvSIf2gHNt1t33eArXFu/O2hA1l3GvcDrrH+cna3Tvm3Q974HHZBNlG2O5R28c+EVl2ZX3XRdtsFGnUJmBY/I8dm8WTI618OvMub1PTiE3m677+6s1zFHZd222TJ74pl+2bRZM6Jf0CaO7MFHHwkaoj/ZYMOOUY+xE74PeYVcha64whfIK/gQuwb6AJ10G0a0TSVraSPwwbaAOtlYknvk1fmSjdXFj8jbrdSHqCPPmgveL7/+atDCSOWJrGsrQ1x4hZwef/KJoMUOnTpGmnHy/gnOcUmOTYTxgdw7VHId+YDtQ8PVGwaNdJcMBZ/YBdKXUA8C/SlBilfYnsSD/kn5i5/t62ifZtWiPZRF/u7fsCGDDg8VXnfadZfANzL8kccfC3xxrgh4Q3YcojTIBPj9KMmDoUOHRpHYokg5c/FFO75ixArcMCqrMIwf/33E01gDAqNNGLp2vTpZ1erVsn9deXk24rsx0YA777snW1nI6iXG++7HHyLuJBmhQDwQMsKDhvbcaYdsfSHq52lT4lCVU886I9I8/vRT2ZxFMphRmi222Trr1HmjuEcYAySIrXrNmtmp6hAhFlzo7iBAYZGdN9AyIYEE7rliuAZjdRGiyH/monnZXAnEcy46P2stJgLNxCMkEUSUTQeCoMl7v4v8lA6FaNvte2aPyUCO7/jRHjrK8T/9mJ193jkh1PfYd++Ih3FJs8seu2XEGRYvvvZKtP3RJ/vG+wYNV82ef+WluEfowugTJsu4R0ROvsASZYhOkc7kw88+CUZ4/e3+8Q0Mi5BfW8rRyHFjIw6hy/eU73JfePXlEMpPv/BcxPPurHP+UcyffBAIlPfGO29Fmm9HjwxhA2ECBwxl199g/aIRG4fsYGCpo76zjz75ONLY6BBBakUPBkboUR7lgvMfp0zKatWpnZ18upQS4WC4zneh0+ZH3YkjrQ8BghnsAl3RmbYDBpNRBxsRI0DpSFBoEY7kA76qiUYHfPpR4PzNAe9m60mYfT1qeNSBMg485OD4ZsJPOohJ9aatVlqNf3CAkrfz7rsW6f/ehx4IeMETwJy8/nbGaQFn8EWnf/Hll2ZN1m4WghW80nbwjCINfrH6Bua0l/cffPpx5MO3Z/7z7Kx12zbxjBc+w4Ry/CMd97y//JqrsuZlLaIsx63XsUN2gqzXoQNop64GCZ+r04PHeK5ao3rQ6OQZ8sapfFAA4ekb+txcLONkKTWt2rXJpsyekY34fmz2P/+6KGvfYf14X1DWFocit5qEK4otMGNHCu7+wQlpxv38Y7Zupw5Zz513DDy8+k7/aDc8jkBHWRgq4zjcGfM99OMOg/e0HVgxIAFGtPfLoUNCJu2+957FujJoMAzp0GrWrhV0x/f8rrv5xlD6zRdPPvt01mXTrtno77/LDAM6bXACfqg/NF2/QYPshptuLLrEZpcIBnwoENSXH66rNWMQ8oOByU233CzDu3rxjs7hUXUAtWrXjl07VhQOlBLqPOiImq/dPMOIGRnmQQ7fAg/qAizA09Y9t81232/vbMo8nX+hwrt02zQ7XB0o71Ci2rRrG0ct8C2dJjwN7o898YRIM+iTj0ImN27WJHvzvbcjDtlAu4Er+Zzxj79nTcvWltwU7y+amz32XL/AJR04jcKr6q+aQlo4W4q/nn/8YUKGcnX/ow9HnSarbsecclLWtftmwQvwEPhASYc3kWf7HLh/9u9hQwOfdIjgokAT2jGhOjLoO/e8c0OxQCmjY0VxxZBSWy8DtsglFf+7H7A746wzA/4MGgMuosMWUhCQsTx/NvjLDNpBBiP/iPv4y89DuW8qPFC/werMkX86qjx2ZrgcXJSzSwgapSwMp6EHFCD3TTYqZ9Bu42AVEUEzV0UFI9/Ry8Ywa926tZOFkSllIo+gE2Ttvto5B5+BZ2RdByl8IR+U7qmXnss6de0SPEYfB2wbaXClZZpieZoVCWWmWMifdFNYtMrNi3BsN6GpliIITPN4nerII49Mz8qvwOWXX6EprKbpgvPOTQPe1ZG6mu7bU8skTNvtu+8+mg5uElOkHA+umbu0pQwma9esFdOtm3bdRNPgo2ItnfXQgzRFW7Nm7ThWubr2G/+k6cY6mtZiipCpqToyUGm4asN4v3DhPB0tvEXUiyncXXUsLs6TmNpmOlYMF++YxmLtkO+xuWAKnWkzuSGO9ws0BTf+h/HpjltvTzvusGNMN/GCqWCOMB/81RfpYy3b8D3fEpjSdBj0/oD08Qcfpa233ErTZPOjras1WC0desihYRx47DHHaopqcTwT371b9/T5Z5/GkbUjNdV75uln6N3B6eEHH9JyTZOo1yQd49u793VRn2++GapyG6ZJMsDjmGetusaUF7Ccrent+nXqaUp9ZU23f5O+17HRl17yLx1Z/Nf0j7P/EdOpTE+vKcM1rtU0/ccfOAIHxPV97HHhqoqOed4knok75q/HaGqwYbr1lj4xDbejlrnSStXiKPipmqZt3bJ12mTTTcLWQ8mTtN70zbBhMeV+WK/D0jnnnJPe0LHFDRrIQ2S5IRMGtQSWXliaIHC08TdDh6QD9ts/yuYYb6bVOcb3zddeT1UlLVqVaSpUyyJz52i9WLhiqWaG1u6ZCiSI9mMKk3um+FhHX0nfra1j6/mOAD0wXcl0OjiUlUwskfy6aF4seUj0pP6qy7Ahg9O9d90tA+KrZTN0Wuwph6YaNdLauupNwIeA1ytnz5mVNt9scx3p3DyWjlquXRbt2GvPvTS1XF1LH5umWto7D0y3ljHp5EmTtLwhutOU5XM64pjjqOvWrht4hd7/dvLJgf+BAwam9duvp6nRuqmb8vj2m2Gpa5eukc+s6TOCX2ZoOh16k/wKw0zK4KfM47qyegKea1avKbxXTTP0HW2YV758dIeMF2++6eYk99vpjdffiKl+0kAfG3feODUQHHv23C41qAsOp6e9dt8j6Kd9u/aRL2u6HBVPm+qonms3a5Fuv+XWOGaaWtQTXc4SfZ5wwgkxfQwPETbWMdwEDPdIw7771VdvGOXPmT1TZXfRUeKrp1123Dm9+867Op5+y9RWSyH4JyBAP8BfAjXyhUZ23G7HgOXzzz4X7X1WsN1TOBjw3oBoL/zUUtPuhuF2alcsJQh2fA8fac44+MB8ccmFFyWOt1+72doBgylanlm0YJHKlz2R+A0ZwDQ2SxrQXdMmBRl59tlnS142TR026Fi0TeAo9jmC+0svvhj0xxKcxKOM4B8U7hYnbH86d94olraQdaNGjyrmQZuRpSwVsZyALMNORwpG8D3wwNZmZrk8G63lF6bL69TQsobKIH+dIJqGj+QY9PqJpWZ87NAGlrS33XrbWEYNzer2CgAAIABJREFUnyMqi2VIZPVqWn7YZOOCTNhKy4mNGzcL+b5Y5bYQb02bPCXts++eafi3w9Peu++j8gt0SX1Z8l2o9kpxF8wWhD0L8oHls9PPPDXdINmmwUAaM3J0Gvb10OAhjvJ+9ZVXgv6GDR0WS9PrtltXTgTnpycffyLk3+19bkvnnXtOevnFl2R/Mz3awXLKzjvvrDbX1maCnYNW8NHCsqbt8rAnYMmDpYqCDdMqAV+WfFk6QoZefvnladx349Jbb/VPnTp0SnvvtXfIGOQMfNS500ZaKly7sFRRrUYYhJ+nPg+5wrKKA3YOGC9Do+CtQYNV5eNiYvQ5tsWzUTm2GCzXElgeY7mD5Rt+XhrjnZSPeAb/LNESoDtMDpCl5AE/XH7FFYF78Mwy/hzJTJZ1qV2fG24SDH9Kp552Svzuu+8+xa6kPvankNHOk3KhZ65/VljCxoI1UoyAaAQFsWZDo+ksEAjNtF580kknB7EeuP8Bsa4KkL8VEQFY22XAhBA41qwAgRVg3Jl+oPXjplqDxZgHYLBeOXeujI7KGwUCUBDoIAAodhAYErGGRF6syeFEBvsJgIHCwPohjEWgQ+EewsJQDstmkPGD1u9atmwZa6x1JThJR/sayPnM/AUFq+fV1cF1L1dcYAKMZgggkHUwGJNA3edIyOKshw4IJme9kvYQyLeKOg1gCRwWLJgv24i2guuctPvuu6djjzsu1rYRtNQ/DI1U52223TZdcP75Wm+dGjYpEAnv6RxYPyUgbKgPDPSSjNGqyu7j2eeeC0UM2IM7Mxf1on0ErzHCNKy/a9tSQdDq3S/Tp6XWrVoHnnQwVTAi9gnZrwWjubp160Q7WM+sVa4sfCk7Gm24TQcddFDSNuRQRjTLlS688MKiMka5tB/nRHg9xfjMuwKgJYJhtrXa/shDD0fbaPMUCTFsNty508mwDl1Da49eR4UmUSpYT8dBDrYoq4lusD2BBthVwnvCLHVgk8WstevUD8YCt1OmTJUAbpauvOIqdQKF3Sqs1QNDAnRYTYLCnmKpP+v32AMgVAm0b7bWZServtAh67CkY+2WdgMj6B/aGTNmTCqDBkXP9QR/jArX1boo68P/Hjw47bvPvjJEfTad8re/pR7bbCVFaJt0z733iG5bhWM32obLYgQlgXVXAvCCDoARedNRYU+C8kS5Ibz0TUutXV962aUh4KFROit4CFixZovCZoFJHtgdocyi9NFOrNBrCs6LBCPyHvPdmGhzWcuytHCxdjMoDh5vrvSzZs1IX6lN3WXfgK0CDqvA5aSpkwWP1UWXq8q+RkJSShah9/XXpcsuvTQGC6xh3y87q3VarxN8Sl2oG3T9q9Ki3GkiNR3a69DU+9reYeyNMOWbMpX95BNPhK3B1ttsHcoM6+zQGZ0MsCIAL/KkXRhjUm/oA7kHXsA5CinyaZ5owworHU7IRw1mkDG0DfghT+A36JxyNpVy2FT2Ks+/8EI6+JBDgh623nrrdOWVV6Xd99gjbFzOv+ACDTAOkU3L4PTKK69KEd0qOj2NSgM30FMjyRAChn+WPyiY2CAAC2wYel93XTrjjDNkg/NVtAmcYpjadp128e3knydJaVg1FJNZ4pn6+lbLXiGfkEF0lKz101bagqzGvkkj87C1Yb3/xJNOTJoRDHrccdueSUtj6cbeN0S7UZqx99HcfvpV8ol6IaNRguns2ndcP2gQ2XKnDJAZbBGOOvrodNwxR4svRqdBAwdKad28SNPDhw+XLO6eThYvUD/kl2Yr0jTxLGFl8RlKEjwBDoE7AZxAL8j+eVV+GxBM0C4NFGwGi9Ahht4HalDLDg/sIgjw7nwNZJCxOv1KtjJ1gr7dpxVwPE1tnh32IsgHeBEDVPiGvFH6kJM45UL+E7wzBKPy6VKakA0ElFTaBQ1Bd+CAsgn0u7wnDnlHGugBOyDCpEmTheuCgorspi7U4xcNjltqYDZ12hTZ+Y1K666/frrk0n+J12aEPdY5GnwyKLVcRDYwMKcP+jPDb2pXLlcaANPROAp+UVr3gAEDooOmAQRGAIxOZ0kI01lhbEgHSmdIiI5MBCEqDWZmxEjAOIwOYxURLXmZccrKyuJ9CG0BgQBzQzQIYQA+RwJF05DhPQ1ij45FwLcwRIFg1wGB8iEyAgSDoQ5MVF9KxbTp6lAaCulqI8ZINTTC82gPwzVC1427BCIQFgg0zhiAcHCPvHHXrqp/7fR0v36Rtnad2gUlSfVDSE1SR8doHcKiHhAoxMmMC9siw2BOX1pYwsyff/5ZWqdVmQxMG2v3yq0atW0l5a2dCK7QobJ1smq16qF1W3E4UJ36bHWYGINC4HQWfkfFYDYEMIoIzASeGPWsr61KI0d8G4IQId2g/qrRDhgCYz0CGnM1dVSNGq0RHRadRigt6qhhFLZH1avbILYcgws6NNxuI4yBE6MCAm0004fSKHqqrc4EIzgC3xE+URs6duoY9Uerh4kREATqT0C4h9AQLIEr7SVAr+r/U9u27YJmSLNAQg1FzoxYXQatjNDmqO49evQIakRJmvjj+DRi1IiYzUGpoL6h1Ep5qC2YIiioCwpRIwlP7lGYKR/+qFatahF+KGIIA+gbmDBKRIkF9sB5dX0/duzYoBX4Afpmx9Xs2TPS/gccEKPWzdQR/3vI1+nmW24NvH766aeBM5QSLPLpEB3AJz8rGkHf6kChJ+qL4CVAE4yIe27bI01XHjfccH3afrvtog2dOnUKxXJNKUwLNJMBLAnkoWlb4VEwFJws8FBKtcyh2ZBf0jplrVOTpk3SG6+9LuNT7f7SqI7AjA8eDztIqAG/EI7KAwM9lPdZc2amH8dPSK3KWkb6IZrB6nVoLxlCf5tOP/30aPc7GkWydRt+pkOdLyM0B/BbRzzXuXOXUEAxzN5MW9ORKVup875eHe0HMljdSjNGCEyMGAkL1T5oEYUMnqRzot3kFTQm3H8iw1fwAp8AT8JKmgkiIAsYBaOwYlCMsTWwbda8WRqtWViM/nhPJ4CcYEYBWqOTo3NklM0A6VbtUCtTx7/9dtsHv1/6r0sD1j169gx4Ae+Z6uRRgjCUpFyUVAIDHmiMEIquBlidu3SR0tgyXXPV1TELd9+DD6Rehx8eaWgXfEKe4Jb206kye0udoE3kNjMoaygvArQJ7YDrddq0CVjMkBJ49VXXJDlrSrIlSnffeZeMOSfp7JSCy22+y8SEGCAj65iNINSqXdhqyS6dzh26qD2rpbEyBKZNvXr1Ur/RLF0gBYtR9DZSBKkrSiAzLp98/EkMfsAHA08UZ1zTE1CcqSnpTZvIHEb4DHAJ7IYi0IdQJ+QKeXhXDzzBjCizmvRFyDw6WfKAPgg8M2vPe3iCGTkCef3GK6sIrqsqzbwY/DQQfhZJ0aY+yAtmLaAVZhqsVDBbQQAHtMGDGWjbMo6BNbRE3YkLxaN8Brd+/Xqqj7bbi2YXq33IgPAqrWfKXU2z/DXUdzBjUVP0V0eDw4ZSaJBtlOnyUFqsVFCPPyv8JqVyORYEZqHjJnrIkCFh6cqokAYwwv3gg0Ei1lXSIdK4CYwK0KAAAgHtkID2jrAmsPWNKSNGQlir0mmOlaBldD9OhE2gY0I40OH31Q4UykaLHCENliWToUMLHRJKRCzbKG+m6gkgjmlDFArqifCH0WEq9hpjUf/W2/1jJ8FP0vTlNS0N/vLL9NIrmmZTmxAmz2nEuPc++xU7f3dM5A8RYvVPx9FMVu9Xa/snWx0RIHw//vvxMfJB4UF7REN125lOPPsf56SBUtAYhULs1PGrwV/FCAmFqrqEMQJn9OgxseQwauRItW1aEAPEAkEwozFM25neH/B+aq/OvVGjtdK52qZEYNRFG779dlgISoQbHY+VDQQlHR44a9hwjfRPfQexEh559BHdr6KRyUnBRMzKIHgZ1RMgOp4LTFc7lhUQZnfccadg+lYIA5SEd955O3BAhwKOEKrUifahcJx62mlhMX+ZhCn1RIgAg7HqOOWMqFgWCi1lERBydAYQazCXOmxgwUwAzMcOGYQM7fno4480DTlJVv3jIg00wLfV1en9JIWPzp+R07RfpsZsS+cum2gJ6ewYsSNkwRlwA28oUAQECnQNLGuLERlRMnOAm3gUNwKCGTqepvrQEaLYgL+FUlbGjGGnQJ104003JmZ6rtfo3KH/m2/K2r2j9rC3To9r5wq7EBBGxx9/QuCDzgqc7aaZLmZJ3nnnnfTlV18GzaCs0HEg9BCY1J/AzA58RUfBOwJwGj78m7ShZgPoOEaNHi0enRNwj0OOVAYKDqNsaJOAa+BamqUIoSYYzFW93NnSQTDLc8yxx0an+rZogACu+2rGgCXLHpqFYvSP0EWhZvfMZM1YDBw4MGYQp+lsoe/Hj4sdGLffflvA7NJLL4vdR/igKIwEC8tfwB+FbpF4m7bSBnZjNGvWND326KNpO+2ggkaZHWC0y2wiM23Ajg6AThi4cJ4ReCQgD+ArAjzCjCHLNzI6jO+YCUPxg2bekF+dUEpUB3idDsLbRZm1Y4R4t3Yn0enD1+CpTZt11FluE/nT2e2ipVumze+688604047RTyd63PPP6sdJOuozMLsKmkZYeKW2soAZVN/OkFoE7nWREoRy1gnHHd8KEPHn3hCki1Z2rjLxnL/XFiOa6B2ra1dM8jTXyRLwAfwgTc9iEKO01bonABdjRZ91BDveobxX5dcot1OH6S11miSztHSBLtJvpc8B24oWfA+9YL+oZ+NtMzTvHmLdOH5F0hBXJDq1qybfvh5fPAdSxm0hw57l912TY8/9ki0q2mTZjE6pw7M7CKD7r//Ph5j1g6FxDyJjEVpoUzXO5RYtQEahIdYBnegLGQp/IKcpN4333xz2rTbZmlbKdzgjPKmTp0Uy7zkgY+lzz/7PEb37tfmaCDNzB3wQWEAjhMm/BjKNM903NRtZQ0Ch2rJB5oEb/RLTzzRN7388stRJWQaSgMBOcYzM01WklAqwT3lco+8Qx56dmHMmLFq4+xYOUDeoKjxLUo0coAZxD323FPK+rDoOxvUXTXyoW+kLH4E6uAtxJ4Jjhcr+G+Js0IQ6AhjtBjuUTIgussuuyy9/vrrScaMAey+8p9/0MEHpd01Dc4ywzkS6hN++DHuN1h/PY2Mpqd777knDR78ZdhMtG7dKt4xmsBBDCORlmUt00knnBhTomwnJc2qmgVhFPXiC8+nJ/r2TUMGDw5gwqhfaFTP+QeM5mF4thCCYJZWWGODGNAMQT5AAuAwMvYEazRaXWv7w1KfW24OxWbnXXdJW2otd8rkqem+u+8JwftUv35i0NVjD3IgVaNcpo0YLQAPkMteauwe2NLILE6/J58Mx2Evv/hijHwQojjiwY4EQtiie3dNT02NkVrXrhvHyOS2Pn3Sa1pb7PfUk7FtbTcJHJZ4nlB7aDNCGBsLlCmm9TfWiARnR/ISqJHCnenZZ54R7MrS7rvupqnjXdLLWhJByekv4cfIn3p2lXABzggH9Hc6JWxXFoqwWC+VVXt68P4Hog0vvvhClHXtNddonXgD4fezOKMDomzXrk0IqpEjR6Q777gj2tSkyVqpTOVjh4Gi1Pfxvhpl/zvyWlmMwDQszE7HACMwo2RFijXIzTUqHyX4PCXYDRjwfvpBnfLee+8VNimzxags8Tyv5Z15Uj7btWsbylZVfYcgp0349ECwBz4UT6eMcoJSCCzYcscWWDoOmHW99bXFSlrJjdqyO378D7Guypp3WYuWsstornXeV9MzginLdEzJ0oExlR1KkZgVhrVWj7DqK78rOIvjpFro7lfh+ZFHHklfSAhBN2whZbr6kYcfVnnfx/bJDh02iBF62JKIjxD0L2qanPpdJ55gqnqA6nul7JeYDbjjjtuDxk468URVfaUQ5EM1y3PDddcH7TPljxMw+AgaBcfQGaPpEcO/DRoZpy2TwL+ttiivLR4ZNXpMgvboiBEsY/TMyGlPTc1fc83V2rL8UfBtG9EG+dx+221p0KABQUPthQe2T1+pNV2mo2usUiPOz2C5gu2bbBH/4ovP09ea8WNK/aKLLxaO1pA9Q5XUs0ePpOMAYi371ZdfDUE6YsTIGH0za8EMB/4lWP4C7/DQ4epwG0m5oGMDHx45Bk2hrKrzaiCldLLkER3yUUcdFZ1pLc1aDNGMzyHq7FmvBy7IlmdFG59+8mmMfNdR+77X9sw7b79D9iKTY1Zgw44dY/stTugYjcMT4INtwT9rKYGBE/zbu3fv6DDYGrvZZpumNbUUyjr86qordDtY8kpHEKSxUuwO16xBR+XLbBkBmLNNlZFjr8N6RecHHWPvctbfz9JsbtOQb9AMSubzLzynWYMJqf267WOgEzwlmYxcsc2S3H9Lkf453XPn7empJ/qlB+69L533z7+LRoan7XfYPhSntSQ33nrrrehIP5bizcwktATtoEiOUp2QY1M1YmcL8nrt143lpP79+wfcO0sZvfnGm2JApiPP02effhbuAE447sQi3XHOE4PGVTQ4oTNldk7GxumhBx+Msr+Q3RpT89+NGqOZ2VYhl+Ebyn/zzf7pdA04YkYQ2S1FpbvkJorLfepD3pXsHzNmdPpMs0nMcH/40YfpAckuZFoX2e8wY8SWYBRGL3fRGdPRE1AYBmkGC7mK/cdkweuZZ56O5eUnpATTZzAw2FHK6ZNPPiW7mJfSW9pKzCCDJZ1vhw2Lmb6yshbptNNO1yDkh+gn5Bk16OoF2R0y0NhAPB5KkxQFXABcfNFFcc4Myw5du3ZNe0hZ+mboN8HXDE6RKcAKfKK80+8yCGbgo91uIWOQJyirzPRzRRFA/mETNvTrbwL3u+2+W+AGuv1etKPdXCH/mRFjAHGG6jxixPD0jRQdFGd4grwoizpwRZby+7OCZlKk8pUEBCkaHoWifXFPoQheWd1qOqpxLEkg2BgRoe0xvQaAaDgGamiW+Hjoog4OvxMcPkYeCAGMJD21wxUmpUNndoC8GNmi4bE/l9EoedKxoY1V1QgEpCAQvQQySYSC4RREhbbP9wQ6AToHtGlGxmh1k6RR15fdAVOyBEYsCA1mP9AOGylvmBaNF0bmNFIAzxQkowUOoWIUxHf4vRguIU5YS7YnnhmAGJlqghiApT0nAiueSUdHiACNDlKdJTYaoIL987QTYkT7Jw9g4YDG/aPytxdFNGZGDChataXBr6I6M6pHIQQWzBR4eYI8yAsNGs2aMFwEh8bMCASNn1CYxp0Z8Wiz1MFkglBCyDPNCJyAOfD/UF7iNpP2T1m0kbyMD/IEnsAXGqBe4AIFACahrhheGuZMUTKbBbOCG2iAbwiF/3EbTElboQXWjPHLgeMYTsv9VvSCIoahYWMpbYzKxo4bG8IdGoTuEPhM3wNTaJ3lmWZSmpo2aRb0SzrPAiAAKEsW/KEMAA86NZRj4MBMSYcOHWIEQ1nA51sphutKSA/5ekgYOEIz4BmFnaUNOh1mEowLFGPgza+xBChLePADhx3RJpSzH7VWTF2blPvGYOSKIDbuoAfgCp5oIwIEfMAHjFaY7gUu8Co0Cm1S7kTlS3kYbZq2mBnZsNOG6YsvvwhDVcqfOXtWKHh08E0aF4y0iYc/4BV8OEBPoZQpX3wowFssC36sDldbUePoceiQ8ldXWuxdEOy/CI911DFRPvKDjgF8U1fazDXqKHzBQ/ATeEA+EWgvvAkdIIMIhh1taKplG4yd26+7buAAPmrVqnXQT/Cc8oQG4UEUF+JYr8b+hBE28gBZBn7BEQo0nbPtH3jH7A8Dm7KWLQOv5gFwD46GfjM0FELqjlyBrqEPZiyMQ2ZX6FCMI2gIvEI7NTQrRgfO9/ilqKp7Oqzd9tg9DDCpyxApd/846+x0y6190qEHHRyKGUovB1shO7Hr6f9W/6g/iiGwRqFq2bJMEJPhvuifOkHzKEPrtG4dshQ/RNrBEbjsuP4Gqrn8QjCLIlkCBkgPDjSSCzzMUXnaiZLkRj3oBni1X6eteK5Qf2gb+v1m6NDUrdvmxb7EuOcdnS2G4vQB8BfKB3L934MHx4xaQ8kbLy1bftAGaJKBJXlA4zwXZr/na2DxXcyKA4vC7GLBHo/voSUGjGVlBa+9KB34fmkuxZwrfEVdwE3Lli3DhwZyjZlJ8NmsadOQseAdQ3WMeukn6ZMwZsUeBX8c7leRfaZv2greCWOlmKKEthbsqRP1CdjqHYNpYA19kn5NLRshAxlMzRVfMpNHX4UJASOqwf/+KgZy9IEMSNqu04Yiog62tbB8ixd/wr8KFQvyDSYWIVNxBBMdAg2zFgKiaLA7CtcF4YVQAZCFxhc6H4QpjAnA/5sBRiWEwiDt1DMXxFE2qgdT44XppYILZRjEa0IwLARfyCU+4tMIfLdSVad07PJdXb/KvrJSxHt7mst/s6LwIy/KAKcIKnAY97pasAWcygmctUxghQDNv4e5CBgA5hWfFa1fZLqUf4zeKwp5qoI2q0qoWKGk40QhxUiX+lYU8vkCo2IpuYyjbYLTigRgX4pXwwwhZlhaIFIWHU3saNC901ZWh1zNK0yyrO8RbswquR7OhHqzBFQZ/efhxzfhLImbHPwAKk7S7KiJ1w7L872/+b94BX4oN3nlneWHhlKggOmy4E+b7MSOeyskyCWUq7AFE37ClmvKJHV2s9LRmq15Z8D7waMoWjih20czgHtqKvwAzcwx9c9OIuAPv8snQihkyGkCMpvAs+VfROgfvEN7CDi2o6PStsqYiSIObiANa/100vl+AVkL+n+VMsI9s1ekXzEJqgyWM+RhTr9GPa1EIOuRE5Zv+bSVFQOfYk/hGRG+RwEDTsv6vsgXlWW+jHgc4IFDgnmRZ7OZy6+Ix/hG+1kCB9z/N8MSigUKAMoCWlhFAV/9jNxMbPk0EKgFE6P5vJCzYCLv/2bw6CxfBsQOw1G3RRKQrHeXBlBjoQBy2CIIIzNiDcQhVAOBelvAa2kWf+g5D5OKPgBODqUdEPEmHKdZ3itCC4UC5qoo5BmuoveVxVmRQwP/b4bK2MKMRdnQIe6kHWhTNS2JrazRHt1aRSGfLzgqojiXcYyONRrLRVWU1VLjlqVYMBOAAk4bGNVgJGZeKyhIS+efXM0rrMey6AehSahIsSA+U/srCnn48b4oQPPA0qcrpFhExoU8KqrD/5U4yxHkDjj0jFSs7y+DP4w/vnVHzRW6YaofA2NohI4MImUpZFctiWJbsaeUCWa0xmhEO/D9AbE82rR8Zkt+JdJazKAqXzkWzFN4gI38PcNLBLTGoNLKB3ELlYYZCJajURJYxwfv0CfeVBlIetYWF+904uAbg2PSoPAsnXop5c8PeZpn6ZH+i2UOZhoJeeWNWYelhXz/Ypgxcx4wEHwssyvLo8gXlSVYRnymWVxCsZxydrRy4bZWplgUfEYvo5A/4fUSikU+zyCM8g4VIoNh8koHz/yshPg9yklM86kjZmTr9VGQQme9ImFZnboZ02UAaMpltoV3v0gxYpodozviayreI3EIhT3U0SYxM0sMBKxtIR46ZCPO+S/vFQJYWqBsBy/15L+hc1uRkM+L9vMjDrz4ShngnmfuSUO9qA9LQdg5MCUNLRDH1XBfFnxWlLHy9c/DwVBx+YyQPNrCGI36svunVLGoqEOMMpxhrhArFrmo5b41HPnQbTFO4THu4R8raNwTB/3m4ysr2HlW9t5lVfaeOpTSnb9hHbtUsagIfpF3BfATSpZQLJbrezJeOvtU1qw/LX5Z8gfFzEsjFMoMQMyOik/oDOjUlhXgJWg38C45BE0TF00vhytLMRjXsgQ4fNTIWFJkCYSp7ZYyqsY3CMuSGMp72SzKLYcf/M1SFCFG2zm5DJ3xHhnu6XfqErwf9eGrwpZUdkUx4+tQGMQVOj9mCQt2D37LiHnFUFgRWf2W+5J3lgd+Y3qjfcg8cAPN01bgsUz85OQ3Axbg4pkLBgOGl8srva6w/CtQQZRbzFs4pQ0Ez2L4XamC8X9GsUBQVTbLAHIArDsXN4Y4vqNDQrGwkMwLVadd3uuyGBv2g5gYmdOZoEmauHhXAH+h1FjaUF0JTP/C+CY8fVQMEB8CA0KUW/Fi/H9ysyzB/99WLKiz6wBuwJ0VQ7cH/OXrkaeBHFh+B9fit3nAOTJ3XWHGyjF2LttiqTB3LMXpJXYcnPHArBP1ZkoWPOdDEd/lkdQv4JNvaPm7oOtKRuz5PJd2n+cB44F8CQgHeI1RLrYl2OCUKuJOW1kZzrOy98v6vrLvHA//5YVVRfCLtBXAD5m4Qt+T8e/R52r9r13/iPyhMixfseyGbQbBdGlZFJEV/GOtHJsA0jEDQKdlBRnbDbbMMosVoRwWgJpzaFjyIMTukXIbqnnacg0PELCBoeNblgxDrsdgQbwCvSDHo8PUM/Jzzvy5MSPFMgIB5YnAMzLVu27wh4GdFIHlFxyzsUtlRVBYEVlFARX8y8PaM3GuW9RJch0+w1YBvqGdpfy2RLZKh70LCgjp3ccAg2XNdpDXCsu/HPTMy7QNuuS5FLelvFrKr0u070+KWGLGokhEJQUQz4/ZBzokCM+ApEEITGuA7qiIs1JiJWSZiCspt/TxjzA2jJhfJ/aUFXkF06gz9SwFcUxRYlmPPQbaOvVfrLUsGLu62lmrfPoSxpS/eT75j8OyBH++Qy8dOVKoiek/rQA4JF/Xw/gBp7QXhvEMk8ugTi6XUZJDfrocmJO3acJpSq8rzFhi7IqCBQ64pl5WIBFujKh4P1cCcRXRb0XMla9XwMYZ5goDBvn251794VtgWYpXwxbFAkNHjGUJKBiMQIGrR1PLHBFVAh9X0GX5eXmvlfFfHn6RZwXwi3gEYAUoXJ7vl7fOf2b6iuqezx+cYSQXs5/quOhsY/lBPIfROgaDSwvIp9JlSqbq6cAwhA1CVgbspFm1oYxkJatiC7DklL+jk2P3A/UArvhrpKTZAAAgAElEQVRv4dC86pJv7LDReRvB/95eCO8TzLvQCPWAVqFJnikHo1EMMpEZLovvUCYWaUsucZ69AMW0mzxsAE1a5jYqQD+v/lCojKxKP65IqSDNL9NkzCnFjDYg74CBZWGeN0vz8zOzNqRnwEpwOXTuf8SGZgk6d8Z/8Fo+bxWpzct5xcLyvDI6rUj2/cGilyvZEooFX1NhgEwlDfSl5RpTfUrrRsFcCEMzUX66ycBYWn5Le1cZwPwN5XpdEOaO5xJ7Dwg+dnuIqEwganS0FQEe65flFJwJDpz+5xD1XwHOWBY8gbtDaQdE/IrCj/LJA8GBkre0+iBwSEtnZoXQjI0igdDh+8inXFyY0dyG0usKM1YlHafrRXmMDm1jMfa7sTHyZ1cSa8J47qwo5OsVMMlnWP4BsIh3K4D/vPAy7I1Tz1iY91xP8AAO4C+n9bvSq/MsjffzH/neaagPIU+H+RGQ8+Sah1/EVwC/iBfsKuLhP/x9FBY5/X/5V1Hd8xVB8DNFDr7c+VrZJd0y+UPfI5/8rQ0/6QSZkZikra9Y/BPY0szUN79VNLOBESFbRlu2bBUdONvkUUbAp2ct+A5FgLgiT5uu9Y6BVZ7fSe8AHWKfUaWch1hiZEYCuwqjm9NjkZ8YmVqxoBzKW6jvPaviPJf36nIq+64Uvp6pID3Gx8CDNlKnkFvl8oS2oViZ9ivLXwIgXlnZ44E+BgUSPBdtHyrJYAk6ryRdZdFWLErryTIlwbxaGZ3+f1UsgoAkxCAwgtfcGM3i0wLCBikIQNKizZKWxrLt8WHt32e/PnvLEXSsB1rJKAVIFLAc/yoDmLOw5sgzDB6+HDQVTmfDVju2d5ppSZPvI6hnbL8ToUzTPdv4cFBEndH4QV3AJP8RmSxHWJbg/99QLGAECNCKINOv4BOBQFvpUPJKg5sHHQB/T4E6HiUjlFBBs5SxncbXFWasP6BYUB88AuKRFP8SPXv0kGfLA6MKhbkL16biDrEyHAGbeLcC+P8jioWVWzze4huB7Y9s4cRXhAXHby34/V1ldXeqZfGfv8/TId+aVkoViyXwuSzJL9jleXi5v6cyKwB/Pl+RkK97ZflY+Pd7ul/Q4DdDhwbenn32uWXzR7liwWAMR2L4DsJxHMvJ+KGJXQEqGDBj8wUsuEc2eXZOt/K9M0OzczWLgyziyJPZi1W0LZ2AsgK+PXPBYAP6sNxHtpOGDpdZTGgCPzV0qgx/vMRIXiwzEjDQdKA+3m/HTAUdb34pwumW57os8srLn1KlgnJm4F/p3nvTuuuuG0cR0GZkHW0GFsviDyVK7773rnyPvC4/ITvEeUDefQZc2LSwtLAEvS8tcUXvypeWRFC/e2u+zbefBKX0+r+lWFQ4fEN4mbh++GG8PJC9nubNekrTsXO197mJvPetJ6c7rcMQp3ZNUC3qFl3hpfH1V56TRfKglHVrr/dauxJprbKyjIQWa61QhM102oqESvqVYpYLsv0E8wJxY13vgEMivBwOka+Cg+XYa799949X7HJhLRQmYYoM5eO2cAw0KM6352Axzi6opjRMIwYjq7kQCEhbnqvrsiLXUkJZXkJFOECE7ijGjbpGzlW+liMYeaWUUDnu2INDyUAhi6AmT9f04dBvRmr/9PeyCl8oB1tNBJt1UuPmp0USZn0YneTzXZE2Lu3bvGAR+IuBe97h+pfR2U9a46Yjfkg/aBnFIp+++OHy3vwpmVReKDhAwcOhU58+fdJVV10pwb5KHOyFoHenUHkOS39j+qmUbvW5YYwSQTov/zh+6SUs/a3Ldyo/F+m4FL6lheq9v3Eey3MtlrM8Hy1HWisVeKDFyRUHlDHwOvOMM2LJ1fZmS8uSgQ++H/B2OeiDgXEw4jbyRkxAmZitGWEbGdpHyDwNompK3sGHsQyiWQSCp/45xwM+qCobMRRXfBLhNAue3U7u3XFIRT3paAnsLnnttdfCtwtKLTIQfzJ333tPOHBihwkHNtIene6avh7ydeSPYz+WWjhAELnKAWjddQZI2zZtfpsdjhL+s3+QByRR6VUvoY+gb4rQs+mY+PPlufj+B+6XY8fd0/Y77hDO35wfS0p4ly5+73xy19GjR6Ubrr8+nJfBqxw0GP2CimJ5vbRjpwp/Zogt33SCzBaXy+jgTzeC6/+BsIRiAbAgMDRViBdf+j004nvi0QfTiy9/opPmeqVWrVoEcnGbW0vLCfMWzpdmXCPW/P563MHpo8+Hpeq1tPNC2M00elxZjoiivYIHGh9+/2vIQx4h7vUeDQxPbFU0cvZ1oQxrVpYG6GfSkw8jZ2vZxBGmTNJsxBq/rV/isY92EGhT+7btUs2qL6Z3+r+aBr43PO3cc0aqXVeuTaurzKqq2GKmmX/VCX7fpbf7X63prcVpj13bpo06DUuzpn8WvtbDvEBDA7R+Rv049Cq0Rdq8nqtqiyNNJDDtt7I0fT/rIxlh4Qa6uhxfTUurrlY4nwPXvRzIhb/+2MZV+Dzqsni+liuUp9uLO2PKoHxoiylJ/MTjalxHMKcFzB6pTM4BwDc8YfqsncNJEgoFdcYNNcLEjr6oYKPGDdMLL78vJ2eT03HCH7jg1Mt68kdPWf3fGiTnLqPlLXBPOUarl+6++0m5lR6WTj79xOKIiDy9rMRMEUoda72cN4D3yLvuvjucYIUvCTEgdi1MoeLACAM3hClGUTh3QjgjIGOqUveMCAisGbOXHnfw5I/qgyIBnRpGViabNWmWbrnppvT6q6+GsyqWQRjt1VLZ4ATHVAjMeNCzl4YoFwEMrOABHExFEOHNknMoBGmedz3NzSyJ249woQ3MkjEbxFkHBOBBmxjVASP2zqMEky9r6MwEOZ/b77wjbdCxQ2rZunXMot1z373RKTATA6xip4vwj0JsPxeFmaOCQui1bufHlbrCpzh8ai740A7oCMdJ2J6QN86LJupk0MbyKEkYL++HzXBeprpTP0aBHnWWjnChMSusbOtjhMxMJXBkeyI8z6huZdWZkPf18ItcrNvQEaNb38+eW3CURXp8e9STYaNphxHx0KHfxLbKy6+4PBw7EWf64JvAp9pkmqS9BMOs8PTblsNldQy00Xh2ntAntjBWKijzOXljhI7wZAme+9zaJwwFoXk7gAInyCaUeA+GKB+4dt24a7pS3nQ5kwn6phNBIcAYkwO/Zomu6og2OYyREHlwo/qFwafygNYoO4JoZRGwFw7Yet25S+e0cO6T6YqrHk4/T+ybNul8TqqSyY5CsGKQ2LDB/LTNlj+nRx6+K22zdYe0zRZrqV7jU48tf9FBdk+kzh23SOs0X0N4apDWWn2l9NdX+gk3tdIZJx6vFuBevqGUkpFSRM5Lr7+Y0ql/O1hOsDYKOseL8JyFe8Z2T3gCOBEMVxz0+UwQ8xLvzes/43BN9AkuQ3FSHTAMpV2cd4PjO5a6g94kKzBopF0sAV10yQXplddfSU01OMqqoHIUvHMgR6vVkIM4LeUwS03eMySP6kkewc24gseYek3BG4URx1fs/iHQDxBcV/CPPAy6lyIIPop+acrpzzTg78C5Z9JNV6RhkO8ZYvgXHyJe6oe/QkZpQNy797WpSbOmaQ950fUuFfLmKAngauNh4izr8vyavyfNiobfz6coNwBCcKcMcbL00UAdSrVqVeRue70Auux9Q6l4f9AnBYcr+mbh4gVCYhV1mnViZMvmopXUaYNUOk46RQIIn/yzzo4I4tfsgoDHM0oFmhgBrRulYtaMWYV44iSoCWjdhGlTf4krggSlgk7awe3gmXs8/5W1aC7i0IFfX4yW3/vC6ZwQG0dugyRxb3qz/yC5/9YBL7VryENauyCq2uqkJ0lxAUlzVBadQIGYxEJqiz6MtqHMIKx//HFiKBWUzRQhnYs+ilkP4GClgs67jqYlUWhQKvIB5rOdgA+eKsBPgkjl4xiHgCOomBLVPYalKHKhVEhgEegYaRvTfUxpIsDiV47ntVs00/HpnTSiaK5OE8FfOCcCpYL2TNTR7Y8/8aaWE7rJqHDN8Oa23XbdpFiMCPfXCAaCiRdm8GwHDMFhUF988WWMgKJTkRCJDkICFoGMR0kYClsI9pXDKAQELnAjfxQKflPU4cQMmJQKmG+m1ng9cqOzQ8EicBQ7jAKD0fFyT+CegIAOpUL3eNKjE4TOGf0xK0DgG2DHMy52VXBhDVbv6JRQiAgcwgfDWyjSflxaFzp0HdterlSgNAEP2kp6FCCPOGg37+gwwRNhxHDOc+CAuMIOgFjCE+z4/ucpk9RuKY6qE1jmEDyubO8TM4X3PZ754XfA7zxb2LRJszDCg/Zj+7XggvCEDmcL3pzYSzwBpYJQQ/Vj50E4WooYyvttuZQonoEhAQUMpQIhFoc7iU+oB0oFZ22AP2DuUFsdMy0Hp5y++bM8xvJcU544Ef3co1TMnK3dD6KdaJvo8zO5+f/4k491/TzNXzRfqSSIBVu+WCBlEgWatMTRXmgQmsLhGPfYMBDyxtwRUck/8Az+CMgVOpMwkhT8wD0BHOEyG6U6FGDRZsuWrYq0wBIrAaWdtPAjJ/MOHDRQuWirqeLpCKDtBTq4EHolMJOFUsGMBUoFAQV5tmBJ/enQHEKe6QEYz2BrqmiFgQ550zHhC6N16+bCdT0ttU1ON93yYMhpFHQCnX1Z2do6j6ipXPpLORL+atepJff0TSSrqgl+a8gvRuOIX1MupNdYo75co9fWKc6tNPBsHu+332GLdNONZ0tJap8uvvTeNGDgp5E38ouRN4FZDQztTffEWakABuzuM68xE4n9HkoFnl5BLLPM2J2EN1LxfQTF4yogXM/rCs5QNJAt8CNwnVB+HtBcyWPoAjkKz6JUzFfcTCm04VhM+PhR/F5TchoahFdRKKAn786B7qkrsPMgiDJRIvHeS2ApCboxvbnzB2fIGOQd9Iic8OCINMgFvkPZgk4YmE4Sb6Dog3cO5YSen9MRGByRwDfQoWmBgwRpFziHVgnQAMGDAO5RYBzP84qGJRQLBCo/GkrgCkHXrk0DxUT1ddCXgDZ3zjx1LkPSU/1eF+EXELpYaatVrS7BMbtYyem/FE7lo+O0IsDIenWd3YEmiUtatlHxHJ2KGhgapgAYbnXr1Yl4OsyCYFQZKxe25K26WkHocqohgZG/OzUYirqDNHcsq+h8gxYtGomQq+igofc1hcV6YkG4AVhsLMZ9P1EuWFuI0KroaOd6Qcg4f0Fxod2UNXtmgdFBBGdv0AETQDphLblYJaA4oLQUOvf58Rwvyv/Rea+kPBEwDpyPQburyCALQc+zlQ7K8umxELVPPISJgCk9jQ1N8b0xZ1ahniiJCAo6UDovCAxYQ5DsfkGBQXmZObNwMBx1oQ605913P5Y1++zUeaP1Ix3ul1EuOVb5lj59gvBNxHyXdy8NE/XqdXi4MebsDeoAc7izZFaAwPf42EfhsNBFaJMOwQNTwVyMYvE4SID5PNLhmTZaGUYAwTQIJIQynRzOsTgYjICQnKayJuPaXDY3CBMYlXMIwqZGaXDdDQdgGMeJs0yTQn/ADyUVhYgAjeFYiABDw9gIHxzwFE5gTDFDQByCg4CbdQKKE6N2OlkCbSWQDzNyni3hmc4L2DEib9RwjYBHTfnlmCwY161dV5335MAZw4JaOoAK19ycBly7Jicyzox7cG34ATuUMXjbwpDZDGAIXSAUY7dB1KhQZxveWUaYr0jCPbAGNgQriPChd7nQDmZa6us0XQQzBrWz5s4KOIdnVCkGdDrAHVfN02ZM012VUN6I44hwlEPaGDwiGjn8sMPTww89nPbYbY9wz8474Dxh/A9x4iqwmKQZGOI5GJEOmI4MWuOejgZFkWA4xMNS/rG7Axwi9FEETP90Hg7IBrc7lCjRI/nTAXmka2WGvJ544slYmoDOyTc6//JO3jBFwcUdNbOTBGaeUN7gBdpD51hNo3U6QGaJ6egYxdeTrCD4zCM6GjrvVVetr7N4mqUdduiiY9s/1ezEM0F3xl18JGwwoEAWwfvIS3g/H2ImVQNIBiXIIQaSzJxyvg9u1Hv10uyEBmq33d5PLvanxKdWKqFpfqYlaAS+hS+AATBC+SJQ73BBLWSuIWWGoxNALPfQNcuEzFYAC2gXZ4i8h56Zm4C3Z+ngPAaFtcSnHBQGj5IO+irwF/zHjGvtNFWzFNNm4F6/cchgFBACCiODTGZQ4C3kGP0HeIBPXV/SMvAA5+AUvOOBlQDN0R7SGt+01QMl0iCngQP1srJFHP5J6DOQj9Ae32OPddPNNwWNIYPIl3azldaDHhR8ArxveFsBRd7y+7PCb0OG8hwRyBb4REGcNBZHKCgWP038WVMua8m72zgRyhM6afMHHb70tQ4Cm6LRzVqpRj2mwXQWfaOG0gonpq8+L/h577pxRxl0NovRMzMTdLrTZ8zUVOaIGLntsP1WWhvXCXMaiTNDwBLDu+9/HFNd2Ktstmmn1FJLMMyULF6kqTQpNgMHfhaE3rVrRwG5fsxYVK+j6V4hwkAC4W4PCtCqmnnZZ+/uqd/TA2QzMC40bBiJNn7wgfzllzWNzmL2rMESRAsKGrU6fwIHAn388WCNdutrirOtDEEbBoKxlEZpektLBrh6bdGiqc5jWCMIAuVhwoSJIkAdNS67lJdefFMH2sxM3TbvnFoq3Zy58qKnESdaN/XZdLMuURZkNU/vJk7U9sOmjaW8iAglJL7+enjYuHz84Vcxa9G6tXy/a5SwSET73pvvC64zta7ZSvVrHzMkMVuiHGFIOlg6TIQhHR1CbPFcGV4KtwslLMAvgh3hAMPVrbdy+vSzoTorYM1QdMorFvBp1WqtdO8DAyMKIobAEQQE7oE/SgLMM3r06MA7jnoQrpyqiD9+tPmylmXCxz7xHR0puAJ/BNLCqDDVv4cM1sjh5zRcxsEcsnPAfgeovBqRnrKKzKMZCA7FIo7On3bDPKxVcygZB8hxABlT/YVJUNZgCyf44su/pjrWNu3bp406dop46H+hOs1Bqi9HmO+1115hmMzI6d133w2+4CROjommrk/1ezIOtuq+RXel/ywU0zZt2sQ0PaO0Rx59JNpw3PHHFx0XeSThjqafDsMDDqNGjowpdE4K5VwRZgN+Ubl0WhyCxmF8W225VQif9957L9Lvvc8+MZJC+BB+VqfKaa90TrfdygmiC1PPnj3jkDVOKEbxRpi3atU6zjRA2SD/wuh+fqIuHLW+cdeuMRVcXfThgHDih3IFDzHD8tRTT4XM2EmndzZt2jRG1NQVheXIvxyZFikt4cGHHoj0TOV37tw5NZexNyfQLpBywdkGbdq2Tc88/UwoiIf3OkKyZEKs948YVjib54ADDwylgA4FmqUjQbmiM0foUx6ClrNiOEKcWRgEKm1F8I79bmw8c57RWHXW4K+1YGBcuI2lV95DpwxCbulzS3Qyxx13nHBfLxRfaBbbhTFjxggmcwPfpN9N3jFR4qBT+I4fHQYdDLZA11x9TfBC69atw5YBmNAR1ayBvdBPAefPPvlUCn7ntLbO3KDDrC1+BposRX/w4YdpxKiROsxutbCX4PyMeQtmSbbqCAPxNktRdKwEZunoLJFvtWrVTGedeYzOa/pZyxYvp3brttIMRadIx6CGwZhH3cik6pJ1yAn3QZ5FRuGYN08DhfLt6HyLAs+gi0MLTzh+n3TZ5Q9pZmlI2mmnbUOBQTaYbz16hp6stIMrlKmvhwxJowXPDTt1itN5kSsomFU1wLz//vtDNoG7lq1b6fyatWIUz46ZH3/6MeQMJ5gSz0CigQaj0AYdNjRuZXn4yOFxKB9+LZih33TTTdVXFJarAQbnF3GeSv16DXRo4vjgTw5aQ44SUDCgQzp5Bh+U36xZ8/C6iqJEm+DpX6RooMwyQ4NyAN+gxKNccqhay7JW6pv6xawnJ/YiM0NOKz2KOzSEvPVghnsUaQYi0D9nPhEY1FEe37+g2QxmLg4//IjgbZQ63gFz+B++QF4aB5HBCv5bYsaC/CiIH4GOOX+lM4WaF8kGYdaswghsyJAREtqfRMe4cBFuvX9N/ft/nm7t80h6+52PpY2/mS6++DY1huNfC14bX3ntvXT/g88IANNS7+sf02mIN6mYlUKpmC7heU3vuzX1LW1xrTXT6LHj099Ou0bAl/am5ZWn+r2i099eTuPGTUjX3/h4elV5QeDMWFgTQzgSICKWAAAaU8+8P/ig3dWELD362AuRhn8c+f7Zp1+nrbfeRAQiew+1gQ6p4H0z006Xp1Xmq2rDonTFlQ/q6PMn9b4wwkLhOOa4i9SRV1Md6qRrrn04nX7mdenttz/Qb1A65dQr00l/uzr945/X6NCysenRvm+m8/7nZnWcs5R/dSlIn6Qz/35tuvrah2L2ZraUkGefez3tf9BZ6apr7lUbaoQg++uxF4g5701/PeYCwfUj1eE5nYp4g0Yaz+p0yrvTq68OSA8+/Go646wb01dfDIm2obEi2CBkYAI8HBBsjGwICA9GFcwMIRzC7kNEB47xVOqZIOAMbOpoWpQ8PU3pUQ4MBrHbZe4RRxyhtdVNY3QOw3Fs8MknnRxHYzMj0vva63Qi3/hgnliSUD0QKOTh8N7778m257w0WKcT0vmff97/aMnqzXhNpwajYEAFozIDQV1cH6aKX9ApovfcfU8sy2BMd/Ipfws7AjpclIrrbrgujvrG6OyTzz5Lf/3r0enp556NqfWp6kAOOeRgHcT1pdwnj0zdNtssvByi7AzSMs+BBx6Q7rvvvlAqYOb773sgParTQxnVcajZeeeeG0eh8w6h9egjj4bCgbLlGQwUPdrMyIYpcabRR0jQcWjS8OHD0yeffBInjWIotu/ee6f9990vTinlmG4E3mGHHirF9OdIt7E6JNITbtZJvhttuJHshDqkvxx5ZMQ/2bdv2kWd/gknnpBuuummOGr+6L8cFSc7cujf/2PtPcCzKrb+7aGXAKEjPYA0aSqIig1QEMQKFlS6oijVAhZUmlgQFcQGgggqKuqrYgUUkCq99xZIqKGEJAQSyvx/99qZkPN6zvtd13ccrvA8z96zZ8+sWW3WWrOGArOdpt00/fv1M7xAOesl4cnJxDkLNMUf8AevWLGjWAwcONAOjmI+EYrAB2US5klgXK/ej2klqLgE+cany3zbvUcPl6DV94q1K12HDh0keNq4Vq1ucsMVvPjCCy+4U3IHPNrrUffdt/9jMQvs9vlNpwPT3zt1HkZzKViJwqGKFSpJqTnthg0d5npoTCh0KBp3qc5TTz1piuhJxbO0aNHCNWzQ0PXt29e9PWaMndhaq9bFdnhZzvH9p+/jBDeO9a6kg6kIaGyl4MeHe/Y0gYKJftfOnaLXE+pTgh3ECAxQOIAVxfiQaIcCTsDUT6anGg4v1UFfC6Qkcj1Wi5LTGenu1VdecYME0/c+eN9iI8a+M9aeRZHdrcMfn3rqabmDlrt6DeqLB/zm7rv3XrdER5zjOkJZRRhB0yj8KGAoFdAp9JuaElnLhrz4uBZMMW7EiIm2mOMFCLS4qoqtEG1hrWChk1cKBEpNGAsaBhbPguJjeWS1CNbVwIeDFbdRw7rW53XrthqdgvPQLn2isCjhfQhZYAV/5vCx3r17yxqRZryYwEtghVVm6qdTxWffzLJGOPfAgw9ILnyrp5zR7sOP9HQfjJ/giL25Q4sBDs8soaRhFmulWsRyebUlHcnNmT/PjRkz1i3+a4nbq80KA3TS6vCXR7gjivvh/h9/zhX+9TJ37qKFi4yejx0/ajhHnykoGCgV9JsxoFRgUeorXoPSM3zEcLNo0P/uPbrLpVTRfacAbeTsB5rXy6TYtm3TVidGt7aTxMHNJk2auKlTp5gCCv/FQsHz8Am+Y5mh/P7HH1IgyoteRmh+M+yAyz59+tjzTwrv39Cp1c+LD6HErxR/o4T5oT3+/vGiyf23RRqNXZcwss8vP7vfX3dNYX/k0Hv+7OlP/cnUyX76l538XXeV8wcOjvNp6ZMVePyF/T3Sq7Z/oFMVf/zYeJ+RPsXPntnb39iimF+1fLBPS/3YHzwwzrdpU8J/83VXfybjUz9x4l32+7ye5/fIkdf7N0bd6FNTJnqu8bd+3VB/YN87fsvmkf6OO8r6vxY/Y9fffOMmf3/HSj4teaLe9YlcwDLa6U/anZdioFgzfkXlQMIYP+jpy+y5ZwY1tvHsTxxrvzdvHOFHvny9P3fmMz/hwzvs3uGD7/ozNtaP/YMPVLbxnlT/v/6ys2/btpRPPjrenh3//u3+ng7l7Tt9fXnEdb7TA1X8WY0l5fgEP/j5pr5Vq1i/d/do73X/8P53/J23l/HfTu/iMwWf1OMf+Tc13nvvrmD3qbNn1xv+4R41/CMP1/Tn1Q513hnbxvq1Yf1QvWuazcFD3Wv4W9uV9gc0Dp47oT61v7Oc/256V5+i77JYhOHbp1YJXgLUy0/nlQ3Pnz/zuf29orHf0rakz0ibnN2HFM0f7+/Xp172Nd7BM0NevMrLRWBt0R5QljXE077B/1S6lyLh+w3o7+Xa8vIHepnmfJduXb1Wo/Yc9UTMXgFJ9sdv/mTytk++y2Xhn3z6Kd/kiib+WMoJv2LNal+gcCE/4tVXPJgZ5ldun+hhPcR3WRq84gu83Bv+wS6dffz+BA9GT/3icx9TrIjfuH2L/Z67cL6vUbuWX7Jimf2mTrPrr/XX3HC9/Z44ZbKvf2lDf+Bokv0uVaa0H/3maOujTvr0OinSd7jnbusv7+v+UA//26yZ9ht4VKlaxT/YuVP2eJ4eNNB//8P32b+BURh3zk8JCd//iQHZ7axdv9ZfVKG8r1otzs/45WcbO+Of9tWXvkKlSvb7tOazjMb73AuDPd/XbtzgL2/S2Gslp76fszo74nf7wkVi/M1t2/oTJ1Pt2tadO3yRYsX8O++96/fsS7DrVzW72n/59XS7n6q5Gz3mLS//vpc51TtH28oAACAASURBVEtpE51rnnPQlrri4RmrVq3yUuT9J598wiUrjzzyiD9w4ICNZfirI/0td93u085l+gzd3XUgwZcuX84PeeVlv3PfXt+xSyefWzvXP/xkkj96MsUvX7/GL1mzwucpVMAvXLHUxrVu00avQ7d8iuA7bOTLXt5Gww3gIYXQl69U0S/8a7H1/ajwh3Ep9bVfvnqVZ85eGvKSLxxT2P8w4wfDS+YAnHz0sV7ZuBhw8n9/rlQb1QXP8R9NyJ437ZTwWoD4T6ZE/If2dJS1v7fjfVYHmgjzDE4wz0Z7+uS7Vs++YaNGvsfDD9n1w0eS7Dq0Qbtjx73jDyUdtmuymPkrrmxq9MN43xo31re5vZ3BMvXsaX8k7YQvX6WSf/bFwYavjJ93UKSsZNMZ9B+/Y5R/VnwQOoeu5/7e1/j0E/0b+MQ9b9q1t0e39utWv2Q8yIvn7N7xuvGgr6Y9aPfhuVyHR3TvWt14Q3RNvPz0VONvtH1EvPSG64v4IS9cZdfoU+BFwJjf0E/45NqoN0YZ/YSxz/jpR5+eedrPXTDfN7i0kV+8LMIH4LB5+zY/f9FCz3ih944PPmD4AZ5IEfGz5/xh8Mg4f9Zf2vRy3/mhrv746RS//9hBf3/XB33/gU947vE37dsvfaGihf3arRv8nkMJvurF1fyvc2fp+bOGU/AnWY38y6+MNPxhTgMPlPvExhXmd/Yfv/vY4rF+6PBhBnvm+sMJHwr/Yvwvv/5iY/5dfdPR775O3bp+5+6dBoOZs2f5WuJLtevWMZwFLsAhwIjf4BR/4R333d/RnqUPffv3M7r4UvyBuon79/kKFSv4l156yWQj8pES5Du0C378U+VvFovgc8FUopdka6anpK2i2WA6MZOPzFwlSxWXWY30pjJNyd+L3xpXxSmdt1GmTHEzD2K+r1IFc47uSLtjF0lJ3Rs2/FEdmtPKYgxSFLOQKfeG1pwWVLZs+RZXo1ZVS/qCXs+W0Fq1q7vipWIVZFhdWyLvlIZ3iSlZSUnHzUKCOyFoy9ygr/SfcbBS5xNtTtzQLCcd72trJjSsH/hrFy9ZZe4WzYJWC1EQan71nT5jZrrrzhY67KdldjtpKUrhKjMhBavLkaNpZvajraJazecvoORTWiXw7JVNG5iZsJK0VOJJ8AmeSDntDh0+anEMBFsSw4JpEtM7BbdRbGwRPa+dJjKfUqe83CslSsW4OnVqmMuDeI9ataoopqOEXC9lNV6ZTtWnkycztALSeRNa8bDaDCt4tFSsFKwOimgVgxmSlQh/edRXxh4sGBcCSxWgKtdWMHnSN2Cbob7iuqItVqbhOu0T1Y8fGy2+e/fupqmzumf11KB+fdP022mr2oKFCxSv0chwihUMz1GCKRRzJauyp556SpaaV2zlVblyZbNAYWJl9UVfmN/g38YESYwFVqpQMG0GH2VurbhOya+P60jMy836fbZMoNvcF9O/cv2e6O/69O+rgEFtUxY8wL2adWu7dz/8QKu50rJYbBU95DXrEQGEmNSvbna1glgX22pVwtP60bpVa1t14XPFYjPnjzm2Wse6w4q2cZPI3bVq9Uq5Ot43k/3o0W+YCTRYgIh2J2cMhdVKg/oNdfR6Pdu2165tW6365NfVvdq1akWrGn3fvXOHzRMwIPi5wSX1HG6U/FoVJWsnEvWJZamuFVRdHV+OZZHVISsqcIn+V9Sq/6+/ltoKGOvSoEED3ZCXXpI1b6ViUMrayhFapvAJ7KEzCpYLtiVeJasOLhTcBbTBnHFUO6u7H3/60a2QSf/ZZ55xXbt3kcXqTaMTaKVi+cques0arkixEu7+Tg/Y/DSo18jFVa+mNiq5W9vconiKT12c2rv+mmvNh3/DddfZu5Xpz8Y3edIkxdPkcc2uvFo4qiy66tOD9+vocPV1kiw8mNFbtGwpHpVux6ezymRFXrduHQsytcb+j/9m/PCDzeGtt96abXHCOlJWNP3VV9NtNQneY3omiJcCTeRWnyjgBAX6YHXL6pPYoQLZlsO85kOnjvFg1cHlhfmc+lWrxVkSLPiwhIpZwJYsXuJeePF57b7qLWvqqxZXQdwABRc2AbnMENaDQGccjEb7eWVBxjoJj2jevJl7ov+9ckXtkc9+rlkW4Ge4fjPkisVUQb+J/+I5SsRzoxVvbs0hvCRV/JxCrAX8H95Bf2NjC7mqceWtH1gqgAuWUvqRs+BmpJ9YWg7K2sPqm2PvcSfRPi5IghavuKKp4Q5jA0eaXNlU/C5WeNXN9e7XR9ZgxQwJruA/dJ90VAGfKoyVoN5C+RUMKt4FrsKLXhj6guv2UDezABCvcUz8aMWqlUaHLW4QzsjlRIwQfWA88FPwB/o0nih+hCWBcTEmKU5yXV1muIdFjzEx11gisN4zH1hmr776anNVNmzU0Cwd9LHVTa1kjR5oLrX9Ou+FAg4ESy68EjzD8nJjyxtd65tvNqsl9eCFuHLKlC7nLhHPoB+4RCorEBsrKHTKHyV4JJD72VYou/Pf/XfBYZrVTngRLwFYFADINh6ET9i+xI4OhAtATkvBb1lEQJU/G0RU0GOJYjHyYx2zYJUyZUqKAcnsloVwfI+Lq+S+/uZXCZmD+jssBMW3SwCYol3TQcQo0O6cIrth4udJGasAPErDRnXl/vjTJe7Df3xcfYvcHiBwRmaUphXABXcOz8AAmVi2fMIIGzWqJ2ZS0f3623LtaW4pgO90997TTkSDD1Ex5epjHi2FgAFC7I7bW5l74uDBIzIpb5Lwyi//MbsaSrp77m7j1q7d4aZ9OcM1u+pyt2XrHteyxRUGGzWnGIvDYiiREkLgFf0sVSLGCJe+oRCAnDABFBGIGSFPn/NpHLgnUC6iPejaIy4lL2wFTU1Ll5IgpSTLpwmhF7PdHYKFrhWQyw2kBh4gj7RrM9UFfz7vIshKnTUkYz5xxdA+hT6h8KCoxMbmVxvRtljeW71aNTOpwqQSExOMKGB+Yasgz8MkMPM2btxYcD1nZluuffrZZ9pKd6OZKaeLIXOP5wg4glj5HU6FBCbMw7ChQyUIU2S+lZDMYtS8g/nCHMv4OJSJoCoUA4QVbpwQZ1NAOIaSkU8MBRcJY926ZaurElfD9e7TWzEBlSx6HFjBfDLPZbirrrja/T5nthsgpSO3OBhKFAFZ9BGhPHDg0zL1TzJfLm1eJ0EHDFCICDp9UkoRLge2qGGCJ9YB4c2zv/zyq3t33LvCee3+kD/3nnvvsaOuYQTsWmF7G4WkO1zDFYg5EzyGwRAUiKtj5coVrucjPY1OwRmU04D7e+LjbZzAkvq2I0s+du5jsqVEGRSVellwjrZwbrLYoucHD3bVNMfAlfngGX9GiwMUr6zC+/gDxvzxvVOnTu7JJ580GG7fvt1cG1Qn3mf71u3u7o73upeGDjEBxfUhw4YaI2ZpAXxCm7zvpOIEShQp6cZ98J57eehw17dPXzdu7FiLYwBfcBkUUoAqQghhhSAi2BY8Qrk0mlefSpdWzJeC7mD6xILEFCpiMUe8n2dZdKBY/X8VeCG8EZcuNIRiQD9xu7AlMfBPeFkIsiSOIuxC4Rnwg/iJfFkCiOfZus9nKOAHsDgjYUbMCEoE8wUtw78w4+OyYkz3KN5kgEzeuDx3797lRg5/1Z0SHzwr9y58mRLoKigyXIMXnlSsGiUEwLdpc4NbvmKD+/yLOaJvxQiUJoBacXNZ8RI8g1TQKtieM7+4ruAihg7BvVKlRMf6hPZCOZx0THFoJ6UIV7NLxAsEIXxWsGeBAg/EPRjonjiaM5q74cOGuR+k0EFLL7880nYCoXSDq/TjjFxlHDAou6e1faUU26WKORkyZIhbvWq1+Jd2bmneypQqI2VVCoXwHBpPO51mMRzn9Lysokp41cqeR+F+/90PpEiku1dGvpK9SCmgGCDiOooKpvAjAuRDgR75Rf+ZYxQwlAtwFFCh3FCYB1xozDXwAmfhJfAz+mU5MdQWOEKSSea/ihRpFlnABT5A27RLgedwfbNihS655BLDR9pDYUP5QKEPpYgW3/A1cIgCXVMCTv2TikWkdlrz0X85Xxa+QyyswkEqAicpWC1gAFgAEGzsB5ZoMkJOtp0guTTgCMEABKVglla+f99BBXINsbwCvR/rpCQjCB185YpSL1JITKCImz37L3smj5QJovlz5450oB074+UDG6VtSGdct64dtMe6sZistvtIg0S4sCIAqWEAFAQBSEyBCRFkBLOhtG59tYToaTfi5Q/lu61ulheUCPpASVOwZz61ybg7PjBQSswx5XK4093VvqXelUfILE1YAh8lqVmz+vIj79AKeKHr2uUO+eXvVD9QjhQ8JRiFghLB7gJWACgB/EbApav/QUFC0we5UeJ4FqWCAnJCfATYsVOFOYhVTEfSkWQjfBQCymnlvzDGJ2ZAJDBERAGBQB6Qk4Kw4F2hfd6J0oP1hwISNru6oUtISLJ3ooTQZ2CUmHjUVsMIIwQWzJwCTthn1jvCtk5WijABGGSvxx5z8+bNczCObxXsSPwBDJ8SkBuihAlS3hw92j3xxBMmdMeMeVs7dMpZoC4BXAgrxmXnuOiTwrMQLgQeMTgJGCkZFGBhxJm14mqqVc7e+J02LvAU/CmYv5ARXf48BWRZG+IG9O3nOtzdQTEwo2xlyo4cGAgCtubFNaUgtbJ4AAIomykZUIABVhLej4933DvjLNagY8eORvAoHi8oVmRvwl4bQ0JCgnvrzbcMR7EkpUsBDLBgHrhGCTuIiMmgryNfGenuUtyF3A3u40kfm+JBXA14QgmCzn7oP2gU3CC+JBQScNFPCvdhfAR5EusBrsGoGCvBsjmVCuoDT2BNX2G2fG/Xrp1Zyp6RVYJAQQIjKeBK7dq13Iply1xsTKwrWrCo/RFYWLq4donp7VjKWHGREtoUY73z5KlU17rlzRb5TsAkTPSVV1+1NlESsD4AH+ad1eDmjZsMTuAGjBxYpyhQPK5aNWPYBDGflNWKT1OYRANYEukfvCH8Yx7hIzl/ywRu71m7dp29n7nhPoF80HXgdbRLnBGlhPAFAQI+hkLfKCEwEhwGfhTiHxAyweoWLRYiJZA+8RcsHODiX7IGFi1W1GkmXM1qtcWJyWHBDqIg/KNsufSBd0BvFOgrbC+331kxY4MG9ZTyW8KNVuzbzh2J2e2wwiaWAj6BFQOl4qQWGBTa5Tr9BpZ8UkiUBV/+9tvZwoM4nbrawBZKKBX0hwIe8x1eB4yAHQVraz/RHttwCZp+/bVXLBiZwOQd27dZ/FHeLLlA/ZD1s0f37kouNsI1bdrUjf9ovJSjctnboKlH35JlUSosnoQVUCzYrZJFrnhMcfsjwykzUTifdi5JmWOHVfze3eIb2v4qWURBaSJQn0KfUR5RLvhuCrw+oRviLKAZ5BDw5tr27TvM2oDVGL7F2MFdrCAhc6fhnGB6UbkKFkgf4AmdBV7Je4ISxk5HFmy0QUEhgxZpF9qA50HT/KYE2Q7eUUwxz7pnF/7L//6mWAAEiAlhHBgkRHBa7gHM8mjLx45EJutqEqjg7s+//qm90qnGrPJrCw/M7FhyirrmhTSFFAW/W8AlOEc6pjTG3bsTrNslhJxMBJYMIop37txjK4kbWzTRKv+YAqsm2STB0HbF7zHkWLZsrfXhogplDEH2yRpwSkrGKSkNCGmQEkSFOQE8xgPQYIC79N7ExCiIjg7cfuuNMg2X1kQfdG1uvkHEEe0TTth7UOZEzFmRYFus/den9Y7Gl9ezlfzx4ydc6gklf9JuD8qs2QsUpb9IlovWZv2oVSvOGHW0CohcCeSICApOUtJRaZwxprgEy0zliuXl8jnl5sxdZMx1587dSlh1SO2QivyYReYjECDgA9qZY5YVIQsrLfaVRwpRTLQzRr+DdahUKQXbqgQFC/M9yMWKKGyHRJkgGFdNwyGsPkoEsGvWrLExk59/mSMYRlo31iL630YmeZAWeENUIegSAmKsCF9WrKwO52tHBrjTS0FQEGoVmeUe6tFDTLekzQ/9oYQgLvCC72jqaxW0SY6KOjJXr1q5SrVyCVd2RkJDqzTGg/YPI+e9mHaZ702bN5nCAB7TT5Jz7YmPN2GJhYdC9r0Klaq655951hQpDlOilJPyciz5qLKSrjIBxLvpA7RBUBkmVMYMkbdv315WrKWCSQlXVdH4vBtrBeNnpfrAAw9oZXRALpE/bKcE/QsFwRIYBcTP/DBm6iA0gSnXgA87n4rrHdznGoIDMzjXGitoc3f8LtVPl9tiRTbTg1GxggwFJoZwhCYSExOM4aA8xMXFmeme99x1511SKJtZYCfWEApCg/faalnz+J8+EbSsklCwZsyYYatu4EHhmR4PPWRWi3fHjZWJXjlqdB38OavdIKywWcWnyKWK66ZErFwECrhYpYCzF1943hWXi6R7125STupYan5oHYUof76CZiqnHQJZwb/XXntNQiEKqPvp55+Ey4UUFd/ZlAACPcE7LEXAnm2L0EJY5fE8hfmFkQNn/kF7dygQFBP0qNdftzohiI6gPpRfhA0MH/iyC4M+Mge0RWE+TRGRcKRwD5iV1Bx+oaBfgnERCOA+Aa+MjZ0tFFag4B/WgYLiicc0H8+/MNht2rDWTRz/kdWR0zerr9qurroIQuac/tMH5gCTOmW/LL7JyWm2E4/FjS10hIMIqSEv9RLuxopuN7pYuWHhL/DzdFmU4TdblDAPpYJFCAsa22qqxRLJ/yJLDfDS7Apm7703VUc9JLi+vR+0bagsZNj5sCIryJggRPoWYAQ8UK4I3F27bq2sHHXMClb+ogqWr0TxCuby6Nevn+C1w6wVjGfTlk1mtfhz7jzDwdtuvd3t2LHDHT1yyOaRHUdYZ/fu2euKxRTVNoC87ph4cVsF4s78+Ve3Va5O1h9YJo4ei2B+5223a4FXyD3Zb4DcapEMI28KPHmn2g6uS3glJcgfaJ+CEoSCNGvWLJtTru3evdt44G7xInCJRQACHnkFbjBXtMszLW/UIlb0Qx34A7yM+aSA7xRwCmsE29VRVijIYJQRFtMs5ijsXOK6KTCqyztpD9kAXoF3/1TJM1QlZ2M2OAEfbTm8iPMKFi74SsL+uJAw2QSsgp/EcGO0hSdJ6YcXWl6IShVLufl/LnXz52/QiuGcfLkVZOItKrP3D0KsfZrgI9oe18QAtVzbNhcuXKvI+uXyZUnT0upeezGUTKWhxRBkKEHJsmUbtfNhhpunnRXHjx53RBZXqVLe/fTzAjf79+Xyje+Sv/O4dodIUBcv4OrVvdilZ9a0CYQJQESMh7/Zs2eLsU9VMhitjvOcU7R4WSN8oq7he+3vullMSltc/1wif9tqnRWSLiI5ajEMbBNlK+n06fOE2GuErIkiSG1RjcmrPtUxRPj5l0V6x3K5S/50X3w5U6nDN8sfXkUa9lH3P9/9YTEYRYtoK+PFVd087ehYvHiDJjTNxVUrr75cJEFRQMS6XWl0l2tP+XwTmvR71y5lQSxXXIynuHZ8/OgSlB2zdJkYbQGtalt1f/ppgWI1FGEfW8BVx72kmJH163cJyfLIZ11aJxpeZnOJogUigfggE2ZUCPlkyl/yp6+VX3GZFDfybmSKGEpo3thho10WEkoFC+SW2+mgVgnxipzfJqQ/5lpo98x1NzxiyE6sA7iC9Up0Ye1iTYDo3xg1Ss9sMAZ+g9ISc47MF198aatOtiEilBs0aGAECOOEGFi5hJU2VhuSH7E9dYZ2d+yXuXr7tm3G5Nl+Vh6zt4SL7deGIWuMlP3797kPx483IQujU5Cl4cPUT6a4zVIMCohxV6xUwTWq30jbg6u4r6Z94b7/7nu3bs1afX4ns/h+d/2115tb5dMpU90nkyYr9mCJVjpaBYuQcXmEPAXETHzz9Tdyp/SRolrVGDPwhSHADLAAsDOlRcuW2sVwZ/bYuIcJFGZCQZFFqJFS/qcffxIOHtcW0LrqZ0XB7AvbfhkvptSgfgNrE9iQFO5zwfTdd991B5WYjTwH7Nqpp/EulDL3yeRPbEsklqPqNaqJnia5z6Z+ZgoYqZyxerHL4JuvvzLlkoyMlSpVlt/3Ku1ommsuB3a5MAc7pCQ2kz/4PykVXAfPKKykiUAfOXKkzQ0KH7kDGmrO2CL62dRP3Zzf/7B5/U54UKN6DRP048a8o11C+5S07Qptsy5vsMFyMvr1N8TMj7ilS/9yp7UKRillwfPeu++5DRLAWAXwZ9euVVur0Pruww8/NAUQxXDWzFlu7Nixtp2W5EKTJk3SXC425axe/XrGR5gfrEZ333OP4VCwFjAWmC4zxFyh0BGfwu6L2YrPAS/XaBsicRBdFE8D3v/8y8/2DoTsJfUusbHRDkobeI3SQEFAoNRxDcGwRrjHDpCd4mvA8VftfEFJxO5Qp25tKSH53YhhI0zhJJ6hpXzr9TTWfQcPuelytX355TRlDZ5j8DiXKTO83Gtsj0RZwxqkiZOA1SJE7+WIg7lzpghGCcLZsnLplojmDvoVHZUuXVKr6zxa3OyTteBGi5U4qgXlex98IX6TLKGWXzyokqwBJSUA58tduEqKz0kpq4lqc5u2Zm5yM2ctkHI5V8plSffkE92k0FZSF86LNg+4225/1hRx3IMB1ghjaAYFB+sIO4y+0rgSEhNsLtmS/MSTT5glt3r16m7ihAm6/5WNl90TcXFVlWG5juTFPI3tD9HQjxL+O227KopxdeHYrFm/ud/kgqSf9RvUk0u8oeRZYzfjhxluwgfjtWDZ4eZpF8iypUtdjYtruFoX1zTBDU8gxf6sX3+z7fMsmOA7JURXuCCKxBQxWkdBBX7kTMnFXGssbPn+QnPz44yfJB++twUy8VW7du4yl2d90fOUKZ9Ibs63HTBbtmyRHP3TdhRhrS0l5YQ5wyUV8CXwDJTib7/9RjsWv1G/drrrhIfQFzuXtm7dpvkpZTEYJJIjnglFOS4uzvgH/QT3gLlZNvT5TxXFPAnb/k1Bi+EW2hZBWJknPxXT17ZHMdbKymCJHxtzC2dokPQEpC+nbGwc3oVQPyvtle2UNZQXgtUzx5KzdS+P3AcEOtkqXO8oXbKEvYPfZHaDMLFqZJxWXIEU3l2yYpRR8qxSSubCKp2CjzsxgUC5fNJMywlYuQzomInP5+0oxh7t3Q5CJgxPuzJE1AKmzIRlykRJRlRVQv+4rUqxMMAAATIr5sTE/RYwycqDPBVH1Mei0t4JlNwTnyDFopC188qr7+t6YZnEm8nPWVRKwypTMEqWLCrNv7etMArTtmBWRoKaeBUsDfjTYqSgMcEQEmXTxq1akdUwZeXQIbkgNObSCpJFWOzVCoMgz7OKOylTKgq+Oqp+wZRYVTAW6h04iOsit/op82yhLjaPzAmMmBgEkBSlwracZU4zhnPqdKaNC1M0wbisNoAniW4oCDBiSsj4WV7jJ2FYpu9gxBV89aFdBGZIEEUQG+NDoYmLq2aCYvmK5SbMgXW1uOqCq5SlrBVcaIN3YrINqyuCt3Ao1aihwNW0FJnJlTlQjAIHCu3YSl+KKytFxkosAcFXe/buNX901WpxqulMeOCWKS34YfqGazPXwGKP3BL79ia4y6QokO+C6yhXCfsSLQjwIrk2YNKsoho1VJ4LjQnLRMUKleSXXm5pmHkHY0Ap5D2siPlNroMR2nJGXYopeJr/nBYL6lFYsTFXWCxQXlgVY2qlzRL6zuoImsQaxVj5js8ZnyxMeq/GTKZOFLWS8r/CAJmDkMfgkODKe2GCKHK4CvZo2yJ4f3GNi5XXIV7CJs5Wu2RNRWkD7vCDQllC0Tr6b/6DccE7cDOwdZIgMgq+YJQbguag4wMyEe/YtVvJvXRsgALLSggvSSmerHqpms9YPU/yvIqCOfO+fNlS4xvMO4VDpFCQWf0BA/oIvfMO4IFg3rx5k9EPabWBJcoOOEHsF9tzL65Z0/CLOWQrM5YcTNzADJhQzFYhRRchEZg5+I0FjDwg4BDvJcYC+DFvuCEOH04y2gZ/UZSZs7Aip12EKNd5FpjRNu3hLkRAEnPDPNJvgl/LytWyZu0ay7+yS3BjfusIBsAGBr5x80a3dfs2V1M0gVumfDmUMilD+tPE2SoVqx5xWihI4ETa8YlSOg+5ugoGh/fxbgQXymZS0hHjbTt27HY1FGuBlYGAYng5NEEeoXLiLyw82G6PXCgpXs5cUAdYEFtHoHqI/8JdDT8hZ0+NOi9IyZ2o7f3NbQ5CDAnWHnhXoElygiCDWGW30XZM4Eb2VsaVprrbt24VHu2yLdQkByRlP8GqK5cvNzxqp2fiRdcE91aWNXH7VuGEZNCGdeuddky5KhUrGQxpb/6ihYoXlMusejXJrWp6D0kdjynBmOKlNEa2EeOGRakhHgd6gF4oASega2ieAl8D58CVBQsXGGzIR4NVYe26dVpA1zHXCO46FGlwaJDch9BK3bp1jDfSTmgbxRS8BEbgDe1S4A1sbQf2xdXXSxtdKveRcEnzjVJMfFtSUpIUuv3KcJ1krknGAP0wBtrik+f/qfI3xYIJDBokL0ab4aWGlJo4sBhglxBCgdBMIn4jvmO+QYMDaWOLROZeJoz6aHQoH6Qh5bAcrkMUfGaIoZ4WMy0qoEWGIDy9F+5T70wWQp2RqdomTzUgVLQziK+kJpB+hILvinEEJm0pkXNrn7M0ZjSWyB+VYcwqPMMnJj+ixCM3RgRoVh4I7yD8c9Y/oFXis8+NcQOf7qoU4HU1dpKVFNQKc4ZcJYcs+QzvAo4wF6L5gSUFbTYUkhDZLgu7poAkKR+8LwRy8h0YU1C8cueKkIpYCxhCYFooAzAGvcQQJ0/BzkbkAXlIV8v9gJRRi5G/FeEDgwNxQTLgCSFTIHS+80lBCAJjTHnMBwWC4tlgorOLWf9xHUWKd9MuQo8ApEA0wVyHOS+8I+fzgaFg2s0nMzAzQx9ynyd7qkx4Ak4g3sNktQAAIABJREFUDN5DkGpwORj+CG/wx9JXmGe68Kaw+o4bSB1Xlsa8bm9igqui1ToJhzA181yqiLmwhJaZ6FOjA+sQyEGZMhO59SbyjYfx5ew7pvjvtOLBqoAQQagjqLDw5BRYtAXNhbkMbQThBnwJGEPBQIGCzsgCSC4FCr9h6DBiCt+BDYqX0UjpUoZ7+LxzlsDUCYbjGZRZYEQBxjAn+k2/oqs5n/7X7/TfBGUWk0LIw1zhIbRDwWpQXi4i8PmAmB0HWjGfBH6Tjh3lF0UWMzv9wCLGggOGy3hQWhgTOM2cQ1sIdGDCeyjhOt+pCy+gX+AFCh80A0xoA3wNwY3gKZYgYJ0Tr2knFBRe4seoE/CYujnnMtSlPfqXU4FkPoEzlgvwP5sfZP0OtBlwK9CUcSMNL/BfdstR2AFSXNlMGXnEsWRl0TV2BsEPmDfgZ0UVgDNZOEsWm2WXouBwZlY5EkTTCH/4TnB9Ugk6AW/CdVvECX//N08M93kGywTJsSjR85Gpffu23W7AwMXu48mTjH8Afyx1wZITeII9qP/CPVwmKNngKwtVcqIUzpI9jAcreoaC/sk2yvHowId4CWgSuACfE3JvkliMnUModigx4ZM4N/CvpGQb9cl9UVwyKcAV2VW4UJQQS7ezeRff4U+Br7JIgS9ScFPA9+Gr1GHhjXuUwrzCQ+GDWD1r1aold9gXdi/gFT8YLwuAwBcCP4APgdNmdchSMqgf4AVOgqMBt3nOLFdUUgEHc9IJ/IP3/BMF+f0vJSgVECj+mfBymAIvpuAXRAGBycVoYmE+ZMZjmyAdLZalVGAyNgQWEULA5+QbjMlSKiLBdMqAwMFHaGJ0hvfwCdCPiQGZ8NBv+sF1grosQ58EJPfoL0FyEC+FCQGAJmz0m0ktr+Qh/Abp8RFSYL5YTkA3rmOGhgFBKACXwEuSZnGPsz24jpLCip7CuChlZfmoWzdO5s8/teJYYVaOWbP+lOl4k1YC1a0O78LaQ4FYUShIJw4R0z4FJsr1yJcpNMTZp0J9EIe6KC2Uc3o2fGf1h8+VcbBjA4ZCwc3CXPAH44Lh8x2hDeMCRvjMQ+EeK02IF0JH+IOgIC+KFgUYoh3zHMI7EA+aOQhMCUoF7XCdwpxwnfrMIwViYqUIYaCJI6j5o38wFogTQqSfFN4dxpasXSHUoa0gxBAsFPCWFVkQrnZR/yHggHVkFo5wGPyEmaHU0keUCnCKYEIrgiV4yTO8L/SPT/DTYg4EW/rIb8YHPtIGhcQ3V151pRs3bpzib+42mDKXwApGEz55nn9cC3gcxk5bKKYIrTBm3gH9Ma9BqSBDIXgbxh3oFpwGRuww4NPcVeobSgS7Qfhk7inEQBHPhDCHGWHCDUKJzxC4ZpX/w38oPbQHr6CP7FSgQNcmYEWnKBXMF2/FIhNoCbhTH6HFOOgH7YUzYLBGoFSE9oAlY6LAX2ifcYMrfILP0CzWC+oBi2BFggYQUmHsPEMBT5kX5gO8RwEJBUYNXmOFYPdJzsIz0Bh4QJ1QaA8c4z6F+bR5zuo31lXuM38UlB0KAokAQxNYGiefFPCbxRuBrfDSWOFiSSkVnG4KPHk/ihhvQ+jikkOp4DlgafCB32bNC21yFAP3WXRx3pApAarDPGBtCEoFdeFH0BFbTtlKGmIvuMfz3MeCQUGpoA3mIFJmOZjrlOj+sLvzrjulCBbJ5hfAgDEiRJkb6B8c5BOljMJ8sQBjzOA64zN80z36D77A71E6KAXFT8EJ4EIQsSrZuFEqKCgVBPXSR3CDYE7gQn129YR2iHEhFo4TU+GJofAM80SBbwUFkT7QbxbaWFI57yQUlArmiHbADSxe8EkUaRYJ0DgF/kgd8BB+A/3h9gC3oGHwCR4N3IIiSjvwUq5RSD1PP6hHAZ+gS3ANeIH7gd9wP/Sf7/9t+ZvFAgbACwKh5XwBgGSAELFBXzdZfZQsVVrpY6PDckqWKGWmaiYdhYFJYhD4RckvwAUYDgiRkwmCfJgzA6PI+d7wnfMcUkR4pUXYmONAxJjCRew2SgjmdCYCwmWieK9pi1kAPJfxmWmVbO0CMRHECGVWOqEAeCKfLfBI7UTKBYEtF04ZpS7IiIZKQetcvXqjuSCSpXhUUgruWtpWVVUuI95hO1EUGAr8CooYc64Y7X26xi4RpYnRRCvPhAiC9lEe7EAxvQNi5iyAUMK2z+h3NOacfQLeHODk8nQ0WIc5JXcDc0jJaVoDySlhlYYWH+pxHVjntCRAACA0yBzcGBAM7cA8cz4LMRBIh/uH+7wjfKdtCgQKY4bxhfa4HrRu+85/KuAaeVMosAjm+aQUKQQueMSKFzxjxYIgAjph1QGTDIoDsA+CCkEHU+EauEE7EB7f6ROMCQWVtMBm0s8SYOAahejvihUiN0ewAGDa/lp+YlJot7ulnSkiIYrbHsr6L+BszmswVcYT2ucejIbYEAo0RIFeEZwwCJQnxkDfEboRjl845RdaBbZYCJmfME+mXEhtD3OK8ggDDJYCFBDoDMWioALY/q8SBDVCHXoOv9mdVKqU3GcKgAWe0BzmWbb/Unbu2CGfdmR5gZ7IeIvySl2+Gw/R3HASK/APhfcwTkpOJhnuh0/gFNoCT+FvwAD8MpeQ+FXAX55hTngGfhTmIMAr1AvzTP3ExGi7Nd9DCfDkN3NHe7wXuuG9KC0oFqaUZNFTzmdCO3zSH1abZ8QTOEyMwimfZeUKBs8RPjlL4Lt6LHsOuI9yjuJNoQ+p4qekgQ6KT7iek/6hXxPqElrMW+izNaL/cq6IA6y4B00jWMN38JRCfAOuNgp1mEPwLcAkJ18J78ZKBOxwBTImeCl9IWcLxWhen+AU+FNJ7iNKkAPcZyF87jz4pODMI5wTpC3YaidsCzalRdY1rB4U+gNuoXCjSIE/eRVMS59RdgI/DAs0aBtlIuThYc6DkA80Du4EVw/v2LFzh8VWfPXVVxbYTU6Lng/35FY2XOG9zEfg0dwDFynwq/8991wPbuTAt+kj/Yu4FTWiVADwGLNm5qCp6O5/+b8I9m9Fnc2+ppdaBstwQVYHKabeS7uyS0IqfvpTyppGBrQMZZlLy7omIWYZEMXo7Bkqyq0QNcVDKhKA9qnYgH/5TV0hjz1HH1JPpNh93nFc2cb45O+gstTxydNk1RNh2ndZW3QlKlJiokyB+klGNPpKZkKytPEs3/kkqxufZBrkk3GQsZAxhXvhWRsbY9Y96vN+e0ZZ2PgkQ9qBrGx5/BYTsjrUIzMaz/Odv5C1LXzq5L3sezLd/st32gp/9IWMlryLcVlfBAPrizIjAgPmkvGHck4jkisl6y96P/3h3QF2MgFaG/SZ7+EZbdGz7IrMh5QAazK0LcEbXmHv5Af1pNBkX6c//KKvjJ+x8Rf6zr3wl3MuA6zoI2NOP6P5sXk+aziivd724LmzGqcaOMtvlTRlIaS9lFMRvjBPwCpnkTUgwjNdzMgQnmZD96zgdsonJx/NvnbkSJT9kL7RbsiCxxyE3/QrjCfn3CUooyV1+KNOmLNwLXzSVmiPa9BXmBfaZaz0M/RVzM4H2PM9J+1Cd1xjrhTrotai95OxMuAQn8A0J02FjJzgfbhOndD3s4LzhT9lI1T74Y93BNzguxg9HxHdZw0SHqJjrqO50ufRJOGO7p04nqzMu9EcpiQrY6yuicnbJ9lUAy5JiFub4Tc/4BXgohTE7HpWSf/9Cy8QDAPPCuPJOZ/AHjhzL+Bd+M5zXGM+crYR5jnn3IGrYR7DM7TDX8aZiGdCh+DBqdMRjaeejPD1+Imj1oeU1ChrJvVoy4oaOC1YBDgxx8CbdhkH76X/oQRYnxfM4bHAjHqh/9SP+iSeqO+MJYybdsL9ACPq8idBlZ0RMuAnn1znfs5neVeAEfdoP/CYnHQR6oTPC3CL4KRH7eU6T8o+FS8QdUaNHj50OPs7HQC/TLbou9wb/3LvmLLoWicF16itqC58Azw7fSqSO/AT8I/PILfAM8YQ4BLgyLUAt5y8PuBAgF+ow/UwzvAZ8I62QvZVeDO/wZPw7OnM8KzoSDAHP6I2IjhF/Bp8iPCJ++HZnHQKb6DAAykmb+3bf/9fLhAtp27CSgiLBJo6Kx9W/BTMsVgY0pXsiGt6tWnCe7R1h6h6GjHTTVZz+CkxH6Flsk3SYg8KRkmhWOnrcT3PavPCZ7R9SW3LuZ0hTYzDyvIrQJMdJpih8minwzm5J7QYs4LmSF/D6hitUFC2e6zYQgkrDbYICpjmH+Ve0IbFeOw6K6xQNzyLOVRYmP0OrlMfrZN962iA+ObY2kXWytMKamJPOdeD705IYf594EDBzIYmaX1XG2KI+q2zThSAyT2sFgYvxWpQwndgLiSz1SjX0X4xh1KI9eBUVcZHAe5EQvMM7XGdVQkWWZ5jdcdWNoI2g6kMqwmrBRY0wIExAkYxPqvPSoXTa0NhXtDqeRdzTRKdnCsAAklN09f46AuFOiIg61fQ5oOrJZg8w4qQ+jnnQ4qKBT7lAhnMMcZZB8RSkHRM80RfZJLUWkPty2qVdkLv49AeVmiYk5VcTONl9UURUWo8OXX4qI+RJSdaAWaeVeCjcqmw8mbLdd7csiZpLAT5MVcU4BvogbkEzlyjUMfwRzCiRNh5YcURcBfa4R20AzzBY+YMlxhwCiuezAyd1Ch8ZM7E1DRub3gTaNWekUuBJHSsRihiJtHKW+3T5awFq9XhfeHZgHcE7+qy0eeJE6mygsjqo9+cAwS80k5eWCGnpSomQbCgz/9SvII4xTMoIdZFjEsuP9w40YqQ50IBTtAHMKAeMIzinPRewQF85V5mpuYYi+m/KQFXwMlgEQu4xD0sIGylhO5oM/QZ+NA+vC/ALDQP32NlDD9kdUgfQh2eC/NF/ajfnAAqq4TaC3ANbfFJvh8SxsUUxqUDvsETyIAqOItv8Juj0qFN8iaAx7CN8178Rn2QHLE+0B/6izsiWBvC6hS8oF+scMFuxkqhX3KK6lp0Nk2wJoSVNXQYaJCga7ZPc49CGzGFI5pIUVB+MeXPCTgSfoNzefNyGq12aSnInHJcaQc4+DHUZfcfbmG9yqy5wUUc5kMqgY2PZ8ETxgT+ARfoLk/uLDoS7Jmb2KyVNvEkbCRg3MzRKeFQIc0bJVPzBi/mt+FAFm0yX+xUUnXNFRbZaHsxz6QKr8/LuhFcRmfEX4AzlmL6bHmIyImkZ/leQFtwGRO0RVvgbriXP6seY0RmZJ7BTagkh7KmIpMieRrJmDAX1m/B3ngJjapIVut3hC/pslyxISDgD5ZyElRinZXSr3cT14OllkRd5IHCUob1LWrL+pJFU+ARcAuWP3vZf/nf3xQLJoXCizDdQSAQEAwzUjJglF4+6WSLAg7vxwxLhkw6DMMwQZODcSAcYRwij8ikD02JWbEtByaq3OxRU5ocIxAxNyuB9vSD44/LXiS3iwREMKtRB4LgGQglMBf2k3MNIcLkwdxDpDcCKkr1mj87Ap52gqIR2uQzEBrfETgE8wALCgzqiExqpWVSy1kwxwEL4ABzwbUB0za/shhbMTGQoEAEguJ52qVNCs8B+/Cba8CQNpkjInzxTx9TYCmFiOxDOv2znNIuU/Ad8h4K7+APgYFQJ5unxIbdE7sx5nFa+TJgFuQTKVgwIt7jx3VanpTJSPiCokLucxLYOmApVu/LWdKE2DAuneNhl6VKu1wac7pcFCAs38Mrg3BljvB5UxCcRFrjboDxcQ8BwZzyHfjh89TqQeZgMRzByvoQhqE2MGFi5jwkU345mVYpmP8RDAhiTnDNlzcLr3TvzFm9Q8wqwqXz9hw7kEKinZOnomBNaDk9PcNMhheVq6jeXSBOxgzDY25RDMNvcI/5ImoeeqGgw6MYB2UCXAUPbE4DcKxeFESJ4sP4wTuYYAUpjlnUabtdMB/T98jkXDRbAbWXZfUxJ06BlwWk3LODKcwzsUSBuQfBwPMoFOBZECDgU8TgdUKjYlyKKA8A46I/jAemCg9AiQNvC2cJIdqCyROUm1uwOnr0sJmguQ6O43LkPfAGYBf4BjCl7+AtNEDdEtpyLUQyGkfIG17pWe7RF+YZd2AwUQM/lBvSHgclNqBLUCLgccDloqwEbxEf044UMeHgvqGvlKCgZbtI9O4LtJXFv6Kq2f9TlzootYW1pZzEXCzQwHGEN4pjUHRRCHgv8Ah8N+AKChLwEUlofNG7gtLEZ4h5wqceYp+gKWDDcxeU00h5poPcD8pRgE9OHkif4ZP0FR6KIIycj9HwwBfgni9fRA8IWBYj8GcUC3AiSyaKH0WxIyT0S5ayQVI2+AwCOzyfoiPK4Vn0OeKZYbag1Ug5Qn7klpKVy3hY1I90hDMuT71QJhmDH/dlyonwJ8tVRm2SHQZlP+B9UAyi1pB9kVLNb8YATMEtlKb/q1AXnEPJCAUYMf+4n7i+JyHeMmly/4BiHdguT7mgNLCQk+tDfWehS2Hs0AJ4DS+OFkTRO8CZsDCM+MAFt36QhdaI/oMn5c4VKfMoKOBYKPQRmgiu4XD9/+/nf4QULwov5nukVEQ+LBAfQQYTQLCBCBZJLuYAk6QACAoMAmJFg4NB2Cpf+KKQA9OeCxVREE4x+eWlne1LTJDgk/CMkR9Lk5km3yH1+J6s4DodKBUJXyE7yoRtGzsSbZ0LAghCROtDYAWChSAIYoJo8D0xYRAS9SpWrGj9RNmgPu1yHYUiKBVMGJOEYoLwZhxB4BM/QbHtsxIuKBrBbwxsgBtCMWLMsUY41A/WiwA/4ESbwAq48hwMAeHEPUqkBXNeC7tZSH1MAGWMchB8re2AF7t58+aZgKNuaJ8gTtqhPbYkIqAojJcthgRQAgsECAViR+jMmPGDe/DBTjorYpDBLFlEDwNjrmOV5wKmQxviOeYzLaJVSQExk3AtVX557hVWu7nEeAgYQvDzfhgahS2p1OcP5kU+e1YhFAQRc5qzMF6sXQU1ZpQKL7jIlGlnJ0CYKBXEfKBU8AaUKGIKYNaMNbJcsEV0n+ZTqz3hCoyTlSFzzHNht81J5VHJrwycefMUFNyOuldfHeU6d+6uuThnc2xCVHCFsQJr6IHvQYEG3iExlSkU6iv3EaTgF4Xv0BZjp4CfwBiip1+hEHxHMBeFOjxPIq6gXPMuCnRJoQ/AOQhArpHUi0yY3bp3FrwVsHY+6oPMpNy2ds+xQs6aG5QIVs6UTMW0CIRu2/bNyvLZ3rKIcj2iNZIvQedRzhN82fisof+Aa6wU6QvzjV+beaSgGLAChGeAo+BW4Bs8y3UEDZ/UBY4ouwK3hByWKFbxUn70HYHFd4TUyXRtRyY/jX6X0DZ19U7jO2qfJ2Vt4TerUVZ2jItt2Vzbvz9BO1hQKvRTvyNF6pxoSltgU9lGqpnKRRI+BYHL6kCdfPlyi7YUdC1Y0Z7cZ3adowj4TlvQFOf+MN/wEOYbJo9FAJ5jioE0BgQEtLh06TKlRH/KTuQN/nt4A8oDcw6+Jh05qBUrvJaEgAXEB8AB+AEZknXmkKyMJB2L0WIivwl+AtEjS1FkuROOKLEVPD4oFcx94JnwOwTY7l273fjx4+3ET2jIrGS6TskjePCegDPAhmvBWpF2Mop/CHUjJdULHmTwjBYvAU70PSyE8skyzRyGgqWM4yToK9tlz3p21knRyCU80t95vZdPFN7c+RWQyXv1O1c+WbgEC76fFb2T2htrJ+8OSoXJOeEJhVgP/kJiRO4dU54m8AClAkWTAp5SoGfqhMJcg3MUFhrwCJ7jXSyIUOJIz02BT7FbasPGDY5TW1u2vNHdrQBvcAF8D0oFdaEXUzb1AvABq/LSZUvdQw8/rJOSV1DF5FPgl6aIIMMELxZnxrfhK3o+yC7u0X/GAm1Cf1z7p8rfWgqafGBSvJQOULiH0GSgdBgA8Eehg2G1EVbL1EOohhUEwGbbKdaDvFo55tHEn1ed3HmivbSVqlTQbGG2lykN7VgIAdcqLEUjd+6iYobR6gWNGAHDlq9/V5jsoDjwTqK4YdZo8igLEBaAJCnKTa1uEuLEWnQuE4D50ItzIWgwQ+UUcAivYBEAaVCmgqksCJHQnwCbAIOgiSMEeJYJ5ntoj+eCOwPmCsxhpMEcDEwptEM63zA/ZCtlCxMWpAOKGqY/PBuUEVbRFBQMzpmIZhKXynkTTlgsKOSooM+MmfmhrF69WjBXjn3Bj4ngHysGEjFdpNUzhe8I1uACCcGmIZiK4Cq+cwQ0gp9/ErE2B+EsDNox5U3zFhhbZPKLrEQxwhnmjeCrlBM6al4KQQExYVwf0fuiMTKvEGsoMOJkCSjaRBBHBXNqJBRhTkT3sxrhaGuCApkTwwHNNSU1LcWtW7dRWQJX6fyB5eZ6yGmhAufBsYsURAfsmFdgDSyZZ+gFIUK70AgBzGkSsMHECX5R6DvHgXfv1kOHKzWxFOnAdrH2o7Pzg0ROp5W6evu27baamb/gT2uTnADFtZJHCUe5oRj+K7gVGAY8YavmPCmexVWHg+oYntarFrGO8IngLgYsmCF8Y4uVlFIWtYeJGBpesniJcGKNzO+R6wfBEwLKeCc0haIc7d3X9lT9DgWmFVnKIteQxJL1jXaBn8FdsAmF37SJixCrJgVYRjgTzU26Vv8KLxCsFYip3SwIdqGEhGlknSJ7Yj65FFA88sqCGBQlljS0j1BMSZELUgubfMq2SKI6aIekeRJjWgQhJDSnBTArM0+chUHuj7CwYPUr4SKhRX0S7+W3oGLhmJAMms2fv5QsTscFzxKaD2g6iuhn3EZR+g1swAcUbATOmjVrlNhsinuw0wOuV8leDN2ESaR0caxChgXi0Z8kLWSYn2JFUVBYREhJw2okhZj7KKHApaCsHMH6wbyAG/QlFN4NfQJzFCAWZtTftXu3HZQXvzteKeMnWXX4ZN5CuHvP6724RwR0s5DpGMlz7NQR6xY8UPaiElwsCHhcdFi4sORESiXvRJGMcvRE22NRJEnVTgkr8qgtzgeRINR8pIk2i2gHInKEElM0spbGapETFR03YfwvgrlD8clSGukvSg3zzbxQCmieWUyA/9Ajlr1I3nFWjtNCIeItp7ToAH8Yd4T32jqOFUXtIyNjJK8iuQBcUMzJVsquJSmUmg8UOhY8vygB2huj3nCTP/nY9e3b1z319NNaJB0zSzS4gRKHssBc0B9okwDMVatWKWX5yzrnaqYU0CfsHcek9LAwQi6HeebGGT1DCVuoGS8KDjgAb6D/zAWWCmD+jxUhlwX0hE8xP707KkLkfwnEoo58YAqQ0tGwCmghuI3vYtB2PQSUUYe/9HSC/AiWi35Tn+/7Enb7kwqsU4iP/T6TeVJHqRMMqgAVq69AIgXQHNSRytGzUT3a0qRasBMBUFEQS4p9EqCS80/aqwImCX5ScKWCWBYtXmDfxUzs88eff/BV46roCOv/+dtzIViR9nlWqWCtjlYC1h/GHMZEnw4fVrClYMB4uX7w4H4L+gtw4f5KHcsNfAgG5Dp//M7ZVmiT6+HZcC3Akc8lSxbaewI8N2/e6GW58BN0HG/O9rS6U/DcIat7lIAlwTc55YhPSTuiYB7GlOkJFM0ZNKT06LoeBV81vbKJb3XzTVbvzDkFWp66MG76lSI49Oje1V/ZtInX/nCbs0z1/cD+RHsndfbE78r+TjCljU3X09IJZlVwoALV+AS2fBIgGgUdcdR0clZgG0e96xj2lGQbQ4Q3zIX+zitY7XSaTz91wp85SxAl7WT6TZvXKkj2sFpUgGsGwZsa6+FEtcd7M/TeJJ+afsy+vzZqhL/s8oZ6R5r6Bc4QDHuhLX6/+dYbvnyFi7LnhbHkhDV4GeYKuIfvzBF1w2/GyLhy4hjXwNf/+f5bHXfcx6/fuFZ9OOv3JsTraPqyfsCT/Q0m9G3OnJm+VesWPvPMSZ+h/gZYEFjKO8QULcBTP6wEehYz8VoR+aZXXaH3M27oJVNHMR9QoNh+gz+fXD97jiPnCTAUbh85aHAJ9du0a+W79uikWpn+aEpSDjgRIBbxAXCXYOsQ6E0gXQjCDLCAVqL5jHgD3wPO57zOmAKeE7hKn8BD5pZ55Def4HP66WT1G/pWgGvWZ5jvaF5V79xpfzL9uMFPIXGCkXjOOQXDGiyj3+f9abt/9qx40MG9qhNdP3p0v9XnN7iWeSbN2gv3w2f6qYCn0XOHdPR2mCvwCjxLPUkAd9Tvk8LdnPjGPFSNq+xffOk5G1/i/nj7vFCHwNAT/vSZ1Cx8jfA5JzyAC/AI4ze4CX+gLWgsmk/BVryN3wEfuc53+CR4Ct0NenagjvWuaHW5H8ESnD1i7UT9InDzUPbvgD+0E80FtB3RAbQK7QDDgL/0HXgCQ+YngiWBqanCC/H8U8cUgLxfOMOR8hFcjxyL5oPfJ41uM/wx64OCUAXfo8cPWPvnNJ+8Jzx3Qv2GD0FDEV1majMC86xgTV2P+iQ4CFeMptR24J/8jvoN3qpN4Tr1Iv4cBTUfh+9kyTHoMbzHcFzPA0NgfnPb1r7D3XfZb+gMes/JByMYRvWPJUewZh6B+6zff/HFSxTzW7ZtMLhGdJCZRdsRD6ReNEfRb+ZJioQFayLbQ+E71//J8jdXCGbjUPQiaXjRb/zfYfWDFQKNHK0HzS2Yr9G6w8oalwGrbVYbrNr5Ha1gzitVbwVZITiRU9vHZDLHPRK0QU1c1hYiWQe0CkTrVgS0fKVYCLTSVLBSMAFjlWDFxGcwI+O3pNA/zEm4Pvr06evGT5gQWSF0HRdK69atlZ1sobv99tutjq3UZKXAbYIWh5+LdtEYaQuNnsKKDKsBdXbs2Gn30GqBQbAuYIVAYw3weuedcZZRLU2aKvDiOqtXtNhoFeLMWkH7rIC5Hgqwo25YAX0tt0ffvv1tVRzq1KlT27RQ2qVvxF9QWDmGtljN4vZghYFmijkW7ZZUyJjWKLhA8JFSmHsyEJJGlpXKpmC8AAAgAElEQVQpwU9ovfQlNct6wnhfeulF99Zbb5lVghUPgXX0AbcH2neVKpWtPTK1YhlguzAFHyqFfe0UYibMBSXcCiY9KTjZc802RVYfWEAifIhMpcCUoFn6yzgwAzLnb701JjvZTDDJly1T1toDx/LJ38lYKPff39G99vqrNt8BXrRFf/YpyQ8BUoyLOcYSBA4wFuruU/ppChaK0B5zD35QoAnqMo+4KMArrG3B/UE9Vo7Asn79+tYXEuVQSAV+OOmw4R4wAdevve5aHY/9mK1KwE9WNRQsZrQV4nm4Rn8CDkLHpGkmnAu6YLUHrZSRa4LV06HDB+zzyFGdQ6M+nzwZWchKq13eQ/1QsJCxaowtGmswx9pEYSXEGHknFkdMryRzYm6AFfkqgAUwZLzQAi5EShS4HOUTAJahUDfiG1r5yZJ5QkcKFNZpppybckYrTn5zBgxrVs50wCpyWgGuSUcOWxOyEdgnZxZRSIUN/lMPXGHVynjVZbMg8D/zjOkdi6SdMKp6XIce2HIL3WBBY2Woxb1Wk5wPctLmApcJK+wM9SEq3iyFHDNOXhBgAXyYT3CAf9THp047FOYDGmJbvFmFBCcKc3g46aB95xBE2mFcCYl77Wj7FSuXa16UA0Zzh9UFeFgMjvpGwC0wLyQ3BCtg4naM3tQmv+nH3oQEneL7hMzrK+05cusE3sAcMGbwI+IRzCHjlKVacw6fxprEb1bXbNOnCLRZdKH6GqdZUUTrxYpFbdOP5BOKNdEd4InFZuzYMTra4Bf1MSWLr8mqIBaF1bOIrE/MKKeUxio7KSt7fmNZTJXFBusdv0k2GKvzYLh/SDSUqvFT+A2P57wTDvrDbcTVMmWJk5OlFxeLPrku5Uff2eZZSHOPSw0cVLyX8CJZ7jHawrWCVRdrBUUgMlzHGkjJK1dZZEE4bxYQrsGfgDnWxpKleG805/DrYKnlPs8hdz6ePNn98P0PVi/qv3KXyDUKfKD5YNHZLesStA1P4Dl4fdiKyjVkDdYxrBPgYZA9zC3tYLn4p8rfXCEwgMgspf3KWUIGcywC7TLl4t+7N94OhcIXxdkPzz33rAnRRYsWW0523BQQ5vfff2/3OnTooDMwtrpFixbpoCaZkjVhxAU81quXUlfXloBMkSlospn/mjRurHMrlqvuYr3rUvf4Y49F6Wxlws+jCeLgmmXLVxkjJnjr8ssvd927dTNYbN602Xz9BBntS0zUmR/zXROZlBGGuDwgMI7AhRife/45+Zw3W+KiPjrfgTMnKCt1Vv2cOXONASYpbwGTdPttt7nmzZvb91mzZykX/1xTSjhgiXzxwGTIkJeMoVsj+u+gcvfD6BEm06dPV475981VMVp532G+PXr0UFrYajZOTmrco/MdGA8BZPforAJ22WAehrHBcPPmVWY6IQVz0KvXI4J3STdqlE541bWePXvqfiS8tm7d6j7VGQzTdK4ETLt//352hkGYT1IE//77H5Zz4Yyi6ytVqui6detpDO38eRhuxNCFc4ZomPWIy+AMDQ64Wrd2nWvR/Cb30EM9bKgJCYl2rgH40eyaZqbsgKSfK3scAWoJYlRB2F6lRFEoc7ivYDzsFsEcSfASBLFa5l8SxIA7pDm/5JJLXOtWrU34cfYCadDXr1/vmkuwklwHZSJ+126dJjvbVRMsly1brpTHa13Xrl1sjBBj3aWXuKMSntVrVHcd7+so/PnGHTqwT3jtdL7AJldVqZMfe+xRveOo7T+HoUBg7H5ZsXKNgvoO61j17WJQxd2vv8wU89POEsy3YloYT5evXKF8/Ftl8o3GiuJTt+4l7tprrjFmtk25+oEB8Cf9fTfhKq6PED+BQgGTQoGCidRQPy+uUcNgi9AneQ7MPCj3MAeS/nAQ1oKFCyS0j7t1ggl0WrdOPcU/3GnPwjRQ6MEPmBVjopAJkflYsXKZwWi3zNvXCZ6dFEuDoGL8pDrfum2zneWCAkXb0Hm1uGoS4Nozr7HCtGgbwbVHQu03mWSbXdlMMRjbjO4IwG1/ZwdLWYySxTgpKBu4c/LLlcI1BOJyzRvuKE6Z5NyIfPkiBWD9+rXmG94q3oHST/3OOo4dZeZ0xklTnqEbTopEIDds2EinJF+vumeU3ni9MUnOi2DxwkKmbZu2xkwZ/8ZNm2yOEdwHBBNcVriyWGTMnDXLFkHAEBq65567NQe5hKM7RKd7TXAlJSUZT6Pta4T3zZo1k7tsnfvqq+mWPbFho4Y6zv5Sc5EgdOPj40UbqVLsD4tW85t5/WrlK0CIktQJgbx5yxZTshJEoyhfJJkifgj8wE21ZctmwV1HGezbKx5yxuatnOKsNm/ZIHP6aDf10y8kTBW4fPiga9iggausZG8EH2/csNHGw7wRl1WxYmUJG50fIjoNBfjyXhZfkyZOMnw5qIUkqdCrV69usGfOmV/4P4obMWs3XH+DJGde461JUjjAicXi3SjE0HjdunVcubIXGX1ohW4KCfyXvhyUIgttoNSRnI6dNs2uvkrjmOJGj35LuV+aK2dJusGzruTEps2cPyV3hRSy+L173NHDR9yDD3RyqadTjO9r2e/2bVrnypLjSK7cS+s1MhpdtnqFuXjiyaMkeqpXp47x5W3bdhgcj+j8Exa1jS9vqhw1mh+5kpYuW2LKbwW5xtKFW2XLkGU1n3JO7HQH9x2QTKpkvIZzfOrUIbW83IAFFbMgJQQ+HtyDicLvk8rkGWWMzSt3ZgONU4fTCXacowO/gwcvWbJEik1Zo32UDvAOxROc/15ni4x5+23JgWJ2CCPnc9WsWdPc3zGqR9vEW6CkXN3salMq4F+FJLsozBuxMXwiA/PlKWQLGOR8cMlTj3cFPsPv/7bA3f9WECgUhCBBdxwWRfbAN954wzT4xx9/3AY/bNgwBbW9ZgJl5syZ7tFej1sdGClJgYopUOlXHdrSuvXN1t6HH76nIKD+xogefrinBa6gJb877j03/sMPRTxbdEjZdQpmGaykIQt0emY7s0Tw8JNPPe1eHvGyTiG92U4WhHk9M+gZO/iJ+9u2bXMd779fqbUHGVLXrFXTTny8pd0tJrBZeXTp0kV1Olp/WWVPlvAhngBrB0Kp9+N9zOfMwUkDBz5tTG/I0KFC6s1iRht1QNBr7m1NMkpT8+bNjeG+rpXu+PETbDWAbx3igklBuDA8GFPr1q1M0Wjbtq2d0gdiovj06PGQKSy9dI4E9yaKqPv07hMxMAkElAoUDBgZiACzatOmnSlHNwm+9917rxExKykQg4ORWCU+//zzOpBmt1lqECowqg1Sml4Y/KLFRhCQWfeSOpqr0VrZv2mMBKWCbVJsDxNeGnGgiZuCI+bBeQWs2rH+PPpoL7sOzHv2fMR99NFHTIERLodlgSfVqlWTALxduPOdmzplqpgnqd4jvCIBU6TFkyBmpxv95pvGHNq3v8uewdKxYf0GaxNm9+033yq/fSMRW2HXXTDjUCrK+IkfuV6as2HDRpiAgQHjv7xDAoI00bVq13T3dbzX1ZZFZ+GiBW7Y0OHCv4EWT4E/F1/pX38tk8Dq6p4c8LStgNH+Fy/5yw5Lw/p2u4R406ZXiNFo1S1lprB8y6wmCLh6RGOvWfNiU5Dfeutt97asJOTqB59ef32U++OPP9yNN93obhbO/vzTT+6+++4z4mZ1GILjIHaUh2j1fN6i7xkbq0UCG/HFQ4eUyBefW2NZKPx8xnCtS5fOxvwHDx7sunfvYQwR5g0TDdsiwUnwke3I4MUSjQ+hwTge69XHffvdtzp7poy2TafLn/6eUo+/r8OZLhV+X2/zx5wjsAoofsBW88IHlIp1Ev59evd1vR/r7T6aONEdkkJdQ4rR+1KkUZAXLFhg+IiFhhU5MVMFxIBRVl5++WXN23ApbbHGZPsPeMJ8x4wTRvj2mDHGeJk76GX+/PlaVCzV3XNGb59++pnxIhRWFHniU8DXX3+dafhALEgt8QBw9sknBrrXpYgDl3k63OmB+ztJiWivY9h/toC8zz6fJgWzr+vUuYsUhPXGh2i/b98Bptjy3M86uOq22+6SEtbFYk3Ipjh9+jc6ubaLaOBRgykwHjJkuIJknzNGDi4iaJ56aqAtIhrUv8TaB54c+45lAqXi82mf6zTW140XcdAWuwVkYzfFCniwy2ncu+/poMDZ1t5g0fHrr40yJQqaIgU1Ww9Rhg7pWXhFQmKC+2jCRM3BQuNHLCp6Pfq4e2fsOLNUYNnCEkVhbtgijzIQ4hoQWJahUeISPMGyMEULwOXLV7jXXn3dPfzwI0ZT1oD++050zryTVjs+freUgzdlzRxqlgTqgOPgDLhIAb6viJ9iRQUnp06ZYosLLGPJ2pHEuUrMq9y8bunyv9xLLw5zt7S73Q0XrU/48CP3w4wf1TOvk6Vnu08+meL2HdhviyCsuRPGf6Q7zk3+dLIbLpkBj1m6fJkbKvo/od1r1B8tHrVnT7xip5YZnDIyowytI18eof7sEuxPSqCPFY33tMPhiNd5+qmnpNAvFJ6uNrgiFyjEflGI6UKpYAEwRlYXxsdimtNQX9V8sQhEmeRU3Z9//tmeYdFNTA2KI4V4NpQKxnZYfJ84q6SkI4JpvA4VXGgLAuQrtAx/GP3GmzoscJ77+OPJUs4bus8EVxYqFA6amzhpoj3HvE0RH+bUX2QBBQUmFOTHP1rUoHD4wp8IQfgpcatroWj15GU+8e+//74uRbET+DtbtmzhRbx2Df9RmTKlfKtWN9rvyMd01rdte7OvXj3OrgU/1/ffT/e5FP817t23dD3Djxk7yhcsmMe+R761DL948TyrM2TIc+YDLRZbxD/xZB/5ViNfEz76h3r28GXLlfGr164yX/011zbz117XzHxWwU+PP6vljS18i5bNzXcYfPqr1qy09pevWGr+rueef8Yr6McfPBT5mXl+6/bNXoFbnnv4G/GBK+rc790bb+PBry6B5zt0uMvvz4orCOOOfHKR/7hPn8d9pUoVzP8N/BIT9vjWrW/y1113jcVjcI2/999/1ysQy0+cOMF+cw0fXeT3k+9bfrtHH+0pOJeOfIRZMSv4rWU69a+99kr2c5988rEXLVtMB/d79nzIly5T0k+Y+L4fOnywf33USH9xzeqCTUv5U0PCHiVLSYuSPZHkBbi1btMq24+bcTbN33NPBy9rjI2B/t1//30272EM3bp18Q0b1s8ea9++vb0OVTI/eeQjj+IJ8OPi350wcbyv37Ce3xW/w+ZNFi3z7xJzwNwNf3mY/2TKx14rIh+/d7fXwt5//fU0jTOKsZBJ1Xfr0Vl1M83vniF/Of7/WnUu9s++MMhnnFeSs/OKs1Dfn31hoC9UOI/a2Sj8VpKgDOI70v2QYc/6goXy6LsScCkGo03bVv7pQU/Z+4k/IbnM+x9M8ErtLn8x/sqzislo5K+74Vr7zlg6PnCfv0KxJtyb9ftML1efH/jM037611/6z6Z96rt062zxEoyDOow9J44Gf2qIPQEO4Lqse75r9y5Z/u1ozNff0Ey0d70/fTo1y3+b6T/6aDzcxM+fP89wICTN0g8rYui+Y8d7feMml2rcJM7JMB/9JfVr+0d69bDfW3ds8KXKFPe9+z7qf/zlf/y0L6f45wY/7YsULeR/m/Wj1bntrnb+pjYtDabAdex7b/uYooX9pu2bNKrIH7xuwxrBs6B/Y/Qb5s8NfYhwRHEbSYl+6NDnjf6JY9iyZZ3Xbgz/44/fqmqGHzx4oL//gbt9YuIu+821jZtW2/e9iduEt1X9gkWz1R9wNd0fOZbouc73Jk0b+dvvbGPfz5xLVRxNkn/z7Vd8TJH8fufujeanv+OONr52neqiISXIkw+fz/LlSwuX29t3pcrzq9cs8YWEEz/88JXeS3zPIeFxRd++fTv7HerkL5DLjx8/1mIAuDbp4/d9yVLF/M6dG+yZTp3v8Q0a1M5+Bvwa/eZr4iu5/JKlC3xC4m6vUz8VV7PaYhGIuyD+Avx6qGc3u0bswo03NffMD3ETTw/q68tXLGNjPHZivz90ZI/wLZ9fux5epvgpxSTM/fM3jbmAH//RO37+wll+3oKZvkvX+331GnF+8xbhv+aK+Ak+Az5Cg/DTz7/4LDueAtx+9rlB4h2l/AHFm1gckmJcKlep4J8XPZ09n644rXg9V0r4PsB/9fVnfteerX7wi4N8sdgY8ealap9YmOgvxDXddkdbX09wWbZioSd+i7nJPHtC/Oegr1CxtH/2+f5Go8dT9uozxfd6vLMvWDiXX7R0rt+1b6vwL91v2b3el69c1r8w/Bm/aMU8/9vcH/0jfXr4wkULWJ3b2rf11WtX9cfTD/u0M8f91vgN/sChnZIRV/jrrr/Cb9qywt6xcfNy9SFZ8LnH17i4sv99zgy/eetK/90Pn/tKVcr6no908kuXzzUYDxs22PCQWI/4PdvsexRTQ9xH9Ldg4R++XLnS/vNpk+0aOL5u3QqvoE7fb0DfbJjD9zrc095+B7pnLoKMCjyhyRWN/QOd7jf5RfwTvI4YCynp/q0xo+w3eHP3PXdarBj3idMhRueG5tcanoFDc+fN9qVLl/baHSa5QByQuKj4An//dPmbxSKscjCdhII2g/8F0wkFX13evHm0PaaDYgMO2ErUVsbStDCbEieAH5KC+Zp8C5SDOnWTephyS8hfhgmIQi4BLAfhGbbDXS1TYcP69aItpdLcWF2yIuWPFSGlXbt25q/CvMw2LrYDsVKj72h9xFKY2V3+UrQzLApBS2ObKHvxk2URQCPHRUCsRLRzQnvi9TyrxTLyy69Zs9YsC2iKaPrEOwALdmfgf8PMiVWAsQXTPzENrCaABSsZTGK8m+cqVqoouGyw1WupLB8bz+Hrx+fLd56j8AwrEDR9LCBhJco12qUe7+F7WNnyG3NYMR2ZjLmbvmGqxZLSqlUr+7vjzjt0UNrn0mgn2TiP6oRXClvFLHIbOEqzJp4imPZIFNWvXz/rC/493g2+0EfGzt/VV10lE2eijpD/3UywmI8xc9M/cAa/Lj5OW7WrPquixIR92Sl+Wc1SF2sNWvsLWolXlGl1jlb/A/r316pUsSP4UYWTx45p65XqVtZ9CriRB2esCvPKCj9FuCTsdflz53flZRIvLssJc4xzHFcTK7S4uDitHCNfJxYftHtcNMQOYIpmfi8qX0ZtKve+fOiUe2QtWq2VC6cU7tixw1Y5Ta9sauNjaydb1qAFEbKZhJ979llbcYJDFFZw4BhuAMaJBYcxhcOisBThH2UVzvxRH7yXwqejtFeZ5clMm3qO68wrZevWrfaJC4RCO9AuMIUOeQeWB/zw+WWWB0bs6GF7LbTM7qKLa9YwiwaWAtwrv/72k1xT0Uma4D5urINJB6x9zLKntEsAiyAFFw7Hlt8i2sStiDuRghUU+mP1zaqsX7++Oj+lg0y9P8hq9rZiJVJtXqmLdQDcYis4qz8Kp5mCO7PkqmAl2yjLfYnrA39zpYqV7ORSXAiV9FwoMYViZOW7We1kmiUCuACDwnJnQUOYf4ljAA7QYjijB/fWabkLgR+FcYC/9ImxwFcw+TNvuMCAL9cxj2P1Y57xZS9ftsJcm7Sh1xqtwbdI9DRTLqSdu3YaTGyO1QfoAryAh9EGNIVVY/r0r3TW0jkdJf6t8HOl0frxZO3AEY1Do6czzsjSs1e8LIrh+vyzz1Un03LsEAtGTEqLli10YOIgs+axswM3BMXyxAgO0DkWqZJ6X+BjWF1wWePSKiI3FFYOrHpY5ogvoh7vPSLeC64DH1yAxAlpQWZ5aY4nHzNrGBYx5oPYGC2CrN9t297qenR/SHCPdsZoPWs8Dj5HiS1SUu6IiG8X0NgaXtbIVSxfUTR93lyoyrgp2Oe3d2J5uVrulKEjXhKsz7keD3W38deqUcc9KCsVc1ymTHn32OOPiGZ36Tj4u83iDV/No/woK1aulqWQHC+nbcsv1qZHH3nYdena2cZx993thatjZe2t597/4MPsnWaWKlw4xDvBUVz5wBSaxM0Dn6kl6xnuYvgYBQsQ9M3cwmeQK/ABLJfIMj7BLe6BC8CfucEaAb6CI3l1/9prrrV3wvuhEdyXWD+whk2c+LHJG+bjA3kE9ou+8TY0l7UdKxwFvOWPEubcfvyX//0txoL2QOagYPAyfkNYHMuMgAMhITIYKiYZCwqSsoFg3y1/OcFXISirseImADTxBgg2/FD4yMhvf9lll8tnrXwZAmrBggo6UYAexB5ThAxiTsFEia7RpZeJwCGuUnYULASNAKEgPCn0D98UDAMCxYxMQbhDqABx//59JtC4jsIBMFFmQhtx1eJ0cNgKM1XB3GmTPccgYwgmg4miIODvQvBR8J3jqiDYikK7TC7PhWsoLDBsSmD41STMdsnkBhylLaqPuS0/gpozUzHvJHANRk5fGAMCnPa1GrVrzAPIDJNk7PguKTyL8OSdCB/a572YmPmsqnmUZDWELVKkhD1TSlsLQ7IkhIOsT3aGwJkzkRkepMeEt37Deh410ynBmoVk+iTwEgFP6fnoI26ZYg8wjf82a6a77vprZQp+yilFrRESjJu2LIBPSkm1atVEZMlu3rx57obmN6gPWbEBWXP8oPzqe+L3yL0ySubxt2UCnSGTZ5IYkXI96HkTCGJoGWJWMBbM7ihAmGQhpNgiUd4ADH0InUN69swZBDhb8gR7xXmkpaXrL4qDgJjBoTVrxWQEV0zvbC9EsYXgY8UIUgSHgc8Mcqt0lPvjvXvLv9/QPdLrUduH7jW+uBrVTCFQXLm7XkSMcoAvHUWtWEwRwz9wD+IPOArsqGe4oHgXEpOhZHFeBwyFAt6D8aVKl7T8AlxD0bAALW13y58/IudI4YvMnLSB8IRuMYeDr0wgQo5PMlGydbeQzNQc7ocVtUhMMfONV6lURe+/cL4LZ/UQl0CMyUVi0BS2DtMphBt4Co4arCV0OIBNiGv5ROAnbDNkKx7lW7lXv/pyumt36y3u6YFPWYBaumiLgmBbplwOKBUIscTE6BwOhFr16jUFp/MypU+TW/FB4WiE8/j9c2veOfIyfk+C6rBtVG5AzZ0oSnMN5FhHKehSilWGApWPHdMZGKIH3FvQX5reH+UxkdleApBMmIUQhNoiScAi7jzaZdM1Zn3ely6FhS3QefKgpOSXIpKq81w49I3FVB4pK6XlRt1i3zGnF9b8I6h5L/QLfTEHxJJwfgZ5CgiYlqUqonkJe4TVQw89bDTXr18f16RJE8WIbRHdsEVUB5HpEDIWOaVLlzX8Jq7hsssba+HwjfW1W9ce5pJo2OAy9SOCQ1AmdEFzbshgShWCbqdcBzfedJMJN+J8kAHEWsF7Ar7BA+GF4AoH1+XXveOCZ8MGjbKVSdoOW/j5zjh0TIIF3xIrsWP3TjdCroqP5LrA/bhk6WLNfSnFSHi3W3Mo7mw5KwoWKOaulgAdP36y8TstPey6ZX3VPFyvWI9rr75OpxILN7NidHhf5Ypx7qabWisY9B037bNprqXiw+bMmSWX5IOucdMrzfU8cfzHbv6iJYqXWireoVNghduNFLt3UdmsRH1ykRTKH9HSJ+YKWmk5bUaOfM1k2mC5nYtK4QpwOSOFmFxG8ErcLsS6APMC6ifK2PbtO+maPQtc4XcyORgvgofDf4h5QX5eJGUdBYIFAfCH/0RZW2OEi2wvPqVj3EurLQWjC/7QH4ugOnXq2jvgYyjLnTt3tt/8p0wv2d95DrkSYiug3X+qQGn/UngZzI2OUvhuWr2uIwhhWghDysaNG1379u1tQPwGCUsqOI9C8CJ/bdq0MUB/MW2aCROImyDAUiXLREEk2mceDUgCR+/KzIwE2XffzzClpdODncXkyrq2t9wi39ZaO7ENBAXQ8+XDrSsgsnJgFYQAR8tHmUDTY+KYpNoK2EmQkkIMxz4pGBZAqHGgHVOPwu4GLBjDh48wwkBDZPUHU8fCQlm6dKkYI5HsR+w3PnjZ0sR8ogmh/xQEe1AqUDJQlkAqVnAweGIT7n/gfvMh4/dirz7K2Z/y/1auVFHxBJdaO4wFeDMXYT4YI2XTJoK5onSwtEmEM+9n9w3IgkCgABt+9+3bx1amUxXcefTYESNQFAMIf2+CBI5WQyF40w6L07MI/2PSuNGugSnwWSK/3a233WqrNFgsih44A1Hwm6DJ3xRX069/X/lZ3zClAoWG+UHJCX5dhDrPVq1a1QTsq/L9sZuFVROWInCNsmjhIndJvUvcVVqJHElSJlARy1rFw1DAG8a+X0FQKBNo8xxARKmiANjVq1ZZvzdv2+QOJO23oKcqVapqfmPt3azaeQ44Q9wID/CheYsbFIU9Q77LuWIYUTZJ+gMTWPKXArukAEyU4jRT/vypn06V/3ucu/e+ewUfrVzVXr1L6rmatWq7sWPGSomOl+KllPFSfIJStUh+WvyflLAi5jvzB3xQQihYIgjQg/7Ad1ZWlLfeGu3+Wrbc+gcMaJ9YpsJiQrfeeqvhH+0yrrBAAAcLF1ZmVWXapBDAl5iYaAyO3wSnXSVr0xUSWhM/miil9IQJvsKFIgX6rGJM6B99AQ6UkwqixFpBZDt4VLpkaRMaKJ8kzBowYIDVoy+sAoPFk4sDBz5ruTkG9B9gCjyWKGiNYO4HpTDAlF9T/BaFMXIdur/s8svMmvTuOAKij5uiRPI28jSweu/dp7dijWZJMVlhq2NYKT7sMmUusuBhfPfQGoo3sUlkYgSuCHiEfR7NH2W/gvRQWhESMHuUDgKI2cUU+dRzWWxIAVk+4TG8h3ZIDkYui4WLFll/icVB0fnu+x9EA8ojIxjOkxKNxa/j/fe5xo0vt9wm0A0wJE8BizhgBS4gsD6T9WHunHnuuWefUdxYE+OxZ8UnUQIKKxgQPoSljtwX5SQQKV26dJXCUcxNnPCx/Y7Gxc6PffYbKy2FvgcrGTwGPJk5c5YJOnZ2QVvlt9oAACAASURBVKeZEljAAkUIIUpJkfUpORlrTm7jMS1a3Ki4gV8EnwhHM6TUUcAf4MLuqgi3I/gSDA1sh7w0xE3/ZrqsUIeFS9GzFSpUVL6WiP4Z2ynt+lm/fqMWjDqkUpbHPYnxLm+u/O5OxbxUrRbn+vbu55KOHzGl4pQlKJOFTLs33lI8XJJ4xtNPP+XGvDNW8VdKWKbnXx89yl1c7WLFXwxzs//4VQHdh+xwvLva3+G2bNoq/rLO+s5/KBUn0pLdz7/97GbIknbFFU0VT/KtyR2C9/fsSbS60BOFVO09ez6ssRZ07AZEoWAOgdP6dRtlybvF6iFfwAV4J/NNSRO9wkeBOUoF+MBmhEqyHG7csMHwiYUC5YBiL7CqmTIvnskn7UEr8A2sHHLNmlWVxT6xLBTwiroU5pT30Yd/vKhhycYLf+qc/I7yu+laKGIkSEx/+eWX+6lTJvt3333Hd+3a2ffo0S073mCCciiIYP1VVzX1y5b9le1jx69KjIEsG/7555/1Y9552992+63yDb2d5cfz/uVXRphP9s67bveffv6ZHzFyuJfw8pM/mfT/mDsLOC+r7P9fcohBumsYWlCQUJAOxcZC18ZuXevv6hrormsXYoutiIAoqZQSAtLdDDFDd8cAz//zPs+c4btI7C6sv73z+s73+zzPfW6ce865p+694veSp1XGr2N/NR82vkfus69A85bNot7f9bLn3T/5SL7NYvK/VrV9ANw/xbvsWYGvmhgK/FWDfxwYXdTxAouxuOa6qyN8wqwrpm1VUlOiW2+/xdp03Q3Xyt98l/m8WI+Nnws4fPJJd9ubgH7qaGD5rYpH333X2/axsDgCrW32tff0n5iKOnVOtndF7FHfvviS9xn8ZCKTT/mxSEGgUfv2bW0vCp7xSTwAi/XSrP2nLAkfUSH1p2pqFRuLrl3fsLKB/fz5c6JV2hOEWAhZMqKHH34wSlu80Mp74olHI/HNCP/mPffdabEJ3T/5WGun8bPqYLmVWkudQYyJate9s85uZ+PW7e03ooGD+yre4anoij910trpOQZzYglq1a5pcAT+wPqbnl/bNTEG2h7bfLbAEf+tx034WnqPN+jTt3dUXjEoxYoXjch70y03yj//osUgEF+gJWYRe2rcdsetVnajxqdFQ4f/KDz4MMovv+U5558dLVuxRLVrPbb8/rvlf/1Kvl58/4WKFYqu6nxVNG3+tKhJizMi8V/FPXxtbcXfjW+76ZmnW7ldu72u+3uFD1PkqzxFvt7SUZOmjeQHvcjiLogLOrPlmdHqDaujru90tbIor2SZkqqrYHS92rogbYEOrdsTTZkxJSpfqXxUTv168P89GD3610ejx5963GJ16tU/VX71ilHGSvmP1Wo+6SuW2Te+VvzaPCO+hDqBDTCibcSWbNu2Prqh8zWKXaocPfvsU1HPnl9GrVq1iIYNG2JxOOCemIfyxol4CwXYKs6nQiRLiI0RY/zZ559E2glTfuXUaMCggVb/1OnTojp1T45q1KxhMSJiyAb3hYsXReMmjosqKM6glPz7Pfv1VPzK3ugH4YVkkqjTVVdEz7/yQvRq11ejGzV+n3/9VcRhZnFMCjQc0/GmzWsUG7Ipuubay8UvcljMQrt2zeXDLyL+UtfiEoh7uPXW69XW/IphOjm67vorxG/+ZHFXwGD8hDFG5zVqVo2IXbnrntttrwX2VyAW6obO11r8C7EM8Al8z2PHjxG/2Wl7wFRVnIE0vmjI0IFGY2PHjpT/u4D5pxUsKDpYGr3yiuK+8udR+y6O0tPToqFDf4rKly8T1apVI5o4cax6s0+xFd2Mxs46u200ZsyoiP0Rrr/+Wvni8xmv8/0L7rr7NuOLXd96LfqhXx/h+NWR4xo4SNwT48xeKh0vviC6/IpLNOZlFA+UpPiuRyzOonDhQsKZ8lGnKy9VfMCZRsd/urqT9ReYPN3lSYvbqF6jmtE2eERdNdVe8nft9qZ47iuKm/nK9i6BPybG+DgeEl9BW6Ddy6+4LOr5bQ/js9wjVoh88FMJk0b7M2bNzLo3QNc19Klt8UnPv/hC1OWZpyJZ9ew54w9ew9lWrl0ZNTrj9OhW0XPP73pG9z90f3TnPXdG67es1YGBimXr1zsqrD0aihYvHHW++bpozoKZ0ZWKucGg9rniFqBz4nnIO/TnoRZPdd6F50Uvv/5i9NyLz0WPPPaQ1dG+Q9voOuHHiNHDomdESxdcfH60V7yhVdvmthfLiNFDI2KGLu3UUaVpH5TMrfa7dt0aouVrFD/0WnTfA3dHQ0YMUpt6RZWrVIy6d/8wev31V6JmzZpFv/02Tr0RJij2jTmSWDgJ0bZ3UO/evaMqVVKiBx54IBoy5Efh0yvRhZrTiJ9griH2irgVxmv8hHHZMS3EXvlYyMJlv4cOH2J8VJZK40PfiN4f/n8P2DiBS4w/e9O0P6uNaKZgNHL0cLu3dPmiqFnzJhrL4tEDD92nOLGuml8+ULt/U1uJBzmY4BcSRg7eOM5fRz0rBGlG5Zswg1mF5YKavExrx6d57nnnmtkYKQi/NL5lpH78n0Txo61j6kVzGj/+N/OnF5I5B1/cGWecYdIY5t1ub3cLGoDwg/ytaBfVq1UL9bWMs3q16maO433yIfmOHjNKUa6jLdqbpaCnaGkVUt2wYcMkkcZ+yQYNG4bTGzc2P5dL5lgfsAiwLfh5avfQoUNNA0abR4o0/6q0jpkzZ4Yx0iiRIlked8nFF1v/2Xp1grRE7a8WUqtUCSn6ID3+pNUwaM1E0NesWcusCMDAE9oa0inSOXnx/zZv0cLycZ/YDjRHtAXcRixDRWugTO7RPnzTuDzIT8K3+e23WtpWs4YsQufa7oxYQVgpw/JXlsFNmTrFLCm8zzI+rCisrZ8j/xvr3TnwrUpKlXDW2eeZuRkTrpiXlW9nAMgFoAlKbqxfLTIb01uFCuXlxzvVNEY0HcaBCHb2BDhJ2lGLFi21cuYfFjHNjqZIxFi1BvQfqNUcncOrr7xiFgHMe4cmxofPLOVnNQluJzQcpO2BgwZpyVdJ4UR94VB8Rkq1qtUs/zgttcItdeaZZ5r5fqvWqxcqEJvHR48dZQfEVZJVRNNaWJmeoUPE8oZKsuKAW+ANuDVr1nSzCJQpU9Y0SPzRpB7ffC2Y7ZW7prKWLFYw90NduT2KFS8Zbr/1dpP0zznvnMCSRUzZrF55+tmnw/333m/v4/pgtQKmZXzGLOtE3wDHxGhDPZVFlDguEWgNtwcWGyw/xBFAT2jxxAOlpKSIBuSi0B4pmJ3RkMEbrCq4odq3O8s0cHedYYHAugAekdDuKa94SVYQRQZf4m7QbLBqQEfgHa4H/P6blZ+VUmhAbDWM1j54yCC5vpKkwWlnTtFjszOayz05KrRv0z50/+RT01yxGEE7zZu1kjas/U+kHdEOtCJ8/oULYX3YbG3qJXgB/3tlZSB2gBUe8BtWIJFYvYJlB1MwMR6nnFJfkMkhbT92u/zyc6z58x6WS+gR2OEqZJklsMNt0rx5M7OYAevtwnN2PMSSB45R7owZM2VNHG5LnIkNwJKxePEio00sG+AjSwOxnuFig+YYE3geY4CVtrH4DS5J+BCWPmiRMcNqCwyJOSIvxqhTTj3FrLVojiyHxxKwcNFCWy1H3mZaNghuYuVpKZoisXUzKwyqVa8hC08lc2tK0TPcWarVDdyDvy1Suzl2G20XXII+sRbjrjz99NPNHZ2aWtVcwOAg/BF/vvNYLHbQPEt527RpKxrOZbhNLBSu8AYNG5vFEOsjrm94EnFV9AH+zDJ84pvofxXxSKx33McKSTqgzw7tXYSpH37IPielSpeQy6K9vQO/kjcx9Ovfz2DOiqqccmONVzxeTknxxUV7uJKYf9zFyF4vWJOJ2SOOAcsb1rOpcmeOGD5C47Hf4tquuOIKWRRzhRE/DzN6Txc/oKwWLZprP59i5i7C6jhUYwhtQBcsHW4m3oK7e9q06WHGtDmK8Shnu+FiWYa/01cS9YDrJKzlS7WSg3ABcJg2sZxZTmAbm9mz59hyW1aS1K1b15ZmY8EFrvACxgbLBS4rxihNFtOx48Zqi4X6Nseyao5xo71YdLH2gh9YfYgPY0k+bn7GfezYcbaSiRVYp9Spb6vIiIXxtgJzEpZIj22xG8fzD8tE4gfJyxNSjABkkd0SBkzaQVJnBQjfaEasOPDdHbnHrpN881m+fKl9+6qGZcuWKNJ9k44Zj48nJ9cWHWn7Rre3pfGdpOObkUP97ShatHTZP11zRDqWA5foEr+Rvj3KGa2FZ0TW83t5+lK79nddcyYP0qNH5PK+50ksm3tuAaF1rAbxXQIPdw1csC7EEuwmHWsd74qIBcJXixy68yDlIPl6udThkGDFicPQrRiJuzuys6fn5TvxGePDJx4zVjTwQSr23/ERwBs2xUfsrlqNlBxrmPSblQlEHHtUNyOERs63HV9uv2Rd2b5ZO1zuiMpVLBdNnzNdugnaSfz37D+ejRqe0TDatY+I5lhDd5gjwXsUdCLs/bl/+9jGu/jpGGPtnGk7RqofaDC7FHmNBuOrQHZrR04+m6Qdo1lvlTYStyg+tj7uI8dfOz5pJ8msXfs2bllj0e6sKti1R6tTtILEVyBQ18r1q6JSZUtFY6XB79AR7jvVL8q+VtpRO+1Uyu9lq5ZH27QjKL+3Cy58AzdwD83N4XCo1pj4zHGOvPxmHNhRkOjzbdJQ4t+xFcPxglVE4N+hyemafm/ZSp91rPwOtVsEt3LVGu0MybjIHpLJGhgdd76e3TmlZerf+g3QU4xh27SiZI/gumztMoPvUGl9+Qrli9Zv1TgKB+Ij6ukrYx/j0cGdXbUSYTe7L7LrYfyN9YKdFVl1wX0+7LK4evWS7Gt/xmoSYJF4BPXqtautbbQv0Trix1pzn1VPfi1BS3fiJAHPfsDnPGmyNH7n13wDOwlmdss1PXiml6VJOTG7/U4s02EPPzx0l03oMMY77SgqiwurLpw205YuMCuL4zz3Y5w4eKz2QdhqPHXkOf1NhAn81i2SfrS2455/Q1vgIbjn+Lg4baHBGvpwLRpeSfkZK7TTsL537tIx9Vm45Pjj9/kGv8jDbz7wmDUbNqoWrT7bvTvarrFYvTG+5h50wgd6hV42a/XJ9r2iW671iVd8xUfWM6bgAdhK2Ylw4EhyuR+y6+V52tIlKpG/vdG6rWujXVqJsld4vGHbOit7044N2fV4fVg+rV6tLGNVGe9SVmKSC9kuV8raS9KW7/bNv30igHXrNmRfYxFgTgKePkcxBs7/HM58++pEfvMO+eAdWLjAA1boOJ7w7buyOq747q6eJ94t9WDbaBQ4moin2Q09AT9+F2PhUgwSFxonEgy/kWjRfvYpCJNAIZIaZRYLuQJMSiceAI0KvxhSO1HlaNto3tyrVAmtq4gksKSwV8FT26Q1F5KUjzaVS1ITlg8atEvlbFdgUor85FxvxN+r71LS7DjZj0BNElozkj3SOVowGi4SNxoT0h+J32gnJPYhQMpjVQLvuDRI+w5NROuTyM9zNDZ8V/Qf7R8pjz6REq95Dlzw4/IesRY8JyHdY8FBWuc5mjYwJT9wQtv05L81xpKIy5g2yRhQBv41t4rQBuIugD0fyvNn/EaTwNqEJsQ5ByQC+ICTBGPT8IAbRxtzAqGWSak9ioZXXAWwZrzEGM0nzHu0kPbyzaqCrYIJ0ekEJW5TzAfWnAH9B2hb/nhHunTFVzAW50vLS5IfBmmchDZFGywgUlYsl9Z5xn2ek9f9v/QDHzu+ShJBdWj6nJfLLpBJuZIU9Kbx3Yu/W7EAst3mknabnKRTPxULkF+bjCGX87ZbvwiuQ0Mgbd22w3zW+JOL6FwHgvkOKBCQQLrVim9gHPZqbHdKg2AVBRL/EmkR+Nvzql/sqkjMy91332UxLOXLlDNtjzqxNom1WuyEr4ihv/QHvOU3uEUCtp6ItSAPOAgNKszK2kvwKnjNmG7dSoxQTo1xstEc94AVFgK0KU9ovyTGtpCsBiTyoWCVKVNKuMox3PE5EZz2SDAveVFm2HWQY6T3qS2cFYPVrlyJsgbLoNNu90pLYlO6QmoDu2Ku26AzOlQ2sMZqwcoa+kDiLAuCHzll1r51zRHPheSjBjXwzbOJEMGP67VSicBJnrGqgxgFcAOYEbeTQ3+lSsarUQj0hEZJBECC07Fvm6BYHfCna9oATZDAaTRFTw4frA9oqow3/Ij7XANve1fqNDZcAlk9YBlegLYKzEloj/BOrqkHnsp3xYqVxfviFR/0B+vKBgU8EitBv8F5fPPE0wALgjkln9kutowxQcZ7Db/jnRrpJ7CFVt1CQR+hC/AGSwG4zjiDX5RPonxPvAtsgClt5JuEtQHeCn2gOQN32k6ZbBxFImbIcYm+CgSGJwTpkuBx/hvcwuJWXPwPPlVA5YJHJdR3aITVQvkUz8AGcFzzSc4n2t2xx3BQE7rFR+wR3LB+ELxN28CBeOWFfDX6g9ZIbEJFon/cB5aZgjHBt4U0lnly6gRuWWQLZwWv5xU+EvwJ/e89oLNBVB9pn8rjk6SzV6B98Jk4EglNGl8NkhJZy5YtbfRCf3nOPWirRAltCCh6gn7gw6x+AZ7gE2MC7cMDmQO5z9jwjaWMRQb8xhKHtct2DFXMBqmQ4omcHzI28Vk2oi/5i8AB8Cie13IaDOJYqZh3xrFM2wxHwVPwmrE/kSkHwkligSAIt/jEk+dWOyAFNwXmvve0bAXTj5vlyQ/hkJcGHm6STiyffFSICYilfSy/eVibUa1csTJcqeWWL2mjmJwyv+USY+c5CEZ+/wZJjpYgcNoOk0EAIWiQBPLRZnbCY4BpK4PKkjASwGZVRaI5yx4k/GNiZxXE8STtAPtfTUzGfHwcQBiEQ5gkAofk6IT6Y7Ndwo0j/IyJlYdWniYvVgEgqGHKpUtbVD47VA7RErrefb+zw+UIOmK5WmrV1HDpJZfaFu1MJjADmD6rGWCItI97nmBetupDDI/kTNMuDF1pD22PvyNOMtThdXwn3vfnB7+FR0eFf3yKoNVzhH9ib8a8esoVhdkbWDP5wOTOkKmZEwdh1IltNkFJMKOP9NInK/AJXCT5OB1CjvYs8d+BAzo4TLgL0ybBsMBhL/NY7yeW9Z/8hsmywoJ+s9HZLbfcbis4Ot/Y2ZYiI+TiTqGf0BL5YF4++ebMOvAJF5ML3AjjCNLGG2x8j9wyhBD6iKDlsCP3Qfw+6gAfueB/4YnkTOG6tuMXzuIiYDXEfjFxgn6ZvEnwJ0YZgdNpkLbSZtoLv+QwKgRC7cFikzEw2bNnn03CHGZ1EF8PxWer4qj/gOHR0rHwg/HyxITm6Vjler5jlQ8Mj5YS+YDzeg47i+laX8fAj6OVTd02X+VWv1TkTq34QHjhtFQUXQ7n24+woPHIoXGIOLRMf5GutbbKipZ5zb4RuhDioXUSbUUp8DG3m4f5d3T+c5gXDrnF+MQ0xJwbwyXm6fAleLvaLUWLHV5ZyYYCBj6xEo7xdMPBIcWe8MvfCRYeE0BNK1ZkSJspa43hN5HaTE6JUr0DE8RzIeNoraR8yuA918CR0jhdEoGFZ5TFB0AcitC2vO0oFSQiJtmQ6mBwaB08A6/xF7J9Nokd5ugPefA3m4QuRkhyIklElmPVby8e5d/xItZRirZHDi/Ggv7EqwF0lLIxtJgpH6uMoz0HmX3Mybd8ebpZVIAR8KJ+mDyWFBguyz8R6JgIsWKxRI8xiSXxg4INGifv017KZ3Ly5FovwmHRIkX99n/l2+F3pMJ9AgeeaBngjlkfNNmDuy6Y0gf6A1wcXowHmkpiHQ6zxPxHqpv7MBYvjwnLrYrcQ+CA2f03k7cdQchoSuNN3fjb2cuC57SDxFgeLQFL4AWMPC/wOFpKFCgYA4cx90+Yf/gIDXDBghb6/Oi4yRRsVoGsyQbBwscpkaH7PYcR/Md5EdUeq//kOVry8TlSnmOVH09c/75A4fUdq3zPd6Tv423/kcr1+7FgHPN3BH74PWMCHaGMumDo+Q/95jm7rnrMCM+xikB3/v6h7yReHy//Txwfh5XDnGduHaNO65NoCxoj/VFCBXX9TrDg5qGaFAzUN7lyzYp8EDadcaZABxKlXPIcmhwYDCZl+d4LifkSAcV9L5N3jzWxw6x4H2bFQKNd0D5MhmbOkxkNACdOtD4g1OV1ezvpE88pj3Ss+i3TUf4dL2IdpejsR9527yMPgDdwdFhmZ/43fyBYECDkGnOiIAqzRBPFxUPi2nGD37k0BggWTrwICgTIMk4IGy79e5O4h4aA5Yo8lo4x8fi7/+m3w+5I77tli+fgCvmBMzRDX/mAXz6BkA8ccqImH2MAPMApfjNBe3L88+tDvxPbB67DGLnndHms9w8t79+9ph4XXthQi8kcgYo9MgjuI9Ff+uf9YtIHRg4f+pzYD97hOfncgsi9w6XE9xLx2/P+N/vvgsV+aYS42kiYnWlTXuG2CxncR/BIxAHu0TaEUODC78S+ADNoCbfI8aTEMg9Xzr8Dn2OVdbzlH+59v3do3f9Ou72Mw30rIsNcY9n8JCsT4whts9z3WMmDUZ1n8e3zw7HePV7+z1zkPNxh5LDhGR+Stwc6hGbdw3Cs9p2o5wdF04QSATCNgXHBOFyoAPGdWZCdDnkn/TqhmCP+pGykKYQKysCCQNmeHGBc89yB5QD0fIf7xs8OA4PpkNyvyG/KhcHDwKiffvo9LDKeIHKvi/zkhUn4Pc/3v/jtsPK20VdHLp/c/Nl/+o0JmzgPkiMscSPA3WFEnfhSMXNjwWB8MXdnZKSbsIBwwYZDTuA+Xgh/EDmJcUAzIA8CIgT9f50OFYTpJzgUW2XijcoOxRWECU+Yw6Ep6IYJGnqinySHnec93Dd5PB/Mg7qh00PH/XDvnoh7tBnrIsktjPx2oYJxpG/0kbaR6LPDBxxES2cjH75JLiAcClt7eJh/9Nd5CLAAx//IxH4DrEgg4RKhLfZbwgXJYzucuYMPfOgn4w0tYKWF/4A/nrB+/a8kH7s/uj1Hw+OjPftX2xnHasTTHoLg2nVrzKUHj0GogC8d6Y86sKwSs0ParNgyEgoRtvA/Gg+t8kP+gXN8wCs+8GTn0Uu1SuWPSocVLGAYMAYnDAiCpUyYOxlcGCEfkI9J999JzogdcfnGFEjnqedwCebxryIVvk6sE7QdExWTFMsvSS5kQOQkGBntgdDLl69g9+gX92AWzvBpI+V5my3j/+g/bzPNY3kh4wZyuRB3vM0myBQ4EFBKWpKmE0aHDLHfjJNvDBbXGcevMLb43kkVKlTUxBMLd1wzPgRcmfCm3x48xtgN05JgEkIF8E80P9qD/4N/4A6CEkwEWCfCG7yhnXx88gOnfcJkIv3yyy+t1S6g844LCo6XR+sWeYA/+On5KYvJ2ye4o71/Ip7h8oBmWJaIkJGenm79pWw0cqeTRNgAB/KxuRntxjLhEyn9B17A4liJyRgrDfyJBI4TLElCQfkjEsKVb2Imh62d9InWyiZEc7Wc2wUvlr3SXscJvlnGST+BIXgBnQAb4Pm/lBwn/6/aRP2JnxPVDuYGaBcBgd8E/+4SfyGtWHlQuTxcfQgcuGiZR+BJFuAt3sVyX66ddx3u3T/qnvMEBPfFixdbtY5bKSkpf1Qzfu8KAegQAMyBz8yZM8O7776rk9E+syDOf2ifAhLP0D6ciXAPRpJoweDeoSkxPwQFIJxJeACWvwNiHSpQ5EhYOeH5Er8NacR02amPXSjZKfOUuqdaFnygRB17feyxwLHlvMMOkKwLd1MsddM2+uPC0/G6QWjE8ZrCEvt6uN/AFyY9SHs/PPvss7b+mVMm/WwF+nU8KQ4YIth1W+jTp0947u/PGZEuXLjANHBgBjxdSoaJwjxJ0yY+GbYrYhrLBfsA1KlT0+77eNiF/k2ePCP07/+zdi+cE7p/+ESonFIxRNIu2O3Py/W8J/w791XHLBI8d+tPIjwd97Q0+5/KYMLv37+/Tjx90VwGo0aNsj0UwCuEdfZQIfH+obD4p4J0kUg/PIOBOM5Sjwssh753oq4RHBAQOCEXHEOobKUzUUjQs9MK10yq9Ad+wnr+sWPH2lkF7CdAEDjPfXIlP3iL0HC05P1ngmYvl9dee81Oj/3000/ttcTxOFo5/8kzd4V4jAWroOgfE9RG7ZHB6cIP6xRmdqbtrt1LE9Ms7ZzYq1cvOyWa3YpfffVVi7ehvcDMYXe87Xf4JNad+PtY5Sfy20RefqxyvY5jle/5jvVNO7ws6k5sy7HePdpzLUXVeOUyqwN7VXyiHU/7/dAvfNvr29CieYsjvopQQYJeu+mk727dutnJxx93/zj7HYSVY9Hf8fJ/4OKw8DFxOPEMvsTp29qQy3DK9rnJwi9ivFzBy270f+nH7ywWSOMuWNBINgG5+eabbXIAqBxAZB+ZAMXlDNxMuHzwhRvxyQJ6xG91RGvl5Y9UMIk6zDbgHJO7S1G5rCrQaiD72DCCUCozhzRcovH5HCshNbKZDUd1337b7bZRVx9twYpmzNIr6tskAUM7DAbtDhfmzp9nhx+98uor4dm//822sPa6c6mPmMu45uPSoPf3P/k+IlyOBrN/4xmbLNGuho0bhdp1TrZ219ImQLQfRni89TP5AQcsE+eee65t0kVQL3jjS4sTJ382YyLhOmG53Asvfq5j0r/UBkw6UEfBnD6RIjgAZaTrcmVLScg72ZZ85SaCWymHmDf4Yc5rweO/9e1jfaRvM4Gr/ky1lw8+W+iAD9s5F5dQwbtaVx82y+qivQMM5zpqw5prr78ubNDWw8VLljDcJ1+y4Mh48du+jzXWyscR0DBCf4c28RvcPt7xPdb7MC82lmKzPIRGFyQQavjtTA4c4Te8hFS1alUT3E+S9aqQlh1ynHnuvDoXQW0HVrQ/idiDY/SfZZ7kM6CzRgAAIABJREFUZdOzVm1aG45QBvesnGO8f6zyj/ZcVWQnd4UgEJBg8nF8BMcSxJYXvp1nsBFTu3bttERVLmBtVAQcGG/wg7bDC/k+Wv3/0jPKONrnGPChTf4BruC3fbLuH7XsE9B+m1PURtqgPSrsw2/67s/+JTgcoZ/MD1g+sTqkpKTYxntr1/3e0gVF+p8tFxfeE+/FUt4zmzWzCRwhAmGCZeZYWBMDztXaw6bjaXsMgwQcUQ2JOANPhCdVrFzRxmzhokXGE1gWDW8okWU1PmzDTvDN3wkWlA+xoD144pAlJg4i2jFj84nXVwgBhHxOXJ7/aN8ozKyZ5z3WyZPY8dH3bWDlgMbvn5Jo1hJ7ARwrMdD1Tq0Xnv5rjfDi35uE5k10Il6tuSFvjj7hwJ4vQ479PULR5B/Dh+/+KZzRYF14/OGUcNF5O8PH758dZk//KCxZ+IqtkaceX8vsdYJYIPn/coKRw+DZiQ+hMCfr7tVu4OJru4+n/eABEwbxE2jm7IznUjoHJ5EI7vR9/4nHID+uk+YtT1e8TlEJE3m1q9+Z2YfFrdO+DKvWrNObcaxCWa2Tr16tspbsxcumrFD9i4UPv/q/+ca/Cv6jpbKzHb8xg3tsCHjNbyYa1qfDyLjHdf169XRdyCx7mF1hXPhnffL5V0yp1PXGG2/obJun7IwXluzSBhjbH5EYf1KLFi3MeuRaE9+Ms19j1UHYwC3ABMt9Tl9EYyLmhH5YvEnW6h9g9q8kmDdmZ1LjRo21a2OpbOHU6/5XyvlP8jjtc0onqZD2SmCfFYR5/PPnn3e+raLzdriljv5Cly1btrS2Om8Fh8AR0v9C/BDtYAz9wzU8kA88hM8fkZhbrA1ZdRpeMWueoEQMDPhXpnSZ0F4nkJ6k80/Y7RXlE0XSPpoDmdegTfZL4tvplF2j2XkWpYi2cYYJuPy/kMC1Bqc1tN2W3bIBbsFr6N8flQ4rWDAxJQIKLRVNxQkmkYlx2JUxDpBBf5hmXeiAsfDbB4jf4i9BO7eZcIGAwYmaGje7ZiMRypORQhPXQSCwEQn30F4pA8K0srL+Uz7XDDyMxxl5weTYD8uGWyQsECDC4sXaanXxam073MA0BZ6xJ0O9eqk6Rvw7Ow6XFQsQPtItkzIJBCMYMRYtAF1O2zKV70yeGeHltI1UuMcH05v/1g9rp8MIQqXdLF/iQ/vZSpl7MObEbzR5ExCyYOrv8e2/HfkJRGIsGMPYvJzP4MK4UQZ18Q5l8u3jRF5vkzM/b7O/g8AAw0Rg2KvDr0Be6kUgBD/45hl5uA+8HG8oCxcIggWCSZx0KNPI38Kggb/YJZswkfJIm1XTsrU/7mVmyh0i65Y90MNIMOLj13utTMEz65sDo/ZjGlNev8fv+CAuGNU/f1giCO548gmMa/CB5LDlNxO6b8aEUEA/ucc3uENirwfu8R4HYHE6IbRUvlyFbL86wgXjRUrE5Xhk1U/lB5Zc8929e3c77h7hEW2JSdnjOMgD7iTSCFvdJ147bnl5PCf+w+tjsyt+O144ToAv4C70TkA3bhE+JHhGPP4x/Mh7rU6mxerJpEpZ/ObANH7TZ/gKyWCqPpKo13GN346jwIXEhIC2yTjxm7KBiSdvq5fj73FNPu87+Twv7x4O7okww1qr0TXmzCZg8BG2CCcBD9pC2pfAvKmL9rkwxjtMRow/480fkxiJfCRvH+2hfr+m/fxx7ffI7/cR4PhNciEFGHkgqX+Tx2FK+V6P4xfbYnN4HGMCDtNmJitwmA0FnT5ouwuDfo+6KZ8yGVt+e7neNr6d//k37XBcc177Vteu4eOPPzb+C145LfI++Mq3/znPpDwfMy8vEZd4TgJnTaDXWPnWB7jhnW75Tf/5QBfgMfMA22PTbzbYytR4Uw64SB0ex0f54BWJ9tEebxOwcLj4GPo3z/zDe9wnr+Oo36Nch5uPM8/IyxghqHIf6x+BxSTabmVpLEnABpz1xLMTnQ4beQky0TEqZ4KwU/SkqdAgBphdwNYlrQuc1wBgSSAX0dKkCTLVYt2oVq2aXTNALi1NmzZDEeSV7f769RttZzImek4MxVyIiX3T5q0hXfsjACD20QBAtINBLla8iGkHnGeANl4lJdWQnwJBFhISNiAF4JayAEq/1FD57ifZ7apVU+Ln+o/5vnDhggoGW2Z9YcUCfWKwWGnCpMw5JwzNmrWrw5KlS2zzp0baNAyE48hu9psngZgTF04ItXR2CEcYE3kc7xCYM0yfOSOcLM2NxCZQEGea+uJxIHlVL8yG/eURDOrUqRMkO5sbB6ID3mi7HAFOJD5EXzW1qiEPZTqRg6T0lyWe1MF+864drV6ToRNmp5s5OWcV7WCn/pFg/AhPaxUMBxPBJ3da/dNsJQdBlxAVy0znzZtvJ8U2b97cotvjerTDmyYTd4Pk0iZKjA+uEJ5DtCSEyTVrNmVbK8aNmxy+/HqI+lBGp74uNqGkUqV4Yy3eKVBAGqGEmbS0ZaFKaiU7k4SdL3E74B7h2fwF89W/pFClSiUjIM5sIHEcNSbrieOmW9vZTbK8rCEFZVlhAmDzrnXrFdmt9lWqWM6OYY803iTicVy4BnexVCAkECwI3MF9Ev0FF4lFOlcn+cKMmTx4B7wnMGzipIlhgwL56A/HQgNXEq45kp/NUTWLXigTXEZoWb9+Xdi+bbudgFlL9EEZjBNne5ASrVBTpk4W3R4InHfhY+15mPhoE2fKgCOcIEnwJPXwYYGwnaWhtsFoHGd4nwTOlRUtspEdy8+nTJli7XCfLe/QLj78vuGGG8Lw4cONZqFbeAjPMkUrCEE+Kc+cNUN8onpcSdZ/YJ2RkS6a22p8hNvACvx3czO8hgmbnVGZyKCxxYsWi6EmmcbGO/CBJI0Bafac2eYfr1WrpnAsv23OBhwQGKF1yiAIlL1X6BPle3/GjBljZxvhSuSskD06bXPe3HnWJ8YDawVqBPQBTXPvSAleQWwJ9YEf4At4hfYMj2HcfMIm3oTJ60Ce2K8OP94oAcf4m1zSCKe0n3EFp1ZFq8yKyERCcr7Eb57Pnz/fdiFmHMEHLG60gfNdgOu4cWPD9dddLzqqYuPDZFleuxbTJuALLyQujedsPIgw7WNCG+i3TdriJzwDr5kziCFirCgHnIYfgE8cu47FDYvnUvFT4rbgd32/7xveeecdw/Grrr7ahC7KYz6gTwhmY34do3NITraxY/yAGWWRB2GbDazmKZAW7Z1xQfggH8/ZwRJBK1k8ZIFgwlhUzloqzfyGu4N8BGU+8vAjdt4PQbmcOEpehGjGxukYd/1KLbeuUb2QzTnMEcyfwAK+C9zANQQCcIU6COzFSg8MUlNTs+cu6iVBQ/SHtgNjyqJu2uZCKHgAjDnZuobOkCH5XMO8AP6SGBsCm5knSO5+tgv9oz8k5gwv224cx7/fCRZIVzSICpxAHGEIQLr//vvtiGaYy+133K4gkVet4wBivQ5q6dKlizV8qZa28N7f/va3cIYOYOGs+zu03fHiRWmaJJYY8fbu812YMXteuEf3J+gQmb88/tfw5JOPa2vVfeHW228z4F562eVhtILdfvnlFwU+vRnuvvMOHbA12XZyZNvTl156KbRu3cZA4Mji8Mim76wf+PTRFRYsXC6NWNsIy9eLBpVXzIlUQgcGbdq0M8wRsp1cW/EJTIw8EGLs1aCSFqctCp3FNM+SjxkT/rVXXyPfVYlw5113hWt17v0vOhTq+77fi6FuCIMV3PbFV1+FKzpdqclvXujydJcwbcpUHfc+Slu2lrbDbrq++aYh2YCBA7MFpmuvucaELBB3wIABhhBndTg7vPH6G2GJtjImCLCAJi+O7UXIe1JmcQ4as8kEJFY7sZ7A5LAoYAXKI0JgsF9++aVA8GDllJQwdfIUI7DPv/jCJkuQfvqM6aYppItQCM677777BOOXQ6YIY4/G+P333rXIdibd7777TnkGG2KCyC5UACdPLlzAdnOJENi6uGzZ4iYQQHxDh47VQUQ6CGzXch1gNFwTiA5+u+RsaRKFNWnkDj17DVLgX3qYMzdDzClPePyxmyXsnGzjtnHjFvVlgvBvt46VnqQYjGTB6DHVFGvbS9KWh4GDR4ohFLd6R42aGu668wodpFRXE2yaDi6aYQzg51+myKVzhsa1U9gshgNBAy9wlhicF7KOdCeS/wcFRjVp2lQxDr0M9owf9wlOfOqpp8Mbb74Rmkngwm33zddf2dHt0BOE3U+7127frk3mNKGvlSANjb2ho519+3iOU79Yh949+NCDxoweVoAk2tnJYqBob31Vd3lZCu655x47QO/HIT8ajSA8XnD++TowqZ6E2yLhTeFJXrX/T1dfFa6+6iqjyWVLl9lhe0MVbLlkyVI79GjosKGm2SCswkTfFTNHgCegmfx/ffIJiwvA5L9JcTQPKTAxNaWKwYwDjxhz9rJga2y3mDDuBLbNmzfPUOD22283PkCQHBM2sQUcbvbIo4+GMaNGazJfER5RP4HdFMU91a9XX21ZJjx92SZu2jN0yNDw9rvv6GDB08N2MWXam6wxIjGhEJz88CP/L0xSmwjqbCGXA3yntuAGLXyho+3HShNnYh6u3VLfVeBo69atjbF/JLj2+LqHTOLtFZTXTZNminBmsPD8PTuMEMvMaLVTJyfbYWWz580J7779jibOAtZHYHDPvfeGC847zyYHVos4Q3dTtJqQnXivuOAAbk0VrYE/wBL6xwLFoXp/Fo/FNP/tt71Eu1vDLbfeGqZNnRYu73S54dDKlVh884QnND5paWmh5zffCK/iXVxHjhqpPqSaIIXLbPKkSTo++/QwW4Iv/AK8eEZB3TfdeJO1CfjkFS9ZvCQtvKb86RnLLBYLXoag+7e/PasJZ59o4EVza7GCr3+//uIflUMf0b/hRrZAtF1w0dby4hUvvfKyTaQIFATZXnjhheGhhx8OvfXO6wq4Ba8v79QpPPHEE+FpzRl9FQh+0803yyW62spdsjRN7dgRrpG1AOHmvXffC3ulcL2qd33Svle8CfyCZlgBcccddxjfZBJetHCR1X//n+83vC0oYZa+YpH5XnQILizVHLVUtAD9EI/AAY7g1tRpU02hGjp0mOadkTbhQkcI439/7u/aHryy8TyE66uvudp4PvMmMMNFyeQ/XLT10UcfhRTx2b7qM/PGu+rDjTffEnr17m2HYBIztkhjwjzy3D+eC2eLx+/W5P6A4PSTcPBb5UOx26C59vnnn9cheGMCvLpunbphneYX5iHwE6sLh78hZHe8uGN45plnbbv5latWhGdEB4MGDdSR7TPDqTr87usvv7J4J0dIhDwXJk6kYIH0+E9J0qAduuM3VZn9FFOITjn1VB3F+0M0WUcr33LH7ZF8S9EiO9wl0rHV6VHpsmWj4b/8HG3YsjniwDAFDUbXdb4h2r0vM/rb8/+waw4mGvbLaM0yeaNPv+yho1WiqFfffjp6OV/0Te++OshoV5S+al3U4bwLommz5trz734YaPl/Gj7CDkeS1Btp+29rC4cLJR4+xKE0HEgT7esRjRn5YNSieYFoxtSn7PrAni+ivbs/j/76+OnRpZeUjvbpese2j6MDypu5+4uoV8/rog5nF43m64ho2rVNh9msXLPafnPNMdCXXtkpatTkDDtIZ+2mDTqMqnR00WWX2HXGmlU6hKtC9JGOlt+1PzPqcP55Ub2GDezZgJ8GR+fpuHjtq2OwobzvB/SL6jU4TXArY3VwcNMNN98UndawYbRzb3xQW4tWrXQEdKto49Ytlqe+jq5/5Y3Xstt01bXXRFWrV89+n3KBd6aO53n3ww90rHiBaLsO7OH+t9/10XHERaN5ixZmv9+0ebOomI7O5h36WrtunejaG663548/+URUpFjRaPGypXY9SMf/VqtW1Y5mF0DtsLM777w9kpXJDlDjHoeocQgWHz9UjaPk+UT7voruuat2dOMNqVHmrs9sTPZs/yS69+6ToxeeaxXt2No9OpCp47Y3vB9lLHs1atGsQPTS823smvG87ppKUZenmtp47dH7H3e/NLrm6orRti0fRZMnPh61apkc/TLizzbGG9a+E91/X91o1vQulp8xHvnzn/X8/miX6nzk4QbR++9eZOPe//tbohYtCkRrV3XLPjyLsQZmPw4bGpUpV05wLBg9/9KL0YhRI6OhI4ZHm3TIUbOWLaLe3/e1fOS9/MorotTq1ewaOmCsfv1tfPbznn16R0k6yh7aIP87779nY71mw3q7Bv7gxze9vo0mTp1i9c6eN9dwoce3PY3uBv44OEpJTbVx8oO+OKK8QqWKNoa0+4KOF0XnXnB+JOZj/WGMc+XNY/gGLowe+2uUrOPT3+/+kQ7+0wFtOryKtr/Z7a3stj31TJeoeq2a9pzxB09pkxQIjfGBSAKvjhovGMkqoXHWpsjiE7LUqVdxev311yNpqjqEaZ3dkCtBhy1tjmrWrhWVKlMmGjN+rOh8ZfT/HvuLjp/PlU1zmmyjiy65OPplzGiDCe278OKO0RlNm2bTALCjzdBndR3v3rJ162hp+vIoY/Uqw/E8+ZKiu+67197/bdJE6wfjAE1AS+A4ZVBH+w5nG8xvvu3WaO7CBTaen3z+WXRKvVMFo0LWvrETfot+GDjA6Agafuu9d+x9yqAeBePaQWcciqUTeKObbrnZ+gycSP4Nb6qlY8Whcd6dMHlSdPFll0a013GAumoIRtA0fV+YttjGErx49h/P2fjQ7mo1atiHtjKm02fP0kGOyRHX4CY4quBt6xt8YNzECTZ+9B1cmaTjzOExzhtoD5+WbVrbh9/gI22AD3Q499zsvOAk5QA78oFn/j7lffTJx1Hbs9rb+Kxat9bqBkbwO8pj7OnPX/76uL0HXTE/eBmMI7h35733ZN/j2d333xc9+MjDdo+2w8/yFShgYw+dKig2Klm6dET7wKNb77zDxgbc4P0Zc2ZHUgp07PuA7EPLPvq4e5RX8F8ons9ocYAZ38whfL/08ktREfFMfmesXJF9AJ6OK4gkyEdz58+1A89efuXlqKh4pZTbaInopbtgQB9z5ckd9VY7p8+cHvUb0N/6Xl7v9tU8SpuYa87RPFGydCmDI+Nyno5XT8qfz+gDHKdv8BpgCA7z3hNPPxWVq1DBaALe3bxVS8tDH3n+otpD/a91fTNarnYDc+aCTz75xA7Pg16hWwlhyh0nWZf853F/Y8H7p4SVAYmQDwnJDkmGJW116taR5HmRBUd2krS5c5d8tzJ1cQxu1ze7mkkGaQ8J+t133pVvaY9pEbyP5HqetKptO3abuQvTNX7LvdrDvJW0h+rVq2klx2c6yCg+PKVS5RQFe9VS2XsswKaKJORPpF1gzsaUhDkHLR0zLqYcTEiYm3Lo76DGoCv1R4aHOEl7zy1NQYQuk7/Mi9Ik3Q9lUd6yYe3UoTf40DBPclQu2jDaHH1EGp8yaXIoV6F8WLwsTRpysdBcS+2IuM1YszIUKVE8nFJfx+y2bKHd2aNw8il1JBUvCSvXrpKF4xyTyAsWLGRt3Zu5R1rmheEsBQ8R/ENC28FSYFYUnUOAmQtNCVMWWvTwEcNtnXxGeoYk4ydNyk1PTze3DMcus8SWhPUIfzB9361AMwLM6B8aKTDFLE3AGanzjTfaIUcsG8SKco7M+X/5y19MayHyHvMb40f++++7P9x0041magcvkJTbtWtrz7lGe6NO1nfzwdTHNdo7Y6MfMr1yvLK20NW4cT+vTIU7hBO7d8fbUfNeoWStE9e9vLJYXHvNRYKvjuqWm6V5s/qKjVlh7c6j94sXK6KVP5eby6JqamWZVOUT3bQZYVmaxm/SpjfqSOGalp9/LVqcoQC6Jqaln96ojmJqahkupFatKLu5TIJy0/j+BP5SS40lx7VjQXlEWjHHWLdp01ZWqb5h7K+jdRzx2PD8C8+Hxx9/zEzpa+Xr5ujqr3v0CGUUsHrG6WdYUZu3bBIN6SCrPTosS9omex58Ie1jo0zZn336aXj77W4az3/IPVHClvGyJI6zbrBOseqmU6crjO46dDgnnK/ljFsFD9qKKXyIjp/GvI9ZHRytKLMuK6OIBseiBZ3gSgDfwP2mTc802M+WBRJT+Nw5c3Tk+7dhnix1nAn0+uuvmba+aOF80/C+kzYJDqE9QXeMKdod4412CL1Bg26xQnvEOoEWh2WThPaORQ3zc6vWrUKTM5qa2f7Bhx6STzCHaG2t5Zs6dao04u/NsgCOPy+YQIfLZalzXsO6BTRLzPccvsZx0LjqcCdwJg3acZ9evc2c37Bho3CVtE3cV7jlGp/e2OqBnps3a27WEg5ouuPOOxUwXD1c3PHicJ3cAZ2uvFK8LzN0eaaLWUroL66EYabF/iIt+EGz/mWI/jZuXC/3qJa2y1xPX4DP4RK8Cd+8++MbNGhoFiHGBmshFtf69euFtu3aGb9lbFhlRH9KlCgt2rvJtGHazXHexIVdeNGFNjYcT15a1oQRI0YYrwVHW7dtG6rXqBWuVF8IdGX8XpOFbKWsTBkZ6eKdsspp7EjgLDSOJRJejfkdfgB/fFOWDGgAPoALo6ZcvKwIw1LEYXC4GEi0HzwhPy6Qj7t3Dz9pCS57l4AnAwcOMnwj+PGBBx8Wnr0ua+iL5hoCnsaDVQ5B4eBTcVn24MMk6vlGx7+DC1ij0P6xHurU5wDOtNYckppa1Y5Nr5JaxVw+5GMnYHaFpW3f9uypvuW3wGNc1yS2GJDSY23AjQDvwJUCLeGSBj5btsY4XE7HpTPG8GNcjmc0OSPUFHxxR+ISx/0yUtZg2s+S6hrVa4aLNHbgJK7u8zX/de/+sfWNeZQ5gG0O/v7cc8Zn33v/fbPYEVBaQPXgliNerX279qFZs2bm7mblHWODRRC8Z16grfUUqL9aK++wtIPbuNtKlSprLknCEqrKdXvKKacarBhHcJS+wQ88HWupt+f7V75/5wrhJSYTBAsqxhQJkgBwXA9agCR/1WYDHnnXaqBr1aodxoweY/cqlK9gPrVy5ctpkD8wcxT5mJSWa0Jk0yN8rwRUEliHL7NYkULaI+M+M/HOl599xvQZGoi6Iux9GsjYTYFL5MMP3tdksUamw0lmEnb/MgQLs8aXlZhgJPxlrXg0YOL/kvgp4ibgiw2+eIczKpKExOtD0WKcQJcz3CtGg3npwH6EouRwyaWXBml0JjRgXqxSOTWslDAxWhtQdb75plBOpzGu0bKlfv0Ghh+HDDak/653HwkGxU04oF0z5Z/crQnYAiBF1CQEl21CApCMPrRv3z68ILMXExE+MXyAIA3C1BgRMhMTqz3Yl4LJqV27tjapgChFCsfbATNWJIIRPUHYICM+TJgY9eHThQDuuO0Wm8xY4fHyy69oH4lJoauCp6hvx45t5uembcQJpIho2R+EU2xJ/KY/1A9TIiFQHJoYC8k65h/GtMoKD2Ik2LGzSGFWGxH0Fe/Zz30Cbxl/zKGsEmF8YHx7FNTLhEZdHTq0VDzLVrlkBksISzehEMEEoWP0r1OEI+wnASzi4CYYJu8SEHXZ5eeJ4c0OP/40UmbjxdZcysqRpH0hxCiYoJnAYL64jTBFc43ARoJZ5stXwIReGCCEfIUYOD5VBK6JEybYhA4Tgp4YG1tFoHdWi7HDnKdMnhzaabyvvuYa22yqg4S6S2TWJTYpWUIIe8Y8+8wzxpyvl9nz+edfMBgQE1NedOaMGEGQA9AWLFxgEygxKDBBXGmVFc+EmwI8Jz/jBMPEfQMjAa+mz5hhOM4yUj7EXjRv0UJM5+8mGD2u8kuX0aZYwpeiEg7w8yO8ktwFQh+ZDPAdV60qvFUsB7D2PTaACTEKuBRxh3jbOYxQJiXBSJH3gtWvEtQqVKgc2mhSpB0IJCzvQ9AqWapkNvzpAwwVvHGGyPjAeIFn3+96Gz1x777775PQt0ouj6/NLE9sAeNLfcRDoSAxocOQ160TjkupgaknJxc0ngIjB55jtSHYvszdoa3adv6558m9ucB+Y86nr5ZEe86snYfGD+L/CNJF1S9P8Nb169cYvYMj0CX3ODGYxMQBPyIPsGYMENAYR/gwwhzvYM4npoigPReOCSrcslkB21n8gHyNGzdS3wsoNmqd9ZdJhno9Zgh3MYoNQpvDY6fggmuG8SWuIyMj3cbnHbmE2JuEcQK3aSvKEBM5k+PZ4ie4ecoIdz6R0thELnESkzLu1RHDR4S/Pv4XxZ3NNuGZuA2PNwHHcGshLJKgJ+aKasJPhDxOF+4gd/Rll10WOpzTwXABPOADzeYtmiSXX5rGZasJRLQNQQT+x28Sgju8ilNbUXL8pFxwC0UIuMEziJNzXIG+mXfAZ2C3PH255aFNzJfMkSZgqnzetyXy+u3jNldzQDHxXxQCFFLaiqJHnAlKCviKYAIOUScuLmBL2WzzAJ4RI3PBBReEkQoPmDV7lvGLNAnzKP7QM/AFL8AR6B5cD9qrELflWvXZlQNgwJh6Iv+JSgdLzSoRYCFMMJGQqJhOwkjQQGCsBQopkEbIl08np8mMZKy7XMXyFkdw2eWdxDwUt6DjW3eIYAtKGyA9/czTQo5JIsSzhJTtYn+zyiwqoQLW3+TM5gJ4UW0kNFA+3tmKG+giYOeWb3eHEL+gxV988P57xhh2S0rFyoEUSjshAtqt8BMhltbCq71MKBCJximb0I3ABLxT69cIE6csCivl9y4pKwNaNMFM8xYsCxUqltDAlgyPPvaXcM11imrXMwIEkSxPSj4pvPVOt1CnZm3Fl9ym2ICN4VbFmTz55FNhx+7txrAbNEDjaC9B5BIF+s0NPykGIa+O9Gb/Ak775DRQmcesz+ul6azfsF7r2ouoH0madPeHq+SzI8ATzfhkEYFMt+G5558TMhQIMqEpNkSaY6OGRlgVKle0vifpHokzDHLK/kUAGzBlXT/5t2scgBM+U/znPKM+jgHGR81n2yxsAAAgAElEQVQ41qpdy5jodddfZ/ECT0pbRDgcPuwnW0uO0LZp0wYL+rxKEyiBVgTaMqFgWUCyxqqABon1iPx+nghtYwIQpotBl5BfWBHsYoSk4maR2aegri3CNe1roHHAmsGeF0I2EUW+rHtai62xTS4kjVmMljR+wrTQo8fg0LFj63D55edIW5hhkynPqqSWC337jrWJhskNokTIRMtDE3zm2a5iEAWkddSTNtBAcUMTFcxaLmTm1BIyvQ+BO5HasfDSDpCMMlZlhPJlK4Q6p9Q1balJ0yZm+SIAjuDdfZokc+dUUKmYOhYmzGVYExibXQhGwt1CKmu3AgDxHVNHkaJFwqWXXkazTbNgOSMrD/784AOh3mn1bTOpt7t1E400lQbUUcx3jSx/22IYF1QAo7SwP0vju+yyS0Pz5i2CzKrm4yZQlL7MnjPH2kh8EW0hEQQ3Q3538CqfAnIReGvUrCFtrmV2ABh0vHbDuiBXWSC+igmNBNPCKoFwB8ODrnwydb7BKgWYJcyK+BJ4ChMq+IKAwR4FjMNW/c6ro6BLafJBcCQfTBchgiBU4FhbWli8xFPBuFk4bvsBqC1YHW3/Dv1mBRYCGfsvEGgNHbCXyJ/v/7PwoUpoKvhdfkWn8P13faUErFHeQhrzShJiCZITr9NKpMoSKvgNA2a/CYINmXCIztot3MyRK0+oqQBQLCRM4miD8B8wkokAAdphwbcza+BkSbBC4GD8wEXGKr8YP7QosBpdwvhlfhdPwdqYZMHG0DFt4HRl2gdtFxQfBifZA4PEfhNMPHuy+C8xZAWE4ycJFrwDzW/fuU71JtmYozCRlqYvs+XgCGrsq8HOy9TF81270wXj3GG+hFbnK+XV95ma0PbqdFBiLZhoN4g3gG+pqVWNzplQiwtvrrrqaqtjyzbt8yA82yTtv8hJRY2OTpUwN2/+PFs+/dbbb1kbS0uQoK3gA3QOnYADlVQPMIQnnSuhDjpDIYMH0q+9UgAZBLnGs+uALuBtchEZ3jBec0ULJA9yJGB3127xQI2hT/7AwYJbVT/wRHECVxF8SAg/HpBMXAzz0DJZtbF8IKjCUxljeCBtRkgBr+E/LFMlkLhIlpWHvrKYYaeESaxTdAKhe9s2CZaqH9iSR242m19YzDBj1gzFnlwX+v7wvW1ayXYQcjFajAm0zBydviLDAtCJFQPXCIgmHsNx0hUBx0/mT6ddVXfcKebQCcXYRC3EpgFuqUC4AEAwEogeoQHA7tGAkEAaluRslZb9RtfX7XnGinQTKjZnmZF6K9iNsh966M+hUaNGkrY3hl02AHHl9U+trcjrJuFvzzxp0mBKpbIasF2hqIQKKbj23eGcc800OUWmL8xDSWqnSdbSKCCuPAgV+stU21mGCIMhmbZs3yKXaF84u30LCSC5FYw1T8gQm8TWS3Nenr4udLyojb1D4FfHiy4OrVtp0rqsk0yJp5ug9Norr4Yq1aqGqzSwb4oYnnrymbBm/dpQICk5DOw/ICxbsixcrM2QmjVtbpKsfHNhUdrCULxoHM27c+dWCwhE9GEzky1CSlYgrN+8QQSZK8j/HX4bNz68oyDJDz/6UCbyd4wQt27fatptXsHwRWmumPIgUIQKJgAYL3UhnPg9kAfT3x5ZhxgzNuiBKAYM6m99LKz126xygJE1bNgwrNCkidm7842dQ2vM52IOOXLlNWKhjhaCxQcffBRmSzgpJKFimzRiJl0mp0nSvtFENwkHYOYgM8wPomASyCH8gWjmzl8u5lDcpGoEVaTrsrIspC1dGzNmZeadXTJhoq1ulyssF24TkQvlbZagyUSyUTD7qscguRuKa7Om1qGoVguRF0F39769CqBsJNYYhQ8//lZwlrAs3IBBgctLl6UrmG9uSEkpH5qd2cgEjIKFkmTRWWxCAflhEAjFCJO4eYARgjJCBUnxA5qsqofOnTubEOBCBQTK2MrnGdIWp0n4+S1s2q49JjS2BN7mkNAxf948w1cmOawWnBvBSgMfR4SKr3p8ZSuD2rVtH3rItchEQ4DodgkmBcQoEdLWSVhlwlkn4fR9mVH7Dx4UuskF+WSXp6UpFbV2kKdiSiWbyHOqbgQmEjBE0ySde965oqN8tgshbWAi3aiJApwpWbykBavCOHv37RO2SXuF1qgTWiPYjk2r2PCKcQMHFPOkyVLCvvB77PhxZqJHqNgpwQFBHQadRxP0LlnfEPoy9+4ybSpZbsIbb77J+vb555+bkAws4CF8k2IFQpik/oPzMHHwiIRSAVP9Rm6oSySowW9+HPxj6PHV5+HW224T3XcQz9ESeAmZaIV5NLGnp6cbI8dlk1v9hX6gRZgw+B0LFfFKr45SFjhd96UXXjL8RgFhwkCz3yPcJCCTyd0ELSCd9RsB2RMwgfknqT9MYBxvjZC3ImOlZdmqOtPS0vRbpmrhP4pCzPSxHGuCE9zAT5QncJLftreK8pGAJ/0gocBQ9i5ZWbbujJdarpLlBm2fQFhPlStWtrGmrvIVymvlxywz6/Mewt1Zsgj07Nkz7ND4kbaLtlkFVblKVWnJda0NCBVM9swFnW+6MXwrnGVSBo9IzB1MzvAsJnV2u7ziyitCl2efCV8rwJ1r+gL8KZ9ARCZ9eBl86jS5LAgc/fyzz61MYAPNQaPUywSJ6x36pg4SbirmKIRPlJ5mLZrLorJECwZmmdUASqAfBQueFHBhIowi6HMf+CJQlZGQhbC1ctVKG2OUpmLCHZQBrPUkAomZY5KSCpgLMH8BbcIlvEB4Zh5VzIPNU/CwVm1bG73/IHefpxkzpxseQYckt2iBm/B9YEK/SMAXt0r/Af3CivQMc4e//sbr4R+ycqemphoPJR94WbZcWcMd6AoYwqvhqSSf2+1C/xCETPH2G8f5nauLUmIZVAhBOjNlwB5//PEwbdo0Ef/K8KdrrwmrhRg9tfPf5MlTjZlccvElMu3WDiukmfT46uvQb2B/62DfH/paRCsaz+zZc8xKMW/ufGnBQ8N8TU74l0/RBF5BEltuER/Sez+tqCCiuJjMcwUVbyGYCqhMSUixZcIH778dHnnsMWnYtXVfR8JKeNiriQQEhLFlajLl/uKFA8ScBwqY8pfp/ZNrVzVmCkNmRUX+/DkV/zFbGlRmSFuyXJG9E7Q0qYb8YeeGvZGWpKk8kgLLeEUoIbOSJrivv+6hPRcGhX7f97OYj08//UxMNSnUFoHhF3v/vQ+03HaifJZLwjDFLWxYJ41H7T6tgTaHEtF+Kob5gyTNISOGmYAxa+YsWzqKptWgcUNbSdL/+z6KXO6vSfwDmXT7mNbUrHkzE05Kly0dPpNPnm1b6fvPv/wcFi5YKH9edUMmY0LqP8uxPu7eXcsDVxhMGjVuFM4+62yL0RigqO70jDg2A4bRSRPcNVdfq/7l1lkWX4SRP8vEpnZhmmPZLwziAvkKU1IU4azx+UzEPUvWmBnSYn/8aUhYrrJ2iOmdJb/rvPkL5P89LbQ/u4MQvbrGRMtQpZWKSsP4Xz8PI7QCY+WqzYoDKCV4lNG45QmFi56kM02miFh+ka96vZAck/g0xY6skk9eywcb1JFGsDIMGjJGe6BskOWnmLTrVNuPZPjwaUGBV4L3UtWdLosFS9aqhdq1aqjfO8KwEZO1CmeCueHmzFkoTSRTLqbKgsP88PPPU8xsO3/BUjHz1RrhfbIKXC/ii+OMcL9MnjIpfPxRd7lZdgQFsIXSJUspXzDzI2bXrxRlPfjHQWGzGMAIrQjCOtCgUQNZGupp9dKU8Marr4Xxv43Xbpm/hVFym63IWBEmTZks+Jyl8s4Jw4YNtxUIrHbAJYH7DU2Z5cx/f/ZvithPsoj1mXr22BN/NffXq1oJBS2y82TZCtJgZkwPX37+ZfhE4/1Wt67aOvpbCWpLQv2Gp4G4oYsi1ddJeGnSommoXLGK6vg+fPjeO8KfSD76C2zyVLBieF9b9w+QcIxQ8IvMrEOHDgmtW7eR+bmarW75+KOPzJ03TDiHy2K+xvpXLVFsLKtNeWluMOR9IlhOsD1Jgt6oUaPDhx9+GL77vm8oUrK4tN75mvS/McHzwosvMvxlZdEvP4+0WJsWbVqFiuUrmbY1QFugI5Stk8Vk0pQpgoGEc1kx0OCZoHB5rZFQM3LkKFlTZlo8C+6ojySMM+E+LeGKCYXx7tP7OzODMzmMVXvnzZkRSkgzVpCkVtt8IoFybqglPlSjdg2dWpo7LMtYbnuFEO/U4PRGco1UUftk6ZLlMV9yfuNj/fr3sziq8VplkCEaY0Invuw9CXZoqtB6zVq1BX7txClhAlfkSLkWP/3kU+OJF1/aSSbu5FBEgtsXn30aflY/5i9aEHrLfYp1iJU7JcQPixYrZRYrVulUq1nTYtGg6TfeeNNiNbCe4OcfPPTH8OUXXyJxhdMaNzDz/YBBA8LIEUOsDqwNmO0//rB7uPH6682VGgtihiKwOhNsc2tC+kL0/eNPP2mZ9CSz6lxy+WXC06G2kqGiLDwDBvQPaYvSbOUeS+cx55OwRDGBKThUE/aM8FbXt8wVgHUbfGLywkrD6jhWnz0qFxvads9vehrfw8KCm5d2IvixMqdf/x8s/gPX7yn6fKbVRaMER8oi7mLSpIkmuLIiiLmH++eef64m+bxW54ABA23VUk3BjtVCvXv3Eg//SnSfHkaNGRXGS4mbMWOKcHNRqCdrc/nyWuouQSK/LB1bRNO4KQYOGmRxI9AxyuxM4dun4sHExuHu2bx1sykBfb/rJatwDRPEB/80WFbQwSZwtGjZwuJQULbY/v43lcNqv/Ky8rO3zStaAVWnTt3wwAMPmLAJjAxnxWv3SsGCZnC9zp87S2se8oquG9hW+ghknNfDKixggqB8cu26YaEUWVZCzRePUzCu3FiVw7iJ40IvwRlhFhhjgY8F1tgzgRJKwoBwItJhj02nYIgUqQdJaZIQDNMnZqjUmtXNbMfSpSVLllgAC0EheXLmkWS3zQKcEEJsaZl8glgnkgsUChMnTwhrJC2zURH+YDRlfG+sM3Z/KaYoAEWcAZIVQECbR9DBbwXC3dC5sy09g5g8ofnklzkVrQ8BAxfD/p1fyn+/SVLlRhFwQRFkiiTcImZuxaSuzWLDsqUrbCJDuixVqrgGn93UFOiY60oxhJwmKQJ8twAsz8gIjz76mEzZRU2wwdTLMqmZWkLao09vLWNsGCaOnyBYLbJ+I+ls2rhJgT2NQgkFGkpwDeOmjrdlXwXy5Q+nCUGQsudrkiaIE1jf3PlGQ2YGHgly6OCfwnRZaF7v+qYFcaEtskSJQDuWbGG2ZLlflZRUAwdSP8IgTBfhYLmk3oaqhzz4sRESeB+NHJ8tQW0VK1Syd4HfYmlLI4YPN62meo0aOmQszQQKpGSeEzw16MfBRlTEAqCJYOpG0CPO5OtvvgpP/fWJ8IWIt8npTWwC8HGaM+Np7ckgjUDCYukyJeO9I/Liaou0nHShylmncaqidiXLR79Ekv167QVSTQKKJhtpdGh1mGjLlisdqlVJkclzs/o4X3iaR4xIS4UVI5FSubzhy0mFiJGIhKPpYenyFeEktTO1aqVQRPfzSEucPGWG3Hu7bdwLaMyXpa/UpFsu5C8i+EsTImGhICCK5ZHEAjRt2lTmXlkC1F58r/iyp02fZuZcBHEmApgXkznaKvEj8yRAY5GoILcHpt+pEydb7AUTWOaBzLBKWtlvWmqNdoVrhN0ZGT/KIxAPRpmSkiJGmWRWsAlT5GvWuO+QaRTB5+y2HUKXvz8dZojmzj3/fNO0fvttQvhJwm/r9u2CotVt4qP8unUVX1O4mOHXIC1vpMyWYnTQF3i+bOlSW7OPllu7Vi3zR2M+xlqwafNGi43avG1rKCNNqHbNWhbUXEwm3VPr1lebxTNkjUsWQ0bA51jxWfNmhtUrV4vh5VFQ2mkm5BLngz/7tNMa2K6Zv4751XCshhg/kweBjGjOM2ZNt3gs+sryXhhyUh7tCWAjgysnpvUFi+bL6jPFYgCw6LRt29YsDSfXOjkrZ9Dyvm+Nl4HvBWVpQxBu3LCRMeLxY8cJFyaHs2QBPbN5c43tfgnyG8PPw0fY/ii3336HJunSEoK070ROjqgPit8ZZZYOhAU0UiaOqqI/BEeCZeFdDRs0tCW90DB8DKsGgtZcCWP7D+QwntBAMGCflv5YOhVPgPWOJYfQKPy1cePGNlYEJxLv1LDRaaGZAgYps3fv3oYH8EqChFk2yVbvuGa0CsiEwS5PPR0+7f5xeFxuTcpO0jg3k+U1tUqqacX0lbgFrHwIB4wb6Ue5P4cPGxbaCH86tDvH7mWsTrdgzTWiwepSYlKrVg11T65rz9CqseyRsB7gCmSvnzHi5VjkgAd73hBP1F+C83rFT2ARYHkmuP7++++F7Vt1joUER/pTNbWaCTlfS1Bg3jld80Xbdm3NOsF4s9yVeAH4D0Gl1apVNxr7WfQCPyImrZ4EFhQzAm5p72233248j6Bnzr3CyoXVsaUsi+xJUv+000L9U+tbH7wfBNmi7aM4MB5YcJueeaa2TFhksUS0gWB3eCtlshgBoRY3PTyWZdIpVVLk5rw0VKlSxeYUysbqwLYExJ8wXsQTNdY8Cd4zd5UoViL8MvLn0FsByFiQ2rZrp6Dd4lK8+suK3jHkK1hA8+SYgPW8pGI6WrRoEX6QEDJh/K/hsSeflsX8EhN+N2ruIf4E2pki4fwHuQDziGdd/aerzBJl+2qoXOYd+MyJEiro42EFC+IpXKjAguG+UhDPzET6dgSiEH5DDEirJEyXBEiSComYQTRPuECKixklJnxU1EGAFtI+CZMTDM4DbQhUZPCQEkEStBZ8sggJLpjg4+Q+5qykoOAtCQyeImlStAnzFn0CAUjxpk4QhTiG0gFpFyHvtfab8mzlgogOxjBDkurV0uxHy7zLWmW11vK1adPagjvvv/c+YzxapqVJtow9BV7kYmdO87cJLLsiRcuvWx/KlipnyJYZyYSfQ9rx9EnhkgsuCnMXzDdtq4BMa7x74YXnm8nxhedf1FUcQIi1AneU+/3wBcM4vf82fuprYuIdGCF56BvCI4GcwA9N34M/6SuTJ0FDickZD1pkYWkXmMpJmOogCgS8l6VNsy77hZdeMEbABEBbENTAi5NkpqRPm1U3YwBMmNTya5Lbo29cPYwEv2GE+J4LCDfIX0gmRxj7hi0bVLZiC/KwQiGe0ArJJAqkuUaAO/RbCyJlFtXmOBJyYahYJWjT4ZLjEW4DzM+sQCABl0IFYoEFCR/TNykzC//xh26R26NIIQ+ilRaosSWoTo46y7tJbS9RpLgJLWjdbuKH2aDBYtbG3O0J2DI+wBrTNJNrYv9mzZkR/qSYl7Hjx4d8mqSSNPnx/OFHHpQlqHC4EUFVQleyXHWb5bctKhqVgd2Kh+5gxAhI9NXhsXbtmuxASfps7RQMGH9ofZfGtFC+ZOMF++Q6wfTO/hzJmlwoGbN7MjATTmByxAScS31N5BngEG6WjBXpoUL5ivbMGTmNoz3AgoTbAxggGBfMcolgfcCVA/2TyA8eEcRIf0gEK1owb9Y44d9HIKS9rJYi5gUBP0lKSab6ZHEM6p/FUqju3MLJJClMwD2nOs9zdrYBTvSF9mIVYQzBWdzErJCAzmgB7QdPcNeSoNG8UpDAZ/hBHr3r/GG7eC6CHvcSE/vR5NbETOKdvNBLAp+L45gU3Jk1IdEuXF6ku++J9wcaMfoXg1PmXp3HJJ5CW0mMJ2WZy0Uwoy3AjJgFBMlk0TgC8J4svNu7X25J9T2v8BPeS4J+ERyAOQHn8BDcrUza8BmsGM5HiCeDb5L4jTUAOmTlBuMI3BhDfsPDoTsCLOFxzuPtZf3zeAi/9vxc0wcEJYJugT1wh895Au8RpgncJB9txMLB3ANv4F5iebxHWSTK82e0Ad7GvYwM4bFiT3xsyAuMKBehDmEQeMTwhccd5D3gLrhN313IT+Q5HhdlcUmCPa6kyySsvK7VN40aNrZrXHadO99gcwB76TCHIxThisJNhcLJuO3XeOfNogfaSAJHmRMRchD0TkT6nSsEAFARSE5CkkGioUIIB78dA2ABkjnIy2SeV4gl87GYyPZt8QQFwQIQIpNBmDw2oStQTZMDpiY6QtkgJQMDgpqvUNcMHPcwCSEFPvDgA7ZBCL9vuflmaenlLKCPFRUFhIT40nOLcdGuPSCTEDJPzrk2kTB8BAHB3HPQRiYE1SUM0oPY90V/uQ9IeZYZyc2id8jPYECAEPQu9QXrTXpGhhEjmg+mNaTfO++60w6UQhgqrAmG93eoj5uktSIMgUgqTkxL7cuVX8tqCbzS9hxq1y4hAW0B0SdNnKQAyzlCxANGfH2kmbA19fU3XG8BTWiCMHveY6Klf3tESDArXECYXnFpIJluV758ct/gA2cHQpgs/YZICoiZAifiXIjNoM2Ug8mcqOX80oaJ/9BAW7lmZlD72eWNoLe8uWKhDQEQmAFfYisw9V/U8aJQSSZtUrxNNsyYY+t1boaIDEAUEH7xXi7hFSsF9uxmq2YFmm7bbsToDBZmCLEheIDzRPCflFzExmXHHglAehc/K+XsVDDZPvVBF8bYsQiw0yPWqbzCP9xbBFhB4Jx2Q7BfLLyIaYCLucUgdR/fOvXDoPNoTGwSEDxhwIyZCdvCO5b3uuAJM0SwStbEsUeuOSZUY7gaL9wD+zUxRhrjk9RWLCHJ+qYdG8RgER4Ka1JmossUk4X2EMCJISgomOVSO6CzJGOC8bHhtGSjhJQKigXAzThcLilWIC1ZvCj0lytyhqxoHaW5NKrf0Bgc44lVT1htjJRraHmf4APe7BDdEtQH4wGvgAMBjLgkiUnYohgE8AW8yyN+QDmZEip2y+qTU/BWJ8SQYaLS7E04FMYrLxYHYMP4s9QSIYF+FpEQLKQXIyQ4DfrNJSadJGFX28yrPCygvE994C3KCWVgyQFuhYWDxO5AZ8Te7BGN5FP79ojmWBUEfFAi2NQNVyXX+dR/TMt58oiWpQgVlfUmjmNQn5R3r4SLJPGy3Oov9SHgMdHQX/gdlge2sWe88gj/aS9tQSinXQTmQZv5EUBou3AGuCDpUQ+TBbwUfsK1CQ3grfhHsoRs8IU+IkTzLvwgc69WKAAfPYvxTwKu2m70oOfwZf54RtlYyoBZWtqi8Nnnn4W1q9couPniULJYSeMBBEdDE7ElBZzG1RsHNlM3cGAyR2s2nklbdW+9JrPCyYWVP64vr+pSBjRTew58wRPoETjAf4hxo52MM8/zS6jjm/vQK/DbrfFht1/wEborJPqBX1Eu48g18IKvgyesTIOfwvfBI9pBeYw7+LBX+XDn7BafwjVt9QruG9QnAjIZCwLM4YfgB3zN4vPUXgQrRsAEDOExdLFFdEg8kreX8ljGvUnCShFZrikHPltKQjL8k3wIQcCRcqEjBALewy0HbuCup382L+m+8xtcU8CNwGLwG7jBnxifTM098AD4z0bRYr/vf7Cdk2vXrmUK+IJ588z93aZVawssh9ZJ0CIBrbQH/MrNuKgdiRYKfhseqe3kORHpdxYLKiGh2VKZm0m4Z5OugLZNiF1Yg6uRMYBtEjNgGVo8MHpXeXeK2AposjKA6h0YuyckSLQNUNQTSAPxYppjkve10Tzv3aeXaeeXXXa5kLawEThvEiSWBDMTcmCNQBBQMYxHyJHZQxNFXCfSm3i6RVTv3C6Ek2uEZEIGiKlydu/aK8EArVeT/76LjeBAIOrJKlL3MzXo68PyFdoSW6ZnJnyW+LCzXVH11fuP9MlKExL95/7+TMFVk9V+Sf1IxCAf8AWJD00jpWEQZIU1JbVqVUmlDeWrZItxCXxieCYYSPCC4axasUKxKaVNCuV6jzRsCIF2u7ZA8FF+IS03YSTEtmDCpl/Z22PrN6e+FhVT4D7Ix0oKmAvMim81WE/i/iDAAP99YtQ+zjtE1OslmFSspP0v9AyBAc3V8SFJjAXCWSthq1Rx9UdlOXyIRSkmPzzQ2LRVK04kbaPw8ny7+pQsoWOP4KqNt8QwENREqFlSOO1lAmD81WLlExFKIIkZAtq4dV3/lZQPmPP+euFhCQlR9ANmDCNAyIMB8pxAu0iCEAGHxmSz+o+lCPwF7ygLdx0mfIITmUS9ftpJ2p2l6flEBVP3fuemTJXh14nfwJMJUJsAZcOR8ljlg2Di/aK+cWO0g6nasVXLC5s0a2qMLq9gBt6z2sG1TGPIKhe6Qdumn14O36x00qZoao80ScGFfP4cPAJn1eksgf7g+IEPWCZ2S1hjgvd+JPIBH2/6hSBMfvLBP5yfYDGE4XOfQFFcp0T15xPNeHL8p13gKQLSbtGijxvtNq1MbaV/XNMf6JlE/QiOxEzRvpy67xMUjJf6t6lNBcTj9mrSJxjP+2UF6B+aKQoJeIcVi4SAAUyxpjHG8FKEEXsmwY2Jl63o12+K+0s7cM05viOAosAwQdJ/diBmhNgBGIsJwcfs1YILBgEW/IS3YdWFn8CXsWBgbcTl9LPM6RnpGeZeYMkuMEkW39ivcmm7K4w28WlMabsnYJykvCTwKynLOrlGlmMso9TveGF0kMUfHJ+w5uAiKS1NGsFv43rRdwntuKtxwort+ZwHc+18ify0lf4xbuB1YfXR+TH1ISAS/+Z06+WBD54PRaeI5iUEFRTdxPayDJf3wW/nl/4cfIF/MFaJ5fGc642y5tAvrukn78M3GDfaDR92usGFmkhnLKNFAaC9tAvB0/EWfp0soQc+y3sbxKcpjxU23j+9ZnxzraxC3RVvsk1zRAUtBYbvakO+cJGWoapCwx/wq6D6vVsCD/QDrhLIj2Bqq5nU7mw8Fe/jt9E3lRxn+p1g4YWjlfEb0yEEgkSO6Rpg0sDECREkxMKAJcI3EDHXiIQASBuCoxx/x/PTdjReEtYKpG5bLqpaeM9NVi3IhLIAACAASURBVJRNonwQ2pO3lfbxMU1JgwKx5c3R2yRX8u4XMpAXSZaEVO35YZKeuI8wsjtTgoWIjPIgQDPVZ/V9TdakguCFFuGJTZ/yyZdMgpnrsRUNHyYJZFaO9rcz8xn+LRdwIHDaDAPDjAgB2iSEpquCQDLMsHukEe/Zob3sE8x6cenqo/IAc4jeTWr+zL/Jg3WFsXAEoh3kB9Ew65E8vgb3FONOX/kNTvAejNxgYsQajxXaABqrJ1s9JG3F13QzljBADQN0o/7G405+ysyvIEU1D9lL9Wgdva45fI6D57bK/0rchV+zlwrwQpNiIieBU4wXuOYuHQiV5KbYrVmCkwsGDif6SN+BDRK7w4H+usuMZ8DAE3iB4AeTgKkbvsPEsiZW8tFntE4XhHhmLgI9A16UgRYLPSFQgwdcJ5qM3bTKtE2fsQAWllC4OG2xxdcAO2iIPrsp3s3H3lZMsoxzaZmUQUfwwNou4Yjkkwx9wDXidMUzYERyWqCNlAdj1+6AsQYEP1DJztDhEWiWLJ/DgomFCzcU8RqegBmTrpuVucaaAY8AboyJm815h3vAH4bN+DEucd8FD/GZxORjBbzAdfAZuiBRLi5S4EA/wB/ayzXfCFZE5UNzCAJMwvTLBXB4EJYGcArqT+SF9JUgThITE5ZAxyUmJK4JmGXDN09OD37tuJ8pRQTLiifP5+Nn1g0ISSk2uR+ELQKc943nm+Vmw01NbiuRjmYl+skYm/VHYwus6L/Vo3E1nNPYYLkief3gEB/6B6903AGvwCHw5EgJ/CIxTpTPuPJOYiIGjJgG6qB8Eu+Bx/AjnpGol8T79AO4GK9X/V4G3/A32uQ0by9l/aMNvENfwHOvk3vU5fVTN+N7OL5AXvCRBI7RDuojL3VSBmXxPvRGHnCTBBzIy8fbnNhO2ke7+JCwJHuIANfQP/OmJ3CS97kH/6Bd1EcbE+dP8tMWEnUn9sFuHse/3wkWDlTK9N9UjpRMA6kcRABI/GaZFpvtkAAKwHJi4h5AwbTrhOA4TeeZNCkToCNIxDqPNn7RBEB+l8SRCjHTkveAtFYmboBM/SYN6r5LltTpv5GGGVgYG8mlS4DsbaTNlAViOvNzKZp3yEuy/MIb7Dn0ARM2jI8JjXKJG/FBxOxEAn4QGsiEyfRwyerKmqhhYCQYgyfqwvSK+g4js5J1kzrpO+2iv8CZpX4kmAXjAwwJtiyuyc/Ltgz6x/vA05k9sCTRHpLnh3BdELFJLquNTmSWWf/I5xMv4+m4A9HQDtrDc+CROBHwHCJwhuwMinLpE+96uWgyDkdwhUkWK0O2VihBAjxhPGNdNW4dkwH3EHwg/W1bFK+RNdHQX/pOf30S5JqyHTbAFxcXOGKTtnaVJCXiEfBgsoNAaSdluKDFqgABQO2M40mYlOkv8PdJ3QrM+se7zpAcVsCJE19dOCerT84wFo9Hgq7QbBFQwE3GgnYgcBEDwri7oE4Z4Dxw9iVuTjvcJwEDftMmNDNLAiJ9wFUJMZhQAMQ1ETsdm+VMq0uMWJSfzZzITz+w9jjjpG7wy5l1IkzJ69eOA1Ze3Irs/+TB2snOhwSN01Zg6/TsZfAC/c+X1a5sYVjt40A6LFNYqNgrwtuNgIDFB75jlgTB0xO4RBv5gBvgJvjkPIl82jcZyVmwyZocVTBtYwI3+hO+JvKixAmTMnH/ggP0wSYiwRsaob/gG/gPXQJP+sU34w19YGEqKGuKWy5XKy7lJOEA2jvvJSbGnXfRnl3xM6FP18YZBFNwHPwGFs5TvQy39HEN3HFv2JJgjS+0Rh99POBPwMhTIv8iuBI+5nl8ok0cQ97jOXMSdJ3Iq4DZ4RJ1kMjLu+AI/QW/DWZqH8nrtwv9gyc47iEYGm9h/NROfhv8VQ6rlaA76qet9N3b5WXx7fz1UPhzn3Z4mVwzzsydzod8PMAJeDo8FlcjeAB8wUPepxxvs5fpbaBt8AQSPJnEmIKLJzQJwP+UxOhsD3G/qYb7T9tj3C9EGPZTEe0RedQBf2TX6sA/nTkiJLByZZ6S10J6u87F4JuPTHH2LYTO3ot9qs4j0SqQ7DzSWOw3/6RF2Ivy12f/loknLkzPZQ7O/q1JJJL5za7FJCLPRxl+3yvx8vj2e/J5Z//WQNvtVdr/Xi2wsxm87fSDfeZJErYi8lrSg107dF/f1L1f5fHJzGrvlo2b7Bl1AnvOPqEcyufch+17dkXz0xZF73X/MBo17lcrkjZ5G+mTt5V65OrJvqa+MaNGR1s26QwH1a/4Bfv29nAPGDg8HTZ8k9fr4Js6qUuCgbWB8ZXQEg0cODDS0tdIB5vZff6BD0Jau07EC3CARBmH4hnw4p4nxy+/1sRjP2WmtHMZKJ0PeMQ9/+33Nbln3/d7tMnh5X3iRfrvfed54pg7zMhn76pOTYbZ+K5dSiPtNGht4x918KF+xjIRP2hrYgKGJPpN/3gPGB0Ks2xcUl764jRE2ZQJvnB/m86qSKQrTSzZ17THEhn1oY9asZQ9xsAgsd9WYFZe/w1dJeIXuJNIQ4mwozzyO1y9jLgRolHxDx9T+uu4ASyAQ2JKvOf1J9J1dtlZ7aVfy5Ys1Rky4lFZ9+ib4z1t83anLVr8uzZCL97uxN+008ZJjeM3dO6J/JRLfY5j/D4gfILe+fa2O557PxPH18fen40ZM8arsLop2+mS/ng7nV7oLnjH98bNm7L5FJjHPUv80AeYJI455XrZlpk86qcm96wX4/ccdvTH60+85+8mfns9iWPgfIl83E+sm/yU6e+Rh757/3nm+WkHY+71+TuMv5fDM7/v7/k1ZfJ7w7r12WU67viYJvIB7yvPKIt3V69cZfV72X7f2+Tt9mve5T3u+z3/pi9er3/zzNqbNRI+3lw6T3Ya0io0y+U05nzGv3l4KJ9JfGYvH+e/g7b8LHHFtU2XXlySUT2mPfJNYkkpS4M6duxoR+ki9XhCyyQfUpOIyG6bxCqJzvMJTmaZECM0LQdpDNMNZxx06HB2OEtls2WuJyQxtDGkTYI20cRpmwBk/i3Kp07XGHgPKRXJ2iU+pGTK4b5pFWqnJzZIoWwkbStXdZDESEzL4Tf30Q7QuMx6oGv+7Jn+4Q/TAMUmPJlQY1E/lgjJQxsJxOEd2/RJ7WXXTSR5kojY6rAL/UPbuFPL3VgN87OWJ11+yWW2cyaSMJoXdSH5sgMdfaJ8NA4xKm0MNNiWFLFHBeWSkKZtXCThep1ck5+E9sg15eCWQlonob1TJ3W5tAv8H9UJlZMmTbKNlTgFFWsEiTF3vBGDtHvAkXJ5hlma+7Sf+jx52dx3PPG2IZ2TRGix+0PvbZG1iZgRMSgbBRGffROchtXI/J2Mp96zj8bLy6P/aGAk4IOGQbK61VcS5nyWIpPQyOg/z9HcMc3fctutoXWbtlrO2MvyOJzpO+1kpPmAV7SJtlpZWWNnuCh4AAtoBRj5PeAEbHiGpkr/uWeaV1Y/KZs+Ez9DHfj2qcOsUarIrzHvuxWN+hlX2oh27OPE/UQNC3pITMANWgK/oDHgQductoAn8PEyoC/XasmP5kmiDyS0LPpMuZQDbgA/+gxN+ziBU/ATbyf10z/KBkcMHiqPcSFNmTIlXKlt6k/XeRSUQXk+dm5xoT74zBU676h1m9bZWiQwBDZozLTn0ER9jA/WAH67dQFNkfz0mbYBB2JjSNSPmyuH7mFVwsfOrqRonWx/DlzS0tJsyTbXfFg2O2zYMDuq/d57781uBvRhuJUFf9rg7QQ/qIvkljKnmewCsn6wosYIQrEbtJXxIVG2l5+V1Vw6tuMqResDvH3MGQtJgZbV4e/t4SawAKaUD14wDowBuAWsgDNt5jn1Mv5eDvMD9fDt94CV5RF+8Ay+xLu0wy171EFd8ETGit82p2W1gXbxzL6z6B+Y33X33YYzY3/91Z55nXxTJryTb4cVmcAjls+ySdjDOpGUvkIH4B39gZ49AWdg5eUyzxhMEvI4T2Z12P9v7yzgvSqaPr6oIKGEIB2XbsRWLEDFbhAVfRQbO7EDE1tClBQDEBAFFVQUFFQUEEVAulM6pEH3/X3nz1wPV+CKF+N5XvZ+/vecs2fPxuzs7Ozs7AxjIBm8XcSBby7hpY+hp1yBvRZ45lekWbNmlsYPYfCdwVrpCMl+4hlYed14zmr4bWZN5ATS+yQBUYMAAygaxP4mgckVYJPWt0IAJJOTi2ZIB/KThkYRj4gWZoJnFN5cjE3DCBAenOksXSarglvinOlADIw4knLNyZHKMxG06kin0Ol0IO9BHh9Y+GYgWBv0DR0KAfH8QYTC2s7hWw/esYjxGAx0LPWn3j5BzJk715LDbBB8oIP8fOdEj/IIm1THbBK3amWJLM/qg9Y66akbhBZxKvkgvmze/E4jOPfcfU94tWtXMzNetmxZywtiC3LMnDnTyqIM8vFBQD0rVaxoaZ1IM1Fy6oPAwARetI26QgQglAxWEMzjPS1XthQcUW+Wa2dghJvgzp07hyuuuML2MRmkDHKHvX0n+AI7+pbB6BModaTd4Ad4Bn5R1yTSkx6cok/Fgds7+py8nLBzbI1AfgT/njTkSXnAhuDbRbQP8T/lgQfAj/6CSEEgIH7UiXieiYcYsz+PkiYa3XXr1rUy0famZMqhPcCAPPkR54OedhCS4wNY05cEynM8oN1+73ABL8gT+NJW8iUNaf2eNnv7gRMMIGOVwL1Pyo7rTmSBD3k6cWM8kBamBDwB/pQFcedb4OGwIm/qgHiYMgh8ByGlLuRL2wi0gYmVKwGcJ43DjHjiKI/g5XJPG6kTfcf4pR7AF78kMzQ5E9Jk/yVNY4T6ACvqzJW6OOFnskLxGrynPeRH4BsYFsqgX8CHJJNhNFE4QD+iUAh8oYfUF9zw8cSVsjwwUWAJGIugGM7CSjHGkP4jQ1VY+LxUfmBgIJo2bWo2F26//XbDbdqGDRQPwJEJGZwE9lyB94iRI1JjQW3lCKSdftBHBaSLBW0iH+IxVIfiYzGVyZgDV1B4ttNBaqsH2um0y2HDO9pEmQTgxthJZzK2wJA+AQ+AAVsD1JdTDwTqDGzBLQI4Qll8Qz7gAQsaw219Tx8QR17cF5TODvUhLX2OZU6+JR8YNgJlYLOFviUd+Ew7SUc+4A15QCcZ/9SV+aao6jRTekuUR4C2eFrwhTqRN/k47lJ3cBJ1gBW6p63kDc5SJ+rggXJ4T/uAgS9kwDfqTlnJ+lKW9zd9QR3QmwHnwGcC752+wTwBI/CR9s71uUnfOu0z+CqdB8YGuEGe4LQv7Px9lq6q3FZh7tw5Wz37gyYRu0Xcqkba7+VXXo655YoVN7Ey8ZsejwiWrQvSsr3h6RHZ8s6fEekirvPnnxb9ZPcfyjW0TBjHTwZ9mv5unlwsk05ASxcVC2Dp4nOtQKx+xAnAoiOkjpF4r7tFbPkno07JR/vGRUgaMOnbPhq46emIl/A5/W/tJkTQEmOvXyPx9HK1bZXqszHOnz9X37ClhKgbIeRvv6T4jwYh3qLOBOqNWN9FmfXq14vyD2Huh8kB98RCZksrhNhKFIvYi/olwz333BM1QCwqY3tpq6cnLyFWen4i8unZEE/g6jAFsmXluvvOu5pbn1DfaTOm2T0id94T533vcSncQXS/Ov60kP7crP4HbwSrXzbavew8aPtgU5y3YK7F8470XPkl8U/EPf2Z8ijHt0W8TOqS/OnRAjgBDLxNwML7gQS0N9lm4vgGd93rfhHe6RlX9jr6Fl/p1NGeKSc5Dmi/CDifpgfqTB0d73VCyurHd2xj+JYf9z5WiPN2ebpkm4CJ4wzxvlXiaYCF14uK0E62q2iP973Dgfcu4k/Gkc7ClkwR4SIudlH4VkBWmqRImHeIusF1McKW1HHD68gV2NBursl47mfOnmVxqUr89h9crVmzZpQH0PRIXLZrFZcOe9pBm609WzJmm6ZHt+5RelxWV9riYmmdYDCk8Takb62qBD730ex1hK7paG56+eCSi8tdhM7zTTfeFG+99Wb1hfBOuYz6fmQsUrRw7PpaF6MhP69ZGV9o9XysV7+u0ZM777ojVq1WJX2MyNx69LEp40zWd08++WSUl8soS6vpMEu6Qv9J9YK68KPeuBvn6vBnOw18IQAf7/Ok6N77mThN5paWf2IuDI+cjhDn33MPzKHXNm62bJ0TD51zusJ78oGu8a3Hk87zhbaRhrTQc/BT7gmiDNaRzALvCeTh+JusK++cdvp78iPMmDEjykBZlN5ClKTI4vjHGKGuBPL1e2CfpBX169ePF110kfWH58035M/497Hj3wAPgufvbfb22sst/5x++JVoxzvDRY0Xrk7vGD/Hn3B8PPqYo41m+DYpaaAhlA2sgKkHh4M/74rr7yQWJUqUNC5IhRnDwuqC8JZsvz/77LOm5c/xFbYlOAYnYOmcbmpFkhKKiZvVyhJFMU458J54OGeUxlByEVJbnihnIrWAmyZg5APlOFaDAoApqNgL/cOjG0EE1LhGNd4kH3BZrBbh/DmeBDcpImorlW9HfRsefvhhW2Wqc+14D9dWbVqHzz//3LRrBWT7Hi6wkBS/hDTGmdoqR/liWladZpwdXKS1Rccc4R5z6Mz7T4sXmVJaXnGeSGM4BVBMlvAItN0DHDIBc82sblav07FaKWXuKcUw2kRASgFHSx2BF9+z+nIOGQVRuGDaK2S0Y0hCRnvGvfZgmVrmmVUJ/cepEw0Gsy+BVCm1nk+VQ7toD4EVC6to98THSQfqIERMrfaUxtoiDpe8sd9BOfivQCmQY3tl08oZbKgXxwcRx+K7hcDxPY4Ygw+IADlmhZU9YEn//yxYsGrfVytxxK5saBTTKgKfHxp8xslbRvrHyleDxx5Jy6kTTkNQP5d+8RK88HSs4MA5JF+UDRzg3jn/DtfOM5IYViPkownd4MHqg2fgwMoAaQW2HDCghFEss3shzX075qw8WBGySiRQJlt7Li3AOinlUGf6m3ZjSI3+BA4Y8FmvskzBUuOLcjm2OWPm9PDs88/bCpN8SYfkDumRS8qAgSifjSMUn8EXf8c3wGUfraIYs9SBY3asqmgPq22OxwEHxg8BPGBcKNLqwTfUx4JwF9xnNbqPbFAAR+rCahB4s7oCR8gPPEdayHtgiXJnaUkUUGYFNhyHQ/GU9kMDzFeD8IfrzFkzLZ734BPOntiCoGxNhLZao16U/8BDD2icP2Tx1LGIxh/4S/kEpJwErxOwAY/KV6xgK85FGsO0j3FAAD4WtnyHqWQPm9Q2jPURqDdHAgkockMn7KihcIkTM5RPvxBYjeKy/fwLzreVMnH4fKFs4AD+MT6uu65ZqHdCfSmu72v2DzRR2XFT0mNDo4COaYOfRTU+yPOc884NT8skNOOFukCbMTpFWCyp735KT8BA0jPPyaOotlRxbsbYpFzGmtM67EIw3gjAglU3gfdIK4hLOSiLoaskqO/KVDt45PAVQ2h0ifFCYDwxDsEzruAF9AipB/SbvtSEbVIhxPngH3TIxqjeozRLP7KqR0pHv0HnsRSKdOee++61cszuA1JS5c+8gR8jAm4SCOAJ+TDWoE/QYOgjEgTi8V4MHi2TjxjKB76k47gpEgm+T44PJByMMepJe+bNn2eSApSrkXSQnvFO/uAZ/UQ6cIMg9s3wjXZA9xgb0FPay7jz02ykhn5QDvjBsxgFGw/ks0wGycQwGB7Sb4wTAvMy32HADzhzig56hDScdgJL30ohPXVwyQfPuyL8jrEgU8QoAA6xChPQxIkT5Tzs9iDJhFVypUQngpp1AFr4hQoXEvByyVfIfE2Ya7U1UtQaa5buxGAAkHkiMJxLhyi6Vrrt9ekdjYWwQESwsob1RTyYli1b1iYE/AQQmByYvBeJcYDocf4cJgLnThjzYQIDOYuICQHZbr/jTtnAeDv8JEuCDHTqOPTLL0KbNm1Db8XjPAYNcMwUp4iCtmL0PQQf732IvKk7ViDpfJ6xkEic//aX7wgG5xIN6gUqZ6JMyPKOEy9YwcPqmgXpVmC+m3ejfhhtGtwQWCYjzG6DMBwjXGwitHwmGgNZMPyCESPsQjCJ8yNHxHjUG6I3dvyPZoWNshkM65TeJkkNHvoHexKUO1d7qwxm3gM/+goiDdy0IjS4jp84wfKnvQwE8jEHSyIq1hL1H3VmkEJIEPiSN0SK893AlIEt6YoRNggdk/Ce6qv5CxeY1UYMywAzGJR1MFWqC0wEdVi+Bb6UtVIMqlZYNhGTbuHSxfYd9WVQzZSJd/oep3N2VFfwxygZ35I/V+rF8UD6noma63eCP3UvLDzFlgVwgAgwaWC7g/TgFXgGURTS6ju8xKYcFOFxcb4ml1nqN2wdUDfiYApoK3WD2eI6d/5cgw/EiMEN8bdTBqob44S2AL85SodhKMYIlg8h/EwMD8gsc7t27cyWA/nR57QL99tcgS94SXom5LxiWGgnlhzpN9Kk8EQTnfoOmIEPtBuCA95xDJs6sEAgnm+wHcGVcUH+EHfS8AMW7ulSYLaJhUkHXCE9sBwzdozBqFiJ4qmJR+mwDjldNASfCcCaUyJ76Uee1B38YKxxLV0mzeJpF2MU2LP16O0Ebxk/1Ovc8xoZE00ejH88Om6WcTTsP5A3/Qkue/2ZOHiGZjAZSepqEzbvIer0D3SACZM+Iz3t5Mo2aFHRF2gbnm5lSMFwCjyDYWRSNVzS94w1O2Gib/keV9fVa9VUv2wU7GXZVmOFSZYfsKZ8mNbbRGtXa/KfNWu2mU/Pq6Oi0BfaAV5TBvjLOKxQsVI4W1YYgQseMxdLrA7+kBdedOlTLIeO+HZkaNWqlfyRTDEGj/cwxuAtY4LyuQJP/AjxnmPv3r/AgsmH+K+GDZNl3afkzHCAPUvqYVdwD/oD7pMOXAZm9BOLGGNklA9lAWNoB22nb8G75dou4DvqwfhjYoRuO2zoT/oMfL2oSRPzlUP6XCqTqzGswk1oKP2IfR3wkTEHPWOs2BaDGsVigPp4/swROXOq7qoXtITJnDjaxnfkH6FT6lPGDc/YDYE+FJJZbRg+xhe2OKivbefrnrFCemOu1B7oBn1Fu/HsC66QXnsj1l6YeuqNcz/iaQfwAK6pdqS81UJfoQEw63ggBvZ4saUOLOKYo+lbaIEi1R6dvhOu46UWpokA0wFDA1MN4+ILWHuZxX8pFj2RCZwVNtjh6Ni7xvkJe4Hsb+NZDo9uZcuXC83vam5cERPok088GWZrEAyT4gvGojApCrOAzwU6AMdI42UdkEZMHD8hnCL75Y899rhcaEvKoI6H0XBmg6qg7ES44YYbZHN9qkkR4ASffe7ZgEtyVgcAvUf37rKpPsT0BkB6VvdPPdXSjsK1bNnS/B5AOCQmNV8NF1xwQXjiiSekLIVfigVyv3uy6Wq0advWOvXGm2608+pwsexdYoP9QRF2mJmPPvnYnL3UlaOkaVOnyWnOh4LRpoB3PoliQ4dX2stB17um13D11VeHy5s2tdU0e2twiHD9SCgYTDUPqB1WrlkVbr/5VutkfH4A3/9or/XyppdLAW1UePqpp+SoZ7S1v4H8iBxy6KFyhNMqhYTKA8SCG54gZuL0U0+1gfLE40/IwVk/8/PxZrc3beWJhKCrDKn0ebuPnO2MERE+1yRPIDvtWrBygSQ4bWyfD5fqwLCedAfOP7+xStlCBLSCg9vFUM6kiZPCnXfeKR8cU0Lvnr3C54M/s1UTnlO7dO4ig17lzE796O9Hhze7dwtnnH5meOTRFubMDPv4J53cwODIYEDRrr3gVqVKFfMJQPkgOP1QqVKl0KljJ1MSxhb//Q/eb74JsPNRVBPysGFfW1vBU1aF+DVBF4WBT8ACIsqvLsUAz3r16mV1o39ZCfbUMziIKeI7HnrI9vnLli0nx0Rfm/XT8xo2DM8886zZ/a9Spaoxts3vvdvyZ+/bdFYWzpOBmpIiHDnD3IXzQ0n5S8m35cw//cP5fyanJx5/3Jxp4feh6RWX2+SBbQFjUrRX3FUrQPySgJfA4Z2+fc3+f1/h1Hp5aDzzzDOtvx944EHDN8YLkxwmgln1ESaLaLwuRd/BgwbbCglviQ+qXUgGR0l697jqwMqR1Qr7qp27dLEVJ/lAtPJIwoXEhUkV3Qud+DGY0edXXnWlvN42NVsYlMWEwRgHr5GYQAC7CM8kVjba8eknnxihGit/NYQHH3pQbd1ofiJmibl4XOMQc8QE/Eo8L6kMfQ8dQTEcz744qMJvR4f27c2iKwQQ3ytnSmH8vnvvs7ZPlo4RTphY4d/ZvHlKAiN44IqdRQyQgYCySkQOwUoKaREhJZXRylaEHDr1vhyLgRMXa9I6ST4gGJfvf/BB+OijjyRJuE607XBL16t3T/OaSn3x8YEk4eCDDhYT+KDgm2LAnXgjmSFvFk1MGht/lfRM+Ie0EwVg6mg4rDRYWiU9/QETVqJkiTByxEjrN5zdsdA4+ZRTQ8cOHZU6FbppjL355ptaKPU2usf+PVIRXMS/8fobYY7g2fK5p8PzwuPFwtXH5dgOPyCVK1e2hVtL0e4jjpBX6ccelZHD/JZXx/YdZA78+tBIyq0oQCNNoK9h2qbNmB6ee+456ThMtHadItpTQAbVTjpJPmuEayye2rzU1vxTIF17suWToVmza4Vn+5iF2Ntvu836qI1oDmOqlxSfkaIw7zCe8OtxhfS1KleuYg2EkYKGr1TbkY7k05wEHjz82EOC3R6hRYtHlF+ucPe995hDQW2PmI8NxtFFTS4ODzzwgHBT3wq3MUxI3aCDjH+sBGs7N5wty6TkC470kzLmKx06mK+YwmIYcKAHvYGpd/s40BKYNZPkqJZISVCavPPOO4JO8ZhX46uuvspg6t/BUHeSQz68qaKbwUL99DNOt3w/lAdefKIg7cORHBM8i0QkQq+JLtQXbX380cfkJK227RzA/L3aVc7z5OOExTaeYBmf88TfCAAAIABJREFU+DvB4iaLWaQy7pjzqadbmqNK6GQe0aQGJ5xovqlMaqnxSzuQyHDdZUGDbqvAHowQ3+LkwMWuGui2/yQ3z/HHKRPj6Ik/RnaJunR7Pcrybry82TWxbcdXYrsuHeO+BfLFux68L67WnjlpHn2mZWzS9NI47LuRts/Xrv0rUZNA7Nmrp+3tsceXvv+jPSABKnZ/q0cU8KIm7SjHOlHShSjRufYji8a5P2l/S/k2u/GGmFahXOz8eld7frvfu1Gi/9j44ovs+YcJP8Yjjq4Ty1euFIcM+zLOk/7G/CWL4sDPBtl3jS68IE6fM8uOc5Jfk0v/E+sce3RctFx7YtpDv+XO22NeteXFl9rExSuXxcuuvCLK+UssWqJo7Nqzaxzw2YB4RsMzoiz7xmNPODa+3OmlOHnmJL0vEqvVrKp9TB0l0m/Vz8u0V75CegM6bqu/nzevj/OlV3BwncPjyWeeFheuWmb1vfaG66MsJca+H7ynVNHaXb1mjShmyPb/2C/042Mr10kfQGn4LVy2xI6hUrdHWz5h7fR3d957d5Shznhr8zviiNHfxXf7v2fPbdu/HJesWmHtvPehB+L5TS6MK9b+bL8TTzk51jqodpwya0Zcs2m9WoDGQ6os7oHj+OlTYtFSJeIV110b5y9bHCfNnh6b3XKT4UKJtNKxdft28bFnn4p9P+ofb9E+8clnnR6nzp0V22svec+994z9B/ePy9cvjzfecaPBr9YhteIHn34Qh44YGuudVM/iGjZpGPt+3Dd++PmHscnlTeKZjc6MG36Vfo3q8lKHV6zOw0YOt+dX33w9ympn7NbrrfS60mded47sfjTok1j9gFpx9Phx8fsfx8bipUrGS5peZn3LMV6e5RshPvbUkwYnYJa/YIHYu+876XmedMapsV3XTnH5xrVxnZD2td49rK4tWz0X1+uZ36KftX+5cZ3Bbq10bNDJuO3OO2IDwZV+7d67Z8y7X36DDX0P/I49sX7s9/EAGy88P/dS6zhg8Cf2/OTzz8Tcefcx+PHO+2LB0t/uiQO3/3N5U/vx/OSzT1tfM155ZlyA49yDC/c8eH9c+vPKdDzgnncz58+x6zXXX2fwIY4xILG99f1y6XvQjqXoQ+jKj3379wb0j1WrV4sytxKvv/mm+E6/vrHF44/FWfPmxFvvuD3e3vzO1HcqB3px4GGHGKwmzJga6zY4Ib7Ws3tc++umOGXOzNjj3d6GQ8ulu3RT89vjaeeeZXBatu5ng18ujfPnWr9o9ezwamdr55XXXhOBN/Xt8sZr1peMZXCAn79bJxojC7pWlzd6dNe3e0baNFU6Ci+0aW31v+X22ywNdZdHWYt7SfpktJU+Kyi9iI5vdLX+af7Avdafg74Ykl4G+AZMvByHEc+UvOFX0Ub9Ro4bGbPnzh7bdmqrtuvo6JZ4v15y5SWGX607tLbx8Wr316KkEEbDaCd4X7Vm9Sjnd9Y34B6wgiYdcvQR8ckXn7Xf0FHDI798hfaLLVs/H0f++ENcLH0O8LXWoQdFOZa0tpDnx4M/jcc3ODFOnDrF2uv0Wa9Mjwf9DXCveOmS8fiTG9g93xF34223WP0cN78b+4PRzMefbml9AO0445yzYqt2ba2fBnw6MFaqWiW+2bOH0aKJ06bEGrVrxZNOO9Xo8qr10skTLMnff9C+hx97NIIDzAHQKPLhO2jdM62et7F+2113Rm3V2T3fQtOh+S2eeMzypI4c4b/5jtss77ETx9v3Z5x7dvxyxDexz3t9Y/lKFeMx9eqmlw2t9Xr4lXxrHniA/T75fLDNNY88+XjcK+fe8YlnnkpPX7Rk8fhC29YGh0OOODzWF86Tx2dfDk2v+6VXXG7zWfP77rG+LVG6lOExMAPPoed8c+X1zeK9LR60uYT55MJLL4kHHHpwnLt0oc27xxxfN57V6DzR2DVxzOQJsVS5tPh8uzb27WNPPG56JD7HKzvTu9CiP103hbisBrj5rQJKKgRx8+nxKDDKO2O89rpmVjkYhvW//mKMxN6a0D4eMtgQc50I/xHHHBWr1qphz6SrULWyEc63+/eLr/foFp95/jkbqC+0etEQV2K9yGCnVAYj16FffWlpBn3+mT0zMId987XFQRBBtoMPPzSecPJJVh8mSQDe9KorrUM//+oLQzg6OG+B/NaZjghc5Z43gnhMphCdcZMmGFPChMv75at1/lnXA9VZaeXL2T2El0Hd9KrL45rNstuh2n8+bLAhY+9+Pe151boVse0rbaPcgMdZ82fFdZtTyp4bN69VKToDv3mdwWXIyGE2CfcfNNDyZrBQj1JlysQjjqpj9iuAQ81ataLEp6YEpEcb2BuknEPdGOC0G9jwrUSuNmh0at7aTjyTZAEpJI2fOtnSMQgYyPVOPN6evxk1MhYtXtwGO0SWCaT5PSlm5ONBn1o55EN5P0tBjSu/lRvWxv3E6LV46okIsaefmRD2L1Yknq8JzOOIZ2K89e47Lc1Xo0ZYu9//uF+UmWvVa1wsUKhAfOCR+5Sv2iXC2uPtt0Q0csYPPu5vzxs12bzUoU0sXbaMEV7Kt4Fc+4D4xfBh8eWOHWwQFlJ9IGwoVJImWW8YEm0BxNPPPjOd8TpSeHp03eMs7dyFC+I55zeMhVV/n4CALbjzfJtWBl8Y2NLlyxpT+LPqCVGevfSnuL8YzQ5vvBpXK86ZaSZI6kC/0E/dxCjf/9CDFgcDADPesWsXgwnEpMHpp9o7iATfwYRRD+AHs5i/UEEjjPQfhNTz5uqTJ+9uv7u5EVbiYR5gNvt/8pGlh5CVLFM6Qrx57zievIeQ80xeN0jJsH2XTnYPMwbR5soYBbaSWNhV0o0ITkrkHNu0e8kWBNOlaKltAXuPUqPEzfERTQavd+9mjAHMJjAY9NVQY7DSKpa3tkI/aPPSNatsAp+9aIEm3pzxrb597Jl31O+Qww8z5hf4zlowLx5+1JHxov9ckt53rV9+ycb47J/mW/35BhzgR91pA3X+8JOBVjfoD/EwgWlSSn6wxcP2TJrh3460CYq05EOd91Kdpi+YY4R74sxpcc9cexsNAX7UCaaW/Phhi4Yxyb0zFikmYnMcM2WsmJJ8sXO3znHJ6mVbGAsp/K1danW99OpLY5kKaenxC5ctisVKlrCJ1RU0n33x+aiTK0bLqB+MWk5Nuow7GFxgtmCV8tM1d759jdEAd9cIR2EuXu3xZixcolic8dM8Y+z6Dvgg3vfwg1ZfGK4lK5ZZX44b/2N6n9OeqjWqG8NIu4AT1y+/GSY6lCe++vpr1tZXOnWMWjlbf/Ee+F5x9VWWlm8uFqMLPeIdcOL6Wrc302k//UI8Yxf6w9X7skqNasb4+nhlMi5UZH+DPWkYJ8AKJobxzWKiTLmy6YwzafiBI1xZZILjLEB84fb0C8/FoiWK2/skg0M/w1jzHfWClpx25hn2bG0RPT/znLPtW55nzJ0d60iZ8seJE2yue0STe3HNp8CD9z20yIYhHzZieDocsJXEInyP7HvF2fPnbcEd0YbZM40esJB7+dVO8cPPPo0PiVliPA0e9oX1c526x0Z+9DnMBe8eeKxFar7TOJV0yH6S/EiIwUyz68PvdCwQibBl4UfaEDuhZ2H7/RL5IP7nI2y0r5d5aUQrOIohjrP6uCZPOSmSLsG3I8JP8+ab45Wf5s43UTMKK23avSwXwIeYKI19NCzesY+FdTqu7M3tK4c37E8iykRcfNjhR4S0cuXDuHHjTIQ5SWKgqtWq6mx4ykQ1IpyzzjlbVuE2WBq8QSLqRMSGNQGzXqk0XNFPWLRwkW0F8I4z7TiaKle+PNmkh6OOPtrqPFpbErgFRoycT+LC7HvkkPg5yN14GTFm2ifUs3bIzJ7+L5swTa695nXat9oTL3myAcESQq6Sc+gZceyksRP0HEKJIsUkkpaHSXlHxMdFNbVnkkS9OSXaQkyKsh0wYO/W9q4l+uN7+gBz4vklSl+tdGzhYm/hV5nAxj4nV/pjs2wp4HsBM644l1LjZSG0gGwsYII56HjVDNmCWB5q1qgpnwmr5WWyZEgrXTp06tw1lJWSHfma0yL1CTbneQbelI1TnGWLl5iXy2US26YJFtL8t60gHO2QP7/bb70t3HvPPeFjuR7u3L6jtXvJIukZCGYlipdSvSWyzobbXgk9hVNpZcrZETHEjjzzbt3aDdoO+0miXnwjrJZ/lPky7Zw9zJ4xy3w+YMfh0UceCVddeZU5uUPsTNnUlyuO20qXLBU6depsuNH2pTZhwvjxBke9NrPc+E7B6ZAfE0RMiEiSsQCO4N4bi4P4HsiRTSae5QAN+GOBUtyvic331gimvOyqM7o4fItou8EpJ0nB8MGACP3u5ndRI/uGtD8Kn1F8ZNOJvqPOZUqUNjsY+IbBdwU6RyvkAhnHWPihIVAnfDEgFsWuC+/wfovIfvBng0ILiaU3Sk/ply3pn5KCH/h7QM1a2us/zfJA9E4QabErotBU/+4VXnj+xdBQovDBgweFB+67T/vxUrpW/1IfNBdSdjrUEj3j/wU7GYhaOVpJ3yBCp33Dv/5G25w6Rq33ZeTTAGXRo46sIz8Hr4cKGs/v9u5jW5t4ScWB0wp5Y8QD7S8bN4dJ4yfouj7UrF5dYyuVHxWtd3x92yJk3BYvqu1U0agNGiOYwdfJCVP6NsVB4WkKtin9LDzwot+BDgJjChE7bUYfi20+FHPpAN4BEUTe5SqW17b1HukKm7h2h/YN+KC//KVIuVZbP8CkcqUqLNLU5tQf9SR//IjQq8CC9/R99myyeaG64Bhss8biutXaJsmjcan0xGvOtyt0BtqBnxqUZfNqTICDOTXW07d1hI/Qg5zaWiGuqJyH/SKad4jc1O8jT7ibJSrff1/t/ysN4zKH8ERgltM3jTnRhzNPP0MOEfcJ7V9qZ3jLFhY6HvjhGfLF0IBr99Ly/YPb86OPPkZ08yfDU/p4IQqKKpP+hw7VOfzIUKN6tfDB+++bb6gvtE3dUdsKP0r8P1e6PSO++SYcpi1dg4XoLbQOHMAPCzAl/ug6R2pO2Vf04iM5cFwaalarYThbpmTJcHy9erZVyPY72x/gkm85oZy+UVZS88t7MjQe+s+WH1vwbGngdp7tP7a9cBZIAP9xgkd68IXAlgkK9AS2uugznAayrYACLONTp5vMNxb31n7hpkxYCw836PjqCqPnZ2nrku3S+XPnhFIlSoV+2tosVaJEGCT49tJBiJzSLeIbvsexG448a2nLF59axFkfqx6Mm6KqP2np3x+0TbhKSqbEQZOXaB47WFsgbV/uEMqlpdm31A8bNlY3wfWiJpeGJx97Ihx9xFG2rccWErCAvjHfsxWHKsGuDL/TsWCQQlQJMBN0jo66WFz58uVtr32lCBoTLXoPKNhVEzIBdPZ3TPt3i8IiGsRr5UIZmxPXXH2tdSD7t0wYdB4dpuNqpsvBYLcgxN8khEchLqXYo/2xXCmHS+xHsteHwguqWJxY4Zlhi/Z86qSDHBYJ4di35QpyEBiYAHGOEBxNX/YN+Q4XtJTzi/bM5s2VMpYC7mYJtWvXls7FKtW/kD0zqNnD3EsTCxiW7Ve6TkpDcmDGxJ19LylQSZ8CHZGcYqAgItSP6xZc1f7aChHJFNinT50aalWvYUSLUy+mUSwEgiFCiZX2YmoYXQgPMBsQWQ/sn9MGkCWvBgUBB08ow8JErNIEh4dBdCQI9GX58hXsvkL5coKL7FcIFkzKKIYy8LimPLKqjYKZl4eHQQY0hBjmjLoRComY0Zd4VQV/mOSYWNEheOONN3R+/y3T22l62WXhTekAmKKJ2iG3KSKaUjITIQGSmzbIlbvaDjHF9PBKOWuiryHgeaR8hRIrgZNFML4XNr7A2kkc+OR7hAxAgg0s9S1XdAw6duqkCXKvULd+PTGl1bb0jQijJiQCeAEBMaVbDTbwBz0JnvMXkM0VtU9IjH6UwQSmggGPZ8395CqdMUBe0+RZsny5FIwhYj+O+zE8pP33I7T/e6n0ld547VUjWHgwpW/na68XXMwmAodCM3of4I1N2lImWyxcBh9gNulvFETBEeBOwFQ4oXOXTqGzmCf2dzHe9cnATwxO9E2F8uXDxCmTw/1iEjq2b2/Eesq0qTYRM5YJEGnuV2vyHaI94/YvvywjTUeEe/VN/w8+MIVidFbUZUYPuOr4o9UVWDGB8lxcuAyxAhdKiJhizrt+/fqmf8VCgUkcd/T0F9+hN8FEQMDFMwwTLtXpe8L0adNDpQqVpRgnB056jw7YerUJd+tMCiwSDtQEyHfUH52TVStlf0NX+pNAvYEDY9v6SWVDTDkphMNDLx8dnVUy+U7gW/awVzOGhH+EffPkDa906hAebdFCE8diGYgbGTp17WJ5Q6fQeeHkT0r3RZOBUItxzLjF0RkLBBhY8GLJYin6qY45VA7tyL5n6po/b8rNNe7c0fNYJzzbCz0njSsdNtQigFM4OnkjkMHUgIdMzDDFOhpqOMIztljcxtAiLQLwd4IzL8YDsCgo765Mrsced1x4q3uP0Fg6aNBFFmPAsY7wtdn111kfoUeQJgajsGg5+cDs4LAQI3XQLdwsoCPQ5KImZtvmnT59xJQcGE479TSDRxfhJXMJehvgDSbf4d5mTJ9ukyCwJZRLK6e8pVypd0yqt95yi9E2mPSSpUsZzjDG8KKLrgo0BlhyCgNYgiMoFoNbfMPkmbKDJG/Nmqtw0kZfz9dBA07SMO7A93xyEU+AvvEtDCr5s0hx/T8c+QnIxlSQFmaKMqkruISjr5z5UnjMnMcCEQVl5gYdCw7DxVg1lu7aATVrhYEDB9qCjzGSWwtLYLFE+FRGCzqYGRYwmF7HDocx84KJkoQiMBmqR7ly5cIFjS+kGoY7xpAKhwi00RkucLhzl86hwUkNwnPSszn77LPDSzq8cO2119oYBUbQUoOTxj/0blcEcGyr4MQZIstkRWBy4fgKioEMPFw8gxw4BBIUwuyZs8VpydqZAI0iCcjGe5Rejj6mbhgxfLiU/iYI+VOretJyj4fGghASKbMwmYEsjnSbtVKBYJOGuGkigkweF15woSF07doHhi8+HyKFn6X2HoScIQK0ds3qUK1qNXF00rjXm1VSupFdCeMicRXOCgdCPGrktzbY8VJ3kPIqWLBIAPlZEa/UNwvFmU+ZNDmkla1gEyVtQ7IC40SAUEzXoIAhQimLiZs4CCUrN5gnAgQNJgiGCiU+FMcqVa6sVdr+oVu3bpYGpoJjgj/LqyeKit4HOYUgKIYR+J6JBX8IlEN64gisimGq+qp/KIvyIW7ZmQgVUiul1KoNl+jrRSwJhXWipXy5iqFPn3csT5gKD0wMHjTM7Za2UyYDDWkI+dJncOq4JEcKwyRC/nDMS5YsDg9J2RCpVpvWbQKazQTaALHlewbAXK08CbQDXKMclKsg+LQD4zPEQ9x5RtkTpWKYBWMyFEfdfeXtExJwInAdotVT586dTbn3PLkTx4sgbUi1TJrfIiJI2+hnCDiTOoOaPuG5bJm0MGvG9ND//Q+M2ODtEUVDiDp4Rz4wnlwrlKtg+XDPqvCSiy4WDPJIAetxrWwrCe5FzZsnx4cPPfQQkxx1l7ItK/aSYirAHJgoVnL7CHasZnDfbEykNNWpD1Ioy1/w5ygzsL5Lp6BQVD5Hymi1atQyRmmtpAyMIVbYeOpsKQLXq/fbYc7smZLaSFlW7VgmRWDclfu4FgqFm6+/wRjQ+++73/obfCVwtJd+c5xCwduV+yBQEFT6lD6kvwoWLGhHBFGm5tgpgTKR9iCpq1OnjibPVaHbm28YXGkTKy6u1apUtfHXplVrezZaoXqiGFy2bEXDM6RF1atVN1plrsT1Hcrd+TRpshInn3WCI/jptEQ2JYxeQavMvTTjlXKFxzBwTJw8g8dr5AAP2gCtmztvjqQZ60yxr5ksNZ7X8LzQ751+4YKGjW3xwwTHuOfIPIqCODiDuWFMYnWTccQERN7QImgDEh7ZyzD8I36xJheuMAa5BT8WRqQFZtBexhCTEXSGYO+FI8CbH0dNUxNihuP6WuTto4XHVzrRQf7IB7iCn82l9Coz0uFJKdTXlmJ5duXDu/2kfH/1VVeHG6+/Mdx0442hYcNGNm4Zixz7/EYTJc69COAAdEv2HEwRnTyPkYSDRWpDKUFzImXixIk2cUJbmMhQjochGDlypE1y1JtxyjeHy3IqNO16wRmrvldeeaWUai+2iY+6abBr7GmxqFvgw/hK0xjlSj8DL+gUjBXP5dJkNE2ncW6/9XbRKI0l0QuHAf2Ad+W9tDCUae70eYo09CNzFeUgwYLGQANxFMh4hJ4DV5gWAvMYASXN0pL+YkIBq8ko97dq3coMoTFGgQG4AMygdcADyQpMHcqdBOZg4ulv0kP/ixQuYpLlPhrD1AlpFfWjXK7MXwV06o5dA/D3hx9GB7l1CBddcJEpyZYvl5L6cziBfH1nggXBrmIqrPIiEL8Laujv4nQSwAyxNGp8vimjsd91+lln2t4+uhDs+bEnd9AhB0cdqYpzZNCK/SP2VfeRsZqzzzvXFBNR8mLviH3nKdOnWRrS8fO9yLf7vmt7dQ88/FDEwMvocWNtX5HyeCYtZeqIT7zkskttr5T6HCqlmLvvuzc9H/QEKLualCAp/63evezb86SEimLPyVISanRB4zhhyuTYvedbsbCUQ2++7VZTXKKe5SpWiJ27vmrfoIwm9+QyXlMvuiGvTl1QHNszSuPdDBCh6HS1lMh0ntkUUBdqn4w49p/ZyeInMatdn2j5ZCyu/bsbpeiGT5TOr3aJlaRoirIq6SZOnmRKrrUPrB0nSAfEv+fqClXcYxyJ/e7/CA4YKzvt9NMifTR56hQzkqJjgHGM4DdHimhztVdXUPv1kjCZUTO+l5a09mjzxnPOPSd26NQxtnu5XXz7nT7p76l7sv700aefDY57584VTz711LhQhp2IY/+QvfSzlA/7svQROFFTCpMlSpWMTzzVMl7Q5KKorbB4rHQbdJw3XW/mrLPPSoeNTv5YGuCD/g3ta3LJxbZ3j+E06sx+r6wHmg5KN+mGYEjtOenufD38G3ufNArjdceYG+1Ep4E9Ttk6sP3fd9/rFydNmxrBCfaDaQd1/1r9AI5ceHETe2Y/FAVM+hscQ9HvpltvUV1z2r58l9e6WjrHY/aQfQ+1hnRlylUoH5+TXtFlUrAEBpKYWL9SvwOkL6KVTWzx6COx19u9rE8GfDjA+hXDcDraG2VjJV4uBeL+ggF5+489aHQG2OstK30gHe+M7Tt3sv1r+uOoY4+JPwjW9APfMn4aCj9OOKlB+jihzvzIgyt5gvtHHn1U7CS8vO/BB2wPuPFFF5qRIfZoxTxstT87fvz4qFNcLKriV1+lfNpggIyAP5lSpUqZQbWhX34RGZfoY4ybMN7KO7ZeXcuf8U5/tGrbxnRnqAvpCu5fKN55911GUz769JNYU/Bi/KPLgTI3StsojrIXjRLmHTLcJhprY5c+SOpQePvATcpDJwC64H1117332LfUgf1+2kxe5zQ8z/RTUEBEmbaiDFehlH6hcBP9G9dduVp6aEWKFbO2oe8DvvIDlxm3lG+G7gTj3u++Y3mjGwbMecePftCR93j0ccdKXyu/7a9D32ifJoLYpEkTgz8K3ddcc43BHBhr9RwHDx4cNUHEF1980Ywg0VcLZNCJAF0AjxiH0GBvM/A5tm5dqzf4gS4IP9en8Xoxzt1Qk07XRTE3URKIeMstt6T3OXXQCSbTydNkZUaudMrJ6ijmwurhxpnAITGm8cQTTzTDWxiwYp4Rc5KuV2Yf6J/hm67AEnyGVoMHwIWxgHI9+mLjRTepL+MXen2+FDaBN3Eo5TJeUcj9YthXNgfRx7S/g2i5bApFV9JdINp9wy032/wxeOiQ9L7x/nQazFxw0MEHx8rSFZEE0OrHGD5Mc5G2kmxe+G7099bP94pudOnSJWo7LYohix06dDCDX7JBZPDhkARBTITBjfEkKU/USTKLp2wdM7axAf2ClqHXwlxL/anztFkzrR+ZC3lmrKH/AV1jvBx11FFRJ3IsP/9Hn3FoY1eGPR9WMA5jyz84Jrgj54g5BglXzNEvji7C2RynvS72LqdOm2acK1smZcuWDZ9//rkd06xWvbrEfItti4RjWIcefpgkFhN1HHWY2ciorBXn2Vo1sjqA+4MT30uGhuCg2GdEtIadBMr6btQoHS0cprSFQmutehEtsTqrri2Eiy+5JHz/3XeBY4ykZQVx7bXNjGMnzyqVq9hRQFZQHF+8/IorjAtE6oGIk284LlW3bl0d4asV6hxVx46Pfaj9PS3Jwr333htObHCiuMHV4QuJhpdLHwEuVERSK4fcYbzsR7Ci5RmRLxzi1ClTzGQu4tq0tDTj6NVh6UaUgBucL9z6AdpqgVvlyCzXl9q9JBFXedsvpjy4+RIlSxps2VaCRUV0hViS1RArcbh8XDiL4bHVIcfzrrrqKrNBQrurSeSPidvjjqsb5CwsFFc9kZjQJrZ6Djv0sHC8/LLM1LE5tpZYgcA5p6WV0cpB+8OSEtFH2WCP9W++dB04UkUf7a90rAiwS/GxRHuI74lDopBDInzEzujSTBFMqAv9lSb4Xan6UYYc2IUDJS0qpTi4cTjmUepvpBDgEHVh64b6sypg+6V8+fKhjESyJ+nIMqtljm9yVIujVtX1DbAAJr4Fxnl1/goXKWw4vUrtPuigg8JhOhaNCJh74IkUhZUSx1ZZSbB/T6BfOZNeVL8DVUaa+nTMmDH2DauzokWLBI7aXqWVHasYROCIulkFsRqhr0/WsWYkLBgcom/AN7ZEkLqhG3DDDTfaSm6A/LuAk8CPPIE9uh9nnHmG5cOq8LTTTjM40x+Ix1lRieCYpJAxyj1j7Sodeebod8Pzzgs1atY0PHr77bfNBwW496yyxT9HAAAgAElEQVSODDK20R/giCQBqRv9AAxLCqeBK6vTSy+7THAoaWO2csVKW1bGKdPL4DY/cHXmzJm2F8836CIAT+gJ46Nx48YGt4HaY2ZbkrFWVuJcVtiXX36F2p9mdSMPcPb88xsZHaKfGpx0kplwZpyDRzdo9VynzlG22kLMC7ygKfQ5KzDywJ4K8eA6cLI2JsYPuE6fIDYHZ6lj9hx7Wf9XqlTZpLNi/MPdd98jidkqwxXgybbpF199aWJqjH+xuuzQoWP4WjSKVbWYV223ztEq/wbDYwOs/qGfAi5iC6h48RJhnFa0jEeOXLIyn6cjx9BKbBCwEmYLEckb4566nnjCieGdd/oY3WVcSJneaO3UqVNtLJKO1S3jh/6AToG7SJBITwCOSFPIT5OhpKPVDS5I5zhKiqT5Sm2JgnfQYcYFUh3uNwuPEfuziicAW8rQycFQT/MBOA38mTs4MnqIxj30hXmE8sG12267zegcUizwnL668MILrZyePXsaXUGCdY7mBsYbK3Z0AciDscT2LtK54SNG2LhBio60mC0gxmRhGd1D54g+RZq8WMbHoCmFtJXN9i+0qLrajL4DR7KBGZIREXs7Vs32AnSN+k0X7tO/wIJ0NWvVtCPVSINNAiXYUCckn+UrlLd0SHCQ6rN91VbHaTkyy1YncwU06x0dHadvz9OY5FuOkDNGMFMAvNDJqKmxyphh7HHsHDhQPlsk9BFjk3mDdNg/erfPu3bUFakQ/fOJ6DA4SZlIdOiDEYIXkiAkRmnKBxpEuQT6gXukXcwtqa17e5W1f0LCrQIcrgft49otHBSBKxyac7Bwt66dDNdIPJwuV+J9peDp/UpauF+ucOfc887zcE6Zd8n8/Hs/8sazlwH37Ssu4ijf82MFTZ6UQzyrbM8r49Xr4mUn60JauEYRX/MoyZVn515ZlcBREod0gCs/4lmZJlfSSBl4x4rc0yWvpEW64b/kO7/naK7fUwZpZVgmPY7VLvnwjnRiEOw4r5dNnK/oyYu0SFmS+fINP28jMHCY0DcOY5ckJeHpKyJP7/BziQ9t9zp5OyjH6+tx1Is6kdbjSIdUhmfik20ivdc32RbSoM2dxB/qlMSd5MrR25rEJcdHVgPe1uQ3/t5XSQ4fT4v5ZK8r9w7/jG32dtIW7pNt8rySZXi5ybqkNNd/O5Hg33FNjgFWMsSB+54Pz4wjYOVpDaZa3XiAHmgx4I/pq1kinHZwz0rUA2MmWQ9gn4Ql72gD8cm6UAfwCHgS77hFeh/39BPPfhTWv0dy4HQiWbbjAe+JJz0/hyvfeN68p2xOn9hx+g3r0k9ijBozOmr/36QlpLP2KC39a0fEde8B6CVpDG8ow+vOc8af15NxQ5gxY0a6SQBfaYrhSjc5TZ+Iuba03NNP9IEWE4ZLDhe/Uh6reI66e1xGXCCeurO6TfZt0rOvJiYr0yUS9rDln+MA37vUw99TP/+GOhI8L6uzviGQjrtk/7h01OmP0xrvb2ALPiXhS1scfzzeYeySdv8e2Hje3DMGnLZAb8FnH8/QGh/H0F4f27yHLpPepXjKygL9RvArbSTQbx43N+FmA9PtpEj+kmM+Gc89OEsbbUwk8BAT5gQvj/vkWOY5KwHudpuBRjkCwWx4Iw259EVyAgNwANSJuPs/cCD7ROITMe+9M8iPeIDOPd/IOpndM/H4RO3pkhOMp3PiS5qMkw9x/vN3XjaTKAjg33kd/L3HQyCSDAD5eNtIwz1pvByuyTy8fnxHmbz3smiPw8XzcIT0/MjfYevw4Bhfsk7JexDf8/I8vDyevTzyok4Og2SbSEeZGevigwrY+71/xzVZjvvDIC9g4O8y1o0yeOfvyZeyPY6r14N8vDxvG233unic9xHf0hf+vb/nSvsdV3k2plnw4B4YUU4yX+6TbfK+ID3lOVwd3x0HeOZb0hOceNqD/jG+mCAguoyzJHOvFYUns3Y4gaLMJPPKM7BxXOPZcYJvvD3AwXGQe7bhSOs/2pxsI/HAkPqTngAB8rpCI3wS411G/wwuhicNkwv5kX+ynk5LwAuHt/cLZXo7gbHXkyvtcxgn4x1fkulpl6elHMp3+HhdfIz5lTwdV4mDUHOk+dzGjew4KNCAaPfr/0E8+LBD7X0SJ/jeAzBjsiSONNSHtnl7iXd8S44tj+fKL2NwuuwTd8b3yYmMPvD6eZslfYmtte1zpraZkzQlCTvKdZgk83c8ps99ruA9dfF6JbfVvY6eFtzwe2MahP8+0TmjAdz8nrypi/djEn7gt/cVcPQx6HDL2G5vj7/n6njIPe+9b8AT6/8t+Ef5Dj/qwM/zcbzl2emBvyN/4EKb6AvGkLeXZ+IJxCXbLH0Ii+ef5+VjgrFE3bztPnbpv2R7vL7QGS+fcijXQ5LueNyfvW6TsUgW5hwxBRjx0xUEpIEMYK+wdwLx3NO5Tsw8jmuyE7j373kHgMiT+2Q8eTliOMI7AHlHeuL51p89D+pAfbyTt5V/sk58R3ry4+rpeaZ+yXyoo3co77weTrD82dN4m7w8nimDn3/PN95W3nv5Xi7vkz/PmzjPl28cTlwdwYj3QelXvkvCzPs2mR/3fEv+yfKoH3HUP5lHsq7J/CiTdN5WvvX75DcOJ+ru+SbjqI/nS708TTI9efMjLfGeP/e0gSvv+FF/T+t5Ee918z7ydzz7t/6d5089PR33yTpxnwyMJycsToh57wPcCQ1XJ8CU6/l7HRxfvF4OG94T533tV/8u+Qwc/XvuSeN4w73jtG5tgvR680xwQpl6Sv33SSU5uZGXw4w8k3DjnT9zn8Q16kZ/+Lc8O054+3nndfdvvd7k57/kpOPlOT44TDzvjPVgT/+u+++1/W3shmDzAgNoo8eNtdV+Mj15J4k3E4nXwa8OY+rtbfN3xPl7z9dX8sDbJx/yJSQnKtJ5Wn8PXnnetJPVr6zGRm1LxR/G/mC46nDwujiuOVxpDz9neB1XKZ86JZ997iDO431iJb0Hn298DHhaf5989v6hfl5HrzNtS/Zbxr738UybSAcOZYQ733i+9J/n4eX61eHocOHZ33n+nsaZDYPllr5iTHv/JMcHcd5fXH0MAQsYM8rzPuGaLN/HL+UlYeJzJXSB4H3n/UM5TmsswS74l408dmYzJWUlfWe+2LVp2S/PLHBEiBMG7IUJWe0UCD4z+Ja4rATy4HQHTrYIaLqzj+f12hX5C6HtaBZ5okeRTft8XncvhzqwB+lHoSjXzmlrv4wTF35s0duarLOQznQAhIDm1MrTJK+kZx+Q8tAT8OOqWW2fRo3Vjzaib8LJD9pop0T+QN9QH75lr9Lb5N9Tf+pHGscB4vye9OyZov9AOhHIrdrFd1ltH+XtKKR08XeUAk3vlNY8qURobA+Uvmaoct7e25gxF/ag0cPISgAGwIkAjnPPnjH9BBzR7XGSIYJk6YApAd2KzMLOjD7aCb4QRKStXMfDzMr5s+8ZG+7SmnFH2KoOaqOIsO2Da8Kz9+xL59KP8QIeE9IhkWywIpOPlnAn/6Xnu53vvG+281pw1AkYtYs20Q5Oq9BefFr8Edhuq/xkmZnhQDLttuqY6ffb+ui/KG5b8NuZ6meGP9DCHQX0af6OkBo5f0dJf1MZEEKYCj/axtFSO8aooQ7hzWrgWA9EnsAEx/EmJ8a7In/yhUBBzCFyGD8Sp5piMFQS7YLgQvSdqYDgUwcmW9ISsIXgAWTDoZwHjlZS14I6eipRuDEOvKNttIn05E+eBJSjdlVASRJGhboyWREgcAQn4PawnX/0L/AhOHMHMafO/FC8tHdiJIGT39tVbUqfNNS2zIicffwP/AMeWsVZyUxaTGBaXZhyHspr9At9xY/g9xzFzWogL4creXHvzB/j6O8MtNMnd8rNbNL5O+oGYYa5QuEN5UN+3AMbZyq2Ww+hY1Ynlu3m/Qdf+CKFusKkMpa4/htg+websDvZfwEEdlpi8U8T48wGgK/2kFQgSWCi8RMuEGiflP503yRWZUxcED8maYiLr4T/dN76EIYCmwzkjVbvtog5DAftoy3OXDDh0na0kOfJbod5zlRdp0k7umKFilYl6glMWJmQnkkD4zEEvvOVPWWTF30NY7YVwdw5AZflvdU/1Yn6s9qlfUyiuF8HjhJVpvfVVt8kHmDqgHMykB9azeSRDEySwIgfRsuwq2CWC7fYAAAfXAuatoJbfzV+Z6xjsr7cw/ThidHrQxz1xIYLHkSTdQYH0MSn7QSJxk3SZQ9Z+OdjDFjDkHKygMBpAk4BOYz+jMRiZ6tFWV4O33pbdzafP5reFw0uhfHvrA5CLzxsesC4EiszZ2CJT5dIbW9p+dvnns0uvXrfbC9T71t/nz7Os8BcJMvMmL+X49dkWo9LXjP7Ppn2n7jfXrf+0br8xd2fvujdXn3+6vHj5f7PSSw4ckVwBIapgADz80nEG/9nrkxiHiDkgwYPMm+MTHZMzFkNiCQJHLOFKSBgWdOlIVwpixU/TAX1gbAxedJ2JBolipe0NIiPnanAK6gZzRJTQYCpQHLAZMu33MPEkBeSA5iP5MqVfH2FbBn8yX8Y9qL+MBXD5EWUY3Y+2TqTtKOs3UQzDBGMCPU2S31bmAriYJoIWA/1leSMGTPkvfJ9k+j45JEkYsnJa0fl/9XvXHpD3WAiCPQPq0qYIuoOsww+EyAU4DoGb7K6DUJ+lMuWGoG8OSrI5MPRzJk6xvl3B+rDJJ9xov876kHZ/NKDZhUMSm22fvjVjmEiJaNPgJH3XXr6f+DG67y9a8YqQTP+CdhmrMfu510DAR8r27vumlIyz+V/jrGgyWwHsJJz8T+rdJ9MMgfJjlNAbJm85s6dI5e9LWSy9tTw4gsv7PijnXiLCPyxxx+Tb5RDzewqn2K9jTYwYbq4G4KGFUSfVJlscEMuAyxyi/6MmXHFfgSByRdzunxDgMmAgYCoyDiLbXWYRUXFGZEUoSQwefsEZhbtJEnJasBSHRKVW269VW7rT7Lz+uRJHV16sqMyYJYI1J0fDJBLVGDsYE6cIYLQ064vvvwi4NK5UaPz7Bw92wqErSYNPe8qHLHM/+Q/JF8EdCtgvjCTnAwwgjDL4IMzzxnbkUz/Z+7djL8URo3x7Nq1q7nBxtXzPxF8kvy7JkDKScKUey8b3MLEPdYpfbcamoBvFLNE/E8AaCfKdJxJfkLbYKz/DfifrNfu+/9eCPzPMRZMzOx7MulAhHd1YHXNZF6yZCkzNIJxKCc6rCqzGpBEXHzxxfLtUEmTZMpXAXkiCvcJE6aASZO9byZVjN5A9OvVrWe+IobKuNZTMqF8jBwHvfHG6zb5wmiRlgkcU+tIJTCV2+rFVrbaJS/a5tIEykS3AgkKUpGBnwwM7du/QnSWwoKfFphE5VQxZLlk0plJjMCKj+2YzAKMg+sBOJF0homVPXWljb7VQ7swgnWkDO8QYMCcgCYnj8zK/bveYxTJFTYx9uOTKubFaS8Gw56RQ7Fvv/3Wtt+QmhHYrnD9mqzUFUNXBIwPAU8CBpAwtrQrJH6W4Z/893f0l4/lbVUx4zuYXGd0t5V+m3FZlaVvM9Odi/Rxw1fbu9+5HHen/rdAwOnF9q5/Vz3/5xgLF2l/Igt/iJL5MWllJApZATCa1ExmVatUNSttWONjsmNSzmpgqwCb96XlcIdJxgc+BAzFSiZMGADftqA8LFDKrK6sx/UM3476Nrz33vsB66H5JB3oqtUm31E3JnVgQcBnQB85CmJFv1bMmGuEw7RgGZGArgfxWAX9QE6oXnkl64xFMflFIVStWtUmTaxsUibeWf9IAD5D5amQ4G3x+sI40U7qDANBAF5IW46UQ6XcuVIeS33C5L0zGdzvShwhvz8b9toifv9VzCPWJgmskMEFGSQSg9c+9OjRw+JhoLGeR+A+q6FgwYKWhRMmGJny5cubpdKs5v3f8v22GJhkHPjqeIMDKraofJzqFUoX/9rg/Up90+u8pbbJNv5rG7C7Yv8VENhpShQTW47/xhbiuOvHCePDfQ/cLxPgrcPBMl2LOd8cqreN+Wx/9ISDCzq3biVOtzAXjDvyFXJWxrYI5o+ZhDeJ2cClOEdyUeLa9vVXcwUPR8dBuozX/Pm0ZSH3n4vkbKpUmdKaDGWyWc84l8mrFSw5w9S4djf3SC8wR1tJ5pYJbCngbAYXwLiCRgrCNkFqUv8lvP/he3Ke1Fem1g8J3w4fGfLkzaM8NwVZpJCrd+lW5GSl+ktYifKjJrSChfaTROSWcMvNN4b4h+FnVfndPx2BN+kLonxMX3MMmPojjUHagFh5R4FJddyPP9oqWn47LGl25UHYqO9/UV57S6oB8wB8kWBtlnQGh05r18lkbU7hgn6aGgyuBku1Wf4gFFLmernbfthx/bb/nbZeQEDGTyYTD+1BibNXr15m7vcYmR5HWsBh2AMPrCXz6R/KDHopeWCUYnJunQ7KvXdYsWqZbZPRrqyEvbLjolv6SDKdv7fwgLw3/bIxzFswN2Tfe6fJRVaq8q/91iV7VHCnyeFOf/DXgwGGgnGXkdH460veXcL/KgR+RylY4bMH7SJq7J8jWkfMWrFSxXBuo4ba481lttgBSvHixbQ63CDX2D3MD8gJJ54Yjq9/vNlVRwERhbmCsoVfQ34cTj/jdMsnf74CoVv3buZX4M033wyTZW/+kUcfNXvq7L/3fKun+R7Iqy0NxPnHHnesBvAeJuJmVcmRLyYhpARvv93HbNyzssIGOnVvoq2EcePGhZe1wsaefd26deU34VCtXHOFt3q/FaZMnmQi/muvvUYuu/OKXP8ahmgVvEx5VKhYIfTs2UsubJeF4+oeGy66sIkNONwL59GKV05uwifaFli3Ri515ecBPY7NmtxXSCqwrybw5WI2RkhMPUguqwvLj8RFF14U5ERJnuf2kC+JRbJRPzCULV8uvNrp1VCpSiXztvfTogVh/dr1Qc6/zCUyXlQXL1kUKlWrFDb8on12tXWfffOE9Uwk8sCXTe33gP8WiEJSWsIKtpds72PH/pFHW9iqPXW65JcwdcbU0F2wv67ZteHdvv3CMPn9CGIWNijvHNlzijlihZ9bEPlVrpV/DkXliVOmd8KM2TNMb6VM2TImafhxwo/y7jkrHHLooaF1q9a22sdXxXnnnmfwwoU1Lo3HjP3B7NRPnjQllBajVPfYuuHww+qktnZyZDddgVelF4KiKltYt912m7XHt32Y+JFE0NdITB5++CHz+/Fy+3Ym0blafT5fNv0HffqpfMU0lEfGAsY0fDd6VPhOfkSub3adPFJuUL+N12SZM0yaNin0fvdt+dOYZL4SrrxK/h32kptrtTvHHjnCnPmzwxfChZXyD4ES42WXXRYKFywcVqxeYR4gh335tXxBzLfTEU2bXmbd8PPPMH1yZ64tGMfP774bZTb6lwin8Jp69jln2xYQDNtqMYkoQ5I/PlPQAVm2dJl5Jj3k4EPC4pWLwwfvfxCuv+568w3Q570+li9+a36Va/ZNcVMYPWa0+ZZg9bxq9crwvZ7Hjhlr2yj4cTj99NNMPwZ/LXPnzZUHyREmtflaCrNDPh8aZGkx1K9X396VLFHSXEcjmfpK/nzQqzn+hONNXwUPuHvsmc2228qklTbYrlz5s/lUcCaQdkAvoB3/9HaJj4s/e93Rqn1H79LL2x7j4ExlesJt32Q2uf+hOmw7661it5XPtuK2+mg7Dzvz3c6k3U5x/2j09rr3H63Uv7BwFsxbBQgDRIJVJIQC5yccM5O3vDBLYtg8ufcxQn3FFZeHh0Tkc+t5lYg+RHzoF0ODPI6K+ARNaI+Ez4Z8HuRJUU5+9g933HlnuO/++6VJ/Ws46+wzQ9NLLzam4Ztvvk4RPonwR2kywMHQfoUKGgOzWi7Q/yNnTZMmT7Y8WeGypmTSk1liuehtYgqL9U88QSvOPaT0+HhYvmqFHM3UkA7BpiAPcDa5y46/Vlt7i1GoG8aNHxcqV6scnnjsCTkluzysWr8yfDt6ZLjm6mvkWvbC8IJ0DtgamD5zWrj66qu1uv9AJcpld8484cU2rcJjjzxqrnJPUJlo4a8WUd8gxgqmYtacWeHWW28LX2piSitXNjzz1NNBXgC16s8uxznDw6GaNK64/MrQ7JpmYc7c2Zr8e4WlK5aISZtmipqHS2Gz/gn15JSooE53rJWDM50A2WOvkFMTvrwyiHlIMRScDPETKEzA6EswwSA9+e77UeEkORu66+7moazqcOCBB5k0gO0QJj6UO8uKOahz5FHqX7kdFtzyyXESK/wNm9dJf4QypMOhibZIoSJh1tyZ4bU3u5rL4ptvutlwZdjwYcYwnXXm2eaoTbZDjZG77NKmoesbXS1N3n3yhvYdXwnPPPtsqFi5Urjq2ivDArkkfu21121rJpeYF0ljpePxohwvLTNce+H5582FszMVfhKGDLHnUUuOrZiIl8s1O99UqVolTBXsLm96uSbhZjZZg3tDvxxqzqPubn53kMdTc6SEs6JNG9eHTp27mJgomybLp9Q/xx9/QlixVidV9sgevv/x+3DPvfeG3PvkDkWKFwnTZ0wPDRo0CDPnzwzzf5ov50jnGv4eeNCB5uzJnNWJ4aXvN/2q7TbBkp7o1KWTMblFxXQfWefI8I2crTGJD/tmmI2dq666Opx80inmkhqc/WH0GOFC71Cvbv0w4KMPLT+O4OJ8CIdK9B1bQPMFvzub3xWqV60eps2YZgwc+NPikUfEYL8dqtWoJodI5QyGF8lBGm68p0yfHP5z6X/CBRdcIBfUN0jaM87af8rJJ4d2Ys5KyCEWk9k3I74R7t6q9m22k06HHXKYuQjn3er1P0tykTP9KDCOmgi+HeCLEGc07OXuf1tDYPeMtDU8dj/9b0NAhGOrIIYi/dltwePOVQQ93iQ3shglxuVs8ZIl5YY6nzncwdEJ7oJxPY6DF1yNp5UrF9vKBTdujHHligvgQoX3N0dCuEzH1fF1N91o792RzEVyQVxLbsJxCoRLdVwk55QL4GY33mDlEu8Og8gX17m4SKZOOKZxhzK4wc4nd7xfyY0273DAMuqH0bFClYpx4NCPZed/bTzngjNj+Spput8QZy6cER95qkXMu9++ccyUsYrbGBevXhyLlS4Wr76xWfxpxeI4YcbkWKZCWvzk88HpTplweIOb6iZyTIQjGMz9FitZwlzZUi5ubWmzO/ZpdkMzud0O8cNP+6teG+33/dhRyqNo7Ppml/S4pasWx9oHHyCX7ufJiczauGqdfFoojm9kbNzM8mKm1U21Sv8i3ZQtcYPl1ryh3IDnkmvzW+QGnveSesROXTrGxk0axfmL5lpe9zxwV8yec8/0ciln3sLZcd3mNelxlEncoUccIve7p1j8mg2r4mMtH4k58+wdR3z3TeR52uwpscYB1QSLCy3NqB9GyK1x9a3aunr9SrmDH2/1+V79gZt3d49OHZvLNbYm43TTuJirpd68w3wtZppPP+v0WO/EeipDprlXy9eJ/nq/2zuKL5Cr5K/teeXalfHm22+WG/e94/gpuObeHPsN6Gewn798fly6Vrjyy+r4Ru835AI7d+z4Rkfr89qH1Y7nXXRenDxncpy3bF5s/1p7uVIOsU3HNvHDzz+Me+XaM46fOsHcVw8bMdzwDRzAqDn9jeMicBmXxnffd6/F4dwIF9il08rE4+qn6v3ViK9igUIFYovHWsjJ13L176o456e5sVrNalFMr8UtWbkknnzayfGcRueo75eqDJz7bY49+/SQq++csXuvN/WEu+dXYv6C+dT2L9P7rf/H78spVvF430P3WBpwC7yjr5asxHnaxnj5VZfFQw4/KB0Xmt1wTbzksiZxk8bDpGnjNX7yxqefbyn4jbP09OVJp54oE8e/ORTD/DAmhzEtrUWIILA7ZBUC0hHTOmH7v6zmv/v73RD4OyDwO4kFCmCINgmIdVGQwwUyrl77aNths5Thhknxr+nlTW2DsXWrVrbaZAvi/PMbm0h+usTaWHSUc5pwn1aAzz33nFaXVcOpcvm8aOEiE5+v0353A4l2UVRka4UjkL179zardqxcn3r6abPlcIlWWydrdUVA3MzePKGo3MmybfHcs0+Ho+WCeZSOWuKCmVX7IklYVq1aLmnCakvLEb4Dah0QBgzoL6nBweEDSSEmT5xs71atXRmK7V9c7pBlW0FSmoKSuOhUuq3G8hfIr1X2fInm99BqeHRYLnF1LblXx2Ilq39cVmfTFgfH8mhDIWnmf/nVV6Fypcqhx1s9rP5FpazIe8J+yju7vsGFOytDwrRpU7X6XhLOl2SH7RYCWwhIjFBE3VMzQm6dniBug1bcq1en0nBsk58H9uRRxEQPo65Oh7z66qvmJriTXDqz8p8wcaJ0JG4Jnw0eIlfaDUP9+vVD1y6vyaz2L+ZufvjI4WG1RPqNGjYONarVDLUEL1wKf/f9d6FI4aIS/Re20yMbN8uyaY6cIS0tzcTe7PXzXKZUGW1RFDE3youXLjYcmj5tRqgp6dF6rZw3SYSfc+9c2u4qa1VG4XSd2otEzMWjnDzg9ANbOX6qA0VZ7lHIpP+xp+EnIdZLb4SAq2UJCgxXcfHMlhXbLps2y7WxvkPytWkjdjpyhVnTZ4R9cu5r/Ys785ySCOD6eb2kNRMnTLStuq6vdg3PPv2sKYDKm6X1F6ckqlerHg6qdXBoqRM3bDdggRFJD30FPlDWsGFfmzTlKG3hEXBzXLhwEXM5PkpbZPQx3/76y69Kt1T2Kfa0/i2mkzpsl8yfJ7se2vPOnze/wWHNallaldSAfX223s5RGtyAM96A6bcjvzXT6OgSIRkjnNTgJNPB+WLoF4YzteTymQD+kS/fYZ9i4U8L5Yq+gL27+567JfF7TPBdLdfP76n/Vsl9edVQqUJKb0dznX2zT+68BmeUYxmLSC+QWAAHpxuW4e5/uyGwGwL/byHwOwnX4OIAABMGSURBVB0LIAHR4KgmP5TfIGLnnHNOeKXDy6ZLMV3Ghu66667wvbY/OFlQ+8ADTXMcZcYcOfbWfmxKS/3Gm24K+xfa3yZ7jgk68YXpyJMnr/boZxvgYWY4FVBEYu598+4bbtPRSQiyB5gFCB7EixA10UPUh4pwcgSy5ZMtw6liPl6QWB1xL9sIhDzySU+A8EOs33nnnfDppwPDOeedaYqOw4ePCEvE6OQvm8+IO4R5LzEK+h/y7L1P2LhuY9i/YKGQf5984YfvxoiBksKmmAQYC2C0cY8NVgbKm+h9rN20Vicy3tPkPVgi9uPtyB6TiQcYBWwQAAsYhpU/rxQxluluGd0ZIXH50UcdYyL34kWLa+LbbGmt/poIrG6CU64cKSaMI6MEdFJKFC+Zbh7bIvWPkxAc6fxu1Hc2McFcte/QPiwV81GsWGHr144dOlmfIO4/RBPTggU/aRulQRgv5Vd0NjiiWlHMmwd0IHLslTq9AdMoUYIxXvsX3N/26LG5gDh8PzENMAfrpEQ6Y8bMcOQRR0pfY03YlE3M0iYmyI12gqFA/v3s+KTrh+RX/kyiMHJs73iAufXtEeIol/wK7VfIkowZO8au4BH9wLYQk/zeghV1RteE/uc92xZw0znUvtzSuWE7K6e2kzasFfMjxu0onR65/94HbOtJkpJwrbYtpNVj+b/f/73Q8onnwutdXwuviXH7VP186CGHKm/hjMojrJX9iV/EfKGvQICpo2wYHbbY0KUoIt2b7NIvQeEWphHGh20UnlG4BcfoLyZsJmsm8BRDt7d0Vr43PQpwCWNhwBsdFP8G+MHAwXRvQudBjOxSlckW58QJE6QTVVwwUovEnGDoabXypx/QZXn0kceMmT2v4bmm9Dtx4iQxKSmmPpeUomG+CZQBbtAvMHnUATj7logl2v1vNwR2Q+D/LQR+J7FgwmR1BvEgwFywl3rCCSeEalWqh4dlFKqg3hcVcbzkkktMibPdSy+Fyy67TMRwH7NFwIqMyaJ79+42cTGREsgbQst1zZpVRnA3bpIPBKXlzD4TNMQPpoKVpwcIM7odEElOeCxbtjxM1Up/rCaUxhc0DpOmTLIVNowDio5uwnvcuB8tC5TRhg4ZIunJ3eHBhx+UZKWRmZGGUalQtqJNIkhnNmlljA0BAozLWk02rCoJKCZulLb8Rx9+aGVQRwg2eihLZPUQacHHH30U7rvnHuk33B2uufbaUE0KqyVKlAyFxJzAdJUtW8EU91hxLl8hLX5JIepoD57Q861etrKHqSCwQmR1vkI6IzAVSCs2bUpNtjAVS5amVvXFi5ewFf1H2psnPRMEe/LAeeSIEaFylcomeUIy1LDh+VLavC6cc/a54bTTTw9HHS09iw0bTb8E5gslvltvvzV0e7ObdCFek/JrO/VFXltlLxQDtmLFSlvtIm1hgiIU23JFSZDJDj0YmCb6ieOuSKtYISNFyJ1zH5M6IHmYJSuOwGBfrZwJSKxQwmTyZfJH2RSGEtzBvgVtInCyZaXqQf/AQJA3UiTN7eFHnRYhIKlC2RhGwid4Ju81a342/ZXFyxeLgcweRmuSBgcOElMFnlfQ6rx7tx5h0dJF9j679ldQGiaMGDVcDEo+a88ngz4VDkgRdupUewdTAbzBlcMk5ckjWLwrXCTAINBecLFsWlmbgOlPpENYy0SCQdkwGDCB1apXM5sU4GGapELYlYCZo38ISHoYZ3wDA3HMsccIp1bp+OlbJjly5UkkbSVKlrAxtp+kEuBp1WrVLC/0nIANTAxMBbh10oknmx5Hp06dLB0SKqSCML+MP/rjV53ogWEEZsQxrqAVSD8ITjPsYfe/3RDYDYH/txD4HWMBQWMFAvHgxAMEjZUIzAVKgUuXLJUiWj2t8vYOR4iIooW/Qun2F4HBIh0ZXizFsQMOqBXatWkTBmoiXq1J4aMPB4TZM2eEAnKUNFdKoIRSEn2TD9/w7d3Nm2vVvCCcoS0TTiuM+WG0fbdBBGzSxAmWLrtWZ/tLYjBm9PfaBpG4WpM/eewjIlmqZElbiZYvmyYiXi50ePmV8IgUTAfJpsVUFEA1L6P1PmHClDBu7Dgj7q3btlYbN9uJFoilmqktnj20MhyjdksxVRrwGyRGP/fcc0NlKc090uKR8JwMFI2QUuC7UpibPXtmGCsN/5GSOCzUJMAWzzdffRXe79cvfCFmZpUmuE4d26vu2cIInbDJrkl3+VJJPfIX0gkQbQWUSgvHHVtXK+A3QpdOXUOf3n1Ci4da6OTKlPD5oKFhwPsD9O0eofWLbcOVl19htihUQ5uwuCIiZ9X4YqtWoWnTpqr3WJtEXn/99TBZbWaiYGLjVAUrTLYayK/AvgXCj2PG26TNc87suWw1nV0TLs9IUcKvTKuqua4wBqtWyEHZJinzrVwTpk6aahP4jKkzrB3z584PK5eLoZFiJfdnnX6W1affu++FW2+6LQz5bIgm7TdDq9atbAKbM2cO1dfpodR2FfYTUBKGkZiiehNgVDw4s1ixfHlTdr3u2mahXduXwrTJU8NGtSnX3nl00qZL6Ne3b+ghxmjo50Osze/37Wdt3leMKYrGHw4YGPYVgzBRZbR6oW046qhjhG9nCedziCG8J8ybMz88/dSzYZykNnO1LTFEUrFJsmDar+8HoU3rNjahrhc+lhETXExbPwtlG4Sjx+A1eJlWqrRJ84bI/kSP7t3CGvVNT22LLRZuPCqF5nxiSKdPm2bM+ffffhfmz9ExTuH0O8KlMaNHh8d1OiqXpH57ChdLC5+XLFoS7tK46PbaGxoPP4RZM2Yb3LnSRw3PbRTOVP07tu9kEsDVq9aETpJElSpZOrRt/VLYtGFTGPP9WDEuOtE0drwUgn+2k0Uzps0My5YsU11mhJyS7OxXQA7pZsyR4vGX4T312ZzZc0KfXn10akpGuvQ3VXBmqwjJBKFdu3aynHqKnRiDaeHnzI/32e7rbgjshsD/Twjs+bBCsumIXZmoEHUy0bKyYTWPSJbVEpry119/vU1IpGEFwzG/NK2uWEUR2PK44oorlHZGeKltW+k2fGirG1azHOZ/6623dE5/vfQw5pjmO/vshEqVK5v4/tNPPwmfDhoUxowZYyvO0npfo3oNW7VmlzgW0TP6EBzJGzlyZOgqsTQGl1o++aTVAUaouqQFHJMdLWKMfsjZ2soZra2bAf37i1HYYEdnYZ4aS1seZuoNnVbgFMnmTb+Y7QsMQrFKZ1WGVcOqVaqFQ3W0cpbaNFgi8C+Ud/kKFWxVjm7BiQ0aaJKqE6ZNnabjqJ8YvKpphQhjcUHjCwwm74nZAIaEMmllTJLBZH+KtixWSuu/t+wWzJw5S1KO4qFGzZoi9vnVjhpakdeUJc2nwvfffR/uu+9+M/WMTgcMIH5E9i9UWKdM5oSvpfvSo3t3SXLGGtyeFgOEbklKiiPbDoL/ntJDoV9ZYdNPhQoVCugaoIMAA0J/s+Knb2Fb2A7gSDCnWnBAhS4HuhDdunUT85nDpEPoa3yqVTy6CgUlnUFPpVLlSoGTB8CYvf6PPvrY+qaB9v8Jr4nxYeUN80C+MJQwBehTUCfgw5YTEhikA3b6RRKKw4843Lbmhg4ZKtwpKtidoi20IjoBUy4M/HhgGP7NcLuvoy0NTo7UFOxq1z5A/ZTXdH4mT5ls+jgwXbUPrB2uve5a2zZiCwVYcbKin5gR8udYMWa1z9UR2oWSqLz7zruh/wf9DS/PFU41lk4RkitcUYNTrNjpE/AEqR0nNfCHArzRA+HoMQweujjPPvOsjTOcoyHZ47g0Q7H2AbWtb8j3uLrHhYWyZ/LVl1+ZdOHggw8KbcVMlVdbmcSxAFtV5TRq1MjGUl/V++uvvzFJCHogxSRx4LTWwIED1Z85bIvwOB3dZrvu229HWV+nlU2TpKaCcLGgbGb0tfja0qlCYIluFfB78cVWxlywncMJKKR39NdnYp6gBUgtGEOu/2QdvPvfXwIBcGl32A2BfzsEsokYpvY8/mBNUZjDIiT7tEw67PNyhaByHBLDTR58n5z3HkiXMR4CSeBbf+fpM16TeWV8x7Pnta13GEDCXgF151hlcpCiHpcERYzejtT+uueXLWolv4NA+3Ycftvi2VY6tiZSk3qKQfO9+/qyDYKYvE2bl7b12R+Ow2xXZsEdhbmIm/RM7hxP/SNmt2EWwBOYlKRuRKrcFHxgdtDdQRfEA1sbSMboQ3CBlXIy8B47EDsK6F9kg3nK8K1/s176D64nwjYKfe7P6DFwb1ssYroIbNPtwT6Lh0zAl8R//yR5Bf64jseY2S233hLulq6SlSdGgbKo+785LF+60hiJ5Nihz2B0XKpE/Ymjf1mUeDxxmY+Pf3PrM69bkoZsK3USbv4++Q3v2Sp2eMKY78qQLGtb+W6rfttKt704JFdsx6Gb53lBD0xPaMu77X27Oz7rEGChCtwZd1zpb+DPj3veJxcA9BfvwLNdOTZT2lg70R5nKlAYwxIgYQ9VONWYlOLcTmS300l3zDhknl3KddBvjE7yC++IZFzG+6yWnzG/jM8wFRBkdEyYxJEezJ07NxQvUdykORnT/xXPftoEhINBQCHX3Kdrnz2zgNVP6u0MCJMmkz3tQVlQWRrSs+WxV+4U+iGlYNLxCSizMnb0fltMhdcBpnTjOun07JNiFtB1SAZnMBiASDAMpxNMBZIJtoayGjhxgdIo0h/aDvPlDBh1/TcHtqwIECikFGyNAC/6zpkJJJcQqSQB+ze36Z+uW5LuAEuIfHIs+PY0k4Xr0PzTdd5e+c4IUU+fqGAyCNR/d/hrIZCah1NwBpcIDneeGZv0B/f0ET/uYWRhMnzXIau13GnGIjurKnFCBFsXigDb/Za4JF1ky4LJibWnB8wa/y5ecdZ4XbfAwpP/7urI+rsXWyIgbtsNqgYTBqveVHUB/NYr41+32CyPcduSB++k7ZZBljsM287XPzHYSlqCpU4Z2lV9s4d1ssp54vENwmmnnG4GmDztn7mS544CpwvcABJHHZE6ZEN6Q5229PWOvs++p7bQtpQBsjIBQST31DZMDmEb4EFawY8VOhOpTaqa41HWdMK0vTLMLPb2XioepVfnBRxPKRS8ginMu2/qiC7bQDhZQ5GRK+ViXhyJmemVwPEn8JYtmV9/kUH1TGhjZvVDQfidt98JU6dMk77HR/KOe5r8cBxqLeJUDkrROw477r8df5v1tzBCbA+CIy5Zo4/Bk4zMhBMsSoUO8Pv/zmwAEw/p+KmI5L2nYUsaBhS4oQT83xBoB/jAD8kL9WZxxIQFjuwOfy0EGIOOP8mSkvMmtI5nxzmuu5ph3emtkGRlt3W/rUZ5OgaIN5z7ZGDCpoE7+j6Z/k/fZ8M2opwGpZcvACdE5/jisLAdpyiZSaqzWn/vbPLxe0448Awxp/ZZCZlNfF4mhCGJfOjYwCBkNvF73bYlYoPpQ+LlAUaCrTT8rBCcsdjRVkg2WfncUfhF9iEIHFn1tiTTSxZhuiW0z08rJd/DQGxrG4Z4mBAY66yEObLOCqGdIOVQTgtVkW4Q+g/OzGWOP7/BLyv1+LPfAtMkbpIPDCR4wZVxnCRiGdP+2XJ31XeZwXdbOLMzZWeWP3Qv4+IkY5kwbjBgSCqYmFlhQvjBG1ee3Zk6JdNmVr9k2m3dZ6xrxjSMe/qfH2MMZsKv3q6M3/w3PWcGv8zgk9Xv/yisKMdxLWOdku/oG/oM2kyf7SoG9k8zFg6gZKU9bnuNz5jWmQtnKvguszy2l/cfjhdjQXDxuH+XTac1WKGmi6L/IcYCIgJRobOBCwMTmAA7GIx9pYSYlZAZY8E2DGV63/wZTpaVCkjqTAhtIY58ZUHTkNd1R5AcEO/SASQZWWEsgE0SzzLCCnmEpUlII6gDdYTZzLPl6KTjgjOgrjuRGfwylpfxOZvwjy0hjhzDBMEAEehb4jkauuPwzzMWMBA+6XHvUgjwFLyh75MB4sWP97tK1JrMf2fuM6MvO8KdP1JOZvn/kTyAFWMHnHRRNfUi73+6fpmVTx2dhnGlvxn7tId3jPX/5pBZ//4R+Oyo/Zl9v6Nvk++op9Pw5Hj0+vt4/DP0PVnO9u7/FGOxrUp7XGbcuFfEG+jPfxSgO9zqUGZJIHreySvSCg/pTIQioo5UEtAd2VH4bVNn26kytmvbqbYfC6GmDUzwEGwQwPey7Z1OxWQlxC0r+u3lQf198ANr7ECwSnImYXvfeTzfJPMg3gkk9y5vwdcJWw8+ga/RagzJRVYZi23hEfVhEseZ2h7Sq/A+hqEAtuAsJ4moC+UnccgZC/8mq/0PY4HTPix+wkygv4LxKQ+Z48+O8dPz+auu4GVy/9/LAU8db4gDV4Gr04Nt9Yt/+3des0o/MqtrZv0HHJJpnPh7HM9JYu/4CU4yBrMKRy9ne+3w+mzvfXJsbC8Nkgnqys/h7dsi2/vmvyXe27O9+mYGn6x+v71ytxXvfU2f+jhkXDp+8R7mjzrRV2xtZhW/vB7/B69IQu013o7NAAAAAElFTkSuQmCC" alt="From Michael McIntosh's book Best Guns" width="427" height="146" /><p class="wp-caption-text">From Michael McIntosh&#39;s book Best Guns</p></div>
<p>Today, you can usually find a few Ithaca NID Magnum 10s on the market. They're usually expensive, but that's how it goes. Nice things are never cheap.</p>
<p><a title="Ithaca NID Magnum 10 gauge Double Barrel Shotgun" href="http://www.gunsinternational.com/Ithaca-NID-Grade-2E-10-Gauge-3-1-2-Magnum.cfm?gun_id=100244141" target="_blank"><strong>ITHACA, NID, GRADE 2, 10 GAUGE - $3950</strong></a></p>
<p><strong>3 1/2" MAGNUM, 32" BARRELS, FULL AND FULL, EXCELLENT BLUE, MIRROR BORES.  AUTOMATIC EJECTORS, NICELY ENGRAVED WITH GAME BIRDS, SCROLL, BORDERS AND STIPPLEWORK, SOME CASE COLOR, TOP LEVER TO THE RIGHT.  MOST OF THE ORIGINAL BLUE ON TRIGGER GUARD.  PISTOL GRIP STOCK, SPLINTER FOREARM, HIGHLY FIGURED WOOD WITH EXCELLENT CHECKERING AND FINISH.  1 1/2" X 2 1/2" X 14", PACHMAYER PAD WITH SPACER, 11 POUNDS.  SERIAL NUMBER OVER 500,000.  ONLY 164 PRODUCED.  CIRCA MID 1930'S.  SCARCE GUN. </strong></p>

<a href='http://www.dogsanddoubles.com/2012/05/daily-double-ithaca-nid-magnum-10-gauge-side-by-side-shotgun/100244141-7-l/' title='100244141-7-L'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/100244141-7-L-150x150.jpg" class="attachment-thumbnail" alt="Ithaca NID Magnum 10 double barrel shotgun" title="100244141-7-L" /></a>
<a href='http://www.dogsanddoubles.com/2012/05/daily-double-ithaca-nid-magnum-10-gauge-side-by-side-shotgun/100244141-8-l/' title='100244141-8-L'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/100244141-8-L-150x150.jpg" class="attachment-thumbnail" alt="Ithaca NID Magnum 10 double barrel shotgun" title="100244141-8-L" /></a>
<a href='http://www.dogsanddoubles.com/2012/05/daily-double-ithaca-nid-magnum-10-gauge-side-by-side-shotgun/100244141-11-l/' title='100244141-11-L'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/100244141-11-L-150x150.jpg" class="attachment-thumbnail" alt="Ithaca NID Magnum 10 double barrel shotgun" title="100244141-11-L" /></a>
<a href='http://www.dogsanddoubles.com/2012/05/daily-double-ithaca-nid-magnum-10-gauge-side-by-side-shotgun/100244141-2-l/' title='100244141-2-L'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/100244141-2-L-150x150.jpg" class="attachment-thumbnail" alt="Ithaca NID Magnum 10 double barrel shotgun" title="100244141-2-L" /></a>
<a href='http://www.dogsanddoubles.com/2012/05/daily-double-ithaca-nid-magnum-10-gauge-side-by-side-shotgun/100244141-1-l/' title='100244141-1-L'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/100244141-1-L-150x150.jpg" class="attachment-thumbnail" alt="Ithaca NID Magnum 10 double barrel shotgun" title="100244141-1-L" /></a>
<a href='http://www.dogsanddoubles.com/2012/05/daily-double-ithaca-nid-magnum-10-gauge-side-by-side-shotgun/500000fullview/' title='500000fullview'><img width="150" height="145" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/500000fullview-150x145.jpg" class="attachment-thumbnail" alt="Elmer Keith&#039;s Ithaca NID Magnum 10 gauge, #500,000" title="500000fullview" /></a>
<a href='http://www.dogsanddoubles.com/2012/05/daily-double-ithaca-nid-magnum-10-gauge-side-by-side-shotgun/500000closeup/' title='500000closeup'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/500000closeup-150x150.jpg" class="attachment-thumbnail" alt="Elmer Keith&#039;s Ithaca NID Magnum 10 gauge, #500,000" title="500000closeup" /></a>
<a href='http://www.dogsanddoubles.com/2012/05/daily-double-ithaca-nid-magnum-10-gauge-side-by-side-shotgun/ithacamag006/' title='IthacaMag006'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/IthacaMag006-150x150.jpg" class="attachment-thumbnail" alt="Western Cartridge Co. Super-X 10 gauge 3 1/2&quot; 2oz" title="IthacaMag006" /></a>
<a href='http://www.dogsanddoubles.com/2012/05/daily-double-ithaca-nid-magnum-10-gauge-side-by-side-shotgun/ithacamag003-1/' title='IthacaMag003-1'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/IthacaMag003-1-150x150.jpg" class="attachment-thumbnail" alt="Western Cartridge Co. Super-X 10 gauge 3 1/2&quot; 2oz" title="IthacaMag003-1" /></a>

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		<title>Double of the Day: 12 gauge Lefever EE double barrel shotgun&#8230;</title>
		<link>http://www.dogsanddoubles.com/2012/05/double-of-the-day-12-gauge-lefever-ee-double-barrel-shotgun/</link>
		<comments>http://www.dogsanddoubles.com/2012/05/double-of-the-day-12-gauge-lefever-ee-double-barrel-shotgun/#comments</comments>
		<pubDate>Thu, 17 May 2012 01:03:12 +0000</pubDate>
		<dc:creator>Gregg</dc:creator>
				<category><![CDATA[DOUBLES]]></category>
		<category><![CDATA[Dan Lefever]]></category>
		<category><![CDATA[double]]></category>
		<category><![CDATA[double barrel]]></category>
		<category><![CDATA[e]]></category>
		<category><![CDATA[E grade]]></category>
		<category><![CDATA[EE grade]]></category>
		<category><![CDATA[Lefever]]></category>
		<category><![CDATA[Lefever Arms Co.]]></category>
		<category><![CDATA[shotgun]]></category>
		<category><![CDATA[Side by Side]]></category>
		<category><![CDATA[syracuse]]></category>

		<guid isPermaLink="false">http://www.dogsanddoubles.com/?p=4203</guid>
		<description><![CDATA[Lefevers are my favorite American shotguns and E-grades are my favorite Lefevers. With 6 grades above it and 4 below it, the E was sort of Lefever&#8217;s middle-grade side by side. This E grade is a nice, clean example of a 12 gauge. The price &#8211; $2950 &#8211; is pretty fair, too. For comparison, here&#8217;s [...]]]></description>
			<content:encoded><![CDATA[<iframe src='http://www.facebook.com/plugins/like.php?href=http%3A%2F%2Fwww.dogsanddoubles.com%2F2012%2F05%2Fdouble-of-the-day-12-gauge-lefever-ee-double-barrel-shotgun%2F&amp;layout=standard&amp;show_faces=true&amp;width=280&amp;action=like&amp;colorscheme=light&amp;height=30' scrolling='no' frameborder='0' style='border:none; overflow:hidden; height:30px' allowTransparency='true'></iframe><p>Lefevers are my favorite American shotguns and E-grades are my favorite Lefevers. With 6 grades above it and 4 below it, the E was sort of Lefever&#8217;s middle-grade side by side.</p>
<div id="attachment_4208" class="wp-caption alignleft" style="width: 310px"><a title="12 gauge Lefever E-Grade Double Barrel Shotgun" href="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/wm_3936842.jpeg" target="_blank"><img class="size-medium wp-image-4208" title="wm_3936842" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/wm_3936842-300x198.jpg" alt="12 gauge Lefever EE grade double barrel shotgun" width="300" height="198" /></a><p class="wp-caption-text">12 gauge Lefever EE grade double barrel shotgun</p></div>
<p><a title="12 gauge Lefever EE grade double barrel shotgun" href="http://www.gunsamerica.com/988387284/Guns/Shotguns/Lefever-Shotguns/LEFEVER_EE_12_GAUGE.htm#" target="_blank">This E grade is a nice</a>, clean example of a 12 gauge. The price &#8211; $2950 &#8211; is pretty fair, too. For comparison, h<a title="12 gauge Lefever EE grade double barrel shotgun" href="http://www.gunbroker.com/Auction/ViewItem.aspx?Item=285706657" target="_blank">ere&#8217;s another Lefever EE in 12 gauge</a>.</p>
<p>With just a bit more finish than <a title="F grade Lefever double barrel shotgun" href="http://www.gunbroker.com/Auction/ViewItem.aspx?Item=286575733" target="_blank">the F grade</a>, and less detailing than upper grades <a title="B Grade Lefever Double Barrel Shotgun" href="http://www.finegunmaking.com/page20/page20.html  " target="_blank">like this B</a>, Lefever&#8217;s E grade is where the styling is just right. In 1904 it cost $100 without ejectors, $115 with &#8211; expensive, but $300 cheaper than Lefever&#8217;s top gun &#8211; the <a title="Lefever Optimus" href="http://upload.wikimedia.org/wikipedia/en/0/02/Optimus-1-web.jpg" target="_blank">Optimus</a>.</p>
<p>BTW: If you have a 16 gauge Lefevers for sale, contact me right away. I&#8217;m interested in purchasing it.</p>

<a href='http://www.dogsanddoubles.com/2012/05/double-of-the-day-12-gauge-lefever-ee-double-barrel-shotgun/wm_3936839/' title='wm_3936839'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/wm_3936839-150x150.jpg" class="attachment-thumbnail" alt="12 gauge Lefever EE grade double barrel shotgun" title="wm_3936839" /></a>
<a href='http://www.dogsanddoubles.com/2012/05/double-of-the-day-12-gauge-lefever-ee-double-barrel-shotgun/wm_3936840/' title='wm_3936840'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/wm_3936840-150x150.jpg" class="attachment-thumbnail" alt="12 gauge Lefever EE grade double barrel shotgun" title="wm_3936840" /></a>
<a href='http://www.dogsanddoubles.com/2012/05/double-of-the-day-12-gauge-lefever-ee-double-barrel-shotgun/wm_3936841/' title='wm_3936841'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/wm_3936841-150x150.jpg" class="attachment-thumbnail" alt="12 gauge Lefever EE grade double barrel shotgun" title="wm_3936841" /></a>
<a href='http://www.dogsanddoubles.com/2012/05/double-of-the-day-12-gauge-lefever-ee-double-barrel-shotgun/wm_3936842/' title='wm_3936842'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/wm_3936842-150x150.jpg" class="attachment-thumbnail" alt="12 gauge Lefever EE grade double barrel shotgun" title="wm_3936842" /></a>
<a href='http://www.dogsanddoubles.com/2012/05/double-of-the-day-12-gauge-lefever-ee-double-barrel-shotgun/wm_3936844/' title='wm_3936844'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/wm_3936844-150x150.jpg" class="attachment-thumbnail" alt="12 gauge Lefever EE grade double barrel shotgun" title="wm_3936844" /></a>

<p>&nbsp;</p>
<p>&nbsp;</p>
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		<title>The things we do for love&#8230;</title>
		<link>http://www.dogsanddoubles.com/2012/05/the-things-we-do-for-love/</link>
		<comments>http://www.dogsanddoubles.com/2012/05/the-things-we-do-for-love/#comments</comments>
		<pubDate>Wed, 16 May 2012 00:23:37 +0000</pubDate>
		<dc:creator>Gregg</dc:creator>
				<category><![CDATA[ENJOYING BOTH]]></category>
		<category><![CDATA[Grouse]]></category>
		<category><![CDATA[leks]]></category>
		<category><![CDATA[mates]]></category>
		<category><![CDATA[mating]]></category>
		<category><![CDATA[sharptail grouse]]></category>
		<category><![CDATA[sharptails]]></category>

		<guid isPermaLink="false">http://www.dogsanddoubles.com/?p=4197</guid>
		<description><![CDATA[Check it out. This short video shows male sharptail grouse having it out over some females. Pretty amazing footage.]]></description>
			<content:encoded><![CDATA[<iframe src='http://www.facebook.com/plugins/like.php?href=http%3A%2F%2Fwww.dogsanddoubles.com%2F2012%2F05%2Fthe-things-we-do-for-love%2F&amp;layout=standard&amp;show_faces=true&amp;width=280&amp;action=like&amp;colorscheme=light&amp;height=30' scrolling='no' frameborder='0' style='border:none; overflow:hidden; height:30px' allowTransparency='true'></iframe><p>Check it out. This short video shows male sharptail grouse having it out over some females. Pretty amazing footage.<br />
<iframe width="560" height="315" src="http://www.youtube.com/embed/zHudSNAtR2Q" frameborder="0" allowfullscreen></iframe></p>
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		</item>
		<item>
		<title>Daily Double: an Alex Martin 2&#8243; 12 gauge&#8230;</title>
		<link>http://www.dogsanddoubles.com/2012/05/daily-double-an-alex-martin-2-12-gauge/</link>
		<comments>http://www.dogsanddoubles.com/2012/05/daily-double-an-alex-martin-2-12-gauge/#comments</comments>
		<pubDate>Tue, 15 May 2012 00:32:23 +0000</pubDate>
		<dc:creator>Gregg</dc:creator>
				<category><![CDATA[DOUBLES]]></category>
		<category><![CDATA[12 gauge]]></category>
		<category><![CDATA[2 inch]]></category>
		<category><![CDATA[2"]]></category>
		<category><![CDATA[Alex Martin]]></category>
		<category><![CDATA[Alexander Martin]]></category>
		<category><![CDATA[boxlock]]></category>
		<category><![CDATA[British]]></category>
		<category><![CDATA[double barrel]]></category>
		<category><![CDATA[shotgun]]></category>
		<category><![CDATA[Side by Side]]></category>

		<guid isPermaLink="false">http://www.dogsanddoubles.com/?p=4187</guid>
		<description><![CDATA[Two-inch twelve gauge shotguns have never been very popular. Designed to be full bodied substitutes for small bores, the two-inchers give you the light weight of a 20 gauge on the large sized frame of a twelve. The result is a sub six-pound side-by-side that fits better in a adult shooter&#8217;s hands. While it sounds [...]]]></description>
			<content:encoded><![CDATA[<iframe src='http://www.facebook.com/plugins/like.php?href=http%3A%2F%2Fwww.dogsanddoubles.com%2F2012%2F05%2Fdaily-double-an-alex-martin-2-12-gauge%2F&amp;layout=standard&amp;show_faces=true&amp;width=280&amp;action=like&amp;colorscheme=light&amp;height=30' scrolling='no' frameborder='0' style='border:none; overflow:hidden; height:30px' allowTransparency='true'></iframe><div>
<div id="attachment_4188" class="wp-caption alignleft" style="width: 310px"><a title="Alexander Martin 2&quot; 12 gauge double barrel shotgun" href="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/1850a1.jpeg" target="_blank"><img class="size-medium wp-image-4188" title="1850a" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/1850a1-300x169.jpg" alt="Alexander Martin 2&quot; 12 gauge double barrel shotgun" width="300" height="169" /></a><p class="wp-caption-text">Alexander Martin 2&quot; 12 gauge double barrel shotgun</p></div>
<dl id="attachment_4175">
<dt>Two-inch twelve gauge shotguns have never been very popular. Designed to be full bodied substitutes for small bores, the two-inchers give you the light weight of a 20 gauge on the large sized frame of a twelve. The result is a sub six-pound side-by-side that fits better in a adult shooter&#8217;s hands.</dt>
</dl>
</div>
<p>While it sounds like a great idea, it&#8217;s not one that really took off. Today, for every 200 hundred standard British boxlocks you see, you may come across a single 2&#8243; example. Usually, these loners are pretty worn, and they often have 26&#8243; barrels and short stocks. That&#8217;s why t<a title="Alex Martin 2&quot; 12 gauge double barrel shotgun" href="http://www.kelbrookshootingschool.co.uk/admin/k_gun_details.php?id=1850" target="_blank">his Alex Martin caught my eye</a>.</p>
<p>Check out the pics and specs below and you&#8217;ll see a near-new, original gun with great dimensions. Best of all, it&#8217;s price is very fair: just  £2995.</p>
<p>From the <a title="Alexander Martin 2&quot; 12 gauge double barrel shotgun" href="http://www.kelbrookshootingschool.co.uk/admin/k_gun_details.php?id=1850" target="_blank">Kelbrook&#8217;s Shooting School&#8217;s site</a>:</p>
<table width="100%">
<tbody>
<tr>
<td width="64%">Second Hand  Mint &#8211; As New</td>
</tr>
<tr>
<td>Make / Model :</td>
<td>Alex Martin  Best Quality Light Weight BLE</td>
</tr>
<tr>
<td>Style:</td>
<td>Game</td>
</tr>
<tr>
<td>Barrel :</td>
<td>28</td>
</tr>
<tr>
<td>Mechanism:</td>
<td>Side by side</td>
</tr>
<tr>
<td>Choke 1:</td>
<td>3/8</td>
</tr>
<tr>
<td>Choke 2:</td>
<td>3/4</td>
</tr>
<tr>
<td>Chamber:</td>
<td>2</td>
</tr>
<tr>
<td>Hand:</td>
<td>R/H</td>
</tr>
<tr>
<td>Additional Information</td>
<td>Supplied in Leather case. Original bore dimensions, Weighs 5lb 7oz, And is Proofed for 1oz loads.</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<div>
<dl id="attachment_4176">
<dt><a title="Alexander Martin 2&quot; 12 gauge double barrel shotgun" href="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/1850e.jpeg" target="_blank"><img title="1850e" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/1850e-300x169.jpg" alt="Alexander Martin 2&quot; 12 gauge double barrel shotgun" width="300" height="169" /></a></dt>
<dd>Alexander Martin 2&#8243; 12 gauge double barrel shotgun</dd>
</dl>
</div>
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		<item>
		<title>Breed of the Week: Slovakian Rough-Haired Pointer</title>
		<link>http://www.dogsanddoubles.com/2012/05/breed-of-the-week-slovakian-rough-haired-pointer/</link>
		<comments>http://www.dogsanddoubles.com/2012/05/breed-of-the-week-slovakian-rough-haired-pointer/#comments</comments>
		<pubDate>Mon, 14 May 2012 23:55:54 +0000</pubDate>
		<dc:creator>Gregg</dc:creator>
				<category><![CDATA[DOGS]]></category>
		<category><![CDATA[dog]]></category>
		<category><![CDATA[hunting]]></category>
		<category><![CDATA[Slovakian Rough-Haired Pointer]]></category>
		<category><![CDATA[Upland]]></category>

		<guid isPermaLink="false">http://www.dogsanddoubles.com/?p=4025</guid>
		<description><![CDATA[In the world of bird-dogs, the Slovakian Rough-Haired Pointer is still just a pup. With less than 60 years under its collar as a recognized line of Continental hunting dogs, it&#8217;s a pointer that&#8217;s still evolving and being defined. The Slovakian Rough-Haired Pointer&#8217;s main ancestors are the Weimaraner, the German Wirehaired Pointer and the Cesky [...]]]></description>
			<content:encoded><![CDATA[<iframe src='http://www.facebook.com/plugins/like.php?href=http%3A%2F%2Fwww.dogsanddoubles.com%2F2012%2F05%2Fbreed-of-the-week-slovakian-rough-haired-pointer%2F&amp;layout=standard&amp;show_faces=true&amp;width=280&amp;action=like&amp;colorscheme=light&amp;height=30' scrolling='no' frameborder='0' style='border:none; overflow:hidden; height:30px' allowTransparency='true'></iframe><div id="attachment_4026" class="wp-caption alignleft" style="width: 250px"><a title="Slovakian Rough-Haired Pointer" href="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/Slovak-20070328148.jpg" target="_blank"><img class=" wp-image-4026 " title="Slovak-20070328148" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/Slovak-20070328148-300x200.jpg" alt="Slovakian Rough-Haired Pointer, from Craig Koshyk's Pointing Dog blog" width="240" height="160" /></a><p class="wp-caption-text">Slovakian Rough-Haired Pointer, from Craig Koshyk&#39;s Pointing Dog blog</p></div>
<p>In the world of bird-dogs, the <a title="Slovakian Rough-Haired Pointer, on Craig Koshyk's Blog" href="http://pointingdogblog.blogspot.com/2012/02/breed-of-week-slovakian-rough-haired.html" target="_blank">Slovakian Rough-Haired Pointer </a>is still just a pup. With less than 60 years under its collar as a recognized line of Continental hunting dogs, it&#8217;s a pointer that&#8217;s still evolving and being defined.</p>
<p>The Slovakian Rough-Haired Pointer&#8217;s main ancestors are the Weimaraner, the German Wirehaired Pointer and the Cesky Fousek, and you don&#8217;t have to look closely to see the forefather&#8217;s stamp on the progeny. With it&#8217;s dun-coat, old-man beard, and intelligent face, it&#8217;s easy to see where the Slovakian Rough-Haired Pointer came from. What remains to be seen is if this dog will have enough appeal in the future to survive as a distinct breed.</p>
<p>You can find out more about the Slovakian Rough-Haired Pointer in Craig Koshyk&#8217;s book <a title="Pointing Dogs: Part One, the Continentals by Craig Koshyk" href="http://www.dogwilling.ca/pointingdogsv1purchase.html" target="_blank">Pointing Dogs: Part One, the Continentals</a>. It&#8217;s a great read and well worth the money.</p>
<div id="attachment_4159" class="wp-caption alignleft" style="width: 310px"><a title="Slovakian Rough-Haired Pointer" href="http://pointingdogblog.blogspot.com/2012/02/breed-of-week-slovakian-rough-haired.html" target="_blank"><img class="size-medium wp-image-4159 " title="SRHP002" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/SRHP002-300x251.jpg" alt="Slovakian Rough-Haired Pointer, from Craig Koshyk's Pointing Dog blog" width="300" height="251" /></a><p class="wp-caption-text">Slovakian Rough-Haired Pointer, from Craig Koshyk&#39;s Pointing Dog blog</p></div>
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		<title>Good Gun Alert: another A.H. Fox CE 20 gauge, WInchester M21 20 gauge</title>
		<link>http://www.dogsanddoubles.com/2012/05/good-gun-alert-another-a-h-fox-ce-20-gauge-winchester-m21-20-gauge/</link>
		<comments>http://www.dogsanddoubles.com/2012/05/good-gun-alert-another-a-h-fox-ce-20-gauge-winchester-m21-20-gauge/#comments</comments>
		<pubDate>Sat, 12 May 2012 17:06:01 +0000</pubDate>
		<dc:creator>Gregg</dc:creator>
				<category><![CDATA[DOUBLES]]></category>
		<category><![CDATA[A.H. Fox]]></category>
		<category><![CDATA[American]]></category>
		<category><![CDATA[CE]]></category>
		<category><![CDATA[classic]]></category>
		<category><![CDATA[double barrel]]></category>
		<category><![CDATA[M21]]></category>
		<category><![CDATA[Model 21]]></category>
		<category><![CDATA[Side by Side]]></category>
		<category><![CDATA[Skeet]]></category>
		<category><![CDATA[Tournament]]></category>
		<category><![CDATA[Winchester]]></category>

		<guid isPermaLink="false">http://www.dogsanddoubles.com/?p=4147</guid>
		<description><![CDATA[Here&#8217;s a quick alert on a couple double barrel shotguns I just came across. These guns are at Gunrunner Online Auctions and there are a few other nice side-by-side and over-unders there, too. -An A.H. Fox CE Grade, 20 ga. side by side shotgun with 26&#8243; steel barrels, . Serial #201055, mfg. 1918. -Winchester Model [...]]]></description>
			<content:encoded><![CDATA[<iframe src='http://www.facebook.com/plugins/like.php?href=http%3A%2F%2Fwww.dogsanddoubles.com%2F2012%2F05%2Fgood-gun-alert-another-a-h-fox-ce-20-gauge-winchester-m21-20-gauge%2F&amp;layout=standard&amp;show_faces=true&amp;width=280&amp;action=like&amp;colorscheme=light&amp;height=30' scrolling='no' frameborder='0' style='border:none; overflow:hidden; height:30px' allowTransparency='true'></iframe><div id="attachment_4148" class="wp-caption alignleft" style="width: 310px"><a title="A.H. Fox 20 gauge CE grade double barrel shotgun" href="http://www.gunrunnerauctions.com/listings/details/index.cfm?itemnum=1020623802" target="_blank"><img class="size-medium wp-image-4148" title="show_large_img" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/show_large_img-300x198.jpg" alt="A.H. Fox 20g CE grade double barrel shotgun" width="300" height="198" /></a><p class="wp-caption-text">A.H. Fox 20g CE grade double barrel shotgun</p></div>
<p>Here&#8217;s a quick alert on a couple double barrel shotguns I just came across. These guns are at <a title="Gunrunner Online Auctions" href="http://www.gunrunnerauctions.com/index.cfm" target="_blank">Gunrunner Online Auctions</a> and there are a few other nice side-by-side and over-unders there, too.</p>
<p>-An A.H. Fox <a title="A.H. Fox 20 gauge CE grade double barrel shotgun" href="http://www.gunrunnerauctions.com/listings/details/index.cfm?itemnum=1020623802" target="_blank">CE Grade, 20 ga. side by side shotgun with 26&#8243; steel barrels, . Serial #201055, mfg. 1918</a>.</p>
<p><a title="Winchester M21 Tournament Skeet 20 gauge" href="http://www.gunrunnerauctions.com/listings/details/index.cfm?itemnum=1020624260" target="_blank">-Winchester Model 21 &#8220;Tournament Skeet&#8221;,</a> 20 ga. side by side, 26&#8243;, mfg. 1936. Straight grip checkered stock with checkered butt. Single selective trigger. Ejectors.</p>
<p>UPDATE:  The Fox brought $7580, the M21 $6990.</p>
<div id="attachment_4149" class="wp-caption alignleft" style="width: 310px"><a title="Winchester M21 Tournament Skeet 20 gauge" href="http://www.gunrunnerauctions.com/listings/details/index.cfm?itemnum=1020624260" target="_blank"><img class="size-medium wp-image-4149" title="show_large_img-1" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/show_large_img-1-300x198.jpg" alt="Winchester Model 21 Tournament Skeet grade double barrel shotgun" width="300" height="198" /></a><p class="wp-caption-text">Winchester Model 21 Tournament Skeet grade double barrel shotgu</p></div>
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		<title>The birth of the woodcock &#8230;</title>
		<link>http://www.dogsanddoubles.com/2012/05/the-birth-of-the-woodcock/</link>
		<comments>http://www.dogsanddoubles.com/2012/05/the-birth-of-the-woodcock/#comments</comments>
		<pubDate>Fri, 11 May 2012 11:13:08 +0000</pubDate>
		<dc:creator>Gregg</dc:creator>
				<category><![CDATA[ENJOYING BOTH]]></category>
		<category><![CDATA[Guy De La Valdene]]></category>
		<category><![CDATA[Making Game]]></category>
		<category><![CDATA[woodcock]]></category>

		<guid isPermaLink="false">http://www.dogsanddoubles.com/?p=4142</guid>
		<description><![CDATA[&#8220;Once upon a time,&#8221; the story is told, a covey of grey partridge roamed the plains of Zair. Among them a small, pitiful individual feebly vegetated while her powerful brothers and sisters ridiculed her, keeping the best grain and insects for themselves. To survive, the little partridge was reduced to seeking minute morsels of food [...]]]></description>
			<content:encoded><![CDATA[<iframe src='http://www.facebook.com/plugins/like.php?href=http%3A%2F%2Fwww.dogsanddoubles.com%2F2012%2F05%2Fthe-birth-of-the-woodcock%2F&amp;layout=standard&amp;show_faces=true&amp;width=280&amp;action=like&amp;colorscheme=light&amp;height=30' scrolling='no' frameborder='0' style='border:none; overflow:hidden; height:30px' allowTransparency='true'></iframe><div id="attachment_4144" class="wp-caption alignleft" style="width: 310px"><a href="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/AJH-woodcock.jpg"><img class="size-medium wp-image-4144" title="AJH-woodcock" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/AJH-woodcock-300x212.jpg" alt="Woodock, by A.J. Hand" width="300" height="212" /></a><p class="wp-caption-text">Woodcock, by A.J. Hand</p></div>
<p>&#8220;Once upon a time,&#8221; the story is told, a covey of grey partridge roamed the plains of Zair. Among them a small, pitiful individual feebly vegetated while her powerful brothers and sisters ridiculed her, keeping the best grain and insects for themselves. To survive, the little partridge was reduced to seeking minute morsels of food in the fissures of rocks and hard-to-get-at places. Unfortunately, her short beak did not always allow her to reach her food, and she grew weaker.</p>
<p>The Virgin Mary, witnessing her misery from paradise, was saddened and called her to heaven. The partridge curled up in her hand and listened as the Virgin said, &#8220;Little bird, I am going to transform you, so that you may know the joys of life. Thrown out by your kind, you will now live alone in the serenity of the forests, where along with silence you will also find an abundance of food. You will be the elegant hostess of the underbrush and will generate the admiration of those who love nature. Your capricious flight and your intelligent defenses will allow you to escape your pursuers. I will protect you.&#8221;</p>
<p>The Virgin laid three fingers on the little bird&#8217;s head, leaving three brown transversal imprints now called the &#8220;Virgin&#8217;s fingers.&#8221; Her beak lengthened, her plumage took on a golden hue, and she flew back to earth as guardian of the forests.</p>
<p>So was born the woodcock, also called &#8220;Our Lady of the Woods.&#8221;</p>
<p>-Guy De La Valdene&#8217;s Making Game: An Essay in Woodcock, pages 95-96. Photo<a title="A.J. Hand bird photography" href="http://friendsofsherwoodisland.org/birds-of-the-park/photographs-by-a-j-hand/" target="_blank"> by A.J. Hand</a>.</p>
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		<title>Good gun alert: A.H. Fox CE 20 gauge double barrel shotgun&#8230;</title>
		<link>http://www.dogsanddoubles.com/2012/05/good-gun-alert-a-h-fox-ce-20-gauge-double-barrel-shotgun/</link>
		<comments>http://www.dogsanddoubles.com/2012/05/good-gun-alert-a-h-fox-ce-20-gauge-double-barrel-shotgun/#comments</comments>
		<pubDate>Fri, 11 May 2012 10:07:09 +0000</pubDate>
		<dc:creator>Gregg</dc:creator>
				<category><![CDATA[DOUBLES]]></category>
		<category><![CDATA[20 gauge]]></category>
		<category><![CDATA[A.H. Fox]]></category>
		<category><![CDATA[American]]></category>
		<category><![CDATA[C]]></category>
		<category><![CDATA[CE]]></category>
		<category><![CDATA[CE grade]]></category>
		<category><![CDATA[classic]]></category>
		<category><![CDATA[double barrel]]></category>
		<category><![CDATA[hunting]]></category>
		<category><![CDATA[Savage]]></category>
		<category><![CDATA[shooting]]></category>
		<category><![CDATA[shotgun]]></category>
		<category><![CDATA[Side by Side]]></category>
		<category><![CDATA[Upland]]></category>

		<guid isPermaLink="false">http://www.dogsanddoubles.com/?p=4120</guid>
		<description><![CDATA[&#160; Here&#8217;s a side-by-side you don&#8217;t see every day. It&#8217;s a 20 gauge A.H. Fox CE double barrel shotgun and it&#8217;s being auctioned off at Little John&#8217;s on Wednesday, May 23. The C grade was Fox&#8217;s mid-grade gun. From one of their catalogs: &#8220;This is the grade that has made good everywhere. In every respect [...]]]></description>
			<content:encoded><![CDATA[<iframe src='http://www.facebook.com/plugins/like.php?href=http%3A%2F%2Fwww.dogsanddoubles.com%2F2012%2F05%2Fgood-gun-alert-a-h-fox-ce-20-gauge-double-barrel-shotgun%2F&amp;layout=standard&amp;show_faces=true&amp;width=280&amp;action=like&amp;colorscheme=light&amp;height=30' scrolling='no' frameborder='0' style='border:none; overflow:hidden; height:30px' allowTransparency='true'></iframe><p>&nbsp;</p>
<div id="attachment_4125" class="wp-caption alignleft" style="width: 310px"><a title="A.H. Fox 20 gauge CE grade double barrel shotgun" href="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/1786.jpg" target="_blank"><img class="size-medium wp-image-4125" title="178(6)" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/1786-300x198.jpg" alt="A.H. Fox 20 gauge CE grade double barrel shotgun" width="300" height="198" /></a><p class="wp-caption-text">A.H. Fox 20 gauge CE grade double barrel shotgun</p></div>
<p><a title="20 gauge A.H. Fox CE double barrel shotgun" href="https://www.proxibid.com/asp/LotDetail.asp?ahid=3161&amp;aid=50534&amp;lid=13195827&amp;rts=/asp/searchadvanced_i.asp%23searchid%3D0%26type%3Dlot%26search%3Dfox%2520ce%26sort%3Drelevance%26length%3D10%26start%3D1%26refine%3D%26nc%3D1336656332808#topoflot" target="_blank">Here&#8217;s a side-by-side you don&#8217;t see every day</a>. It&#8217;s a 20 gauge A.H. Fox CE double barrel shotgun and it&#8217;s being auctioned off at <a title="Little John's Auction Service" href="http://www.littlejohnsauctionservice.com/" target="_blank">Little John&#8217;s</a> on Wednesday, May 23. The <a title="A.H. Fox C- grade double barrel shotguns" href="http://www.foxcollectors.com/ah_fox/content/ce_fox.html" target="_blank">C grade</a> was Fox&#8217;s mid-grade gun. From one of their catalogs: &#8220;This is the grade that has made good everywhere. In every respect it is a high grade. It&#8217;s beauty in looks and finish. No gun will stand up better to hard work. Its every detail is perfect. And at the price it is in a class absolutely by itself.&#8221;</p>
<p>Fox introduced 16 &amp; 20 gauge guns around 1911-1912 and the company called their new smallbores &#8220;The most perfectly proportioned small-gauge gun ever built.&#8221; A lot of Fox collectors would agree with this statement, and because Fox made so few graded 20 gauges, this CE is sure to attract a ton of interest. Add in it&#8217;s condition and the presence of the original hang tag and <a title="A.H. Fox CE grade double barrel shotgun 20 gauge" href="https://www.proxibid.com/asp/LotImageViewer.asp?ahid=3161&amp;aid=50534&amp;lid=13195827&amp;url=178.jpg#" target="_blank">this side-by-side</a> could each go for $10,000+.</p>

<a href='http://www.dogsanddoubles.com/2012/05/good-gun-alert-a-h-fox-ce-20-gauge-double-barrel-shotgun/attachment/1784/' title='178(4)'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/1784-150x150.jpg" class="attachment-thumbnail" alt="A.H. Fox 20 gauge CE grade double barrel shotgun" title="178(4)" /></a>
<a href='http://www.dogsanddoubles.com/2012/05/good-gun-alert-a-h-fox-ce-20-gauge-double-barrel-shotgun/attachment/17811/' title='178(11)'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/17811-150x150.jpg" class="attachment-thumbnail" alt="A.H. Fox 20 gauge CE grade double barrel shotgun" title="178(11)" /></a>
<a href='http://www.dogsanddoubles.com/2012/05/good-gun-alert-a-h-fox-ce-20-gauge-double-barrel-shotgun/attachment/1781/' title='178(1)'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/1781-150x150.jpg" class="attachment-thumbnail" alt="A.H. Fox 20 gauge CE grade double barrel shotgun" title="178(1)" /></a>
<a href='http://www.dogsanddoubles.com/2012/05/good-gun-alert-a-h-fox-ce-20-gauge-double-barrel-shotgun/attachment/1786/' title='178(6)'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/1786-150x150.jpg" class="attachment-thumbnail" alt="A.H. Fox 20 gauge CE grade double barrel shotgun" title="178(6)" /></a>
<a href='http://www.dogsanddoubles.com/2012/05/good-gun-alert-a-h-fox-ce-20-gauge-double-barrel-shotgun/attachment/17810/' title='178(10)'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/17810-150x150.jpg" class="attachment-thumbnail" alt="178(10)" title="178(10)" /></a>

<p>&nbsp;</p>
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		<title>Is this for real: Winchest M21 16 gauge with a straight grip&#8230;</title>
		<link>http://www.dogsanddoubles.com/2012/05/is-this-for-real-winchest-m21-16-gauge-with-a-straight-grip/</link>
		<comments>http://www.dogsanddoubles.com/2012/05/is-this-for-real-winchest-m21-16-gauge-with-a-straight-grip/#comments</comments>
		<pubDate>Thu, 10 May 2012 00:40:21 +0000</pubDate>
		<dc:creator>Gregg</dc:creator>
				<category><![CDATA[DOUBLES]]></category>
		<category><![CDATA[American]]></category>
		<category><![CDATA[classic]]></category>
		<category><![CDATA[double barrel]]></category>
		<category><![CDATA[m12]]></category>
		<category><![CDATA[Model]]></category>
		<category><![CDATA[Model 21]]></category>
		<category><![CDATA[shotgun]]></category>
		<category><![CDATA[Side by Side]]></category>
		<category><![CDATA[Upland]]></category>
		<category><![CDATA[Winchester]]></category>

		<guid isPermaLink="false">http://www.dogsanddoubles.com/?p=4106</guid>
		<description><![CDATA[I don&#8217;t know a thing about Winchester Model 21s. Let me rephrase that. I know just enough about Winchester M21 to wonder if this 16 gauge with double triggers, 28&#8243; barrels, and a straight grip is the real thing. I&#8217;ve seen all these features on other M21 double barrel shotguns, but I&#8217;ve never seen them [...]]]></description>
			<content:encoded><![CDATA[<iframe src='http://www.facebook.com/plugins/like.php?href=http%3A%2F%2Fwww.dogsanddoubles.com%2F2012%2F05%2Fis-this-for-real-winchest-m21-16-gauge-with-a-straight-grip%2F&amp;layout=standard&amp;show_faces=true&amp;width=280&amp;action=like&amp;colorscheme=light&amp;height=30' scrolling='no' frameborder='0' style='border:none; overflow:hidden; height:30px' allowTransparency='true'></iframe><div id="attachment_4113" class="wp-caption alignleft" style="width: 310px"><a title="Winchester Model 21 in 16 gauge" href="http://www.gunsinternational.com/Winchester-21-16-Ga.cfm?gun_id=100250638" target="_blank"><img class="size-medium wp-image-4113" title="100250638-1-L" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/100250638-1-L-300x185.jpg" alt="Winchester M21 double barrel shotgun" width="300" height="185" /></a><p class="wp-caption-text">Winchester M21 double barrel shotgun</p></div>
<p>I don&#8217;t know a thing about Winchester Model 21s. Let me rephrase that. I know just enough about Winchester M21 to <a title="Winchester Model 21 in 16 gauge" href="http://www.gunsinternational.com/Winchester-21-16-Ga.cfm?gun_id=100250638" target="_blank">wonder if this 16 gauge </a>with double triggers, 28&#8243; barrels, and a straight grip is the real thing. I&#8217;ve seen all these features on other M21 double barrel shotguns, but I&#8217;ve never seen them all together on a sixteen.</p>
<p>The oddest looking this on this side-by-side is the stock. Even though the gun has a long triggerguard, I just can&#8217;t convince myself that the stock is original. So what do you think? If there are any M21 experts out there, let us know. Is this gun the real deal, or just another franken double trying to pass itself off as an American classic?</p>

<a href='http://www.dogsanddoubles.com/2012/05/is-this-for-real-winchest-m21-16-gauge-with-a-straight-grip/100250638-7-l/' title='100250638-7-L'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/100250638-7-L-150x150.jpg" class="attachment-thumbnail" alt="Winchester M21 double barrel shotgun" title="100250638-7-L" /></a>
<a href='http://www.dogsanddoubles.com/2012/05/is-this-for-real-winchest-m21-16-gauge-with-a-straight-grip/100250638-5-l/' title='100250638-5-L'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/100250638-5-L-150x150.jpg" class="attachment-thumbnail" alt="Winchester M21 double barrel shotgun" title="100250638-5-L" /></a>
<a href='http://www.dogsanddoubles.com/2012/05/is-this-for-real-winchest-m21-16-gauge-with-a-straight-grip/100250638-3-l/' title='100250638-3-L'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/100250638-3-L-150x150.jpg" class="attachment-thumbnail" alt="Winchester M21 double barrel shotgun" title="100250638-3-L" /></a>
<a href='http://www.dogsanddoubles.com/2012/05/is-this-for-real-winchest-m21-16-gauge-with-a-straight-grip/100250638-6-l/' title='100250638-6-L'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/100250638-6-L-150x150.jpg" class="attachment-thumbnail" alt="Winchester M21 double barrel shotgun" title="100250638-6-L" /></a>
<a href='http://www.dogsanddoubles.com/2012/05/is-this-for-real-winchest-m21-16-gauge-with-a-straight-grip/100250638-8-l/' title='100250638-8-L'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/100250638-8-L-150x150.jpg" class="attachment-thumbnail" alt="Winchester M21 double barrel shotgun" title="100250638-8-L" /></a>
<a href='http://www.dogsanddoubles.com/2012/05/is-this-for-real-winchest-m21-16-gauge-with-a-straight-grip/100250638-2-l/' title='100250638-2-L'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/100250638-2-L-150x150.jpg" class="attachment-thumbnail" alt="Winchester M21 double barrel shotgun" title="100250638-2-L" /></a>
<a href='http://www.dogsanddoubles.com/2012/05/is-this-for-real-winchest-m21-16-gauge-with-a-straight-grip/100250638-1-l/' title='100250638-1-L'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/100250638-1-L-150x150.jpg" class="attachment-thumbnail" alt="Winchester M21 double barrel shotgun" title="100250638-1-L" /></a>

<p>&nbsp;</p>
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		<title>Daily Double: a 12 gauge W.J. Jeffrey with heavy proofs&#8230;</title>
		<link>http://www.dogsanddoubles.com/2012/05/daily-double-a-12-gauge-w-j-jeffrey-with-heavy-proofs/</link>
		<comments>http://www.dogsanddoubles.com/2012/05/daily-double-a-12-gauge-w-j-jeffrey-with-heavy-proofs/#comments</comments>
		<pubDate>Tue, 08 May 2012 00:47:32 +0000</pubDate>
		<dc:creator>Gregg</dc:creator>
				<category><![CDATA[DOUBLES]]></category>
		<category><![CDATA[2 3/4]]></category>
		<category><![CDATA[British]]></category>
		<category><![CDATA[double barrel]]></category>
		<category><![CDATA[heavy proof. 1 1/4]]></category>
		<category><![CDATA[shotgun]]></category>
		<category><![CDATA[Side by Side]]></category>
		<category><![CDATA[W.J. Jeffrey]]></category>

		<guid isPermaLink="false">http://www.dogsanddoubles.com/?p=4095</guid>
		<description><![CDATA[Ninety percent of the double barrel British shotguns we come across are standard UK 12 gauges. They weigh 6 1/2 &#8211; 6 3/4lbs, they have 2 1/2&#8243; chambers, and they&#8217;re proofed for 1 1/8 ounces of shot. That&#8217;s what makes this double barrel special. With original 2 3/4&#8243; chambers and being proofed for 1 1/4&#8243;oz of [...]]]></description>
			<content:encoded><![CDATA[<iframe src='http://www.facebook.com/plugins/like.php?href=http%3A%2F%2Fwww.dogsanddoubles.com%2F2012%2F05%2Fdaily-double-a-12-gauge-w-j-jeffrey-with-heavy-proofs%2F&amp;layout=standard&amp;show_faces=true&amp;width=280&amp;action=like&amp;colorscheme=light&amp;height=30' scrolling='no' frameborder='0' style='border:none; overflow:hidden; height:30px' allowTransparency='true'></iframe><div id="attachment_4101" class="wp-caption alignleft" style="width: 310px"><a href="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/100249970-1-L.jpg"><img class="size-medium wp-image-4101" title="100249970-1-L" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/100249970-1-L-300x183.jpg" alt="W.J. Jeffrey Boxlock Ejector Shotgun" width="300" height="183" /></a><p class="wp-caption-text">W.J. Jeffrey Boxlock Ejector Shotgun</p></div>
<p>Ninety percent of the double barrel British shotguns we come across are standard UK 12 gauges. They weigh 6 1/2 &#8211; 6 3/4lbs, they have 2 1/2&#8243; chambers, and they&#8217;re proofed for 1 1/8 ounces of shot.</p>
<p><a title="W.J. Jeffrey 12 gauge boxlock with 1 1/4&quot;oz proofs" href="http://www.gunsinternational.com/W-J-Jeffery-Game-Gun-BLE-Best-Engraving.cfm?gun_id=100249970" target="_blank">That&#8217;s what makes this double barrel special</a>. With original 2 3/4&#8243; chambers and being proofed for 1 1/4&#8243;oz of shot, it&#8217;s  was built for heavier loads. Think of it as a British light-magnum, and at 7.5lbs it weighs about as much as regular American 12g like a Fox Sterlingworth.</p>
<p>A shotgun like this Jeffrey was probably made for shooting wood pigeons and smaller wildfowl. Today, it would be a great gun on wild pheasants or sporting clays.</p>

<a href='http://www.dogsanddoubles.com/2012/05/daily-double-a-12-gauge-w-j-jeffrey-with-heavy-proofs/100249970-5-l/' title='100249970-5-L'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/100249970-5-L-150x150.jpg" class="attachment-thumbnail" alt="W.J. Jeffrey Boxlock Ejector Shotgun" title="100249970-5-L" /></a>
<a href='http://www.dogsanddoubles.com/2012/05/daily-double-a-12-gauge-w-j-jeffrey-with-heavy-proofs/100249970-2-l/' title='100249970-2-L'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/100249970-2-L-150x150.jpg" class="attachment-thumbnail" alt="W.J. Jeffrey Boxlock Ejector Shotgun" title="100249970-2-L" /></a>
<a href='http://www.dogsanddoubles.com/2012/05/daily-double-a-12-gauge-w-j-jeffrey-with-heavy-proofs/100249970-3-l/' title='100249970-3-L'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/100249970-3-L-150x150.jpg" class="attachment-thumbnail" alt="W.J. Jeffrey Boxlock Ejector Shotgun" title="100249970-3-L" /></a>
<a href='http://www.dogsanddoubles.com/2012/05/daily-double-a-12-gauge-w-j-jeffrey-with-heavy-proofs/100249970-6-l/' title='100249970-6-L'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/100249970-6-L-150x150.jpg" class="attachment-thumbnail" alt="W.J. Jeffrey Boxlock Ejector Shotgun" title="100249970-6-L" /></a>
<a href='http://www.dogsanddoubles.com/2012/05/daily-double-a-12-gauge-w-j-jeffrey-with-heavy-proofs/100249970-7-l/' title='100249970-7-L'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/100249970-7-L-150x150.jpg" class="attachment-thumbnail" alt="W.J. Jeffrey Boxlock Ejector Shotgun" title="100249970-7-L" /></a>
<a href='http://www.dogsanddoubles.com/2012/05/daily-double-a-12-gauge-w-j-jeffrey-with-heavy-proofs/100249970-1-l/' title='100249970-1-L'><img width="150" height="150" src="http://www.dogsanddoubles.com/wp-content/uploads/2012/05/100249970-1-L-150x150.jpg" class="attachment-thumbnail" alt="W.J. Jeffrey Boxlock Ejector Shotgun" title="100249970-1-L" /></a>

<p>&nbsp;</p>
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