<?xml version="1.0" encoding="UTF-8"?>
<rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Essays</title>
	<atom:link href="http://www.frederickmoyer.com/essays/feed/" rel="self" type="application/rss+xml" />
	<link>http://www.frederickmoyer.com/essays</link>
	<description>Musical scholarship and other bits of interest.</description>
	<lastBuildDate>Tue, 08 May 2012 18:01:41 +0000</lastBuildDate>
	<language>en</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>http://wordpress.org/?v=3.2.1</generator>
		<item>
		<title>Rave Reviews for the Jazz Arts Trio&#8217;s Latest CD &#8220;Swing of Many Colors&#8221;</title>
		<link>http://www.frederickmoyer.com/essays/2012/03/rave-reviews-for-swing-of-many-colors/</link>
		<comments>http://www.frederickmoyer.com/essays/2012/03/rave-reviews-for-swing-of-many-colors/#comments</comments>
		<pubDate>Tue, 27 Mar 2012 16:46:49 +0000</pubDate>
		<dc:creator>FredMoyer</dc:creator>
				<category><![CDATA[Ahmad Jamal]]></category>
		<category><![CDATA[Chick Corea]]></category>
		<category><![CDATA[Donate]]></category>
		<category><![CDATA[Frederick Moyer]]></category>
		<category><![CDATA[Jazz Arts Trio]]></category>
		<category><![CDATA[Jazz Music]]></category>
		<category><![CDATA[Keith Jarrett]]></category>
		<category><![CDATA[Marian McPartland]]></category>
		<category><![CDATA[Music Critic Reviews]]></category>
		<category><![CDATA[Oscar Peterson]]></category>
		<category><![CDATA[Piano-playing]]></category>
		<category><![CDATA[Red Garland]]></category>
		<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://www.frederickmoyer.com/essays/?p=641</guid>
		<description><![CDATA[Rave Reviews for the Jazz Arts Trio&#8217;s Swing of Many Colors &#160;                                         &#160; &#160; Once again the Jazz Arts Trio is receiving rave reviews, this time for their second release Swing of Many Colors! &#160; Jay Harvey of the Indianapolis Star calls the release “... an inspired tribute” and states that “Moyer, Tillotson and [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: center;"><span style="font-size: large;"><strong>Rave Reviews for the Jazz Arts Trio&#8217;s <em>Swing of Many Colors</em></strong></span></p>
<p>&nbsp;</p>
<p style="text-align: center;"><img src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAlgCWAAD/4gJASUNDX1BST0ZJTEUAAQEAAAIwQURCRQIQAABtbnRyUkdCIFhZWiAH0AAIAAsAEwAzADthY3NwQVBQTAAAAABub25lAAAAAAAAAAAAAAAAAAAAAAAA9tYAAQAAAADTLUFEQkUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAApjcHJ0AAAA/AAAADJkZXNjAAABMAAAAGt3dHB0AAABnAAAABRia3B0AAABsAAAABRyVFJDAAABxAAAAA5nVFJDAAAB1AAAAA5iVFJDAAAB5AAAAA5yWFlaAAAB9AAAABRnWFlaAAACCAAAABRiWFlaAAACHAAAABR0ZXh0AAAAAENvcHlyaWdodCAyMDAwIEFkb2JlIFN5c3RlbXMgSW5jb3Jwb3JhdGVkAAAAZGVzYwAAAAAAAAARQWRvYmUgUkdCICgxOTk4KQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAWFlaIAAAAAAAAPNRAAEAAAABFsxYWVogAAAAAAAAAAAAAAAAAAAAAGN1cnYAAAAAAAAAAQIzAABjdXJ2AAAAAAAAAAECMwAAY3VydgAAAAAAAAABAjMAAFhZWiAAAAAAAACcGAAAT6UAAAT8WFlaIAAAAAAAADSNAACgLAAAD5VYWVogAAAAAAAAJjEAABAvAAC+nP/hAHRFeGlmAABNTQAqAAAACAAEARoABQAAAAEAAAA+ARsABQAAAAEAAABGASgAAwAAAAEAAgAAh2kABAAAAAEAAABOAAAAAAAAAJYAAAABAAAAlgAAAAEAAqACAAQAAAABAAADF6ADAAQAAAABAAACwAAAAAD/2wBDAAIBAQIBAQICAQICAgICAwUDAwMDAwYEBAMFBwYHBwcGBgYHCAsJBwgKCAYGCQ0JCgsLDAwMBwkNDg0MDgsMDAv/2wBDAQICAgMCAwUDAwULCAYICwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwv/wAARCALAAxcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9bP2Ofh23xe/Z30HxB468U+PrnVL7zvOkTxTfxhtszqPlWYAcKK9P/wCGcNK/6GH4g/8AhW6j/wDHq5P/AIJ2DH7IfhX/ALef/SiSur+IXjnVfD3iV4dPuhHbllAHloxTKrnqM9SairUVJXY4rmF/4Zw0rH/Iw/EH/wAK3Uf/AI9R/wAM4aVj/kYfiD/4Vuo//HqwNL+IPiebXS8uo+bppiLKfs8Yy4KjGdmcc1LefFfV43KRXjBh1Pkx/oduMVh9bha9mVyM2v8AhnDSv+hh+IP/AIVuo/8Ax6j/AIZw0r/oYfiD/wCFbqP/AMerndS+Jnie5hhGi3i+axAcCGM7RnknK+n4dK0b34k6tp1kGnvsFQSWkijG4dOy/wCc0LGQfRhyM0f+GcNK/wChh+IP/hW6j/8AHqP+GcNK/wChh+IP/hW6j/8AHqy9P+ImuyWytc32WfJA8hMsO2ML0xiro8d6tJGfLvSrLgESRxg+5Hy/5xT+tx8w5GT/APDOGlf9DD8Qf/Ct1H/49R/wzhpX/Qw/EH/wrdR/+PVRPxE1iKHc16XYD5lEUefw+Xj8arab8TtX1C4uhFqKMkDBQPLjB6ZOfloeLgujDkZr/wDDOGlD/mYfiD/4Vuo//HqB+zhpQP8AyMPxB/8ACt1H/wCPVWk+IOq+W2LzaSMoTHHz3J6VH/wsXWDKALrCY6+VHkn8qPrUezDkZdH7OGlA/wDIw/EH/wAK3Uf/AI9R/wAM4aV/0MPxB/8ACt1H/wCPVSbx/rUmDBex43BcGOPPTr0/zipE8faqqsLq/ZSDkEQIdwH/AAGj63Dsw5GWf+GcNKz/AMjD8Qf/AArdR/8Aj1H/AAzhpWf+Rh+IP/hW6j/8erOuvibqkik2V+flbaQIUye+eV9CKy7P4jeJl8ZmG71XdZyIGij8iEdyDzsznjPXvS+uQ7MPZs6X/hnDSs/8jD8Qf/Ct1H/49Qf2cNKP/Mw/EH/wrdR/+PVVf4gaxFclJLptwOMCKPj/AMdpkPxL1Pzke4ux5LjGRGgGScDkjp0p/Wo9mNU2y6f2cNKJ/wCRh+IP/hW6j/8AHqD+zhpRP/Iw/EH/AMK3Uf8A49VePx5rRYpPcqr+ojQAc89R2GaZcfEPVkLBLwZJyuIk6f8AfNH1qK6MPZtFs/s4aUf+Zh+IP/hW6j/8eoP7OGlH/mYfiD/4Vuo//Hqqr4+1p4stdKjc4BjTnH4e9TN491LylP2xgduSfJXGf++fpT+sx8w9myQ/s4aUf+Zh+IP/AIVuo/8Ax6j/AIZw0o/8zD8Qf/Ct1H/49UB+IOqphftiu2AW/dp+nFOk8darvBjvWGR0MUeB/wCO0PEx7MPZsl/4Zw0r/oYfiD/4Vuo//HqP+GcNK/6GH4g/+FbqP/x6s7SfiVq88k5ub5HVSSNsSYTB6E7auf8ACdaymwNPkHkt5aZ/l6ULFRfRi5GS/wDDOGlf9DD8Qf8AwrdR/wDj1H/DOGlY/wCRh+IP/hW6j/8AHqR/HGrKyD7Rw2Tnyl5H5VTvPiXqglaK2ujuUbQ3lJtZsjjp9aHiorow5GXf+GcNKx/yMPxB/wDCt1H/AOPUf8M4aV/0MPxB/wDCt1H/AOPVWXx3rcMY824Zznk+SnT8FqVfHmrKwzOxyM4MSdO/b6UfWYvow9myT/hnDSv+hh+IP/hW6j/8eo/4Zw0r/oYfiD/4Vuo//HqpXnxD1faGtbwhC+3Pkp1wOOV+v6VLb/EHVJZIwb0kFDu/dJ8rZ/3emKSxUW7WYcjLH/DOGlf9DD8Qf/Ct1H/49R/wzhpX/Qw/EH/wrdR/+PVSvPiVq6XJEU+IsfeESkj36UxPiHr8k0myVmijXBIhTdu+mOlH1qPZhyM0P+GcNK/6GH4g/wDhW6j/APHqP+GcNKH/ADMPxB/8K3Uf/j1VZvH2tERtFdIM/KV8lTk5x/d4q1ceO9Th3A3GSBkbY1P9KaxMX3DkYD9nDSgf+Rh+IP8A4Vuo/wDx6gfs4aUD/wAjD8Qf/Ct1H/49UR+IOqRE7roMBx/ql5/T6VFc/EbVY42C3Dh1PJ8hT2/3fej6zFByMtf8M4aV/wBDD8Qf/Ct1H/49R/wzhpWf+Rh+IP8A4Vuo/wDx6oPD/jbWpNOkl1O9ErPIdmIUXaoA/wBkd80658dauoJhvEGOg8tCW/DFCxMWr2YezZL/AMM4aVn/AJGH4g/+FbqP/wAeo/4Zw0rP/Iw/EH/wrdR/+PVWPxB1Z4023YU87j5aY9uoqb/hOtVA3C8U8fdMa5PqeBT+sxH7Njz+zhpR/wCZh+IP/hW6j/8AHqD+zhpRP/Iw/EH/AMK3Uf8A49VNfH+uXd2I7W5xuz0hTI5x3X8asL421gfevAVBILGJB9P4aX1qO1mL2bJD+zhpRP8AyMPxB/8ACt1H/wCPUH9nDSj/AMzD8Qf/AArdR/8Aj1JL431Qx4ivP3pzgCNCD/47TYPG+rtC7TXJTBABaFRn/wAdp/WYhyMef2cNKP8AzMPxB/8ACt1H/wCPUH9nDSj/AMzD8Qf/AArdR/8Aj1Og8eai8TGWds5wMRpke/T/ADmmr421WW5IFyUiUckxJn27e3ej6zEORh/wzhpR/wCZh+IP/hW6j/8AHqP+GcNK/wChh+IP/hW6j/8AHqowfEzVTqDRS3L4P3cwoB1PGcfT860pPGuo/MUu+5wCidPypfWYsfs2R/8ADOGlf9DD8Qf/AArdR/8Aj1H/AAzhpX/Qw/EH/wAK3Uf/AI9VmLxnfsSpuZCSuc+UuB7/AHabN4x1JA/l3Gdg4zGoz+lV7eJPIyD/AIZw0rH/ACMPxB/8K3Uf/j1H/DOGlY/5GH4g/wDhW6j/APHqSfxrq3lq0V0Qufmbykwv6VDH4/1UwtKLssjH5cxIMAf8B96n6zHzHyMn/wCGcNK/6GH4g/8AhW6j/wDHqP8AhnDSv+hh+IP/AIVuo/8Ax6mW3jjVnBeS7jaMj7wRML9eKs2/jLUp0ylzuBY8iNTx+VP6zEPZsh/4Zw0r/oYfiD/4Vuo//HqP+GcNK/6GH4g/+FbqP/x6pR411IuwW5AIOMNGoP16Uf8ACaan5pzcgKMjPlrjPY5xT+sRQKDZF/wzhpX/AEMPxB/8K3Uf/j1H/DOGlf8AQw/EH/wrdR/+PUf8Jtqau3+nBgwyoESZPPb5eantfGOpTQI0tztfupjQbh+X8qSxEWHIyD/hnDSh/wAzD8Qf/Ct1H/49QP2cNKB/5GH4g/8AhW6j/wDHqmu/G9+iqY7nBDfMPLXp+Iplv451OZnDTAEfMvyJ09OnWj6xEORjB+zhpQP/ACMPxB/8K3Uf/j1H/DOGlf8AQw/EH/wrdR/+PVdXxbfuG23LEqQPuJ/hTH8Yak33ZghyMAqmD+lV7aJNir/wzhpWf+Rh+IP/AIVuo/8Ax6j/AIZw0rP/ACMPxB/8K3Uf/j1WZfGWoCRgtxjjjMa8fpVebxtqcLBDdhiw+UiNCP5UnXjEai2J/wAM4aVn/kYfiD/4Vuo//HqD+zhpR/5mH4g/+FbqP/x6pl8YaoWCm4ODxu8tP8Ke3i7Ug5DXYBwTjYnH14pLERYcpWP7OGlE/wDIw/EH/wAK3Uf/AI9Qf2cNKJ/5GH4g/wDhW6j/APHqtQeMr+ebAuTwCceWvP6U4+L78DJnPJ4/dr/hVOskCg2Uz+zhpR/5mH4g/wDhW6j/APHqD+zhpR/5mH4g/wDhW6j/APHqnfxlqRUB7nypGHygxp83f09qG8bX73MUS3agn758teOPp/Kl9YiPkZAf2cNKP/Mw/EH/AMK3Uf8A49R/wzhpR/5mH4g/+FbqP/x6pZPHl5a3KC5uxtkbaq+WuW+nH+c1bm8W3wiDR3CgZ6lF/XihV4sORmf/AMM4aV/0MPxB/wDCt1H/AOPUf8M4aV/0MPxB/wDCt1H/AOPVPP411COJSbrG4HafLX5vpxinReLNTKqZbgg9x5aevHan7ZMTi0Vv+GcNK/6GH4g/+FbqP/x6j/hnDSsf8jD8Qf8AwrdR/wDj1Xl8V6jhd82Nx7xrz+lMbxbqeWJlwAemxMdD7Ue1QuUqf8M4aVj/AJGH4g/+FbqP/wAeo/4Zw0r/AKGH4g/+FbqP/wAeq6ni3UFlVZrgcnH+rXP8qJfFt/HcbWuSF9TGo/pT9qtg5Sl/wzhpX/Qw/EH/AMK3Uf8A49R/wzhpX/Qw/EH/AMK3Uf8A49V1fFeoswzOcA8kRryPyp03iq/H+pn6Dnci/wCFHtUHKUP+GcNK/wChh+IP/hW6j/8AHqP+GcNK/wChh+IP/hW6j/8AHqsN4z1CNMzXG098xqMH8qguvHOqmLdaTqCRlQY179M8VLrxQ+UT/hnDSv8AoYfiD/4Vuo//AB6j/hnDSh/zMPxB/wDCt1H/AOPVoQeKb+dQPtBDEdfKHXP0obxXfrw9woBOA3lj/Cq9qg5TPH7OGlA/8jD8Qf8AwrdR/wDj1A/Zw0oH/kYfiD/4Vuo//Hqv/wDCU6gd2LjPphF4/SiTxPqQbCz8npmNf8KPaoVih/wzhpX/AEMPxB/8K3Uf/j1H/DOGlZ/5GH4g/wDhW6j/APHqt6h4t1CCKJY7lhJJIFJ8tfQn0qV/Fd+m4GfJ7DYv+FL2yHymf/wzhpWf+Rh+IP8A4Vuo/wDx6j/hnDSs/wDIw/EH/wAK3Uf/AI9Winim/k5E5AUZbKL/AIUL4r1BR+8lPGQfkX5T78U/aoXKZx/Zw0o/8zD8Qf8AwrdR/wDj1B/Zw0on/kYfiD/4Vuo//HqvS+K9RVf+PjaR/wBM1/woXxhfM+PP6jPMaj+lHtUHKUT+zhpRP/Iw/EH/AMK3Uf8A49Qf2cNKP/Mw/EH/AMK3Uf8A49Wgviq/YuFuVYjoNq8D8BSjxVfn7s4bI/uLx79KPaoOUzj+zhpR/wCZh+IP/hW6j/8AHqD+zhpR/wCZh+IP/hW6j/8AHq1B4jvyVHnnOM8ooz+lWtD1+7vtUt45WZo33bztUZ+UkdPehVU3YGrHO2vwmtfAfjPw5eaTrfjC5aS9khkhvvEN5dwSqbS4OGilkZWwVUjI4IBorqvFf/Id8M/9hJ//AEjuaK0EeW/8E7OP2Q/Cv/bz/wClElbfxB037Z45vftJVom8sYyAVGxe/Xt2rE/4J2cfsh+Ff+3n/wBKJK3PH1xu8cX0eG3LsKnqCfLXp781z4r4de5dMx5HEcRAXy0Vhs644+tUSkMk9z5+NiAHAz83P8IqxdzK0yo+xj/Fkg4I9c9Kz7iKSWUGBYRn/a5Iz1+vavMb0NSvpmqW7eILqSyQssUCQZPUHczH3I+Zf0rUvbVL2WJJTsgB3EYIDsQMc9+h/OsvZJc3cMcARhEzSFlOM4HT8smtSbUVjMRkYbpj5qLgjAwBkdumKIvTQCzFMsMqlQzBByDySR7ds4qRI2a5BTkOxLKW6DOAP0x+FUNOuGvdQW43TFIyQkYHy8ep/wA9K0Il81PMiYbP4nK+g5/rVLUBhZo4SyKC7HAVmOCM96h0XR10ezRN4ZpXLNx0LHpkfXFSPE+qQdACAArMflIFRxwulzE52tFECCqt/Ee/86N2BM9okZJib5SNvXIHYdfrUrRETEFtzBfmC45Hr/Os9Xe+ulKho1z8oYbfcU60MkG8tgLJlS+cnORgZ9Pf3pt3YFq5gkwPs/XO3Ixnp1PpxmhY2Kvbs7RqigtnCkj1wevXrVeXImcxORLgBQxxx357jnj6VHdj+z4jc7ndiuGBPIGeo/OpbAms7BLW5VVlZYzzuPR+B6fh1qa0Pk3TlI0BJIUgYIx7/wCelAKP5c9sDKGRQSWwSMdajvoFt7qPyw0cbncR1OTzx7Cq0DYs3dibuEMDjyhwynJ9OPX8OKgniLwElXwrY4GMexNTfaRDOPLzGEHlg9R6dPTNMnh+2Swrb72WVyXAHHGTg/XHSnLuA83AnsVlYFio5yDg8cDP1qSHfGwaZQ0g+bsfrxUdtKsM/lbfuAtgHtxShAisylnQYLExnoP8ile7Akmg+VPKOx/vKQPmx/XoPyqKw1FozIinzZM4du2fr64/pUiSeYiJLJjAOcA9O38+lVI7WW0eXeyshXCbT79T6cZqpOw7lwyo/NuF8w+3Jx39fxqC9IuopY4H3PIMyAKTwe/TrTtNnZYS8bKBuIJ2nIA/CnAMsTbG3bzkk8HqcZ/DFNO4XYLDAoC2oVYymcIm1RzjqB7VLJMsrFo5FK9AA2TjvgenvSOGjO3dlVwCqimeTIik+YEIGVCjOMUbAh887IrPMQAse/A+83H6UmnlpLRd7Ro5wWOBhfpTGBcRtIqoj/ewMnP1FPtsalDIkYUKvI4xjB6bv8aW7QdSe1wZZvM3Pu+7k8tVdwsYjSUKY1JJBP3evPv1/SrAzDF+9kVo257fLx256mozZ5dRctg54BYYOe/WqBqxDd2G+IAK6fNuBI27l9P1qPTQFiJKMjqcEE9ceuOc/wCNW4p/LmaOU/6lsBWbg8ZH9arzM8kyNIVRFG7AxjPv61LWohllJ/aM1xvJADDJG4BT6fyqSScLGIpEHm8nKsDz135BqQRCzi/0twTIudq8En8aRJYJCuE3hz9717dO/rRYZG++3BJBXC53E56jrVTw5qsl9ZySCN1BkIRiMlxnqParN8UvRJEnQrgsTlcmpraA2NqkcYGRgABec1KQhVsWB2ShlUkEkkEN7fmRVbVttpNFHabQ00gj/wBzIyTkewNXIHF0haAZVhtO7A5/pUQg+03PmR4JUbRzwef1q3qOxbnVI4FRG3FCOGUnt1FQG3V3IlKIx/iY9B+H4UMTNny8iRQFZjwOp6frxUkNuZmxBk45bPU8Yp/kF0tWJMkbTkNIGzjCjksPao7h/Is3yCroMbsgZOOM5qe0nDu8SFXmGFGxgSPw7VHfQtcSQwGKRQWBywIIOc88UrkqpGekXcW3t1juXcMBP8wz0A65xS3EQADqSWb1GN/f9MUiEpcMhIZg3IyKYXLyuqYZVYYyeRzQVYgldvM82Ntx5B2DBQ4PBqzauJbYqHkL8ceo96imPkXCMNpVmxJhuD6Y9eakhlNteA5+TYdqKOQcincL2Q6RX3KsYBJyCVwBx9KPmtkJnQs2MLnG4jv0p0iGQBogcnPBIG0d6jgneNQrOQSpIyck+/FGwdDFZkh1JWndy0R6Z4UZzx/hXR21wXsd/lsyMBIeMnrWZqEI2goryPzkKv5c+verOg3jXVgyMu0242dc59x7VMXZiexfhlyduCBJnAzkE5xxSXETKhYk7CcqSe9LBKI48yDcSeO4yaryzoLpiuA64wucYrZuwkuo1ti2cxJY55GOOR0/w/Gq9sDJBGkmxWYkuo7Y7HH4VJIv2ogq7FeCwYYzQFSEIQCCvRsHn/OKzKHNbggeW2FPBODx3xz9P5VNaykSBFAJbuQMn6VVvnYtlgdyncdvG3/Gp7Nd1vuuFGSc7hz60ATTf6M3OQrZG3HU+9PW3MsT+XgH3HIx6Uklu1xEEBG0/eGecU1ziJNgcgEj+70OO/0qxMTy0QbSgCj0ToeuaDdH7QkcI3JIN27HC08blVkDhQeMLzgf0qn9sEN3BCu4tyAM9cdSQfSk3YCykBkly+/J6/L1xUwhSCcGMIrrjPXP0z+dNtTuhQzEsB0YjIcURfMzspVWA3sC2d9WknqS3fQfLOkKuFaRyMDAOR69+M9KablVIPOG45yf89f0qG+uDDIDCVBI4wM/h/OnYbyuSxA5OAcCkncLWFA3xl3ODuyAcc44qC5kFtcIyBiGyDtBOPx6U29uZBEn2X5tn8O05NSm3eWQeX8ityOO3oDUPUrRO5LBJtjZIchV+YDghRTlkUyAPkF2+904xyCPfn86Ft0iVSSrZGME9SRxTo7xHiYRAl89QuQrfU/55q1ZIjYIJPKBKcqwPQfNk+n51FJOzgHBVWzweo78fiBTUt2jiZc5bhhtPPA/xp6u0kYErrnr04xScguHlyRNukbHHPsPr2/+vQFFvP5kGV3rgjPBxTfKZi6btyr6d/rU8IklQrK6lf7o6g4/lg/pRaweRQn0hr/VIp5SjSxnKDbuCA+h7HitJ2V5D5k2189mwG9Rx26U2BFjUnIbsmcZxjn+dPRFklypZWQAZB+9VR0Bi43SmSYhpD6nt9DThhl3qFYg9CRTX8rfvHL9Mk9B6YoRi4LxqSMZyB0I9PeqTQWbCTMlwS4yD7/jT3dUjGUB+nUn1pC43KZDudeeR/SiZwwLBcIxGPWqsIqahOZrMFtynIPI5PNAlW5iTCsGdepzzz/9apppBLG+AD5eSAe30qO2AW1BTb9R+J/xqI6u47j3K28P3ju6kH/69MYmZANrlMbjj0/zipZHDgcJk9yOKigcWuTct97hWz7ntViG3MQMYMBYBRjg1DaOq26CYNwTwePlycfhin3KeVChTJJbA7Z/xpLRfOuJIrsICTwPasZNNlJaF62ZkUHKnIOD3Bpd53jzGBI65/rTCHMvIHHPHSiU7m2tyAeVHf2rYkfIzqSSyHn1pRG0ZwGGGHryppBFvJzkbeQMdaXzkhR3c4G3PXpUt2BalbU2DvDEVLruLsVGdp4wTn8amUebyN2FHX86rxBTKzZZnlOQc9OOnH0zVmOTYzfKCrdzzn/OaUdwY9lZk/eYxkYB70SkwF1+8GXpjOfpSAncVGMjrmnmRd3zLjI6YzVgMjYMmGLkE9PSh4PKbGTtyOp4H+FSBNsn3gFB4wc4qC4RxA/2faSwwM9Mn1ouA5ZNse1gQ/3QR/FUdszW9yTOm4uOnb6YpLW6LwFFdn2kYPQ/jUls4hYNwSMknOetJO4EsMgZN23B5GMdKueGMjxDbqo6bs/98mqu0bNwUkfdPrnrmrnho7tftyAP4sn/AIAacfiQnsaniv8A5Dvhn/sJP/6R3NFHiv8A5Dvhn/sJP/6R3NFdZB5b/wAE7OP2Q/Cv/bz/AOlElaPxUMsfxCDWxPMqBwfu7PLGT7Vnf8E7P+TQ/Cuf+nn/ANKJK3PicsqeKLx7fapbYoLYO75F/KubGfB8y6e5ykkLh/OlkUFyc8ZBzz17dKmuo7b7PIyEbzx8oJ5wenp/9eqSXLXaiGYDdvDFVP38e/b8qmsLiKG4ZJV8o9dud22vMv0NRsJWytQw8x5SCrFRgYI71ahj+wwrPdRzAeWsUeOcADr+NWo5YhzDFkuOp6Z/p1p8qlkVt+1I/lxnjnpnP4/lVKOlg3I1Y2WyK2gYhmPBPUHn8OSakmgYK/ksVTAG1RneD1/HmnOxiUCRN5XAHO36YPeqpuZby422Y2RkfPnt+NVe2wFuJeVMCgLjaF3DI7c4qve3EcUTQQYLMCFUHlsdc+n1NOmuVhDCYruRcAAdsc/j1PWssWn2m+tpYgBgEAEngH1qZS7AaKxmAh9qHeyjazdRnJ/TNQm8zqJhw0isc4PAU+ufb+tJG0VwoT5+GAyG5BHbpz+FMREgufMt3Gw5fJ6gdMMPqR0qb2QF5g7uHTaCh5APHOMf1qw4X9558fmsSMjOAeO3sOKq2kTPAzyyFgeAcY75HGPrVlYRtDxYZg2WUE8dePpg1drgUtJaRbuaWMR/ZEGyMg9GycjH4Ul5qLx3abwBGgxl+Tu7dPQYqzHbpa2s7Y3/ADmTaDjGecfh9Kp2Zs71TL5y8naC5POCQMcfrSegFxQ5neEhJSj/ADhs4AJz1/GnzoUKyx5Zo8+WR2OO9FvAkTPNdhkdjjap4Iz9Sc1JPGGiBZsRsMZA+7nt1qltqA1WRZWkhVg4UAgj88frUpUNO5kYCMr0U88nAH61FEGQEDa0nXJzjk05syTMEdQVGQGHDfjVOw9B43Mri2yAeMMQD+FV74/OXIZAkeEKkYODyD+f86cFMilkAG7lT/nuajvrWRrMQovzdTg8dfrRLVA1YjtLx0kLr86uqoRjuc8/lVmKX7TKIJYlaRDlcuPmP1Hp0xRbfKgiKj5F+bJwM+vQ+mKoCRo5yYYSHjYqZA+en+etSnyiL6eZj96mSWzu3Y5zjHI9KfFL50pc7sgH5gOpB4qe2Tz7YSBCI3H8R5XjqRTgREIsNznkj9TirTuOxXbyofMjUSeZISuR0Q9fWodMtSI0DZESEnavVfb3+tQXE7yzExBXKtlz0yM44/Src9qbcyl7iTM7DhUGBwffj/69TfW6EyzIgnhBk+Qnooxx74pFJglDMvmADAOO/wCNMtV3xb55Fddq429V56k1He3jPJtaQ/L82FHXqOaq+lyriCTtlFLkk5GSG/8A1fzqyi7pY/J3HHzZYfKOBVayk+0xN9qJiJPBK559T9fT9alc+a3kltzNkAA4z9DSjckW6X7SCDsUDoc9D6VFFutXdyoCoCVAOQf8KWaSPTlgXep3dj7cf0qCGXzSNmfmHG4cccHPp0ptgXbeLfabJ8FiCwHQZz60sw82RQcBVBHJwfYiqlrdOWneXDJC2U2qdzAjJBye/NWm+aIy7T8n8LDkE8ChO+4EIiMeFmCbOD8pyD9aLS+AujDEQ+fvNj7gHr27j3ptxA1ycMW7AqOMDvzS3syWKx+UoOXVSAORz19x2pNtDvYsSmKGzd7mRI0XLO/ZQBknmvyq/bx/4KR+K/iz8QtX8N/Cy/uPD/hHR7h7L9y2J9SdCVeSRhxtLBtoHbBzzx+ofiq587wvq64Ku9lOi/LnJMbAcZ4r8F/Gts9t4x1iGcnzY7+4Rie5ErA15uaVZU4JRdj5DijFVKUYUoOye5PZeOte0y9+0afrmrRTg7hIlw2c+vWvUvh7/wAFCvjD8MIkj8PeMb6eBOkV5+9THpgYOPxrxUnn0o3nFeIq9SO0mfExxVWDvGbXzPsrwJ/wWu+IuiXMf/Ca+HfDetRp98xGS1lf33HeP0r1jwt/wXJ8KXMi/wDCZeAfEGm+YR5ktpdxXQ9/lbyzX5u55zQWzXRHH1o9T0KWeYyj8NQ/Xrwx/wAFUfgr4vKIfE93pjMB8uo6dLGQf96MOP1r13Qf2kvh54qshJ4W8ceFJllXO06nDG2T/syMp/Svwnb5vvCnQuYG3Qlkb1UkV0xzWa+KNz06XFeJj8cUz9+dB8aaTqoA0nUtMvsAn9zdpLnPrsJq06yEmZU5XuOw/wAK/Ayx8Zaxphzpur6rb45/dXkifyau58Aftg/E/wCGMxk8HeNdat9wwVmZbhSPpIDW0c2j1id1Pi9fbpfift87RzS7FZkGN3Hcd/1zWTo19K+qRRSbxBEGV8DbuHO01+Wng/8A4LCfGLw6Il1658PeIIY8Ai7sTE7Adt0bD+Veq+Fv+C51zE0aeN/hrbvyN8mnaqV474SSM/q1bwx9Kbu2ejS4nwdT4rr5H6OABkLSOuRjhuOwqtLKrs7MgcEn2I+v86+RvBf/AAWd+EviK2VPGNv4m0CZ3G5ZLNbhFGB/HHJk85/hr2bwF+2v8J/iRbRP4N8b6c7zAfu7hJLdwPQ+YgGfxrsjiadRaSR6VLNcJW+Coj04hRGnnBhsGNw54pY+UDE+p3HgY9MHrVSx13T9Zg3aJe2l9E4B3QTrLjv/AAnrjNTXUjQjJ3BPVlwK0UkztjVhJaSX3ll5w0qtGFDcKPfOevpSC4/elI/vA9AMBvx71XMg8kuPun5V5yc8cngetPgtykiNdMyuoYjoQ3IpmhJNIzADlSSedw6en86Tc0GROQ5IBznOD6U+R8qrLGH3DIG7AJz9KrXJdGCvtJY7jtHLcD8qL20Yh8Urwl0m+7IcfXjrUeiuzzvMYiFUZKk7mX2pFheeXyrT5mJUlnPAHGTWottHYQLFZkuM5ZiOWNJRcndA2gtrn5mXy5e5G4Dj9acq/aUIUKgTghuC36Um0jIZgWIxx0oe3ClnVmU59N2fX6VskS9HchfE8TlBhkPOeCPcU9Zi8cec7egBHf1oaDc7PgdMAjpznnH4UOmVBkkOFXKkDB9DWa91srcr3dx8p851PueAPYUml3MjWUcZidCAS2W565FC3CXNwd6Ltj6FlJ56Zxn2okDYLKpIzjGcEH0OKV3cLXHRr5bIz5Kls8A5zVoIyvlcALweMg89qjS4S4UNsx0UEn8B061JIfMdWY429QOn1/OqtoS7kPmOH8yLepfAIHU56jFMuomllG3b2zjjv39Kmt4VtHYr8zKM5cHH/wCuj7T5h/fIFUt1B5PPrQ1ZBFiwIYpBh+MHgn/PpQXNrKuXV/NYBecY655qKEOx8pzuJO4McjA/z/Oo4lkuJQLggRxNkMO/UYH5/pT5tLA11NEjyty/IGPU9ce9QXF00P3QxAOOMcn86lfcsK7WyS3Q4BPv9Kr6jII51DFSsi4x6Ef/AK6qWiBa7grm+YSKoBcfd9PerUFt5SgZHUkH+tQ6fAbcDJP7w5OBkrnt+WKnMoilHUhR6daLOwOQ2JX3OrsN6/dIBwoz+tNyeS7Lu3dMZApyOuQxzuzj2xSzXIEWJioXPYZzVXJ6D51L2yA4JIwwz3//AFZqGPEKley8eoFPuFkmbdHt3DjBNMijdIi05XLHlQfT/P609FqA24LSYBViCAAOuKft8mInI56jHSmS3qQBWB3BmCnHXvRJI7SEW5HzZyCuMf41DY1qQs4IXYuWxg8dR2NMsk+1ahv2vhI9h3dP84pbeXZExZW3HAbbzz+PSrVkhjiQbMHnJJyaiKuy3oicW4lJxjeTgZPGKY77MD5dzHHIz+tKd3DAHeO+evFPt18yM+YdqqevUitzMdDA0bPuZDgZ65GPaqOtSmz05yBvD4A9DlgPrVwna42HA689xVXVZN32WP7+6XJHsAT/ADAqZOyGu4gVbMAcAkDaRznjp/Opk+aIqxAX9T7Uk5GFkKHAH8JGM/jSoiOw844z0GaUO4N3HRsYpEZd2e+f8KeG6luSOppJiAxKAggYG3n+f/16lA3R4YoSQQAP51aJsRxsXIEeSrDnIxio7kAQBVBYsQRzjbipVwBsm2EZHzjIps0pgtWB544wOTx0H+NJ7DQ1Dhv3WM43E46GpYGG/LY9MdyfWoLG4cQCRhlig+U1NEuGy4+Zuh7ChbAyWJTyBg47nrVjw2R/wkNrj5RlwB1z8pqCJ9qkRjJPrU3hsj/hJbYRqSBuySeh2GnH4kJ7Gv4r/wCQ74Z/7CT/APpHc0UeK/8AkO+Gf+wk/wD6R3NFdZB5b/wTs/5ND8K5/wCnn/0okq98XrlrXxVqEjNvSJFbyyOpEanr+Gao/wDBOz/k0Pwrn/p5/wDSiStP4s6E2seJ9RikmeGOdFG5AN33FHBxwa5cZrD5l09zzzwpqU2v61fNEPKSJgI2VNvy85HJPNbyaW9leLc3BV1b5dpHU1oeX9gtjHsURgY+6M465478DmlM4MYk2bGIzwckj157153LY13GwYdwqggDk44A/E9an8xch5WZ4S+xhgcEfzqsLqLzwk75Ur8p4OMdR0680zSbqPUo7wGK4jjt3VV3sP3nHVR2qlICW+nkkuJkhG4N/qwx4HA7+tMfUHtxgDyt2Bhfm9ieR65qv9u+16rLa6VbgNabWklkG4AnJC4zzx/OtVLCGFs3rsSFxwOg5yMUrX1AzGt5p4XmcqruMHHOAeMfX8qbqKymCaOx2o5i/ds3ZscdK15rkXEJMCKZB0HTn3x2qhcSvbRNK0Uasgzk85PbB6/rUtJAJHbCCzxkyTKp2HGCWA4x2B/Cho02oxQh8MWU4ycDOOnTOD1qzuaKyAu3MnqX6qc9cgcfWpLlStkxUrH0AkHLYJ5qrbALDcfKgCkBUyN3v1P4ZH51KsXkxB49wL5zjjPGOaiQ4mjEUjEheVflSPXjv0p814boplMKG/hbg4B/x/SmtWBR1+6bTdKlb92MhRvXI59fp1rD8I6dJeTz31/J+5T91FgDAIJJwo479TU/ibWjq2qR6ZBtVV+aY7cgg9/58Vr6Hp0OladBa6fGYrdlLYB+8e+T3zUpXkBeaBmZWV3KtgnKgHj25onjz/rmIX+90zTreQSSqybmJPp0P9PpTZJFkVwVkdCcHoM4rVK2g2rDrlWj3PHIrKQcnByenoRUDK0UjCddr4/djqSev8h/+upFh8m5KklgcAAcjHoKjlbFyihtw2kB9uAh9fyBqNhDt5BY+XhWXcACOMY6/rVS5uWEMk0Mh+XBwe3IH+fx9afEnmI32hvNXBwF4x7kfQY/GmW0scauFLYk27Vxyo57+nFF7he4+3naVHKkuAcjscHt+Y/WmuB9pABcO2CwAAAH+fc1L5kDI4ZFV0bOU4J4HrUM0fmMrxBSxfj25wOfwz+ND2AlsZ5GnKKrr5+7b83APP5cYGKuXgktwpj27iQpUjueoBqmbQBFd97SNyHGfmPqMdf0q5GFvkw68KfmJz1P/wCunF2VmNajI0Ty8ou1BwcdFGPfmmuwkmA3SCUdV6rVjDxp80hz0IPAI6dsVE0+2T9zkMx478VWwXLMcOYf3W1H+6QBxgc4xVDVbnysMON5xkLwCPWtCEvK6CRGfPygqMEd8n8jVTV5TaxuEUgA4Ud8/wCf50NaAKrK0WctzzgkZJHXt7ipoHiL+agIAAxzz+HpWbYTfa7UeZGWCseW5wff/P8AKrpWS2ZiEYbz26gD09BQtVoLYoXc7vcuZo0ZA2AevP8AnvV+NFiYo53bjtK4z+v+eaQWmwIZgCwzkD+Lk5BqDStQTUNQvIk8xI4JPLcljhmwCTjtye1Kz6gX7KKNYpHYlhIcJjpxwKnMbJMwmOVK8hu3vxVa3tY4NqwFQm3bweAPYf8A16DJG4Xb5gDnYSRkYPU4/Cq2AWaVC8aqSHY9TkjHOfz4rPktJ7/WZYmYLbwIr7wfnc5zj2A2j86vwWZ88ysGaRgcjtgdsfiabPbxRhvJRQWbceuWOO5otcBrW637yrKEXzE2MTnnOR+ORn8q/C79onQv+Ea+P/jawwB9m128CjORgzMw/RhX7qRFVKPLlVA6c49q/HT/AIKceBk8B/tveMoLAnyNQ+zagmRgZkgQt/48Gry81jempeZ8hxZTbpU5+bPAm+9SUr8txSV4B8EwooooAKKKKBoKfvJUZ4AplOL/ACAY6UAGCcEmlUFSck803d70of5uRmgYAbjn8uBTfJBbdtAPUEAZFOLAtnpQGx3zT1C9je8OfFTxR4ObHhHxL4g0sZyFtNRmhGforAV2OjftofFrQGB034g+JcgYxPcC4H5ShhXmJl455poc55NWqs47SZrDEVIfDJr5n0P4U/4KlfHDwxKhk8WW+qxr1hvtMt2VvxjRG/WvUvB3/BcPx1pZVfHHg3wtqoGFL20s9q5HtuaQD8q+KPlzyTmgsB909PWtoYytH7R1U81xVJ3jVf3n6X+Gf+C4/gjWLWFfHnhHxLo0vRzazRXca/TPlmvV/AP/AAUw+DHxA2NZ+LJdOlkYAQ6hZyxup9Ds3j9a/Hjef8//AF6Rirj51U/UZrpjmdWO9menS4mxkPial6r/ACsf0B+CvHvh7xrapP4J1jT7+BlALRyBf0bBrWMEkHKOjpnoB19wc8V/Pfous3fhu4Evh+9vbCTrutbh4WB+qkV6L4R/bQ+LHgaeNvDPxE8VxrH0juL1rqLHoUm3Aj8K64ZxH7UX8j0qPFv/AD8p/cfuJdoyuWIKDoDng9/6VYtZ0mibcTiQYyfU1+RvhT/gsZ8avDzp/bWoaBr8aNkre6Wibvq0BjPevQNG/wCC6Xi6yAXW/AfhS5XOT9nmuITn/gcj10wzSi92elDijB1FeV0/Q/S5y+CoZE38JkEk1n6gkknlR7iXYt8obHAxmvhHw7/wXf065lCeNfhxfQL182z1dXKfRWhHv3r6H/Zp/b9+Hf7U93JZ+B7q40nW4Bn+z9TCrJIpHLRkHDfp2rZYulVfuyO7D51hMTJRjPV7HttqQsSsCF+Y498dj+tLvYSFSMb2yQDTLaIqzeYmV6jdzj3x2q/FEwQ4wGI5OM5HqK6ErnrOWmhBChgZQFxGjYUA5I+uaszZDZZRlOCO31PtQirHlY0ZWGPm3fex60xQssm2Uk5BBJHQd+/1rWMbbmb1HoPNZkYlyDg557ZyKiuJT5BZ0DbB0IGB7n/61PUHzGKAEsvIUA/j9abE0LqWDM0jckdlqHqNDgw25Ynaw+9nOCe3rVaOcQ3CxsMRbto7kH1/z60eepJ3ghdpztHzH6VFMxaT5N4Q8j24GM9c1GxoasyrGwwpKfdU9zVVYfMnLv0QZ5H3Tk/n0qa2V/s6uw/g5A/LNIztaIySljz/ABd61eqMthdxm3NblvbgAj9aXzPlYPj5cA5phjBiG5uOx3Hn8qSGYPcHaGIzgZIIb3FU3yjSuTR7CpBAK4z0qGRMDAAwpzjHOQMj9RUby70YAnHTjqT3yaSG685sRqzbegycn9alyuNItW7/AGgNgMOfpk0yONYJ9jMwEh4AOf1NNjkKJ/qyFP8Ae5x+v1plwX3xvsCtkEbjwp9aNWg5RhsDJc7HZfNB3dPlx2/GrH2oiNjJHzuIOD706Fw1wWZVJI+ZgOhHcfXJH4VHAqR30iAvtcCTJ5AHTH6H86EhMdb2plmLSvhTg8d/0q1HIiy8qCpHQ+v4VHHFsmJRdykevC/QUEh5WEanGcjirSSE3cGuQzMp2r1wCSfpimvcGCfy0KkngD1+tLJH5UpK4JY4z3qtM4WM4+RweTkkmncCYyOFBmIDdsDp7VDHBNc6l5zkrBGmAuByxqS2XL7gxAc8A/596mW481zGpYZ6EH09alxuIYY1GAMrhs9elSjEk2Wj+4MA9M+9RMdoYtkMzZOTnn/IohkEw2jlvU/59qpaDJvvq2OWXHH92hFEw+RlXGeozTGZxIdp+tOjdWbKnCsPwNAErFRGQS3HJzjP0/OonHkQMTg7VyCByeO4zTpACueSSueaZe3IitHeMgHGOFH05olsNCqnlpmJVJA5GeBTkkB2gkgscYx1rN0aOSK62wrxP8zcnK/7VaCReVKBIeh5OelRF3QhS7klIzt2nOe4/wD11oeF1H9vxF2GTuKj1+U1SbAYFyGycBj1q34YEZ8RQY+8pfHH+ya0j8QPY1vFf/Id8M/9hJ//AEjuaKPFf/Id8M/9hJ//AEjuaK6jM8t/4J2f8mh+Fc/9PP8A6USV0HxDmI8W3ggcK6bCR1z8i9q5/wD4J2f8mh+Fc/8ATz/6USVufEcFfGtwyAHJTOTj+BRXPi/h+ZdM5fULmRkUecFdGKDYuNwI54HtTbu4MctsYZu4yrAZzn/PFPurgG4kGxgVOODgjB65qq9hJPvFsjNE54fPevMbuag8CL5ysPcNuPHPP8xSeEobi1ubu3vpn+ciRcnlE5A5/A1HbWLsXj1MlmyME4wB6fXIrX09IoLshj8+RuYHDsoHAz6cmoS1Glc+U/B/x3/aC+KfxP8AiRY/Aex+GFtoXg3xNLoKyatp91NdXRW3gn3yOl0ini4AGFHSumn1H9rS4LJ5nwWVyMbl0u8BUdP+f2rX7ApU+K/2gWIwP+Fm3XloWAGP7N0/p7nivhb/AIKz/wDBTj41fCL9ty9+HPwY8X2Pww0DRtMguba91G0h2608kXm7/OmUjbuPlDBCgqc85rTZG8I80rJH2w+pftX+QjQH4LLuG4N/Zd7lR+N9zVPWdX/avhB+2N8HCSchE0q9Jcjk4/03rwa+UPCH7a/7Wv7Qn/BPO18V/BO58GXPjPw/qlyms6ppl1pl3DeWEUCyBmQFo0lB3AqoB46c15N/wTs/b9/bC/bG8dT61Brml6x4L8I7pvEEp03T7dreFYy5Kjyw56D7vNQ3zMpU2ux+ikOoftZXdoJ74fBeMKeQdLveMdiBejnt+NS3Go/tYG32yn4KlNu0n+yrzkYPH/H72r8iPAf/AAXE/ao8a3epR2/xa8GaGlqxydWstLtBKMn7nmRruxjnGa+jP+ClH/BUD9oT9mXxH8GvD3gPxl4e03UvFnhaK71m4lsLCS1e7ebb5omkjKRpgrkqQoGTVXtoN0pJ2PuXTrr9rBbSOO2/4UsducH+zL0sRnr/AMftQa9q/wC1fo+nu8zfBcHjaRpd5k5PUZvcZ5r5a/4Je/8ABUX46/Gf4o/EnwN8e7/wv4ug8NeFrnW4PEegw2k1rZXKKvlRtNajyXDAtwcnKH3FfIvhL/gsp+1P8WteurO0+KngXTmi1M2UNrqtnpNtJcMZCqlVkjBbsN3NLmsg9nK7Vkfqpo1l+1R/aU1wP+FMB5yjuX0q8IOFAyP9NGAeOnfNbTn9rCJcxJ8FB5THgaVenGP+37+dfMX7Z/7ffx00bxX8If2fv2V5dLPxq8U+G7LU/EupsluYoZ5Y+I4S/wC5RWwZNwGMMuCKzP2IP+CoPxw+DH7dafs6f8FK10/UdZ1KWCGw1GCCBZY5Z1VoQZIAEkjcSIQeSOeacdCOSVr6Gj/wUO/4Kv8A7RX/AATdvvDsXxH0P4U68fFMbSxG1sryIR7GZSCPtbc5Q9Mda+ZE/wCDpr4xRlQPAnw5IXOM2tzkZ7Z8/mu+/wCDq3H/AAkPwoATy82s/H/bSavgv4b/AA28D/BH9mDT/ih8cdAXxjq/i2+lsvDOgz3U1vZGKFnSa6uGgdHba8bIFDjJYEgjND3OilCMoptH1lP/AMHSnxhmcO3gb4eqc5+WC64/8j0D/g6T+MDR7W8DfDsjBH+ouuPp/pFfKngP4Y/D39sH4y+CLHwBpifD61uIdQv/ABlaWU09xDpen2MJuZrm3a4aRtxt4bg7ct8wUAdjt/DuP4LftV/EK5+G3gP4ff8ACC3erwzw+Eddj1S7uby41BEZreG+WWV4ik+zyzsRdrupBUA0rF+yguh9IRf8HSPxhUASeBvh6wAwAYLrp9fPoX/g6P8Ai6jBv+EB+HRIG3/UXfPP/Xx718yaV+y74O1j/gmxq3i4pNb/ABX0XxbdR7ftLeXe6TbRWsdwix52745r23fIG7aW6gHHQJ+xv4L8J/8ABPbQfFnjS3u2+Keq+OdKgubc3EipZaHeJcrErRg7Q8slpO2SNwVFIwDy+V3FyU+x7w//AAdE/FyS78yTwF8OsgYwILsA/lcVO3/B0v8AF9mB/wCEB+HO4HIIhuxj/wAmK818L/sj+D/ib4+8ReGfHHwL8Q/DXw5pSXKxeOVvNRW1tRExEc9y13M8PluBnhRyRjivNrv9lfwB4j/Yxt/+FfS3N58btC08+KddtluGZJNLleQokcWduY7eKO4JAyVulz2wrMfJTvax9L/8RUfxj3BpPAvw5IBJwbe6x0/6+KbB/wAHTfxgilLr4C+HOG7GC6Iz/wCBFfHHgiw8H/AT4CeHPFXxT8Cad4313xzNcXGmW+o3t1Da22nxTSW3mgW0sZMjT21yvzEjABwOtaB1j4Jx/GnwlqPgfweviDQPF1rbx6n4Xvr+9iXw3fPOI5FhuI5UklTC70LO/wAsgDEkGi77j9lBdD64/wCIp74xbCD4D+HZz0zDd8en/LxTW/4Ol/i+Jt6eA/h2h7furv8ArcV8e/t7SfD7wf8AGbxd4G+C3w5sPCf/AAifiK709dSj1S+vJ7yGGR4wrrPO6AnAYlVByK6Sx0T4Y/Br9i74b+L/ABz8NbPxnr/jXUtUt7q6utXvrYW8dsYwnlpb3Ea5/eHkg07u+jF7KHY+oY/+DqD4xxZKeBPh4Mg5/cXfOf8At4pk3/B0z8X5gon8BfDohen7i7B/MXFfPvhr9jrwP4j+O/hO70a3u5/h/wCP/BWt+IrC0e5kE2nXdnp9zN9naUEM3lyJbtkk5D4Oeag/Z5+DOl6l8K/D99oHwJuPi/Z3Ykl8TarY3N/Nd6J++dPJWO0mVYikSLKDIpLeZ1IGAtQ9nC+x9CW3/B0b8X7bITwL8PNpbJHk3Qz+VxzU7f8AB0/8YnjZB4F+HWDwT5F1kD/wIr5Hk8L/AAp+E/i74keJE0G+8eeE9G1Oz0vw7pupzXFiRLcRSzP9q8to5SYDCYSMjcXzzwa5j4y+IPhZ8SfhJYa98NNBTwH44tdQe01DQbSe5ubC/tSitHdQtO8jRuG8xGUvg4QhepJqtB+zh2P1i/4Jj/8ABdT4kft4ftVWHw98e+FvCGl2OoWcs3n6bHPHMrIBjl5WXH4V+pen2aaRbfZoFVkcgsSM7/Vi3cmv53v+DdEf8bLNF29Bpd0Rk8HgV/RO0oyD8yMAEyoxmrp6q7OPERUZKyEZilsQcAt2K8e+BSi8NtPGWQuz4AGNoz71Be3a+csYQFQO+RuPuam0zYgmWYOqYCjA4JIP/wBbrVJ3ZhcleWRZg+UBXg5XJJ9v1plwplG4FcbiRjORx9f85ou5VJzFsw44HGQOKhixJEh48xCeozwcc5P0qwGLGDIjKzttYjGc4yO1fmf/AMFu/BzaN+0T4X1pEAXWtBWNiP4nhmkHJ9drLX6biBZIkI2oQc5A6nnpXwr/AMFzPCk1/wCAPAWueVu/s++urKR1H3VkWJlB/wC+Grix8eahI8DiWl7TBPyaZ+cB69c0lKzbjkUlfMH5iwooooHYKKKKBBQDmiigdwooooEFGKKKB2CiiigQUUUUAFFFFABRRRQAUUUUAKDU2n3s+lX0V3pU81pd2774Z4XKSRN1yrDkH6VDtIpUbjnmmm1sUm0fqX/wSk/bd1b9obSL3wb8Vna98Q+HLdZrfUGbMl/b52/vf7zp8o3dwwzyMn7OMgaXGNrcLnb+VfkJ/wAEidZutI/ba0aPTN22/sZ7e4A5/dlozz+Ir9fCrLOGUrhv9rv+NfVZbVlVpXZ+k8PYueKwv7x3adgdS2BIdpYnAB68VGXCLvZxux1PPHenoz+USSSwbt6d/wCtQSbmyCSu4Y+UEN613Ske8lclQ71OMb2XIz34qC4Y2yOsDH7vHPAPvTioBEpchXO3B6HPFMtmWZVNzEFXI4AzuGeai99BrR6kMZaaLM67jGdpIABAwfSpFRvvRkgpyM89v/r1ZZXMkvAOenH15qIOYYsRkY5D5UcnFJqxSdyzazO0EXnNnK8lRjOadMGk/wBZtyW5zzx7VHGpWFAvzswBO4jIH+FSyK+VW3HRcHjr7VujPqVLqEiUqisSrdcfjQLcLkqoCqcjjP6VcEnlL+9OewDHoKidPLB2EcHsBWVtdSkhoSNEUbBhunXPP8utTWzi3CqwVQeAu0DJ+tQm6eWMtIuc84z1qe2jNsudxAxx/Wr0E7jJp1hwXIZTgHHr2qG/zeQOitmVxkMB93tUrKqpgnDA7hn86GAYDJILgqxX0P8A+qiS7CuLaMYrBhKuSEAJ7nmizUxMjTM538bfQdhS20fl71QLlccbqUYiAZ1fdknBPAI9KFtqA9s8nDE+3b3poILHaOB6HvRLdNIFZFUI5yTUYAOFiIaQfMV7n1xVgPkVWkDHcqE568Y7VFHHtiYzF87MnaeenFPl/eDDkBSPmyPuikj+Zf3g3HPZTyO1RJhuIn7tH8nrtwM9s9KkgU2xDs2cDlvfsKbbQmS6G5jgAg9gDTyiKzEqpbIySMA1Sd9QEucNhnc5Y5wO31/Km7oxyQykHuP6Um7acJ8h6gev0pdpnU7PmI5PHzUwHxMss25mbjHB5AH0/OnNEASxYEqB0PNQOHYEttXcNox/X86dERgIVb72QwJ5pPQRPGA7EPv543HOf1qK6IWDYuwk9ARy1WHJLvvyCGxgnmszUr4QyeZsYpApCYPLN0qajshofYzSHlnClzs24x07ZrQ5cjHABznnisjRtLMkaXd+xMgyVHA25+n9a1DiSb5OVA49/Wintcb3JVjMnAySefbH+RVrwyq/8JHAVA4LDg9PlNZ9wcRkxrk4yOwNWvA8YTVbbzQUkYu20nnlT/Srg7yE9jc8V/8AId8M/wDYSf8A9I7mijxX/wAh3wz/ANhJ/wD0juaK6zM8t/4J2f8AJofhXP8A08/+lEldB8Q1H/CY3JwcgoWI542L1rn/APgnZ/yaH4Vz/wBPP/pRJWt8RWLePbxf3hAMeShyVBRQcDt1rmxfw/Munuctrf2a3glfzMooJfPBOeOD9SKsO7QaeIbOOICJflRWA2g9yfwpZvLv9fjtrQeai7pWBbJUrgc57fNUhtNqEqWaQEjaxwOh79K86xqV7CKV7NZ50YmQFfmPKAfXtzU2lpl22mMSRrvUqeW57d/XpUfmyIzRyKrngk5yoP48/jUOgXn27U76WIxsI2WBFzkREDLFsdySPwqVZMDw79g3fN4p/aCK7I5B8S7n5mOP+Ybp/c18hf8ABU/9nf8AaQ8c/tN6nqnwq8EaP8bvhxrWnrHYaZqVpbXf/COyGLZIkfmgtFmTMoKcHI5yDj3nxd/wTv8AjNY/Fjxz4g+AHx7bwbofjLWTrUmmDTnkWKVoYoSWIlGciBe1U5P2Cf2ktLt1b/hqiQynLBf7ImJ5ORz53fPH1olqdMZKMr3POf8Agj//AMEzPiL+yX+yt8SYfjJBDY+JPH1ndw2uircpL9nZrfyoxIQSqyFgO+QCM4xVP/gir/wT/wDiv+x/8HPi/pHx78NJompeKrOWLSojeQT/AGpjCUA3RuwXnuSK9Mvf2Gf2lJ7iJZP2ppmAYYP9jz5B65x535VZu/2GP2mYr5Q/7VM7hzxINImK+3PnUJX1B1L3d1qfnb+zz/wS6/a6/Zkv9am8OfBbwN4gGsYVh4hTSdTEIViQYxOz7Ce+MV9C/tyf8E2/jb+1z8eP2ePEnjvwFpd5p2haVZ2vjW3iuLSG1tcXQaWIRK4DJ5XZARX0rF+wd+01Goz+1POM9M6NNz/5G571If2E/wBpyeMFP2qLjkFcf2NMSPfiYmnysp1b63R5h8Ef+Caviz9m7/gpn8Qdb+A/gtPD/wAF/Fngi80i2jtbuKO2e8eBNimDeG/1iNg7cDcfU18lfAH/AIJwfth/su3GuJ4J+CfgHXf7R1Jr9LnXINI1GeEhjtMTzlmRehwuORX6Bj9hD9plSu79qu4O49Ro8xCnBx/y368H8qWT9hD9puOUN/w1XcjYMknR5uP/ACP14o5RKrbqjxL9sr9h/wDaL1rxp8Gf2jf2e9Gsbr42eGNBttO8U6DCYADPHvKNEn+qZAr7Cq9Nq4FYX7E//BNn49fHf/goOf2iv+CjFhD4a1Oxuorqy01pIvtM00KosKrFESI0jEaDnGfevoVP2Gf2mZ5GaP8AaqmO0dtIm/UedkUP+wj+00XVIv2p5myQVI0eXOPU/vqdriVT3bJo+Qf+Dq2Pb4o+FeZHc/Zp+GOSB5kv5V8LfDjx94H+PH7Jdh8Lvi/4ktvBPiTwhqUl/wCGtYv4ZZNPmhlZ2mtZmhR2Qs0rMrFcZUAkZr9Sf2ov+CF3xM/bHOl3P7Qf7QreIJNGQpZ+ZoshMSsxJ5aU92NeRy/8GrZCkr8ZrVgOedGYEj1+/Sae5tTqQhFJvU+GPht8S/h/+x58ZPAVz4c1aw8fW1vHqNl4xvtHhmSO90+/t2tJYIDMiF3WCe4weFLbee9a3wq074Q/sk/E2b4l6B8TdL8dPoVvcz+FNEsLK6iv21CSJ47d7sTRIkSQmQSsd3LRhRuyRX2fF/watyT26vF8Yrfe7YC/2K3OBz/HUsX/AAaoTyqxT4w24xgf8gVj9f46FdrYv2sH1Phr4E/tCeCLDwl8MNK+L+oXKWll4v1298SxwwO7JYX9jaQBxgYclopTtHI2A45FafxE/bB8O/Ejwx8RhqF5LFdaz498Naho8BgfnS9Nt72AtkDCkLJC20nJLnA619qp/wAGpzfajDN8aLZXXOR/Yjk4x/vVYb/g1CYW++P4zwPg9P7EfOPX7/rRq1sDq0r3bPyy+K3xQu/ir8WtVOveJdWu/DV7rU08P2m4lkiit2mYhljbOMIRwBmvonw//wAFOr74VftOQJ4MTw5qPww0qePQ1f8A4R21S91LRIUS2AeZohN+8giUkMd3IHavsJf+DUZ0jy3xptAQPu/2K+f/AEOo7j/g1La0UF/jLA3chNEYnp/v0JNA69OW7PhDV7T4ffGr4dw+DIviVoXhs/DzWdRsvDt/rNvcpbanosl1NcQlTHExWTfczMVcKcY78VyXxa134a+DvH/w80r4Hyx6pY+EFtv7c8SLbyQ/25dC4M00saSKriJA/lrlVJWIHHNfovD/AMGqU0+Q3xhhXBIAOitk/wDj9RX/APwaujTLZpLv4y2yonXOiv8A/F0tugOtDufmR+1x490v4qftTfETxN4Jna60bXvEV9qFlM0ZQyQyzu6MVYArlWHBAPNeu2l/8OPjV+xX8NfCPiv4oaH4J8QeDNT1S4u7bUtNv5xKlw0ZjKPbW8in/VnOSK+4dK/4NTLi/tjNd/F+G3jb5ow2jHey9vl38VK//BqVsXd/wuaDcRlR/YjHJ9Pv+9EYvewOvDufHXh39rvwL4Z+PXgyx0i/nHgf4e+Bdb8N2uotbSA6peXmn3UXn+UV3qryPboMqMbSSAOa86+Ffw+8D+INJ8J+JfDHxc0L4Z+ItIBi1iK8F7HetKs8ki3du8ETK4aN0TaGyDFyADk/oZD/AMGo7XDbU+M1uTnH/IEYfjy9H/EKHISMfGW379dFIPHtvpqMuiD20O58WfG34xfDz9rf4w/Ei01XxnF4VsNYbRLvS/EGrWU5h1S7sLFrO4luFijaRGuWk87cyjiM7sE4PmXxb8P/AAy+FHwLg8O+DPEGk+P/AB7qmqC+vNa02CZLPSbNI9qWsUkyIZHd2d3KgqAIxuzkD9Grr/g1Sazt3d/jLbnAzg6MQfp9/rWLZf8ABr21xKUk+L0Eb79qg6O3I55yH9Qamd07C9tBaXPA/wDg3Tk2f8FK9F6kNpV2OfoK/ockVhGpYtubBKryP05r87v+CcP/AAQil/YM/aK074jv8RI/EHk2ctutj/ZjQEiQYyWLHGMdK/RmcnfsuFIbliAMhT2GB71cU0jmrzUpXRWktmXLuURR82cY69s96tiMPaNHbhRjknH3R6moo0nu2SBQipGuS3ByQP15qzcRMsZDEgkY98+taowK7oL/AOU4dicEDHP19BRFAsbqCwJGSSDwAOgBHuaSKMCXa0oV8fKDx+Rqbe0UJcgSruAIAxihhcjnkfcixjfjIOTx0yK+Z/8AgrL4OHiT9jTWLgqTNpd5b3Y7gBVkU4/FhX0oFE10S6lTj5Tu7981xP7RvhUePPgH400Jo4pXv9LkVASMMRzkflWFZc8HHyOHM6ft8LUguqPwy+9gjvzStnPNMiVkhQSjDAYPsadXyj00PyJ6MMfSiiikJu4UUUUCCiiigAooozQAUUUUAwooooAKKKKACiiigAooooAKKKKAClSkpRyaBrc+r/8AgjRpp1L9s6B8f8eej3M+fpJCP61+tt1K8jDyMEYycjGTk8e5r8rP+CIlqsv7VWsTS/dh8PT8gdMyxf4V+qK2wMjO7AcE4Bzu/H1xivqcpVqHzZ+icMK2Eb82NQrDIclVZsZ5z39KdGT5xUjepGAAeQR3pokKMEGSzjIyP8+lTBPMC7cKD1yD1xXpaXPoxsygoXjcLJ2UjpTGj2g+cQSuSASM/hUf9pxm5e3sXZpE4cj7oH19eanFuUCF2VW6sCuOAPajfYBroXGWYgA4A5yM+oqGNRKyiRyGLYyx+7+FWpDvDFVYP79/ypYlIH77qOeB06dalx6sdw8pAPlO6XPUcZA9KbcRjYBIzFc+nH50/KNIrDdx12mkafygSQSo6AVfURVuUZIw0iEKvPQjFVJnElypZpWGRkEHBHtVi7uwsgBG5/TqSM8AUum2kiMz3ONx7dSR7elYtXZonZD9OXNurXKhHJyoxkrVhhjaFG0jke9R5CSKYyo3Ek5xkj1prylfl3tIo+8QMbfQmtV7qIerEWAyOSUycnnHPTt6/Sn7d8bDHBGB8vAP9KZ9oJbagDbj370Z3HdISxTkBeg7Y9+opOSaHazEsYylzI4XAPGc9cD/AOvUssbyOdwQrxjHTv8ArUAzDEGIUgdRkZGTx1/GrKfKSpIwACMDHXP+fzoixSVh0kaLAB5q5z2GcfWooQ0JyyEDB5B6ntnNSSRkqqNs3EEk5x2pqS/uwSOg4OM49Mn8qb8gSuMmLSq5jbYAM/eAyc+hoh/cujBfucHDfrUsUZKB3Q9iQvP54rD8WfEHQfBOnyTeL9c0PR0C5L3moRQDPp8zClZvobUqNSrLkhFt+SN6NmiTORsdzxx8oH/66jd2Ytt3Fh1JGCB+NeH+MP8Ago98Dvhzpqpr/wAS/D9zLCNpSwkN9IT/ALsIY/nXkfj3/gud8GPDttIfBUPirxFMBgLb6cbcNz3MxTina3xaH0OB4Kz3Mf8Ad8FUafXlaX32PslV3yKBKFBzg+ntT2idXIOCAOgySfTj86/NTxr/AMHABmV1+Hvw8mBP3H1C/VCPfaiuP1rxH4hf8Fn/AI0eM5n/ALBu9J0KI8KttCWZR/vfKf8A9VTz0+rPtMv8E+J8Zb2tFU0/5pL8kz9mCcKPMYqzfNgDJHc59KnjY4BUYU9fevxG+F3/AAVw+Nfw58SJd6p4g/4SSz8wPNa6gWcMM8qrMTs79q/WX9lD9qXR/wBrL4G6X408IpLai7DxXNnKwMttcIxV4+DyARkHupB704zjLVM8XjHw1zbgunGvi0pU27c0dr9mequ2w73H7vuNvfvzWNosiXV7dTOV+zox5xwT60l+0t3YpEkhL3b7dwflVznI/Crj2iwW6xQxojHDAEYI9CPTNZu82fn9rE9gHlt2EkirKzEkH+Q9qf5bRMfLwVbnGeRTY33nLMAwG4qMnPtwKdtdf9VyzjkA9R/StktCSUyylUAAC/8Aj3+eat+GVlXxNbCRAAN2Tnr8hxVJVKH97tLY5yO1XfCbf8VDCGUEnd82OnymnH4hdDZ8V/8AId8M/wDYSf8A9I7mijxX/wAh3wz/ANhJ/wD0juaK6yDy3/gnZ/yaH4Vz/wBPP/pRJWh8VrqceMr2O0dEJMY3M33R5a5OO9Z//BOz/k0Pwrn/AKef/SiStb4padHqfiy+jmLsxCBUA5J2LwDXLjE3FW7l09zDSSKGxE1uqyyFQEYMSCOvp04HIz2qnr2sNdacX3FXiZGKhxvBz29c5qy1qJIFiso5Nsa7QM+x5zjt+tYOtSJ4l36Vp0qqBMEnuIwSIgATgf3jwOPTPNedK60NTZjX+1wk6gLsTad2Cc9z17dPxpuiWUtmblYRstlICADHmFslmJ+tJZ2cfh3SI7WzncpERucj5j7+2c9K1rdvkwxJDEBhnn/PX0oUbgVZ7eVdhYgJjyyTg5UewPA+tUb9WmvUSZWaNht+cfdAHeteZWOSoWQIWXYTjdwMiopbZbq7Xz1IYDpnGSeuc9DVW7AQabpe1y5iOY8s78DHbHXsKmE8r3aQQJJPnHKqAkfPXOamvn3T/vmdYupIGB+I9Kq21xLe6udqMkEKBww6M2Omfx/Si9tEBpOd4iSNBlOWcDhT0/rTbq7WwsbiQEMsS846n0wfz/KpXthbTI9wBvJPODjkVheJ5FvpDAAGXlW2nhjjv7+1VN2G2XtNuzd6bHK/7tGy2WXrj+vzfoagnuVnmRmPCnjCk7j2PI5/+tTY5lWKCC1GNq454H/1/wAPSmXcTwTfMDwRnnAPXBB/pUNi3JZX8ycbyYsf6wY5Lep/DFTWdyLqZlAZSnzhv0H8s/jUcIO+MMjjzSQc46epH0xSBxp05S3iMazFcsTngdj6cUk1uBZinkjhkZpMxuMHGQfXOelQfbSsKNcfvGIzj09j61FB5kjkoqoWJBZmwowcZH09KZZX23U9s5Eqn51KDOSOo9qG7sLF2xtpPsxMg+aP721t31NW5HMEW8IV4GePujPU1F/bCiUEBVjcruYdE/Cqt3qO9Jp7glIw+WXcDuwc4HpT6ATaWktxfTTyAFSNiHjAHcdcnORzirkZKI4kXBYcBcnHvVLRMtYlnO15BvbLfd9sfhVxIjcIr3MMoK9D2UexOM1cdgFjhaTckg+YkDdxgce/4UiBTOYiA5jOGOc496W6uXtbZUdCM87wRlfT9KYC7s4Yr0LvhvvH3qmyuYd9nV4JFbjByw7bj/nGarxaWjTRtqeJFt9vlqfurjBzn16npUluXjizt3KTkAkt2ye1PggJdlRQxZRn5uT0qeXUkexKzHzjtXco2ufmxkfpnFPkiOUkjZQQePz9PeoVLSviQorbNpDEnB6dcVJDZNHDwVPJ5PG0+1MfKhFiMwXdF8zH5WYgDHPU/hQD9m+S6Yv32hucelM2B0/d5BDYGTjP+f60lzJtGLgMkp44AOPb9Koe2iMzxPfImnEp8xkICBhjA6Yz68d6wLRIvtYfcm5Axdi24HB/TqOa2PE8oh+zxtH8zA+WrkcnjIAH+Pes3w9YnV9XvILlBDIqrlcjaiHod3qSDxiuaTvIk660jD2Vu8hVyYwQAckDt9akiJ81lhIynykqMkjOBjHT8akEaQwBbcEIowMA9BxSSbLRDjYFHIIHWuhLQY5Qlk24tgg4Pc9faollM1wvljA24O4Edxx+NSyOpEYlKHLZKgdM85Pp61Dd3T7c5Q+W27jr7f8A6qYJdx4heR1XYAxyTkY5Ht261FiSKBgvJRjuIPUH/wDVTSMJ9okBDMM7e4/+vzU9ux6I0WDwc9uKAKzL9pjCDJz0GRx9OaqahagQGCULuulaPaxHzZUjj8MVpS2rCcmMgkjHIwPrUVlatDKXmeMtxtJznHbGKzlG5NRXi13Pwd+L3hhvBPxa8U6PKuz+y9Yu7UL6BJmA/QCuexjGc17j/wAFIvBi+CP22fH1tEuFuL1L4D/rvDHMf1kNeHqMrzXylePLUkvM/HMTT9nVlDs2J270lOP3BTayOdhRRRQAUE560UUAFKeKFXPWkHWgpCgZBpKXee9A96BN3DGc0n1pQcGgnJoDoIevFFFFAhQMg0lByDxRQVsFFFFAgooooEFOT19KbTk6N3oGj7Z/4Ic2/mfHrxbKqhmj0ZEHqN0h/wDia/UBBuypU88tn171+aP/AAQmtTJ8UfiFcDH7jT7JMnqNzz//ABNfpYU2DfIwOOB14r6vLF+4R+j8NK2DXq/0HTPDHanylCspHPQH3xVNpGk83buRDnO05zj+RPp61My+USrqQshwNzZqheXbTGS309QS5BYnj06f569q6pvU+kRa0mVVVxIAvJXkH881YS9xv/iYqR8ozn8vbNU7mVICLaPazAruxnKDI5P6fnTngK7i6MhRs43AZ7/j0/Wi/YTQ+fUSUIiZQ2MgAYP+eajhuJri8SSWUrjPHOMY5/kKaI/MYOkeAQThevb/AD+FSy39tpFq0uszRWsSLndNIsSgfVj/AJxTV5MqMHJ2irsu4aVQ8LlsEduO/wD9ao3kKgLcEAFSRnGSfb161wHiX9sP4W+BnZPFvj3wvaOM/uxqEcrD8EJNePeOf+CxHwH8H3M0UHiPUdcliJAXT9MldP8AgLSbAauUHHfQ9vBcMZvmNvq+EqS81CTX32sfT8X+l6iXOGZOVLc4qWS+Db1BKkjqOOT1571+e/jT/gvz4Q064ZPh14C8Q6kEBVXvbqKzDf8AfPmH+VeceJf+C+PinUQ48M/D3R7F8/K02qvPj8BCv86luMd5I+vwfhBxTjEpRwnKv70or8G7/gfqS04VdrbAEHIZh8w6VF/bCyypEqsj5Kn69MV+P3ib/gtx8Y9XhaPR7Pwppu7OHS1kd1+h8wV5X44/4KJfGj4hwumveOdTgikzuS1IiU569c0nOP8ANc+kwPgLn+Jf76UKfq7/AJXP3G1fxHpfhvM/iPU9PsFB+Zrq5jiAHfJZsV518QP26fg98Pg48UfEnwrDKnLQw3f2qQdvuwhj6V+EOu+LtW8SXJm8Q6tqV7I2fmlnY9fxrPzuGTlie55NQ5w3SZ9rgPo80Vb65jX6RS/U/Y74gf8ABa74H+GB5Wg6hr/iSRBybDTXVc/705j/AEryPxx/wX/0q1sfJ+Fvw91i5fkebqV9FbjGSekYk9favzNpWxj1zS9vKLukj7PAeBvDWEs6sZ1Gu8v0R9neNP8AguN8XfEMzHwjZ6JoMZGFBjF0y/8AAiq15r4g/wCCpvxy8QMfO8aXFqT1NrGYcfTDV89lj60Dvmpdapvc+ywvh9w5hFy0sDD5q56L4q/a5+KvjTzP+Ep+Ifiu8jkOSj6hIV/LdXBajql1rEzS6tc3F1K3JeVyxPvk1WFOIwOtJzlP4mfQYTKcDgI8mGoxivJIjWNV6Ac+1P3HFJRRZHekoqyFBx0o3nFAOOozRnLUpbBuKWO3jv1r9Qf+CC+p31z8D/H1m7MbGy1cSwD+7K9vECB+Sn8a/L5iMnNfrV/wQT0JLL9lTxFfEEtqPiOY+xCQQKP1BrSirt+h+Q+ONSEOF6iktXOCX3n20bMwSWsURz5QwMDJQYxnrVqWRjN+8jLAcg570vn+Xej5idq/KcH61DqN46RBZC4yPqQe9dCVkfxC+xPswGIRiD0I6LmlLM0qfKORk846VGoESKjeZjGMgdal3gffJLEfLzVLYBgYhWJyqg/dx1q54UiWTxPbOn8IbkjrlW/Kq8aLIckfOpyc9h/WrnhYj/hIrf5TuJc56Y+U1S3QjY8V/wDId8M/9hJ//SO5oo8V/wDId8M/9hJ//SO5orqIPLf+Cdhz+yH4V/7ef/SiSuh+IkxtfFl2y9WC49vkXmue/wCCdhz+yH4V/wC3n/0okrf+ITZ8a3QIyAqk+vEa/wBcVhifh+ZdM5fxJrEun6dO+lxqXgUFy3y4BIBI68jOfwqlpVta+HbcQaaiyTF98mT8xY+tHiiKaTSljs1kzPKAA7AgDnOeOeAfxpi2v2uTy44ypCrucfe4Pc/lXlttu5qV9VnuNSkGl28BC3DLLK4fG0K2euPwx710s5Zv+PZEUjC9TnjqCe9VLS2ihvJHIlKugQnI5x/kfnV9ZftEPlgAHouTz7n+VOOwblQ3Dy3kioVR1xnupOKstLHbOZZgrE5JK56/Q1X+xBLlT8zMqnMinjPuO9N1G3aW33NhS5HJboe/4f0p30uAk2oQC1kaZywXI+Y8LzgdBzU2glrK0kaaNFJJYruLYqr/AGNHqkHl5CHjcwyASPQZ5rRktSGGxen3lBz9RTitbgO/tE2zlpvnBI+Q/wAhWLBKkyu8wUmRySQeD0/pnmruptIbNkYCPYM8DqKwpdScv9jsUUyPnawXKxgdSe/Q4Huaicrgb2kXcWoWXneV5R2nA6kANj9cUya4WOEBNp3Mfmkz+lN0rTimk26bgrxqwOM4bJzjr+PP0p4hV1BuWjRFJO1vmDH/ADzimtgH2u9AfKDMU6swGPw5/rTLmxmlnWSQO0ZBd24Byegx26U/7UoGyP8Ai+fcSQik+gJP/wBapNKnmNrLI0gfc5CljwVHGelK19AKt/qMZgEFtE6SEn5mwfoDzzVawZra5ymUy2SAo6H0pzRzX2rLKY49inb9/jPuMetXbSz27hJ82VwpZsKD/n0xU2bYEcsaCJ1QYCjJVhzjqM498dKWDQglkqXoSV5HzjnA46dfX+VTWdsbm68x1O2MYZRzn681b2hDnG45PI4x9PxxWijcBVijso0JX5o1K89M0lvqCzS/89i46HIHHHH60fZ90WJCd57sckf5zUBgSCZfKzlieSeD+n0qvJAPu7mOHAuVYHbwqnPHr+eariVDK4IlOw5Crgdu/wDn1q21ijJuUbpE/jYZ9/X1Jpo02GR3YFg5zkcgk/nSabAih1AxMVyAzH5gTx17fyqdb0RmR9gHPbg7etRjSreOM5ViQMkHPyn65qYWEbzECQhpBgjqBn3od+oMTTSX02NZAA7fMSxyQc9M4qzcOr8KchVyST19eB+NU1haO2jFzLuKjG3bjcfT2pfmBYlQQV5xww5H/wBeney0KsOvJ4dxSMsH6qMZJOP/ANVI1xJb6aPO2MTw5IwQe2etUUmFhqU8kuZnYpHGg7ZJySa0pkEcvMfmfaCN4HRMY7fjQm9STllvj4l1zCOI4LElSNhLbjwcccDjrWz4f8PRaU0iWwdnl+eSRjuZ8+/4dKmstOMV7ePHtjJlJA287cDjPfJzV6ArHbBmBDS8nBweP5Uow6gPt38lgJmDDOAB0GOtMjWS4fzbpUEUfRR1zjnvSiUCEuUVVi7+vGTx/wDXqKW4xbDMZQIcMCM7u34Vd7D2QPcsqt5gBz1HTH40ySRY8GTCyNgDPT6//Wpj3JhIDDCg/LlM5z0zShJGn/01TvBOSR39vSlzBcfLMiwBsnOcHIzn8O1NgeGGFi0i57kE4Hp7+tRyXnnSAKQgTu38Q6HPr1pcK1yBEqbMg9ME4zx/n1pcwrkkF5LeOoYD5T8z5xkemD7U+W7SS6QQD93JkE4+7jA4/I1OsKokjIgVCRxwc/XP0/Wqn28y3CSSIAyHZhRxgU72YH5Q/wDBYjSW039tXUJ5OmpaZZ3AOOSFj8rP/kP9K+XWbkH25r7Q/wCC4Ph1rX9o7wrqaIBFqHh9Yiw6MyXE5I/JhXxdIAMBa+XxqtXkfkubR5MXUXmxD932pKc3AxTa5TzWHeigdaXHBNBS1QlFFFAnuKCQKQUZpQfWgrdCHg/Wg+1FFBLCiijHNAhccUg5xgg5rk/ir8WtC+HWllfEmpJazTgBUxlyCcEgfTPetb4f+LtL8ceHYrvwjdpeWiARCReuQOh96t05KPPbQ39jOMPaNaGsflfB7UE5NLndmkqDFsKKKKBBRQRjrQeDQOwU+PAGTzTKcnegN2foF/wQb07Ot/FC6YD5o9OhB/G5P9a/RRjvkBViPbscV8F/8EINKWHwR8RL2Tdi51C0gBH+xGzf+1K+7vPT7Q6IQ8q87B0GetfWYB8tCJ+m8Owtgo+dxJ7kwLubbuydu/JrP0i0VJGmj813eQn7wAAHUg59qszCadSBsAxjDHnpjirNhaCCyKMqbY16gHJA6966Lczue/sRW9qYmJl2iSQgsVByTnPc15v+1l+1/wCEP2N/h/FrfxWkuJzeOYLGytYw017LtLbRk4UYBJYnjHfpXplmrTX20K22NdpLHqf61+OH/BYn9pF/jl+1Lc6FpcinRfBBeyhVTw05IErH8UGPTJq4pRi5NbH3nhvwjHjHOIYWr/CiuadtNF0+Yn7Qv/BYj4q/GPUZYfh3Na+BdGDHy4rJBNcuP+mksmQeOyquK+evF3x58ceOmJ8Y+Ldfvy3JDXjIp/BSBXJt0GKSud1Jz3Z/bWVcI5NklONLCYWEbdbXfzbCf/SZjJcs0rnqzsWJ/EnNA+UccUUVL03PoIUoU9IJJeQu7mkzRRT0tcrUKCc9TRRQtUDDPFFFFN6ILiq200M5b0pKKlK+rDYKKKKsQUUUUhsKKKKYgpeppB70AZapkrgKwyDX7J/8EQdJay/YT0u4YALqGqXswI6ki4aPP/kOvxtkGzjjBr9y/wDglf4RbwT+wj8PbfyzG93YtfkMOvnzSS5/8frfDte8/Q/CfpA4j2WR0aX81Rfgmz6IK4JZm5XoDzgdsmoLlvMdRLhiKnfld8i4buoNVpWLRsyKpI+6D1zW8j+OSSOZpCVcZJ+79BSqx3EMqlB90e/uab5DsdwYLyTgHOfT6VOyoUBchcgADPJoiBGnmAhmVQBkDBzmr3hlyPE1qFwN24H3+Q1UDqowRnOcc/N+Bq74bcSeJbUsDuAbHt8pqk/eSF0NfxX/AMh3wz/2En/9I7mijxX/AMh3wz/2En/9I7miuog8t/4J2HP7IfhX/t5/9KJK2viTJ/xWl0Bu42cgYKfu171i/wDBOw5/ZD8K/wDbz/6USVq/E+KX/hNLv7MC5k2AZ+6v7tea58X8PzLp7nOajZPe2qGfzIQHDgxt09QM5zmplfbp21/ky2SD0I9xVS41A2aOuJGaMH5SpwOy57de9Wo7BP7PD3gV5BtDKRwevSvN3NRdLwtxM0eTGAFz0UdeB+nNTR3SSN+5ZZNnAyo+Tk9MfhUkUcbNhSAQOQcDjjH4Dmo3tUMzFhCAmCAqjLjvk9SOaNguQpfSeYwYAjeQ2PurnuQPUYP9aNVtyblIUUzRkgFSMAKfQ9e571MIY4ZQ6rHDuByqg5YdOmatNKkPzvt2E5KgDkHjAojG49xlszWcSxhWbGMZ659aly6tiLKyMcOBn9KPMEkC5AD44GeAfr60rtEI42DFgSNzA4x7Vol0BFO/024urf8AcSvGynLsRlx7ds1T0+wZHWVzmKXIBxgHA6ZHYk981f1G/XyVWWcb1bAI5znjn/69Zuk6i8WiQjUxJcMXxtCf6vPpjsOCc1m7NiNlLvfEDbxqDggleQPb+Z+uKqRWouHdrlWTb907fncHnr+VO0lZJlnyAGik55IXBA5469P1p8+Io3NmzqFXJY5O3BPH06U+gFW4h+1SxpcEeUgJmG3lDnAH6c1bW3hsLXZtyhyE2jG0Z64qtYSLNKJDIXdxk4HDDtVqdC7hYztxhihIxjA9aUe4FNMCNsI3ykEBTgY7fiasC5jktYlVjA24uEB+9k9M9855quLeSVZfOUq8RwSwwrc5GB6Yx0q1CfMZX3ln6YPBXnt3pxAuWVotlEysqO33m4PP6029vYJ4yPm45OTgKc8f1P4VHNK9rhpCFVjg8A45wP8AH8KrXszSQMdvzhflJ4DAd/1P51Un0GTofMuQkatGd2eGwSB6fX+lJLARf/6YdykZGR9wjp+eTzVa4uPsUZdt0m/G0DkrwcjI79Kk0TTWVUn1SfzDISUVz9zHrk8dqlX2EaTobuLZGuCigE5+9nt/n0qN8JCRJjeF5Y9c5J5/OnXd6Iz5sSK+TjKjvjnp2quJjJP+7bduXeq9h65J9+1XsgHfanSKUxnCsSU2n73bB/KnrN5sUgCrEy5LY7j1z/WonkWIhI+TjOVIB3d/r9aWKV0CKXTCrtZ1IC4+nTj+lO47i7DcW37rcYmGQWHT1ApbJQ0RE0vmLgZAG0Hn2/lS7Tahwh8skHK4+XpUrH+OZmGGCBSuNw9v50WQ7kFjZiDzSyFg8mQSx5J4PsOKtM4K5cFtrdB0Ax649qW2xIZAhbB+bDLkAVFeXC2ti08gUpF0HrQ7JEiQStc3XmJ8odeQcHODgHOM561ZmdEj8uYDOMkjpn2Nc7p2rahdyy3jxxx23KLGThn6fMfQdMfWtgR71ZgNi44JG7cDjjnqOnNKLvoMdLGLrEKyEBMHGeSfT6Us0sWCJpWAPDbTkH2+namGJrdd7sHLY3ZPSohtlyJQMDByByfx9KUga0JJbYGX9yV3FSWO77vrgdf1pxsxNITMXcL82c8Hsfw5qK7um063iTyg7vhd2OT61Tjvp727jaL5lwwGF5TkfpRdAW5bdLcqIBHswdwC/OPYH1qeEJbSqSHcqh28dyfUf54NV5Y5/OjRFCuxyTuJwfb/AB+lW5J5Q2wNuKjOc5Gf5U9wWpVEb3Nw5CeXAp45wHJHOB6/n2oaKKJtsaqn93I+bPck1YaV3gw2xj0Izzn1xVSJp7xmkEapsbarN6Dvk98g0NdQPiH/AILf+Eftvw18Da7GmWsLy5tGYDkhvLIyfqTX5w5wa/Xr/grD4Ri8VfsV6+86xyXGkTRXsLDqMZJxj/dFfkLv2rjuK+fzSNqt+5+Z8SUvZ42T72/IHxjim04tuUGm15t7nz7Cj1oooC4UUUUCCiiigAoopR1FA9xMGh2EalnO0DqTxUi53EDpXOfFrwdN49+H+p6RplybWa8iCrKoztYMGwfrjH41UEpSSbLpwUpJN2RT+Knw60f4iaF9j8Q2Vrc+cw2yFB5sfTLI/UEcexqh8AfgnH8D9E1SwtbuS7iu7wzxMygMqbQFBx34PPFfN1lffFn4Z+J7LQ/N1OZZ3K28dzG0sciqf4S4JA6H5SK+svh5cazeeH4pPHsVtb37DDxw5259Rk5/Cu/EU50KXIp3iz1sXRqYSioKonBm26befX3ptOfPIPY02vPZ4zCiiikIU8Yz0pKUHt2pDweKCnsFKvWkpV6EHuKBLc/UT/giZp7W/wCzR4gniBQ3niCXLdjsghGP1r7OsIsW2WijaSM7dyjB+p96+Vv+COGlrafsV2soA3XesXkzcdPuID/44Pyr6sjhNqxzL8y8Enksfb2r6zCRfsoI/Vsljy4Gl6fqNUJIrSFCSGCqe5Xj/wDUR7U6a52SLDDHlW4OBkD2plyrwASXDlzwAMffI9vrU2mlliG5lDsxLE/KOvNdfkep5hpUTwDEuFY5LA/wAnpn8a/n2/atspNN/ah+IcF2MSR69dg+p/etX9BolMkTGTGDySf8e9fhh/wU98MR+Ff25PHEduoVbq7+1cd97Mc0VLKm15o/ffo+YhQzjEUf5oX+5/8ABPAmOTxSUrHLGkrmT6H9esKKKKJ7AgooorNRbRTdmFFFFVHR2E9Qoooq5EhRRRQlZDbuFFFFMQUUUUAFFFFJDYUUUUMEEh3lR3JA+ua/oi+AfhkeD/gL4P0i2xGNN0GxtiMYwVgQH9c1+AvwV8KL46+MXhbRZk3pqeq29uy4zuDOBiv6JIYEs1ENuUjjh+RflzgDjj24xW1HSDa7n8v/AEicZeWBwn+KX5InZjNBGzMQzDr/APX71BHMWkaOIqypkcdV7cVNJEY4I40IHy5ODwB6fU0Q2wsottupCgkkHqDnvnmttz+YwZlhgOAoAHbk1DJ/pDho2B43cDoKS4kafcuzau484wcc96fAoCL8u3YeGovrYVhyKrnDSYQ5OR36VoeFF8nX7bG3Ehce5wprPEieYFYuwblhjnv3rS8KTbtdtliwqruBBHzH5DinB+8gexr+K/8AkO+Gf+wk/wD6R3NFHiv/AJDvhn/sJP8A+kdzRXYZnlv/AATsOf2Q/Cv/AG8/+lElb3xHaX/hL7rysFN0eRnn7i9Kwf8AgnYc/sh+Ff8At5/9KJK3/iNIV8XXRUIShTAYdfkWubF/D8y6e5zbqpvmLlo2XBJ9fz4NLDdEh2mOybO2M5425wScduR7VEpVroMERED9jkAdDz0HWrDrHLcKyIuUJDOo7Ac5xXn2NSu0xtM/aimfvZzkEcjj3qzaxNcLk5bgFO3BzwcdOx/GmR2x8x5ZVX5hlCSPu/TrUbXEZm27+CMZH8XAx+NG24C6jcRR3wUK5AIDEMQqgH0785rQlaNYnYSJEF+Zdw2h169+tYN9qUlnHM6KxijABBGQDtGefyP41pXNkxu0jkdysRxhSCJDjpz2FTFt7DJ9OmkuJQbhBtABVSfUY71JcnGAzxsGHCgjaCR+vPeiYMwJlJDRqQG67fb86hWDIZtzMQuTs6N7f0rW7sIjicLBJ5Uo3FMn5iSDkVJpUUv9mQEyAPyXJOT/AJ6VG01vott5t7J5BYEAu2Nvt/nrSaVE9zpcbuk8byfMV9Pbjrxk1npcCC7maz1OIzvIftSGIEnCjadwP6n8qvxO9u7TMQwfkEPjcMY/LNZmqaYmp2eHcNJG29QQQ2R7fp+FaNrdm4tIpwwVimMEfdI4IPp/9emtwYkcSKGuWOXPJAPI4GP50PEDcbXWUeYN4ZTkc57DsKUQ7bdkcORKxcMBjBJ9fwotnErukpcMnA7lMjkk/rQ9UBWtP9Mu0LFZAsnQ5HJPc1fcn/lqh8pmyfpjniqsWmCJ2+zctvK5Zcg56YB69amltrhQqQANxtweA3vTT5UAy/dItsj/ADLjJ3ck+nX3xTYiiIjQAoGQjawA44456iq0ekObrdLITEh6FiE69z78cVdvLZrxhGGVQDgKwzj8fy/KldvUBLSKKYdTsIHI6d/5evvVobYJvNhY7QmOeWznrj6YpILcQsqK2fl6c8t6/lmqd7C124e1OQCY3cEbu36VS0Alur8NEzTMHjJBPoOvf1qm13JdcWfl/eDZOfu9D069Kku9JaZSs5ODjPHB+pPX8Kdb2ypb4RInVgCMtgx+3sahttgPhVZYlLFt/YEDkfWrc7RwhxAAzD+LHIHT8KzriVIzG8kYwR8oI+ZueoHpUtvqkjzFLQK7Md2d2SB3OfT2ouBdMKRSfMfMYgtz09PwFLqEskcaiLayqeorObUGt0xdujJ32EcH/P6VW/tQxB44RvbGeBz9MdzTc7bAX1uZDGm4OGBLdeG46cVFeW8t5/o9wpEDDzHG05U9gR78H8KW0QCbA8z5/mOCcD8afqF1LLcCO3wwiG7P3ifw/Ck7vUCOK2AkYPHEqqOqjIPTgds+1XrcCV/JZWSNCFwQflHOMVnS35jjbzd5lcYxt5H+eR+FO0+Z72Qh26LgbhknHH07frVRYGjLeKjBG2LIzfKB0b3HtWX/AGlvKhYhI+DuOMq3fnufxrR1DEkvyBnITPIyMelQfZmh4iZ0Vl+UZ7/405Jt6DKMEE11dEOJCVwMjORx79K1rOzMcDIo+bAAOSSCD2Pao4IUmYllO4gYO3Jb246Gp5JRsUwj/VDccDnH19acY23BbDZnecykDzI1wCVOQ59M1HE6QIEHytk4GenHQUgn3zSNtBV8MzHuPTPSkmljdXxgsnzADHI6dvrQ3bQLjL/UHit/kRjtPA9z1OfpiqOt+L08O2YlvnkwcBVUbjnnHA/zxU15Kba08+fDoeigg9O3/wCuuY06IeKPFAaZJFIHKHOAvH4enSspTd7IRU+P/wAJ0+KXwC8UWOvyM8t7pNx5MROApMZ2n61+HcRzCnmDDEc+or+g/wCzRzxOkgCJIhVhjIKkEf0r8DviV4WPgf4l+I9EuBhtJ1W7s8f9c5nUf+g15eawtGMz4bi2n+8p1PKxiONoxTac5JPNNrxj4xhRRRQAUUUUAFFFFABQOtFA60APJZTkdDQhO44xkCkaT5etAICjnqeTQ72LPO724m1n9pa1hxut9I0WSRuM7XllUfnhP516EpJYenrXkPwc1o+Kf2iPH1zG7GK2it7ZB1HG4/zJ/OvYETbxXViFyNRfZHZjFySjDsl+Kv8AqLI2RTKVqSuU4GFFFFABRRRQAUH7jH0FOYADimSDMTcZ4/pTW41ufst/wS60ldD/AGFvAxiRt90l1ctgHktdSrzj2QfnX0LCPKBL4Y44wCSua8m/YT0geHv2NPhvatxJ/ZAkwP8Abkkf/wBmr0saoNhKpKXQlSdp/lX2FF8lONj9cy2PLhacfJC6hrBS7Kqp3jkyFSStS6a7yW8ZYBC4ykRHQep/WsuGJ5iZGWVTG5zlRlvxrZecrAVwSGyVXHJ+n5VorSd2dzasSNJHJyoByMgDsDx+HWvx3/4Lb+GU0b9saO/jUKdX0uGRsdygH/xVfsMJfs8qiUklhgHrX5Zf8F9dDFr8YPAWpDJF3Y3cJJHXaYsc9+9W/ejJH654I4n6txPST+1GUf1/Q+BGPSkpT17UlcS3uf3A9Qopcc+1G3P3SKttW1JsxKKcFycGkYBPv8UKS2QNW1YlFRvdxRf61wB70ouY3XMTFvYKST+VdEMHXrO9OlJ+ibPPxOb4HBr/AGjEQj6yivzY+ij7NdSDNvZ3L/8AbMjP51YttA1S6XKWgT/ecD+tetQ4YzXFpOnh5fdb8z5HMfFHhPKrvE5lSX/byf5XK9FaI8GaoY92yDI7b6oXVtPYXHlalEYGP3SeQ30/Oqx/DGaZbS9tiKDUe/8Awxnw/wCKvCnFOKWCyzMIVKr2inZu3a9rjaKXHHJ5pK8BO5+ghRRRQ2NBRRRScraCCiilPzDNDZVrHv3/AAS98Ep47/bl8EW91GZI7G4/tAjsDEytz7V+6VuiHfJj7o+7uODivyW/4INfDz/hJv2lPEOvsiuPD2mxoCRwDN5o/wDadfrc20M2RgkfU110lanE/izx3x7xPEfsL6U4JffqRAjbtRCFbk9gDSJJhcRlsIPvE5BHuadPIxkAteXY9CfvVDdRyRQEKNo6AdCfb86qTZ+KxV2LFhANoDjGCFHAp1vJgBHYqBwTnP8An/61ReUYISZPlzxt6YqWJgwfOAzAHkc/560RB6bDzLsO1Tx2wOtX/Cs7TeIbcMc4DdTyPlas77LvyETjr15P5c+laHhNceILfYmAN2T6fKaqO6Jexs+K/wDkO+Gf+wk//pHc0UeK/wDkO+Gf+wk//pHc0V1kHlv/AATs5/ZE8K/9vP8A6USVufEgPJ4yugr4xsHTdt+RD0/CsP8A4J2f8mh+Fcf9PP8A6USVtfEecW3jO7xlnkKAf7H7tefeubF/D8yqZyjWnl3EhvDuLEgcE7eDgD1pkcj+ZlSUZ8byExjsMDr3q413JcyKsi5Tf8uFO7GD/L3qJYpZ7kvsUvFkDzDjeh64P6151+xsJNOBKgnDAA4255f3x26CnGcwyTM4ygG3fnOAeeAO44p0mhvNAouJIk3HOF6n0z/n0qrqNlfTyRQWE6CNWO47TmMcfnnJ/KpabAz7e3udYvwltMWijf5ncZBIAPyjuTn+VdTHF9nCGKNghHG0ckdT/M/WkjiW0QxwOqFl2g4yVB9KWXUPJUBnCyMdvzg7h2GAKtR5QEDRwxubkIFk+6xPIyPzyM9MUt9rtvZ2TEyQh0GTk4I+tRJMkrL8u35SoZeQ/wCH/wCqq6x24kG9FO4Hcc5IPXgfhTbdgMuLwrN4r1mDUPFm77NandDAeASCDvI/DPrXRG6eRJfKYxxqygfMM9/fI+lUTetNdyCJXCLwB2YHrk9vxqWC1kW2k89MxuxbAcEk4PUf56VIE0MCQyk3DgDkYKnBz396TT18w3Ma4MSvuGDwcj9OQaotGkilBuxkN87AAYB6fjVrRGa9lnljIRQFjHGBIwycg+g3YoQE4SG2spJLlxGitjL4xz7/AIVIL0taq6xuFlz+8Zcbu3TqOlVW0ndch9UP2hQwIXICofp3qS9ux9uIaJ9uCm5en+f8aoBvl+dIBD8qqoLAggDI6D3/AJ1am+R0kwjR5yTng+tRWtoGhERV1DYPJ6n1qWxleTTtqodm4gHPQZ6exoSsA64lSNjCRlW+Q56D8O3OKmlWIyRiIuHHAHXntyKrzK20rAod85CjgtyByT9aaxaLcrkKueQCHOfXir2Al1XbbW43K28qQMj+tU9NxFCFR9+4gqewxnOR+P6VNdXE2ofJAowo/wBYeAD/AJ55pI9EkEsbTNlguOMbfXpnNQ9RvULuSRkQyJLlXyuz0+pqSRJZ8ssZ3YPAIA/Enip487CfLUsFwCX6cnoKIoWiLu3JwCi5wPxpqI7FMwFlVpWAkHHPJAFQCP7KrfPGvcLg7gxH61qNH9rZ97NtHPI4z71Xd2SRZpcGMSZ6cMM460NE2MaZpLlEMEYIZwGywHGe2angt5YrjcY1K5PO8dD355BHpU0oYR7oI418w4AIOfTt0/GrCAS3atC38PG8deP/ANdRy3Alhwib7gAkD5yGGD7mqFzdebdK8PHUHqB7Y49qtSRSrcM0gV1ZQEXBznnrxiobREjld5RiU8AEnHGOBx707dAJdNtXlkJumj8xvm5BY/njmr0kaRHKBWYdiCpyfwpkax3UfCoMkBQDnHHr+NMuB5aRq3zkn5gew/8Ar1oo2GnYc+3cylyu1ggyPmI9KgmaV3Ih4Y/MRu6Hrgds1K0MxSQQhTIfvE/LtGPf2qwkSxLFuIJHHXJx7+9MbZFFtYBlDsoO5cjgc055WkZgoVSp42sAR9PWkdB5xYqVjBU7e46H9MU+6SEeY3mlGYiQHbkjkHoKBWK11cCAFo1jAU5Zchc+uPrzVKa7WaUMgO3kcLjAx3+mTU2t340+0keQJKgxk7T+X1rC8658S287Wp8gZKJkYBJUc57Ac1lKQmM128+3wrbWDqzo2drfxqRzz9R+lafg7TG0u1c7G811ADMMMRznH6VBonhtLWZF1CSR5UG6N0XjpyCe/fp61uu7MVMUgcRrtZMYK89v0pQj3AfbsVdBCQADkAjJNfjJ/wAFGfCL+C/21vH8DoUS+1E6hGccFZ1WXI/77r9njAY2jMOVzyDn7vNflp/wWl8LnR/2qdP1Pa2Na0aCQkj7xQtF2/651x5nHmo/M+X4qpc+GjPs/wAz5AYEdaSnyUyvnT88YUUUDk0BYKKKKAswoA/KgiigLBQOtFHWgLDiARziqPiHVF0Lw9fXtwwVLW3eQknjAUmricPwa4D9qTXBoHwL8QSKSrSQrEvvukVf5E1tRhz1Ix7tHRh6ftasYd2jif2HJJdVsvFeqXCYju9R/dueS/BJ5/75/OveMcnHWvGv2F7QwfAuJ2GGmvZW+vCD+lezE4PrxW2N/jzS6fodGZSviZ/1sRnjrRTm5pNvuB9a5N2ee0JRS7MnqKcIGb7oJ/CtY4atP4YN/JiuhlFS/Y5WPyxSf98mpE0q4f8A5ZP+WK6qeU42q7QoSf8A26/8hOcFuyt1pyJvYLjJchR9Scf1q6mg3Mo5QL9Wqzp/h6WC+gklZNscquwzywBBx+le3heCM9xTTp4SVvQyeKoxeskft/8As9I+g/s8+BLGSF43TQbMuMdP3SnGR9Sa7a2xNJtXcQByfTj2r8+rf/gsJqnh/wANaZp3g/wLZINOtILQS3eol94jjVM7VjGM7c4zXMeIf+CuXxS1WeRtGtvDulBySBFbyOVz7lxX6HhfDnOKqXNFR9WfdrjXLcPTjFNtpLZeR+mkNkkp3RRPJtO0Egkj6CpbuEpCr3haFBn7wIUe+a/IXXv2/PjB4jDC+8a6jErfwwAIB9Otee658VPE/iYyHxD4g1W8MvLeZcHn8sV7uG8LcVL+LWUfRX/U8+t4hUY/w6Lfzt+h+y2s/Frwl4YjceIvE/h2ydG5WbVIIyvHXBcflX5wf8FzPH/hv4lt8Prr4b67pPiGWxe6S5TTrtLloAwUgtsJ2g7e9fNM++5ctcSSyMepdyc/nWX4ht08mM7VyGz09jXs0fCzDJNVa7d+2h28N+MOO4bzKlmOFoRcoO6UrtduljypNOuZ+Y7S4JPIBXH86kXw/qc4/c2bj/eK/wBDXehFTkAU4nA+UYI9OK7aXhZlNN+9Ob+a/wAj9Sxf0ueLqyapYehDz5ZN/wDpZwtt4O1aU5mS3j57sT/SrifDy6lJN3eQrn+FUziutDscHApSwHJ5r2aHh/kdGz9hd+bf+Z8VmH0kOPMfdLHcifSMY/qmzl4vhjEHzPdSyeykqKuweAdPhbMsJc/7TZzW4TuXIx9KYwAIIzXt0Mhy7DaU8PFfI+CzHxK4ozZt4nMarv2k1+VinH4c0+Fgbe1jB9lqzDbRwnEKAH6VIrBjTBcpLK0QdCyY3KGBK56ZHbvXowo06WkYpeh8ricyxmM1r1pS9ZN/mPyVXB6npShiBz3oIAoz6c5rfY4b3B5DsJFZHjDRxrOlMSv7yH5kx2Na7EIOear6pOILN3bsPX2rmxlCniaNSlVWjTR62QZhicqzHD4vBu1SE4uL87/qeewv5sCsRgnqPSlpljzZoT3BP5mn1/H+ISp16kI7JtL5M/2oy2rPEYKhWq/FKEW/VpN/iFFFFZX0udvUKKKKxvd6l2ChuOnNFKg3Gtn3IXY/UL/g3v8ADElt8OfiJrrIFF3qcFjG5H3vKi3H/wBHCv0MuGdigx9/uAf8+tfI3/BETwafDv7DNjf+X82u6ve3uSMcK4hH1/1Jr66aR3uk84DarHGO49f612bKKXY/z88S8Z9f4mx1V/zuP/gPu/oQvGSV3AghuvemxxNLdhg7YRjgb8/nTkhRbjcWICtzgcAU/wApfKY7iG5OexqbX1Z8PdIWZSQCx3N055BphQblDFBwfx/zzSPK42xw4K9SfQ9qDG0uCw3HB+X+dNNisiSNyFKMzeV2Hv7CtbwsVXXoFQkfexngn5TWMJWh2Ebdo4Iz0zWr4SLN4jhwwKjccexU4qoboT2NnxX/AMh3wz/2En/9I7mijxX/AMh3wz/2En/9I7miuwzPLf8AgnZ/yaH4Vx/08/8ApRJW38QZY4/HN6Z1LKuw88f8s16GsT/gnZ/yaJ4V/wC3n/0okrb+JGD4zugzopJTG4ZH3Frmxfw/MunuYovI3mVhH5g3Z+UkZHuMcfhnpUFwrhGaNfkIJXIIOPoevanyqWVW00LuyC5L5XPQ4796dqIlYgXVwjbflGF4Pt+deenc1KzozRo85lK4HAXp16n8als5Vhd5JFLuSFGDjb/OlWWZQqxlX3IfpkHgCnRW32a3czANKx3sAcAE+g9qAHXdxFa4LSHceBGR8y+pP86p2Dx3t6Qz/InBIXLNyc45xx61ma5rLm/LxrlYuDkZL9sDGMnAH5irXhO2MIW61NXjafDLCT8yL2zgcHHOOahybYF+8uDCAszD5RwEGOnv61XuLgK0z28g28rtxgEnuD6VYukSZN6EbAMYYEMR64560hsoZI2EhkDEZwMHHPTP/wBb8KuwDdOu2C4eMLhuXJ+8ewzjp+B7VMtwpncTS7Ub7uVzgj6Go5fLgVEs1SQoVXY7ffYkeh/H8KuLGo3FUGT8gJAKg4P8qEroBsEsAG99zHBVcp1/zk/lUqvi2IZAAc9sBce3XvTY3EaIJBnJIAHUHHXnijUmkWPzCrhAA3UE9Mc8dKa0AprcGNi0jNtflBkD8T+dXoSroR5bFT83P8Xr9KzI2N+rmZFMY5LbsEjjAxx/Or6W7R20aF9nl87V5XB6fN1/nUoCeK7iM5jEZRCe5JJ57VBa3S9IMsxbsPlxn1OOabPbNLK4Pz+VycNyOexHerNlCI4ShBQt90YzuJ/kapbgP2sxcvtjbcAc5znPGPWoJJXjC+WjFe5AyTTnna7mSNgRKwz7jHp27+hpjyId6yO8S7dgfHX8PyqpAI99vhIaMFsM5KnoccU/RzPdQO96DE64IBOSRj/P51mXVzOu0288YUMAi7OZcd//AK3tVjS0vpbqZrxgkZCgMVG7v2B+lZ3uBoSSlXQrkg8DAyff0pHbKbdzdfmOCeO2P1p7grANpO5DtGMcD16UkoTLLhi+AxweOnf/AOtVpMauNTLy7csq5IbJyT9MYGKR58W6rGX4BOT0Gc9se9OmuBGQI4y7ZXBJ+6QarHURHL/pGNxJJCjI69BTbBsGjkknEcZ8wlgemBgH86ekhS6dpmXC4JIIGMnHA/HpVW216E3/AJYY75c9RjI9ueKsiZbhwXjCyDDeijHIzzzUpiGx3BmYsXZfmxubgHr/AIVbs3SSMMqr5SsQGPOTxk/yqhFE17NgII1VsFeScZHfOMVeuJooIyij5VzgdMH6d6E9dRpD9yr5i5HydNoyB7549qYpcJv4lbGCOhY+gx7VXafzLcNlcv8AIyrxtXrz+YqW2ndSysVXDZUj6defbFNy7AShiu0u3lyqQCp43e3NSRH5gSEC8kjOc/jWfdypePmf5pFxjdkZz9O1TRO2MPyyLn5On5GnzCJZjJcEb2UKv3ywIxjuMUMrLbnzJIySO6nPSo5AsiZlQ4c/eBPP4UakgtonLDIAyO4H15psZUvpVuB9mVt6BslMc/Uk1Lp1r5emGOJBEFcnLD5/p6Y5qpa2iyq77TGzMMncT+Ga0kjYaeohBYp1Yn3rNLURFaSie68lg7Mq7mbHbn/69W4YFlXIXo+1VBw31IP+NV/IL3DsMBmjU59ME/TNT2zSvEfPBdm6MMLyKuKAnkPlMM/P23Dt6jFfnV/wXO0vHijwLqK4O61ktM4xnEkj/wBa/RSbbncuS2AcL0PrXw7/AMFw/CIvPhB4N1i3WRv7P1R4mY/3XUAZ/Fq5sbG9FnicRQ58DLysfmq7ZHXNN6mlboKSvlj8vvZgeDSjGeaTNFA+YX8qTGDRRQK4Z4ozRRQK4UDk8UdaBwaBocFAzt6141+3XqH2T4FugIDXV7FD9cZf/wBkr2foB7189/t66kbzTfC+hxEE3+o+YR34Gwf+jK68Ar1onoZZHmxMPLX7j0L9lrQT4b+BWhROCHkjeZsjuzn+gFehAhzmsvwfpo0Xwlp1nCMLBboo9egz+tab8Disql6tR2erZzYiftKspd2ya0sXvZisIHuT0FbFtoEEKDzQZG7k1JpNuLaxjYDmQbifrVknd07Cv6b4G8PsDgcJTxWMpqpVmru+qV+iXp3PmsXjZyk4wdkiNbOGL7sa/lTgqD+EfgB/hTivGTSce9fpUMrwdJfu6MUvKKOB1JvdgAoPSl47E4pOPejj3rqjThD4VYltsBj1qSJQzrjtTNhqS2XEw96v0YmXd2Pwo6j61GT8xGc81IOnFMmwhfHvTutIUz6Uo6CkMRjgj3qjr6ZtM+9XHfDDg1W1ceZYtntzVIcdGjDH3h6UoGHOTSydMCmgYGD3qup07kd3eRafaPPfSxwwxjLvIwVV+pPSvMPFH7Z3w98K3z2s+svdzREqwtLdpVBHvwD+BrxL9vr4la9F8SovDYu3s9EFvFMgQbTKWyGdiOSBjGPau/8Ah7+wl4B1Hwfp19e3GpatLd26TNOtwEjkLAE7VCggc9yTXxFfPsfj8ZVweWU43p/E5foj6allWEwmHhicdJ2nso/qaR/b++H/AJgUvrIH977GP/i62dG/bZ+HOsyKra1NaknA+0WrqP0zVeL9hv4dRDA0qdu+Tdyc/rUj/sRfDlhg6K49/tcuR/49WlL/AFli7y9m/vJn/YslZc6+47rw98WfDHiiVU8Pa7pl28nRFnAY+2Dg/pV+G7tU19oreMia6Ul5M5U7O31wTXlR/YT8Dwz+bpkmt2Uo5Uw3mAPzXP61z1h8Ntb8I/HGDw54J8ZalAIdPkvoWvII7jJICleRyPnGcnoDjmuyWY5lhFB4qhFttL3ZX38mc8cFg67l7Cq9FfVdvQ+hiuTgZ4pR8n1ryy+u/iz4IhEzxeGPFlun+sjgWSzucf7OSymr3hb9oywvbhbTx1puo+GNRJwUu03wt/uyrkfmBXpQzijzclaLg/7yt+OxxSy6ry81NqS8nf8ADc9FAyPm7ms7xc3leH7ls84wMVctryK/tVlspI5Yn5DI24H6Gsj4hXGzw/5YPMrhf51rmdb2OCrVU9FF/kevwbg3j8+wOGt8VWC/8mRyFqnk2iJ6Cn0rgA/L0HFJX8fzn7Wbl3P9o6VNUacaa2SS+7QKKKKrl0sXdBRRRUxj3BsKHOxCQe1FJdDEDBecjiqkyJPli5H7n/8ABLjSP7K/YF+HMKqVZ7KaYjOOJLmV8/kwr6CeUH/Wg7t2FwDjrXkX7C2kjw/+xv8ADa3uCEB8O2chUnBBaFXPP1avWYJRKA0gxu+6Ov5V2z3aP84OJayxGbYuqvtVJv75NjdipcSKzENIc4bp1/wpsjIgXcdoHQ+tMurlvtCtJ3PpyBTFmExzKnzhSeSQM+1ZuVtDxeUlXMbB5DtGTwecVI+/dlPmbH3unH+cVBGTKoYvkA7TkYI+vr+VPwpAWIll5/3t3GPT3pxkJjhM4YDIYt14+Vf88Vp+Cmc+IYxLgkbhkdD8prFuo5Yn+RlOR0Hc+/pWt8P2f+3k83jII45yQrfl1pxleaBr3TofFf8AyHfDP/YSf/0juaKPFf8AyHfDP/YSf/0juaK7zI8t/wCCdgx+yH4V/wC3n/0okrX+JuD4wvgVIJCEH1+RR3rI/wCCdgx+yH4V/wC3n/0okrZ+JnlN4uvluI8s3l7SeQRsUnI71zYv4fmXT3OaNjFZj907kMQRlsn8fanrEFiRfm2s4UY5/H+VJPbm1lZ3KMEHJYAgHscetLp9088yyMVdEcqTzyfz+teensajtXumtsLbLuYkD5eqj1zVjUIvPhRldXbYOQxyMY4+vSoJlWTUW3ueGA3KflB5IHv3p2oSKt6qCCVicKFj+XPck/if0o3uBXntoRPEXjWWRW+TsAOOCP8APSkMri9M6FG3qWYEkluvb86r6hKkiS4Qxug++R/qwe386gtrwNeZeRvMwYdxHJAGQf1/nWbYG7NOYpsmEEcZYtknPYf/AKqrrcK1w/VAoIB7Lz3p0kqz2IdCqSNHy23O4euaZANxVDwX+YnGd1aICvbRqt8wclmhBckL36Zz+NakzMFTbIiIwJbABBJ6ckdarRzboj9lKwysMEsn+sPv9aal6zyQ28h3MuWy0fy54/8Ar0J2QF+NRPgFisYAOTjk88ZxTZ5Y2JimHBJxhjg9OlJZyObZtwwGYlTjqeO3bp+tNSBpmctuXjJ9R0707jv0IhCRG32lSu5tmQoKsvGMj/PSrMEqqWCsoQjOB/Fx2/wqlcxeTAI0YjaTjHOM+9WbYB1jCjOQCT3z6/jUrURNplttXeN5bd90dOfTv+tTNamNX8liu1tuMd/UHNFyWWKPyfn5yQvOBnpxUbXLv8jH91GMkg8DPcfjWnwj2IklL3CyhTHt9ScfQn64pl8jXSZuGKiXgDOMZzyMfjUuMFoyzEA5yG4575qpNcCYReaQdpxkDIXg4/rUuWgNjLZ4lHm26qyQ5PUntjPPc/0q3FJNdkPE0YBQYUduev8AL8qqSgAAD5c8nPRh9PX/ABp6RFbUj5A2PlH3Qozn/wCvUoRehuflZYsB24YHJzj/ACaG8xkIUqofptHI+vNN0uBEtjIWbc33dxx9fwqeVlaVG2MnmE8k8OO+K0WqGV5tOeKYBZH3SAAAncOec549agvNAe9gHnXD24U9IQNzgH1PA/KtCT5lfgBR8vOSPYU1p/OtmdBujLHjHTPp6daTSYFCz8I6fZSm6Xzri43Ebnc859AOBn6d6uxWdurqrCVnB4BbI+n86ljlEsQChc5yAOcDrzTTPsJFySy4JGBz+lNQSED2qOMDMQP8YOSe44P0pseiLNuMjPccZ3scbRnsBioxdO8ipGpAHAIGM+9ThhAUaST94wIUDp9aNBsik0qGTBjEilCSSrYz9c5z29KrXtrJZ5lg3y8Hdvxkc8Acf5xV8/6zBx8nJ569KPtRGHbGB97ihx7BYybaRpYlJWR9h5O0ZJPJyfTnH4VckaO3kR4PNJJ24HOc8d/51bt2aRApysicgE7f89qZHNLbXDMxiKkE7SPX1NJRFYILOUnNwyLuPygHLj68Yz9Krpvuo9gSaRnbBJAAIqzEpnui8YAk2YQZzz6kfrUsU5bcpyCRzjjj29Kqw0VBp7q5CbEU4wXHQ5HUUk07RzrCh+UncT13AemPcirLxiScPKUG9cjPpzn+dLb2sJ3FguUGCccqPb/PelyhbsM8lElj3sec4zxj2qx5DJNsJDfLuwOMVFIRsIixz2C/1/z0p7sk8aqwRT1Hy/M2OO9UCdhjzMsKvEWVuQQQOBnjGK+dP+Cqvg4eN/2KfEtyqZl0V4b9PUFJFLfmFNfQv+uQDOV6qPT6+nSuI/aU8CP8Rv2dvG2io2f7Q0e8SPacgt5T7Rz15xWVdc9NxOHMaftsNUglumfhm5yo56frTaSJy8CFu6gmlr5Bn5DLcUHFJRRQD2CiiigQU6PnNNpydaBoXgDnvSd+B/8AXrP8Q+JtO8LWzT+Ib62tIlGS0soUCuK0345S/Ea6uLf4Rae1+IiY2vp8pbRnoTx9/wBgCM1rGjKevQ6IUJ1FzJad+h3ZuftGpqlvPgQg+ZGFzu7cntjPSvm74+3I8eftceF9EQ5h05kYj3BLn9IxX0J4YsLzSdNll8V3MVzdsN0rxReWgCjsBx6818tfAvW2+JP7Ys2qyjciGeUeyhGQfq1d2AhbnqLoj08sp8rq1VtGL/E+vIgqKAowFGBSk5xSIcsBR16+tcNF/vYeq/M8VnT2uPskWP7o/lT6isebKH/cFS1/cWUS58DQkusY/kfI1vjYZzRRRXomYUUUUAFS2i7pxntUVTWIzNQBc2hufWnAYFJuAOKC4DYo3AWiiigBrJls1FfoGsph/smp6jnAMbA/xCmgOblbIPWgfOvzdKdIvz800HDfN0NX5nUeW/tJfsw6f+0Da2szXTadq1gjJFcKodXU87HXjjPIII6nrXz54I/ae8W/stXtz4P8X2UOq2umTGONJCUeNc5/duOqkHIyCRmvtfA6k8H1rjPiz8B/DPxns/L8Z2CvdIuI7uL5J4/+BjqPY5HtXyWd8PVp1Pr2Wy5K/XtL1PoMszinCH1XGx56XTuvQr/Bf4/6H8bfD63WgzC3ul4ms5WHmRN/Ue9dych8PnpXxf47/YY8X/D3UJb74W3suowwfPG0LmK6XvjCn5iPbFQ+CP22fHXwv1AWHxItm1WK3/dul5EY7lcf7fc+5BrzcLxdXy/lo5zRcHtzJaM7a3D1PGXqZdUUl/K90fa20Y/oK8P1XxW+n/txabbKqSJPpLwMe8eVDAj8VA/GqPhv/god4R1SVF1+0v8ATi3U480D8QBXmWp/GXRPEn7a+ha7pl2jaUGSETM20DKMoLemCQfwq844kwWJjh/q1ZN+0jf0uictybFUZVlWpte5L8j7MHI5FZPi/wAEaX4+037L4qtVuIRyoLlCp9QVwau6brNpqqBtMuredf7ySBgfyqyepJP196+3/c4qFnaSfoz5hOdGV1dNHNeF/AR8FaOdO8M3soswxdVuB5rx+ysCOPqDWT431G/BgttTgCorArMrbhJ1zkYGD04ru/uHnn6VynxMYK9mD0Yk8185xRCODyit7PRKJ+peDVP+0ONctp1Fe9S/3Jv9DCI4yKR8A4zkVRurp7bXYikqmGUbWjJ+6fUfnV8Rl+mMV/K6sj/XGFVVXJLo7CYxRRRUuTNUgoooqveWgna4Vb0bTm1fXLK0gBLXU8cQA56sBVSvSf2PvAr/ABJ/ai8DaMi7lu9TTfxkbRyf6UQg3JHBm+LhgcDWrzdlGLf4H7ufD7wpH4O8CeHtJQOINE063s0yBhgsSrkgdfumt+QCHaNrEou1SO1XLe0WC6YztuDDIKgcD0x09fzonIiUAk4I+Yj09fwruSbbbP8ANjEVZVqkpy3bv95ShieSVZJg3loONwzkn8eOvTHapli83BVgwBIJxg/hUpu/IX96CpY4x3NNjYNCFbAcgH0K8dKXKupjcalmyAlguZeC3ofXFF5stofnOWPIYcY/zn9afv3AumVCnq3OapXNysz5jKM7NgFzxgdqmXuldhhl/eMyglmwrDPOCDg/pW94EUJrcQTGBkEdx8p9zmsSMCRW3bcsMsR6A8fzrd8HASa9alP4Vb2/hNOkveCb903PFf8AyHfDP/YSf/0juaKPFf8AyHfDP/YSf/0juaK9AwPLf+Cdgx+yH4V/7ef/AEokrY+J0Hn+LrwAhSSgBz94+WtY/wDwTs4/ZD8K/wDbz/6USVs/EhXHjW8O/wDdfu9wLYA+RO9c2L+H5l0zlpEZGSFD8ueG3FmPr0PFSXF9F4d02SaISExr/APvnoM+v3qt6pHHHIuxwUdtuACM88A/rVO/0C2ugscmSoZWbJPZgcDuRkL+VebaxqOaR3CSwxqhkUMcA5zjPJ9aha6Pm+fd3DecgwUPIJ+n6fhU1zEscQ2sDhiSoHfjnPfoBzVLTbCfWLiQ37FLfeRlsBh65/Ghp7ICuVF2pbLBvvAHIwPfPBx70i6bfTLB9nYww+Z8xKlSVzx16g+/rW5DYR2Mh8vblRtZuSW5JGSPTJ/OpbotNNtn+WVWCqCPvLnI6fWhQe4E3mRfYVjaMIAuAnTJPf1qte2XnFXtRvAfaDgHjHP41JJ+4uUhRnUupXbnAjb37dacInghkWPLpHHkbuVHuD1696oCkZ5LmUG3KFHxlenXn+lSNcwTAr5yRyFQCuclcHsPWrAvEMiRyIDNzyRwo789Px9qo2miNwNmy1Ehdj1U54496WzsBfgJmlMkLq7ImN/LfXn/AD2pNqmQNGc56hjuAyM5wenb86tRTrFJCkuSqqSFUkHHsfSgujz4KMYpCScclfQZ/nVJDsUL93+zstuMySngA4/l/WrVncrBbrbwKFY8naOQw60kky2sMjJGCqnKbvqc9fcHmhLqGTyt/wAiyJuUE5znqcVNhExV2VmmdFfOdiHAPPeqF0A0PzBmOOq/w4Hp61amlzOsbwueBsb0P49Pp1rO1iwvYbQJpMETTqGUsQAVBzjr36UNgPeIRgfO0ij5mKsePcdqbMolkZ5JSwZQ+Ccgc9B6f/Wqlpm+W1j/ALUHkTBcM3cmrE7uFTzvmOPkPcHBzn8DWfM2BNFHG9y6S7mJ53Hgc4HFS3MSzJGsSLlOGLMcY57k/wCc1RSWYFiAUJbbtIyCMZ/Hofyq2t0J3Zbp9oyBGQODgc9KtMC3YyRmByyI6odoBOQ3HQf571OlxJuVedhXlSfu/n0qlpM4jvn+dS0e4sgPJYkY5HPAHT3q3eDzjlOHI3biB+n5CtYu6AWS5Vt3mRjI4yCRyPcd6YszrGXOEkBzwMjg5PT86r3czHzPJMb7X25Khs/iR6k1Cg86RrWGaLywAx2t86rxxn156e9ZtgX42keNjISm8Ak9c88ge2M1EIwY5o3mYFhjBx83pzilS4Fnaf6P5iR7SseMktxwT+HNQW7SsiyXBhlyuUUH7vFAD7eNfLw4ZOgAGT35NS4YY2KT2+VcZ5qleXlykscdqA8twdqjrsxk7j6ADP51qRxiBY/PlYSL82ewOOenbmrjLcAu5Arl1IQjHIxzx3/z2FMnuV3o8HlyFwSwHb/Cq920TKmyQyBuCcZGeakSAKP3YCgcjjHHYkdOetTzdwuWBKZADA2cpjJ55x05o8ponUxlUO0BE7/j/wDXquLg27mSPYWZc/K3ygdD174qw1wHQmIgGMEHnqeg4qkAvmFzIZyWJ7MAOc/56VOSMrhRvzgHH3R0zz2qI3DxpGWAO/5AMhsio4gs8f7kEOx6HgqPp3NWMscvHhjGMHaMDp3/AB6UkcpKDO5s9DjHH489R+tMkUSKgiU5HJPJBGelQyTNFGUhU7cbm7nrxx9R+tAJ2LFw0pJwqg4BYD0z0P8AnvVczoweRwoTpg4IB9R6fj6UkuTOv2NwcrkkqSOBz2wMcfnVfVtTktIgrRxzrsGDgYXPOT6dahyEFzrcNlhGjkk8w/ISCAvv+PWp9GshqFj5M4ZYbgFJAOAR0P4H3qhZK90V+yFSjgbM/MMevNbtrPtf92EcDjGMZ96UU5kzXuu5+BHxA8Ov4P8AHuu6RcIyPpeo3FoVYcjZIy/0rIr2v/gov4TPg39tb4hW+3Yl5qj36e4mJkzn3314pXylaPJUkj8cxFP2VWUOzDNFFH1rIxCnIu6m05Bk8EelACllT7+BjqfSvBfj7+18nhPUJND+Fnl6hqxBjadB5iQueNqgcMw/Hmun/a8+Ia+AvhNdLaXDQX2pBreEK2GIPDEfTIrhv2FvglDZ+Hv+Er8RWqPc3rt9hZ1yY0XKlx6ZO7n2FelhqNOnS+sVVddEezg8PSpUXi6yutku7KHwq/ZF1L4jyf29+0Bd6g81y3mC0eUiQ/7/AHX6DGK+j9A8O2XhXSYrHw9BHbW0AwkadF9/rVwqEb5vTg+lI3J9a56+JqV/i26WOPE42pi37z06Loch8ffFK+Dfg5r1+HCSpaNEhz/E42AD/vqvnX/gn5ob33xG1nUpFZkt7Lyt3o7up/krV2//AAUD8VfYfAWmaUj4a/u/MZR3VFPX8StaP7B/hI6L8Jri+mQLLqd1vBxyyKvH6sa76X7jBSn1kerRSw+WTm95u3yPcUwTx2pW4b8M0gOM4pc/yFeRB2kmfPM6PTjmwhPqtTVBphzpsP0P8zU9f29w9LnyvCy/uR/JHyeI/iS9Qooor2DEKKKKACrGnj96fpVerOnffagT2LD5zSBGPJxStwOacG+Ue9O+gxR05opN3NLSAB703l1p1NTODTQjnLiMrO4z0NM25Xk1NqQ23cnbmoVHyc1a3OpbXE5XIOeO9KrrIilMFWwQRzkeo9qSTKRNuXPHQjrVbRrsXWnxsBGDjbtTGARxge3FRzqL1ZfK2rloHavy4JrF8ZfDjQfiLY/ZvHGlWepRkcebGN6/7rj5h+BrX86JpGSOSPzFGdu4ZH1Hannjk9e1TUpUsRHkqpSXZ6lQnOk+aDaf3Hz144/4J3+GtbimfwHd3mkXJ5VHkMkY9iGy3618s+PPhDqPgv4pyeFI2S+1FbhbeMxcCR2bAAB9T/Ov0sbG8epPIr4W+J16Lj9t6N4zkR6/br+InFflvG3D2BwkKM6EOWUpWdu3psfdcM5xi8RKpCrLmjGN9f8AM42X4KfELwdceZBoHiW0ZefMt4ZQB9GSut8H/tJfFP4XQ/Zr59RuLdeRHqVqZCv0dxu/WvuuFg0CZI6U8qAPlJx1wDXo4fgSeFtUwmMnHQ4qvFUcR7uIw0ZHxZqn7eXxBv7Py9NsrKzmz/rY7YsfybI/SsDV/wBon4nfEMJDdzXh8sZUWtkqN78qua+8CnmEZ6964vx3IJvEMMZ+YRQ5x6ZY/wCFeRxbkuPwGW1q9fGSnFW93Wz1R+leDNGjxPxXhMBhqfsZPmfPH4o2i9vXb5nzP8EvhH4k8S+KItZ+Isuoxw2zB0S4dg0rDnoegr6F27FwDwOKcH2qQOQab9eTX4fOblqz/S/hrhuhw1h/YUpucm7ylLdsUtkDHakoIxRWLd9j6PbcKKKK3RAV9Wf8EZ/Bq+MP25tHkmiZ4tIsZ7wtjhGDRgfzNfKdfoB/wQB8OGb4tfEHWpVGyx0+0tkkPZpHlJx/3wP0rSir1EfB+J2NWA4ZxtTvHl+b0P1OeZeY/wB4AOVx2+lJKrSxgNtwTlhjJxn/AApDExCMqtJu5BA6Htn1qII7OqyjtjI5Fb30ufwAx/2TYyi4yUU4XjkZHWpVk2cqPlPBDdTVK4laCYjJXYMP8v6471LNf5hDXAHHUHgjv0qeddQsySUl8hWIEmME/wAIqtbWIjcvLgkA8KPv/hSfamEbm78sYwOcYqWO5BkO1gG2/Ng5GM9DSvGQ3clEMZRFjUIM7uR0NavhGTd4giBBOM4I6fdNZs8KSWYaBcMSMnaav+Etw8S2+FESEN8vTd8rVcHqiXexueK/+Q74Z/7CT/8ApHc0UeK/+Q74Z/7CT/8ApHc0V2mZ5b/wTs4/ZD8K/wDbz/6USVp/Eid7rx5qUCqGEaIRkYAOxDye3GazP+CdnH7IfhX/ALef/SiStX4qRY8U37I4Qt5fYjOEXqce1c2M+H5l09zDjjL3cnnhlSPG4kYXORx/n0qhe3ECvcKjykSHzWcthVxnABzwOtWmP2WAx25cRt8wBU8H1qC5j86UIkgK9Zjk8A8Y6df8a8x7GpNYafHchHvYhtIDhAAAx9c/iKvxy7Z2F0NwJ+TCkKp9DgemKS0iWCNEhyy5ycsCQMcYpUVUcZkLgk5Ucnt1rTZIBrpK8wG4ARtuIzn8P0/WpI7yK0k2ht7TNlQWzlj1GB/WlZnkKZ+dixIKnPHfiqsipFJI9nk7W3KMYI9QR7UgLIYlWSVFRmyVyoIAPp9KZaXayWzIw3vj5m67eeRx+VOnWQQl5SqhzlDjAC9eSarSTFZAQgKFflIYDd6gDuTQwHXcu1n8ljwSwKnqOxPp9K0ICksaiMqGiGWOM7hjv6jNUIXjnuoAilXk7MOA3XGe+KtvIInYTQ7xjK479vT3pxYDY7pZr5TGSoA2sQCqvjPf8RTppAZCZCGZQRgnIb0OPbiq9lMzzFrkBYwMFTz1J5H5D8qivtTMIKpknd75Yf0ob6jIrxi6JGHI4JIBzjn/AD+lEUvntEqMYT1UlRkjt/WqUmqqFaK6ABEmQB98L9Py/WtWwaO/0t/Jcg52Nvz1749evWsk22IqvDPdagoVnigjf525GPX86tXOo20QRlkAAI4zg+mAO9Ot9G+wxyzGVmnZiGyMY+pJ59Kr3GiSGdPJlCsXBGQQM/0qtUO5c0xI5pmlukfyXGVWROCT7H9KmubK2ukXKRDnCnyxnPp7GqLXM1uzEyEykZDbsgnIP5YzTY726Fyo8xQqkFiSBgjk/Tp+tPmS0YjQSwgjgIkihJJzmRQT9Rn6frRHaQBMXUMfqBtBx7j/AOt6VkTXtzLdDMxEMmdxxnDdh+n60ltdscpGw35IIYnLe/T6UOaA1bqzTywlqcOW3fJjLipzp3Ds7SnPVd/fuOvSsrw7bzy6hd3N4hQsiRJuPTbk5/HPStVfMcGTdycZPoa0T5kNakZ0dIYCgy3OSzMT09z7ipRaW8xwUX5/l+U4OPQHrTWldRgMXPbIycf40FV27jHjc4xkcnnA/WjlQim+ieZGw0533Lh283APHYZ9ap389xbRQ7bd1csVDBc4ODzx29/etVZQ2d3JBwEUgE9uvYVHM4kihMgeYN3A69+ajkVwM3Qrd9PaZXkDTTAuzseFJ6KD6cdKuf2lPAjIyRtkDJ9Pz/zzVm7tILm0b7RGm1hywHT0H4/0qK405ZERLCdoEfGTsyB7Dn2os0AlvePHGQBHCyDOD/Ecn/61LFcC3QNcuJFY7yF6E+g9qbJpEu5vNuS65+Uqm3d6559AtNufDomhDRTTLx94jI+g5oswIreXfbM7EFpSWfaTk5PBAHHSpvtEaxOJ1/fKuzaF689QaW28N2+ltmeWW4Xk7ywXaPbninRarZ3V2sWlw+Y2QrP/AH/UZpJPcCC6WO3bNy/kxr8xRjgHjOBnvQmryh4ZHimZCw3qkZyQenHpWjZ6RbR3RM6xlhhw+3LLkYOCfrVi6IgnAgKn5eB/C3p/+qq5WBWnnMJ2xZwrgk9+vTH+HtVPUoTIxW1xh1O0HgliCM+/StNpTcRhZzt24+UZz1647en41H9hxKDGQitwoJ6+w/WnygRJYl4EN1KG2oFwepPcn9Kim0u1mn2iCPK4IymWOO/r/wDqq+YVXjzF3L1HUj6U0KILgb8xlxwOu8cf1zVJWAesIV1KhQrce/SlRzEYfOj2oSBnnDD2/lUdrAICVmDbW5XGeOTSrdGfPnFwgJ4HLD/GjcfQ/L3/AILX+DzpH7S2k6qsWxdZ0pMv/wA9GjCJn/x018b444r9If8AguN4P874feC9eKAtb6g1gJB02vHI+M/UCvzePOAtfM4+HJWZ+VZ5R9jjaife/wB4v8PSkU4NKeOvpTR15riPKvqDDFLEpBPPJoJyPpSqxB6ZAoGfIf7dVy978cNJs72Rxax2cQUE8DdI2Tj/AD0r6z0XTIdH0a0tdNCJBbQpHEFGBtCgDAr5L/bix4o+Pek2OhKZrxLKKB1XqHZ3IH1ww/OvrHRbSXTtGsre6bfLBBHG7epVQD+or1cZdYeil2PazDTCYZeT0LqjeMnrQ53474pjKzHCnr+tcV40/aN8H+Aby9stf1eGPULGMyNbBGLMQuQoIGMngYz3rzoUp1ZcsFc8inRnWdoK78j52/b01ZtU+J+m6fC/mNbQABRzhpCvH6V9RfDHw4nhTwFpVgihPIt1UgcZOP8A69fJXwS0S+/aN/aHGsa+jS2dtMby4LfdRQcon5449M19pCMCMDAwOB6V6eYSVKFOh1W57ObNUKdLC31irv5ig7eeOaCfm5pGbcQAKCuOv4V5CXU8LyOj0g502P2yP1qxVTRG3acM9mIq3X9rcJVPa5Ng2v8An3H8Ej5PFK1WXqFFFFfRGAUu3Ay3FJmuN/aH+KafB34UaprQZPtcSCO0Rv8AlpMx2r9cZLH2WsMTiIYSlKtUfuxV2bYejLE1I0oLVux2ixFwMc59KsWcTIW4PbtXg/wZ+EuuePfDFnrvxS8V67PJfqs8VpDcPEkKnPBGfXH5V6JpvwN063Er6fqeuwSyfxC+c7ffFcWFx1fFQVVUbJ7Xa1R118JRw8nB1btdkzumiYscZPPSjBHC9653SPA9/pFosC6/fXCRk4NxF5j/APfRate0tLix050vL3zpADiUxhdv4Zr0IVZNXlG33HFKEU7RlctspHtmkwe5rzv4cftG+HPF3jmfwpYa3Fq+sW5bEkFuywuFGSA3QkYPQke9eikru4GeanC4qli4c1GSavZ2fUdfD1MNLlqxae+3QerfKMmkAwpqIkk8Dp7VJHl156V0bGJi6wAL4nHbNZWva/ZeGNJnv/ENzFZ2Vsu+SWRtqqKyv2jvifF8HvAs+rmBru5JWC1gUczSscKv8z+FeP8AgD4JeJ/jb5et/tH3kws5D5lpoithFB/ikXOBx25J74ryMdms6VVYTDU+eo1fyXq/0PbweBjUpfWK0uWG3m/RGT8Rf2tdf+Juoz6P+y/pV9eJGCJ9Q+zYQDB+6W4UdeTg0nwZ/Zd1jx14RstU+Ivi7WHiu18xbW3un2RjJBHUAdD04r2nWLrwv8FvBMlrHJpeg2yxN5UW5Yt7YPRepJzXD/AbWfE/jX4VaJD4cgi0bTIkZJL65w8lwN7Z8mMdufvMV57d6+algfa4xLH1XVqNP3Y/Cvl/me4sW6eGbwkFTinbme7+f+Rt+HP2cfBfg2+ij0K0ZNVUeYlw0jySp/t5JOK9KbsM5x361U0XSV0q12yTTXEhHzzStueTtkmre4dOpNfZYPCUsLG1KCin0X6+Z83iMRUryvOTl6ixvmUZPBNfn3LfHXv2vYZ2bcZvEseD/wBtxX6BbNoye1fnf8Op1f8Aaf0l5sFTr8ZP/f0Y/XFfDcezvUwcH1nf8j6rhSPu4ma/lP0QjULCvA6AUpQdB3oRgYVyP/rUEZ4NfocF7qZ8dLdighSM1wHig7/F92T/AAhVH5Z/rXfY2Id3bnNefX8n2jWLyViCTMQPwAH9K/OfFHEezyjlv8Ukvzf6H9Q/RLwH1rjCpWtpToyfzbiv1IsMOooBOM8fjXD/ABC+P2i/DvVfsOsG6kudofbDGWAB6c1yGpftoaTGxXR9Ovrk/wC0ir/Wv56VOUtbH+gWP41yTLKkqWIxMVKOjW7T9EeyLKXldSrfLjnHB+lLj14rw+z/AGvIxqwbWNIvYICvIUhiPfGa7TQ/2lvCerBVur6Syc4+SeFl/XGKHTlHZGOA46yPMHyQxUU/7z5b/fY73FJVaw1u01YBtNuIpgRkbW6irOKSutz6uFSFaPNCSa8gr9X/APggb4Pax/Zy8Xa0UVX1LxAYA5/jSK3iwPpmRv1r8oHGEJ9q/ab/AIJA+FJfCP7BnhRyiRtqc93fyE8bt0zIpP8AwGMD8K3o9ZeR+K+PGN+rcOqj1nOK+7U+pftCgDzTyOuOOlNaeQvuZjGmc5HcfWmKQlsRMrEkBkJOBj3prXOxkKZ24wDk7apyaR/GFrDUInLh2GAcbiM5/GpLmNONhQggfIE/H0qC38yXW1jcH7MIgxORjPNaE5MQ3QHcVOFHdeaIpPcVytHBGkoEyu8Z5UgZI/AVOAifLIMgMCQAQcdqjjnF31ckryWPf86iR2AbznyD1HPPt+lUuUNWTTMqn95IUjHXd9c9q0vBk/neIoiBlcttb1+Q1i3EqtHlgWCt07AEd62PA8pGvQKifI2459BsNOMrySHJWRv+K/8AkO+Gf+wk/wD6R3NFHiv/AJDvhn/sJP8A+kdzRXcYnlv/AATs/wCTQ/Cuf+nn/wBKJK1viXBHfeOrmO5Rtq7Pm3YB+RDz+OKyf+Cdn/JofhXP/Tz/AOlEla/xL3HxjfjBYEJ+A8tST+lc+L+H5l09zndRH2uBAqkmQAD8OevbpmsyECBHiUvIxOMMD8x7gD06VeuZmZPLBDun3AG4A9TjrRb2kkA8y7fayj5GOMr67eOfxry3qzUtW2nTQjzLth5YiCna2CDnOCO3SmLNbw7/ADA6uw6pznP8vrRcL58cZnmbYvU45J7bsH3NKqedcSC1IbIwTjbj6ZzV7AOnvRBbmSY7CV4bILZ6HjPPSoreZ72LzXSRo5GK7WXDOAevtzmmrof2lo5LuRSsRI2YOc+nX/OaurtSQMxY7AXIB6fpxRa4DCqTSuiFhEM4csMlvT61FcyIsWyLIeIlcg8E59af9mBYF3KsSZGbOQe/THGf84rOuBNMsotonKNgs5PGfUcfjSb6ATaFqL3F26/L5J+UADJJzyRWxdicQgBl2sc5HHT1NY2jx/ZtQs1sEYQxKW3NgkADA785JHvWpqU8t3Gq2kYVUJLgng9OPzpQvYCtJrai+lTYfL2b924bcjjHqT3rOsrqS81KSQIgUjs24Dtzjoanu0jN1b/aUZHLfNGPu9D3rSt4orOBhZxKqIeo9zzn1zxRa+gFdNFMkLLNLEc5JKnDKfTJ7CrkFmkcaoW2iMgBc8g/5NJ5kXmYlxkN8yjrjA6/nUrywGP/AENZECj5gx5Hf+tUlYCGSMIhjjdhjA3dW55OT+PFQq7TSqgmbgbiVGPbkk077Z9qw0YXzGOAp6dPXFO1LU4YbY7BGrSKVyQcZPr3x9KbYEaWYtctbl2ZiBk4fOCOnpj3psqeffpuk2x5JGDz/wDX6dKtx2ogijEMgQ4zkg5AwcjHSmPYBJWI+cv0OcAH2/M1PLfcCC4NswZIB1OQSenbv35qnJZy+YQH9iQwBI68etXLi3i84q27nk8ZzxUUWheZcR/aW4Ulty9hjuM98D8qUopgaFnbf8S+NA+ckMw4GR271Jv+zTMZ8bduVOR/jS7Y9qIpUEjhuT+n4/rTZLVmznDIufx571ql7o0Ok/dS5LPtU8sFBB4xzzQJwiqpZcRqGx/F6iq25lOY9jjd83z/ACjPP5c0Ru8cbG4MZXOFA6kd/wCtDkFywZwAzlQCRypHLf40zcs8cpuNx8xcbFxx2454qCNzLeDgOcbt27Bznp6fhU/29IUmEyDa5wpCkY56ZqVZ7iGgraSgJvQIMnzFypP1/wDrVKnnvGrqR5uTxtOMf061Qe6a9vI/PlMao2CoUMSO2fTFWN88UiiQrLGxwHyVYevH5UlJgWVuGBPnnd5fGScAVEJ3MoEedx42njJ68np3/nSQTLA77jnBJPc9uoNRy3W0NsYZ+9v6DFO7YMURFJQjorg/3n+6Ovp7+9TRxpaECPZggFQBjGageRIclhiUnCEHqPpzVmEhZicneTkjAIHvTWo72CSONl+Y7cAHdkkj3PFOaHyoghZlzngEfLx39qdcASSkIcvhlHHT680sgZmdpvLzjsetUO9wlmjg3LIxZgMkqOfcfrUaEEIQXXZwGbrz6fnRJcxu+2SPhD2PLDB/xpEBMGYSTtPO7HI9B/iaG7CJrnM86qGRiB95eNxqtPGfvOSrj5cA5wPf8c/pUscqxAkLvUdRnAQ/zNG0zkvAq7iMAsf8+/WhiHQQvNN0LnaU644655+tS5R0CtlhnrjkYqhNDcTyBfOKAEkjHzDPbPStKO1WFhzlUBGT1Hoc0kM+Rv8Ags9oi3v7I0FxEgA07WLac45xvBi/9qV+VQOOnav18/4KseGZfEX7EPjCSIEvam1vAMg8JcxMxH/AQa/IJl2nI6nFeBmitVXmfm/E8WsY5PqkGKSlBBQY9aAfXoa8w+dsGMjOaVTgc8gDJFNpwYFgMj8aAufNvhX4Yah8UP2otR8VW9rcWGk6TfJk3ilXumQAZjBA+X5e/TI619IlNxX0FZ8ejGz1J7m3vJVjYkyQsAUbPcHAI/WtAkFRt+vWunEV3Wa7JHVi8U8Q49krIUgAYFfLnx8/Y58UeMvHura54Yn0+8ivpmmWFpCkqAnOORt46da+oaUHB60sNiZ4WXNTDB42rgp89M+PPhfq/wARP2ZJLm2TwlLd2144aXERkJxnGHTIA5Pavob4PfFPW/iXNJJrvhm70G0jiJMlzJzJJkYVVIBxjJJOK9AkYOpXAP1ANNOPKxwcVtXxka6u4e93OjFY+OLvKVNKT6gPlbjFOYA9fSmouFODTlwQS30rhbseabPh191iwHZz/IVfrN8NY8iVV7MD+laZORX9jeH1T2uQYWXlb7nY+XxytWkJRSqcde9LgfWvsm7HLYQDPNfG/wC1D8Sv+GkPjhoHgXwcztZWd+YZpc5WV8kO3H8KorH8a+ovjR8QbX4XfDLWNZ1OQRi1tm8r1eUjEaj6sVr5n/4J7fBybXPFt5458Rp+7tw0VkW6ySv95/oFP/j1fF8TVqmOxFDKqO03ef8AhTPqMhpwwlGrmFX7KtH1aPrfSdNTSdLt7a3AEdvGsYx04FaVhgRnnqeKqnuB3Oas2SYj9819nCCilBbI+YnJyu31Jy3cnBz1rxz9s74/W/wa+GUlpBl9X1yKSC1VTgxDGDIfYE8euDXr5yWyOOa+EP26NbHxI/afh0PTHkZbBYbHBPG9/mOPT7+K+b4tzKpl+AfsX782or5nt8OYGGNxiVT4YrmfyPT/APgnd8AH8P6GPHOvHFxqiOlnERysWSpkJ/2vm/DFfUL5Bz71S8IeG7fwd4W07S9KAFvp1tHbJgdlUD9cZ/GrzMBnPevRyTLYZXhIUI72u/NvdnFmuOlmOKnWl6L06CMCwyuafGdq/N1pVOVGKZJjfz1r1U76HnnnX7RvwzvviRo2lnwveW9lqGl3yXsDzoXiZlBGGA5/iz+FcPqfgH4peJIfs+q+LNE06Bhh2sbWQuR7bmFe3a2uLVcDoayk+6c15uIyijiKjqSck3vZ2TPVw2YVKVNQSTS2ur2PIrX9l/w94N0G+1LxHLd+IdUSFna6vWyAcfwoOn5mt79lubzfgF4baPPzwycen76TrW98W7v+z/hhr04/5Z2jmue/ZRBX9nrwv3/0Z2/OVz/WvPo4ajgsyjSoxsuRv72d9WvUxOClOq7vmX5HobHB4PWkddrAntSKuV9xQpLn1r6Vo8VFXX9XTRNEvb664js4Hnb6KMn+VfAX7Nnhe6+I/wC0Zo500D9xff2hKx6Ikbbz+eAPxr7h+NUgi+EXiViyp/xLLjBZgMHymxXxR+x18UtL+FHxWbUvGFytrYtZyRO+wuxYkYCgd8ge3WvzPjSpTlmmBp15Whe7b9T7bhuE44HFTpK8rWX3H36Eygx/D0qC71a0smC6jdW1ux6CSVUJ/AmvKY/24/h6X51S4GT/AM+7V44b7wf+0T8R/EN5428b3ukFp44tLSHckbR7OSQR6/TrX0mO4nw1GMIYWcZzbtbmS6Xu2eNhcjrVHKWIjKEVrezZ9XXvivSoreQHVNO3AcL9qjyf1rzyK/tdWMxFzG26RsiOQNwT7VwEX7C+gXOiy3lt411m/iVdyyRFdv0JDGsm0/ZUmsoFOg+K9StyRkbkDZ/WvzPxDzLFYvD0KeKpqCburSve3p6n9ZfRfwVbAYrH4zLaLr2ShLaNr6/at2O31/4LeH/FV59o1OGR5SoBIYcj8RWHN+yX4QmbKQXSH2cf4Vmr8IPGnhtTJo3jDzwgztnt8A47Z5rrPgv401Dxr4aebxGkSXEE7wO8ecPtOM/pX5PK8V7sj+u6GGyzNMWsPmOWclWSbTkotO1r6xb7rc8yl/Z18PTfE5tGje9SI23mghxkHjrx9a1bj9jPR5dwttSv1HbIBrUW9J/adiiTo1md2P8AcBr1Mnj8aJVJLZnDknB2RZl9ZdXCRfLUkl5JJHl/w+/Z4m8C+Jba9j1y8nitz/qWQAMMYwfmr1ADJ+tIRigHBqJXk7n3eU5NhckpOhhI2i3e12/zFKGQbB1bgfU1++v7HmhW3gb9k/4d6eIxL5Oh2zkBv4pE808fWSvwV0e1+2a/p0CHJnu4oxn1ZwP61/QZ8KNFm0z4XeGbMQgtZaTawnBwBthRTz+FbU78jaPwD6ROIaw2CoJ/ak/wNy51aXcXVCMjG0NwPbH40h1FDvuJGEEQIx6k+g/HirMGiko4Xc24nc2funtjj0pj6THfbUnjby0JwQ2N2DnpSakz+WSjo6y3+oTXTqYY0UqgByP85Oa08lc7svu6jp2qRFU3DRQKiDpjBweKVrWRpSXZfL/i5yc/liqs0F7EIkReWEmNuWwB1/OpQ4kIEcTgDgHr1B/wpLmGUMioGZcHPTI/LrQo2Sr5bN8x5yck8GmlqHoMuUaOERvkK3B+Xp35rW8Alk8QwKxYLg4BGMja1Vd3BX70Y+bB/wATWn4SCv4kt2IyTu2nPT5DWkF7yZLehueK/wDkO+Gf+wk//pHc0UeK/wDkO+Gf+wk//pHc0V3mJ5b/AME7P+TQ/Cuf+nn/ANKJK2/iXJjxZehmCqQi9euUX9axP+Cdn/JofhXP/Tz/AOlElavxUlEPi67Y7RgJww3BvkXnHtXNjHaHzLp7nOpFF9ujkGUbaVyRz29KZqVv5xLykgKuFUOct9DUs12FlWKE/vCATnnAPpVOTVftN24uGZpYeFA449682/U1Llu4u9PJhjKLxlc8g478+1SaIWW8lOMoqYXPqevH9feqhMcdyFLITIASwY5H0I+vSrweKFAqoWbbuJB27hkjPHfimncCxdRLdLnGHwCxBwO/59OtV0KsWMbnP8YB+Y9vxGBTMSSXQWIod2ehI46Z9KLkOgaRDh8EKPTrxn+VV6AV9WnxGWKt85CgRsefT8aW5ae0gVLZyVjOwJjcv4+uagvVurZf9HRWdm25xgI2eD781YWZ3uJPtePKUjbk8uQRngdjz1rMCWyLNOryeWsqkLsCYDDvg56e1W3vRBDIzJIFD4ZTyCMVR1G52SHYgXy2BVh8272+lW7eZmtPnBCkZ7k8noOaqPYDP+3Lf3qrFlHT94dy5UDBHXOeg6VpQxecBHESN8W8MF5b8M/hRvit38rDIkqEGQjLg5HQdBnn8qW4uYjKqqXXy0VWYj5mAHXr70JdQIYrIOqx3OSFOSyrjB9Cc9v60+azMW4ymSViBgK3A4HJ+n9KfPKs8AWyGBtI+uP4s/ic1FIJvJBlDgMAeCenYn8MUwGQ2zwSqjjPljgtwQfwqxHpcasJrjMhBAVD91ff3/GrKQLHmSbDFSCxLHknHA/GsHV9Vh0uSVrmSUbSNqtzke5pN2A2pr8TRlZWGXOMgfdPTp6cnv2pkVxs2J84+YMhY9KxtDE92qzXil/tHKfMTtHrz37/AIVYd25WX5kZsxkHYTz7UXQFuSL7bcCUtjyn2naef5VYlm2MYoiFZwDlu4/zms2XUZIYnVI5l3HcAee3POaq2lzHdeJrOIu++NXmkA4woAGPf7wpOWoHRMSXVljVl4JycMffj8KS9uSse5WKFwW4wcn0xj/OaZLdiFGK5kZmAjDf49cVUlL7TLeTBWZsYx0I4x16ZrTmurDTsPSNbMnzCjJ33L94f57UhkSadtyquwgqAT1BBHPpUbyGW3klWdDGp2jEYHPoKLZTFvW4leRthYqABkVF7k3EXEsjMC4iA3FeAzHr1HWnW0y3ExWUtJjopf5UPbPFNhgGoK+x32KAcg4ye3AppWNFYBWZ/vHJ4Iz/ABevBNJjCZyjSbVXe53AqOp6cn261cWCb7LE02Hx79fqP/r1G9uJmJBkygJKq2ATxjt0/wAazdF+Iuia9qN1YaJqdpcajYuYri3STLwNgHDZHow/OrSvsa06NSqm4RbS3stjYvY0WzZ7gBXYn7vBxxwfXpXC/HLx2/w+t/CzaMsXmatrdvp9wZULKIXjkYhcNw2UHNeffFv4767+y/8AGRNS+L92L/4ceKTFb2UkUCiTQrtV5SRv+Wkci7nyTkFSBXSftLa3aa5o/wAPrrT5Y5LafxPZyxSRsSsgaGcgqfTGP8itY0+57FLKqmHnTqVFzU5J2a2vbb1XU9bl0A3DOIZ1WNGDDIyTwOKfbSiNzGYUXa2QcE7h+Jryn9pv9pzTP2fdEheZDfa7quYtJ0tWzLdS5wo/2VyVBPNP+Aj+OdL8CxSfH7XbK/1cuZbp4oFgghBOfKXHVUzt3HkgVDVtjleV1o4dYiSspO0Vrd+a8keoyzQyy+WPld8hH6nI5z09qUMXnQMik8dTkYPbNYnhX4kaV4s0+6bw1eWeqW9lKbeaS2JxC4+8v1GD+VXLjVYiMRIXL9NxxxnnA9cZpNs8+pTnSk4TVmujLV7tXD9Cy5Zl6qM9h0//AFUt3siP7gFTKu0EH7w9Pb61Vj1dfIaRmAdBgAqOmc/0x+NSpG8UTmd9rvgjHGB7Y6VNyCQKHtVWTO3JyCMNntk96mh2I6eU2SFzjGR16U2O9+VRlZU5Uk4yPfpj0/OlYLg+Zyo+YbOMn8KtMdrl7yt0Mnz4Knp0Hr161XFyWcpJuC8AoAOcD6U21/0pFDFo5GPIzn25qvqV0bZBHbFzKxwNpxt5x6U72QbHn/7Vnh5PHP7PnxB0jBYXfh+9Efy/KXELMuB65Ar8PoX86NSRjI5+tfvw9il1L9h1NkdLlTC+OrKeDnPqM1+DPi7Qn8L+M9Y02YFTp99Nb89tjlf6V4maLWMj4bi2napTn5WM1Rg4PSnFcHApOuR+NA9ByTXkWPjw7UAnJwKG/d/frP8AEHjHSvCcKSeJ72CySUkIZGxuI64oUXJ2SCMXJ2SuP8RusGiztM7xJt+Zl/hHrVmxO+wgI5zGvPrwOa4CT4lL8Utbi034e7rrTEkC6hehfkA4yiepxnn3FejCMHgYUjsOgrScXBWlua1abppRluMoHXnmud+IN14gt0RPAogSYjcHmTfG7D+BuhGR3HrXz/8AEv40fGbwDqLy6pb20VmnIMVorREfU/NW1DCOvtJI3wuBnitIySfmz6iYdz2rF+JPjqD4b+Cr/WL9SyWseUQHmRyQFH5kV89fDT9vq7m1C1sviNplsyzSrG93Axj8oE43MhyOPavo2yutH+IOhQ3MAtNU0+Rg6F4xJGSOnB7j+tFXCzwsk6i0HXwVTBTj7eOnl1OG0f4n61Bc+Fb3xD5J07xMJI3SOPBtZQrMgyTkgqrfj2r03AdB6fnXhf7UHitbX4jeBPDumkQhrk3cgUYCgfKoGOnVq90UH7pzjNGIjyxjO24sVBKEKiVr3/M1vDA/1yn2J/WtQjB5rI8NnbdSDqdorYKkdea/qjwsre04foxvs5f+lM+OzFfvmwAyeacAAcDkn9Kb2Fcf+0F8Q3+GPwc13W7Rttza2xEG7kCRsKmfX5iK++xOJjhKM603pFN/cc9CjLEVI0obt2+8+b/2/wD4uP408Y6b4E8NSFoorhHuipz5kzfKicehJr6k+Gfgez+HXgjTtJ0VAsNjCiZA5c7QCx/Kviv9hv4YzfFj42nW/FBe5t9DzfSvKSxlnz8mSevzHd/wGvu/GOlfHcJe0zKrWzastZu0b9Ej6biP2eBhSy6k/hV5ebY5xtPHbirdiuYQfc1Tzk5q7bnEK4Bx7V9zufJMfcny4m9RzX5xHWRr/wC2gbzVydk3iX5g3ZRLtH6AV+jrNvJwCQOvvXxH+3X+zNe+CvGs/jTwNG507UH866SPhrSYdWGP4W+99Sa+F47wmIqYejiacbxpyu1+p9bwjiKVOtUoVHaU42TPt0YK5Toefr9Kjf5q+Ivg7/wUg1/wfp9vYfEqwj1+CEbftSyeTdFf9o4KsR64ye5r6X+Hn7WXgX4kxRf2RrMVvczLn7PcDZIp9OMivYyrivLc0iuSooytqnp/w55uYcPY3L5Png2u61PS4+EGaZP2pIrlJ4g8Tq6NyCpzSyJzk8fWvootPVPQ8R3WjKesDNifqKx1XOe3etvVRmyOO2P5isQdPm4+lUnfQ2p7HH/tAX62XwT8SyS9PsbD8yP8Kzv2VIXh/Z68LCfg/ZC3vgyOR+mKT9qrTbnU/gPr8OlxvLM0QwidT1rX+BVhLpPwc8L214pSVNNgDqf4SUHH1rwuWUs3cmtFT/8Abj2uZLLrJ6uf6HVOSvTPHX2rh/jn8etK+BnhV77VFN1dOdsNrG4DyP7k/dHrwa4f9sL9qKf4MW0Gj+DAn9t38RlMzjctrHnaGA7scHrxxXhPwP8A2ZfEn7SV8uueONRu4tKmc+ZdysZJ7jB5CbuB6Z7eleRnPE1WOIeXZbBzrdX0iehluSQdFYzGy5aXRdWY3jn48eO/2jtaGmW8si297Jsi0+yBWPnoGPVvxNdr4H/4Jz+ItVkjm8Z6tYaZA4DPHCjTTD252gV9T/Dz4QeHvhbpUVr4M022tTGu1pygaaX1LOeTn8vaukIyuO3pXFguBo4h+3zeo6tT10XkdOJ4plSXssvgoQ9NT5wi/wCCbXh5U/feIdYY9yI4xn8MH+dZfiP/AIJq27oT4U8TTq+OFu7UMM/VWGPyr6jPzdaF+Q8fnXsy4MyeUbKgk+6uedHiTMYu7qt+p8N+IfCXxK/ZIuFW2vzd6TenDGENLayEdmVhlT7ivUfgh+0Jb/EiJrPWoEstRt1BZQ3ySD1XPI+le5fE+JbjQEimCss0oDKRwRjoRXhXxf8A2erLxHaNf+D0TTNWgG5XhGxZj6MB0PuK/GOPctp5Vi4YaFRuFrpPXluf2x9HKOdf2LXz3BWcedqdO1uflW6fdXPTLiVTauDgqVNct8GNOGneGZ1PObyckjv+8auL/Z8+J1xr3meG/Hqv/adkSquzHdKo9eetes6Zo9vodksGlxiONSWxnPJJJPPuTXwM1y6H9YZRjaXEMqOZUdoxlFp7qTcbpryseRW1x5/7WcYB+5bMD/37r2MnLcV4h4UmNx+1leFsZjSQf+OGvb9wzgdaqors87gmftKWMn3rT/KIE5oHX1ooqG7Ox9sdD8J9Gk8Q/FvwvY23L3GrWo6Z4Eqk/oK/oj0rTBpekWkCsCsUKjqccDGMV+GH/BNbwenjz9t7wHZ3Eayxw3Uty6sMghIXxn8SPyr91FjZxlz8oYggDt6V1UNKevc/kv6Q2N5sywuGT2hf72/8iWK4KsRG55ODkcEe351XmaRiBCFZWGPm7U9ju2rKwEY/uipDGXjJjTYFJLbeo/8A11o1ofztchEPlx743BZVDY+nv+FOim8suBgoD938aasqsrR7Cd38J6gHvmm+Sz4aGPlgePQf571KsynruKWeeXCkhlbBI4wOc8Ckt1Ek5jVmJhxngZH0NSKzGclV+7wWB5NKiSQbpC0W0sMkDBYe/rQ1qhX0B3EilfKLZPDHt6/yrS8IJnxHakdF3f8AoJrNlmIhLJlR6jnH4Vf8FsJPEVrkkkBmz0zlW7D6U4v3kgfwnQeK/wDkO+Gf+wk//pHc0UeK/wDkO+Gf+wk//pHc0V3GR5b/AME7P+TQ/Cuf+nn/ANKJKX4v3My/EK/VY/kAjCMAfmby0684x1pP+Cdn/JofhXP/AE8/+lElaPxL00N441OXZvMoiGGbg/Ig6H+VcuNV4fMunucVCJYykczM81yduGAyoI6jA7DNNmMGnXnKtO7jj5dsYGfX14rooYR9lx5W6QAb2wc49Qep+lZ62G+YRXKSCMEMuDgdcAcf55NeW4tGpBAr3Ik27lGRtHQH8vx/Kti3MUUWYgWk6MvU4AGT+v4YqZrc20Y+z8gLg5HK+gHpUFxOstyoYATJgFQvJ/HvWiVgHyyx2ltuQ5MpZclOvTqfx/Gobadri32zJsC9h95O/SoniEtwHTpG3C5yVIPQY7+30ps0bz20LSs6py3GSc5/QcUXuBammzOqxkpPlQJHYsDyCOD1x/Sq0tw0du5CN8mSVCcP6A56/wD1qI53n/eth2UABmYEj39etRXd4sFrKJZJJAil1RWPyhe/6daHoG428Z5NKnkZPJmhi3n5QW46dAO+K2bCCa4srcbhkrk4bawOO/8AX6VzurSrZ6JK2myss7bAi5I3uWGPrjr+Fb9mqyWKRkkyqAWBPHucdDSi9QOV/aO+NEP7OvwN8SeNtUsZdVg8M2Yu5LSOXY8oMiR8HBxzJnp2Nch+wt+1zZftvfs+6R8RNB0ebRLPVpZoRaTTiV0MTlNxcKuc4z0rB/4Ka3kq/sD/ABTiYhANIT5V6n/SoOv4V47/AMEFTK3/AATD8IJEm7/Tr/7wyGPn8/0/WnzdDVL3Gz7fl+eTaACq9SDweP8AHP5UWcPmAGJ2VQuAmTwfz6dKw21KW1dg+5HIAAK5XA/l17VYj1WZ7Yx3CRCRFzkL1z3/AK01JXMrlp5xLGAUAX03H5j6nnOf8KrxaCt3vluis9vGSoixkOc9/Ud6zpop55JI7VwkrgMF3gZz95to49e1a0cUlnYpGjGQJgEZJD+59fWpS5nqAxypjLpGBhhw3KqOajuAZJF80hFXhCuQW4PfOfb8afeXBt4Ctu7lSACqjIep9QuDcbDcRgnbiNcdD7j/AD3qdgM9o18gFpADIcBFHQj/ACKl8JWH2jVbu/BjZXQQxkDPAyW6+5X8qZJI8cjGGP5kHbkOcHg/p+VaWinyNGiKJEn8TBfukkn0pwXVhctXEMTBBeMfn5QMMhemcfmKqzkSyr8m4KxXb2x/nNTwz7ZD57eWHOFLH8cnP1ptoqSPKqMsm05X5uD17H8K0bAq3kbNYlrRWOBvQf3j6D8eK+c/+GlfjfFczbPgmzRhymVvZOefXbX0lPCsFsY5AEdCdyM2A2fT2qQFWdwpChsBTjA6jHHarjZa2PSwGOpYNS9rRjUv/N0Pmd/2nfjikhQfBRwgAyovH6f98fjRF+038cBMzJ8EXPck3bnP/jnvX0jewmG3QxlVZm2nHUn2pITIDIDCVwAABznJ/wD1/nR7SL+yen/bmF/6Aqf4/wCZ83S/tKfHGViB8E3STGci7bn1z8nPauA8V2Hi/wAd65Lqmv8A7NenLq7/ADSX9veS2l3L05aWIK5IwO/8q+1lQIhLxhkX5ht4Pv8A/Xrzfx/+zPN8WdWmfxT418XLpkxzHpun3osYI1xyMwBXbnPLMetaU6kU9jtwOe4WM2nQhTT3av8Akmr/AHnwn+0p8SvHfgbwl9j8R6brXhmzumI/s/VddbWbaYY4AgvVkI+oI9K8W8N/tPeP/CdlZ2Gg6vNFZafdJf2li0Qkgs5VVgGiRwRGuHY7FwvPSvtu7/Zx8O2/x1uvA/7LWg2drrOlQJc+JvEurwtqU1ikmPKihe53jzWG5uM4C9q6nxb+zF4W+Ael+Fm8OQNeanq/i21bUNSvZPPu74iKcfO7ZIH+wMKPSt3NO2tj9SwXGWT5bhY4erhVUctUmkvm171tNtW31sfn/oH7RHjLWfiTba5r+qyXmsXkm0alcJC10BnhYZpo3ECjsIwoFfUNtpfjbxRDEdd+EeveMUmAkMmo+LL68imXqSU3CPn2WvZvjX+xFD4K03Xde/Z4sLJlupGub3wteW6XOm6ierCOKQHyXbp+7K9qzP2df2YPhr8XfClp4z+BK+K/AxuC0UsGn6rdWhsrhWKvG0O8KCrAj7uKXPGK11PPzzivK80oRxFCioRWi0vZ22dnFx8mrpkHgX4r/FH4Y6ONM+G37PFlotkuW8mxlMUZPPzELHgnnqea1Jv2k/jWJct8C3XODj7ZJk/+O1778PfCV/4H0lbbxDr+oeIWUkw3N6kXm45wrNGih/8AeOT710E0X2u1kkdSxzhSTxnmueU4t7H5pXzzDSqtywsJPvrr97PmCP8AaQ+NZwI/gU2B97/TJDux6/Lk09f2k/jY2Gm+B7ZQ5z9tk9On3a+m1tgI1aQ7V4BwD8gHfmpZI2eERp80UwwQBwPoKhuP8pl/beF/6Aqf4/5njn7P3xZ8efEfWNUT4ueA/wDhDbayjR4H89pPtJJO4FSB0wpyD3r1RyFUneUGMscEYB5z157/AJUkVr5CsIHxltoCnlcd/en3EW+IKjMrk/MQdv0P86hs8XGYiGJqucKagn0WyIbbUJJdQKTKZbbb1A6E9ie1W74E24kuFkgJ4QAkFcccmo/DelySxSmaNg5f5ecZq/NMY0drpyf4XG4nI7fXjFUl7pylJbWGCUy7T5QJP3uhB4/Gvxh/b08KJ4J/bE8fWVvH5cUupyXSDbjIlJfP/j1ftWLKOdAQjuDgnJPUHINfl7/wWm+H66D+0pYeIIUcDxJZfOxPDtCkKZH5mvPzKF6V+x8vxVS58NGa6P8AM+OlGG54p3HJH86CM8/hSTE52r1FfPban59uPdcqDkH9a8e8ZSaN8Sv2htP0dLO01X+yLOQ6iJ41miQMylFCtlQw+Y5HPNL+1X8atQ+HOnado/gnB1rXGMaHG4xpwMgepJGPoa2f2efgunwr8Nm41aSS51zVcT380h3MXPO38M/nmu6nT9hT9pPd7Ho0af1Wl9Yk9XdRX6nd6Vo1poFgtrottb2dsn3YoIxGg+ijgVZDbk54/rQSC2TnNDnfye3pXE5X33POcuZ3Y4g/wEjPHBphUSoy3ABU8EEZz9aAxXnNPbOfm5zQnbUL6nnnj/8AZe8GfEC3kF9pMFjPIci5swIZAfXA4P4g1vfDH4b6f8HvBselaG8zWluWlLzEFiccknHtXSchGPftxWR8R7e7vfAOsQ6KWF3NZypEV6lth4rdValRRpzlo2dCxFWqlSlL3bnyro3iR/jB+2pazznzLaCWSOFf4USOJun/AALJr7BiBTG9hyOK+Cv2fviPa/Br4q3GoeMLZy8cE0JJB3RSk5z68lcfjX0h+zP+0pqXxz8S6tb6lpsNtaWUQkjli3cEtgK2SRnH8q9PMsNK0XFe6ke5nGCqe7KC9yMVqe6eHJcagfda2w/y+/vXP6IxGqRgdGOM10KY9utf0L4PVva5NKD+zI/PM00qpijBGM18Qftm/G3Uvi98UP8AhC/B87NplpdLaiOPkXM+7bk46gNnA+hr6J/a9+Oh+Cnwymm0aRV1fUcwWfcoT1fHsDkfSvmz9gb4RS+P/ix/wkOrrI1poLfaPMbo8+flye5BO78K9bivHzzDFUcnwz1k/e8kfQcO4SGDw9TM660ivd9T62+Bnwb034JeBbfStDjQSlVa7nH3riTHLE/UnA7ZrsOlO6LjPIpp6193hsNTwdGNGkrRSsfI4ivPE1JVKju2A6itGDARQccis4davRjdGpXrW5i9SUfuzjtUN1ZQapay299FHNBKpR45EDK4PUEHqPaptuR81MK4Yk8DNNqMk4y1uJNp3W55f4m/Yw+HHitJDd+G7W0eTI32bvblfcKhC5/CvF/G3/BMBFmkl+HviGXrmOK7iDbfYyDFfXQ+YjkcUvPevAxvDGWY7WpRSfdaM9jC5/j8H8FVtdnqvxPgi4/Zw+N/wwZo/DFzr7QQfdOnX8u0j2VT0rGvvjB8bPALgavqHieEjjNzD5gH/famv0Q7fMRSFSVI4weoPSvDqcDqP+7YqcF6t/qj14cWOX+8YeEvlb9D87of25PijpwK32qpMo6i40+LB/EKDWtpH/BRPxpZMBqdlol2o67oGQn/AL5YV916t4fsNTtJBf2NncArj95CrfzFcTf/AAm8L6ix+3eHtEkB6lrKM/8AstYx4Vzmg70MwfzX/BZ0xz/La6/eYNL0f/AR846T/wAFKZ9uNd8NW31gnZf55rr9C/4KI+Er6Ef2/ZajYueo/wBYoP5CvRr/APZk8AaoT9q8LaQCe6QBD/47iue1L9iD4cX7lk0NoCf+eN3Mg/ABsVtHAcTYd3jXhL1/4Yl4rJK2kqMo+n/Dny9ba5YftQ/tIXV74z1SDTdImnyHldYytupwqLnuVH5kmvu3wzDp1jolvB4Ua1FhbxrHCkBBREAwAMcV4w//AAT38BDItI9ShBJOBcs30+9mi2/YesPCu6b4aeJfEGiXoB2yLPhPodozWWR5fmmSzqValCM5Td21LX5XRrmmLwOZxhCnVcIxVkmtPzPdFOSQfyxSn0FeF3WhfGf4faY0una5beKDAM/Z5bdC8o/3sBv1qbwn+1neaTq0Wn/HHw3feHZpSALryn+zDPck5wPfOB3r6WOf0YTUMRTlTb7rT71c8V5TUknOjOM15PX7nY9uoxmoNL1W21myS40q4hubaQZWWJw6t9CKsZAb2xXuRnGa5ou6PMknF2a1OY+I0pd7GEtj52Y/gB/jXPgZyDz25rV+IEhOv2ifwhWPvzj/AOvWUWGCPyr+bfEqq6mdTXRRij/UX6MGB+p8CYd9ZznL73/wDgfix8N4p2GvaEPs2sWP7wSpxvUckH1/+vXbaJqUWsaZFc2rb4pow6nPYil1C3F5YyxSruV1Iwe/Fcv8FbWfT/Bq2t2jpHBK6RBuoXceM98dPwr4S9469D9kpYeGX5m/YwtGrFt225o21+d9X5I87+Ftmda/aY1+93YSzklQj3zt/rXuXUnFcB8NPhRN4Q8d+INXvJFZdTnd4lB7M27JrvgxAxnrWk3d6HFwdl9bLsHUWIjaUqk5P5vT8EFA5NFFQz61H2T/AMEOfBi67+2PfanMgZdF0GaRSRwrvLEoP1xu/Wv2BkV3VRGdqLwSOpr8zv8Aggb4XS3X4jeIpomklY2emxHH/XWRsfkn6V+ldrJcyIiTDy4ickZPFdNNtRij+G/GrGfW+KK8E9IKMf8AyVP9SaVjgfUAjsffFRSsIp3SJi+3j/eB9fzpxjSzZvKDlmPzE5JP50wuFTBUAucLg5A9MmiUj8nSsVZpzOjlSV9gOWX0zWjKfIijX7pCjnriqMjiFCkm5to3kJyMZ4HH54qwtxvjyMqFwcHp/wDqqYlSQ+RsB85YN3x0pzz5uCmzcHA5xwPamzBiEEe6QL8xY9DUiW5hLtEXEhHOT1H9OtavVohW6lbUp2SRI7ZSzPuJY8BcDjP+e9aXgHT2tvEMEk0hmdwdxIwE+VuB+dZuqmSJPPUAOoCtk8nnjkfWtfwHLJJrkLXDsXYEMOgX5W4FKOk0gesTf8V/8h3wz/2En/8ASO5oo8V/8h3wz/2En/8ASO5orvMjy3/gnZ/yaH4Vz/08/wDpRJWt8Ro/+K9vXwHRQhdSR2jX8ayf+Cdn/JofhXP/AE8/+lElbXxJkLeMbwEZRdmQF5OY17/nXNi/h+ZdPcwVVSV3rGm8Y44Y49KivF+zzxiMoYlycdxj/Jqedg0sbQfdOS2fTrxnHoKhuYcwAb2dSMnttIzj615+5qLcSGZ2C7jnhcevBP8An3qNpdluqMUUu3Ltztx/+ui3lS5iwmI5h1wcfXHrnI/Krc0RaRI2CHH3jnbwOhx170bgZ8sskl06WsrmJT8xGcg9SWqzHYIsZjnbO0jD+h7Emq9zaOtw88f7xomz97C8gZ/lTobyYx+Sh3lvkVlGQpBPbvnNSmAtxbiJ1jtQVaUZHIOwe3p61Hqbw6VbPc3mwuijGPQe1R3+pxWTo024BiMqFJZz02hQM/pXK+KtXm1zxBHb24SSSPJCqwBZhxzjPGfWk2AltLd+O/GEdrZrtstPDSbycgEggDjucn3r0KK3Wyhj3MzbMgc8Pgcf1rP8F+HH8H6DtkwLu4bdPt4yT/Dnpgc1cjmKSRFsFACA2QdxHOcU6ceXVgeLf8FMJfN/YE+K2wIJP7FQ84Bx9rg7/jXkX/BATJ/4Jf8Ag9VMbA3+oZVscnzzjH0/rXrf/BS+V4/2CPipwrIdGUdQM5uoDx9MfrXj/wDwQGkeb/gmL4RRsFF1C/Yc/MD5x7Dr161T0Zsv4bPtNrEOgLL8y4Xbt4X/ADivCf2rP+Cj/wAH/wBji6TTPjd4usLPXplMqaTbRvd35BA274YVZ0z1G4DP0qD/AIKRftRan+yj+yd4i8TeEgW8Q3DxaXoy9S93KG2Y9fuP+leJf8E3P+CV2l/BfwjbfEn9qy0i8VfGPxO/9r39zfgXB0iST94sals5lAYFmHRjjnGSn2RMYrlvJ6HSeEP+CuHh/XIEvPCfwi+OGuwMN32u08JTGOReuQSBketNtf8AguB8EbXxemj/ABZbxd8P9SuG8sR+ItCurTymJ43uEKqO+ScD1r7LW9jjWEXbtGVjAwDnPGPxFcP8fP2ePCX7TngS98M/GjQ7bW9IvkKt5qqZYjg/PGTyjDqD7U+XQa5ZPVGt4U1qw8ZaRZ6v4Z1K01XTbtRLbXtnOs0NwjDhkdSQwORzXPftIfHzwr+y78JNV8dfGW6msfD2jNEbmeK3edwZJFiTEaAs3zSL0Bx9K+VP+CRXgq//AGTfiZ8YvgD4z1B71fBt1Fqugytkiaxld1LBT03Excdq+2PEGg2nirS5NO1i1gvYrvBeK5XfGMck7SOo6ikkTOKT1PjUf8HBv7M01vKs3iXWi7KR5n9hXucHjH+q+v50yP8A4OCP2Z7aw+z2XivW7dV+7t0G9575/wBV9fzr7BtPgb4JS12ReFvDzhONx05OR3ByKavwY8Gru2+FvDhUdM2CZbIPHTjFNalc0H0Pj+L/AIOBP2Z5JN114m1xn/iH9h3pUj2HlV13wI/4LV/Ar4+/FfQ/B/wu8Q6rLrevzraWcUuj3UUbOxwPnaMKvJ6kivWvj1rvwd/Zr+Hk/in42af4R8PaNbjZ591aIplkwTsjQAtI5x0UE4r5L/4JwfsWf8L8/ab179qn4vaPFo2l63eed4A0OSIK8FjGAkF08Y4jLKiso6nlujAla3KUYON7H03+2P8A8FGPhb+wzq2mWfx/1W+0661qE3FtHb6fNdAgM69Y0YDBjbg4PFeKS/8ABwd+zY8blvE+rsScnboV6Mn0/wBVX2Xr3grQvE03neLtI0/UinMf2uFZSg68bh6knj1qjD8G/CEVuZJPCfh9lzkH7AnPGME4xn+tU7mceRLVHyBJ/wAHBn7NT8N4n1nbwrZ0G9yQPT917Utp/wAHBn7NMTrv8TayFBJJ/sK83c+n7rjnHSvsEfCDwjLHsk8H+G+DtyLBMHn6fpXyb/wUa/ao8A/s6+Hbn4efAXwlofij45eK1FhoOgaXp6T3Ng7gg3E20Yj2LuYAkHIzwAxCaa1RpHkk9j3T9kb9tvwB+3N4V1bV/wBnjVLvULDQblLS7a6sprYrI6syjEqgnIRua9ghiEUgVMRbuSnp9Pzr57/4JmfsbJ+xF+zNb6NqMP8AxVPiCVdU1+ZSDvuiPujH8KgnH+8a+gInLyiVc7pMrkt8vUd/wqkjOVk9B/2SISFpYlDEgiTGHkx/ePfGeK80/aj0+XVbPwYNPglmMXii1kl8tSSo8qfLNjoM9z616fNcGCMiMbWPKsADz9Sarl8gpbqZnJAZVYFs9884A59auMrM2oYiVCoqm7Jpbci6KfLsTg85Ocd6rwWohguERDF5EpDbBgOepPHUkk/nUc8N3d2awpAYxEevmDCnJJz69qvMguN7xtgMcAk5JqFroYczs1fRjVAuLiSNd8ZkHAxjHHIp1uhkYKhwq9s8LjrilKO92jof9WxZcnk/lQ6hpPmcrJzkDkkVSVhC3LKY/LjjeTd/CeM/5waVC9vnzBGdydCQdvI5FRw7ppnMrNuIwV6ceh9KVYlDLuVw+cKFI47/ANP507XEC2ZI807CzcEKMAD+Qpbm12QHAUDjn+6Mf/rqYiOV38z5dpDEKckmop5TEGIdUT7x9z/WpaQ9yG1iZLUpaP5hlOQy8dScn19PyphsJLh4/t0vCjn5uOvWpEvfKiEUMRcZ4wQNgqcErFGsKg57nn3/ABprYCSXZD8itIWXjnrj8K+D/wDguN4Jmm+HHgXxHs+W11KWzlfH/PWNmA/OMV93RHM2zkDO7PbPsOtfMn/BXTwmfFX7Emq3EXzSaLqVnfCMc7V80Rk/lIa58XFToSPIzyl7XBVF21+4/JFjn86Xg5Y9RxTemM/QVHeyGG0lkHO2Nm/IV8qtWflqV3Y+fLeSP41ftmmRAJdP8L2mCD0Lg9frmT/x2voduCcV85fsTg3vxE8cXjYMjTKuc84Lyf4V9Fn3Oa7cf7s1BbJI9DNPdqRpLaKSClAJ6Z4pKdH0JrhPMW5yfxr+JP8AwqT4eXetCE3LwkBI8EhiSByew5rzT4e/t6eHNasAvj2OXSbpFJJWJpY5PZduT+YrvP2m9D/t74FeIYlUMUtWlUH1Qbv6V8/fs9fsr6N8aPhp/aWqXNzaXaztHvjAYOAT1GR6CvWwlLDyoOdbue9gqGEnhZVMRfe10fTXw5+LWh/FmwmuPA16LuK2IWXKMhQnOMhgCOhro2IK4YnmuE+B/wAB9N+BVhexaDPNcvfMrSPIPTOABn3ruACRzXn1VCM37P4TycQqSqNUW+Xpfc8u+LP7Ivhn4pasNQmD6bfP/rZLcYEvuV6Zrr/hX8J9J+D3hoad4ThCqTvmmbmSd8Y3Ma6LZgcnJpQdinB605YmrOKg3oVPF1Z01SlNuK6FvSWxeREZyW5/KuhmlS3VpJmCLGCzEnAAHWuYs28udGz0avFP2/P2hD4O0IeEfDMzLqGpxb7t0PMMJ4C59W+bj0x61+5+Fuc0sqyjF1av2ZKy7trQ8mpl9TMcVTo0+v4I8a/a6+Lq/tEfFuz0v4fLJe2lmRZ2oQHNzKWILKO4JOAfQCvrz9m34PD4KfCyw0i5SMX5Xzb105DSnJIz3AyRXjX7Af7Oh0PTE8ZeMbPZdXQzpqyD5kjx/rAOxPOPbBr6hJ+YdMjrX6JwnldWrOeb4xfvamy7I6eIcfThGOW4b4IbvuxAB1NDYzxS7gexpp61929ND5G9xV5YVcQ4QYFVI/8AWL9RVzadxx2poBSTnnNIzHHzd6TJz3pQC55zTATcfWlEpxzSsoA4FNzgUbgO34HNI8hJ+tATdyehqRMAcdBS0Qhn34WDdwa56df3pz2rpW5GPWudvEMdy4b1prU1pPUiooPHWimdAUdf8e9FKr54NAmIsgAqO+sIdUtJLfUYo54JVKOjqGVwRggg9R7U8gBuhpSA33CQamcI1FaSuvwCLcXdM8a8R/B66+A083iX4OXdzDp0LebqGjszPBPFn5ig5wwHPboa9U8GeKIfGXhmz1KxR44rtNwRxgqehyPwNVPGN0t9pVxplg8ZvL2MoF5bYh4YkD23YHUmtTR7YWel28e3yxGirtIweOM/59a8zCYSGFryVF2ptbdn5f5HdiMRLEUour8ae/Vo5Hx24PiSNcciPOfr/wDqrNrT8bsH8Utt/ghX+ZrMIxj3r+c+PKqqZ5iF2aX4I/1a8AsN9X4Cyzzhf72wJ3rg9Ko6XYvZ3U6AFYmcsPTnn+tX9x24qvBcTNqc0ciYgRRhv7x9q+PlufrlSMXKMnuWCMGkpSc/hSVF2dIdaVR83PahTtOafcSBIGbPanqJ2Su+h+tX/BCTwO3hv9lTVdZu41U61r0rRuR1RIolH6l6+3p0czbXb5W/h9c188f8EwvBh8B/sN+B7PUlWOWaCW6bpz5kzEHHrgLX0DLJsiGNxJOQf73+Fd8nyu3kj/O7jjFvMM/xtdu/vyX3O36C7EkO0MF7gA84qB/KiiLzruT+IHqfw/xqxb3Gyb/SW8sZzjb0NVZlWeYsHIhzjBPLe9Q3c+VsKhW5UfKQXyc45J7Eevan2gje4a2UgtGoLDHfrUF/rCaNp8ksx2qn3V3Y78frSRMtlCTDuklkPzybfvMeuD9alTSEy+oWGNjjcFPzbjkU37agwwYA46YJP4/pVewg+z2+52YmRsksOQe49+9UtPdrjULsTErmRCFDAngN+XatZS2sJLUnvby4u3QW4dYwSXGOpxxj2rc+G9tJb6zGZlJDggMTuIOGJ9h1A/Cs5k5YYAQju2AD/StbwTFt1235xt3DGf8AZNOnH3k2JvQ3/Ff/ACHfDP8A2En/APSO5oo8V/8AId8M/wDYSf8A9I7miu8yPLf+Cdn/ACaH4Vz/ANPP/pRJW58RZnHjK+WNFk+VG6fdwi/zrD/4J2HP7IfhX/t5/wDSiStz4jTOPGN35JIYNGmcccxrXNi/h+ZVPcxYg0wkeUk7fu54PQ9c9qjnuzHbKqhQyNnIyTu9cd8AU0/OHMuCWJOC2FOCOBVbXZHns4xGAIHI3Dv6dvrXnvY2G2GpPNbv/aBmkctuGEyQM9cZ/wA4qZ51E/mTF3wuPMJLKOfQD0x/jWbaIIjtt3KsuVA6gD1/nVxZ/kEeChX7wXncOMH8aiLYDNS1FjuS1cgFQ7ZBABHUA46VUhuVgjDWbD5WwGORj17fXmrmqXTvHGEjRYwpWRpOxP8AnH4Vn6MxflooSisVBVtxI/vY/wA9KmSfMM0k+VgLcZiZ/MLYA6c4OTVLw7YWo8m+W28kXSl2Oc5zzitM+ZdTSbiI2VyyqD2AyB+P41zkvjzwp4f8ead4W1/xHo0Pie6DXNjpBuALmddpZmSI8sAuTn0q7ahbsdhZyLJJ5ko3KRkKTtIwfUnHTNJwkJeCPI3jIGDkd+/HXvUkWbqIC5dSC/3QuPrk54+vNMZBbqpyx2qVyBkD6gZ9qvcR4Z/wUuMcn7BHxWYRsFOioAcd/tUHX0715N/wQGlcf8EwfBpjKArfX68kjgznvjAr1b/gpRGJ/wBgD4q5kU+XpSbcYG4/aYOvPoWrx/8A4IFw+Z/wTP8ABYYllN9f4BPC4nPT9KnqbL+Gz6b+P37Pvhn9o/wjpmlfGC2uL6y0XU49Wt4YJRGTcRhghJKnIw5/OupCT6hI0uoRtH5sjlSeAoJx6+1cf+09+0R4N/ZG+D2peNvjPdz2mjaewQLBH5s9zMwJWKJSQCxw3BI6da+K9D/a9/ay/wCCgim5/ZB+HmgfCvwJcEpa6/4ovJDeyxnpKkceD93BGEYejGk9yIwbXkfoysEEgaVkYtEcAsh2r7AZ549Kzdd+I+i6DG02varo+nKv3jc3kcQT6liAK/PyT/giF8SfiqDd/tH/ALTniu+lPzTR6XpmI/orvKDj/gNdV4M/4N9fg34YnSbxv4h+Ifi24if5zeanEkUpz/EgiJx7ZquYrkgvtGj+yX8VPD/xf/4K9/G3UPhpq+na9YReE7Sya9sZlmtzKlzEG2SKSGAPcZFfa0sgXYUiKtg7zn72eO+Pevij9jr4OeG/gb/wVW+Lfhv4V6Vb6Po1h4H0/wAm2h+UA/aIcnvknHpzX220/kySFWJQJuOW5A5GBx7imtmKpvoOXdDkxswO0KB1B557fSq2s63B4d0q81DxHcR2dhZxmeeaRwqoigksc9AMGpLJ5JC1uQTkbxvOAoz6+nHr3r81/wDgoZ+0Xrn/AAUU/aF0/wDZi/Y2cXOj6ZcpqHjnxDHKVto40P8Ax7qw42jPJOdzsAOFY0XXKEI8z8jnb7wb4h/4Lmftk/2l4ht9Q0b9nn4WXUltp8zLg+IbgPiRoSflfcY87hwqhAeTx+oegaDb6FY2eneHo0tLCxhjhtoUUgRRIoVUA9gMVgfCT4WWXwi+GmheGfC0MVrp2iWUVnAqqEyEULvYerYLHHUmuyijitUK3BLs3O5T0/T2NKCbd2Ep87stiKazF44W8XevHVwOe+KJka0PlhFWIKAmw7sZ6cfjQhRd2FPy9FXkH8fWuX+OHxr8N/s4/CzW/GfxZvBY6B4dt2uLmX7zlRwqIvG6RjtVVzyWHNaPzIcW7JHG/th/tWaF+yV8C9a8VfEC8t4Lu0tXXSrDObjV7sjEEEMQ+Zy8mwHA4BJ7V81f8Ejv+CeniL4V+JdT+OP7WKm++KnjhXnjhnbD6LFNlm3f9NWB2lf4eRzmvKP2LPgX4w/4Klftax/tLftLWk+kfD/RLv7R4N8PyOWF35R2wOQwI2KVDs2BuZRjAOR+pQgG8bGkZUQgBlwS34dO/as0rmrfs1yrfqEysgYmRAB82N2dvrgeuM1WiuAqburE4UoCQevXj3qRY0eXynEkgQZXdj1HWpREG3qzRxeUMgAHkn/9X61WvUysJLE8sKKJN6PwQBwv4dacDHE48kIG5YsB16darzu5wFYEEfN82CO3BxVVkXzGDyneWCsAM7gBgc9O3607roD0Ly35SVVXd8pBwO4/xqZJfLcKjhImxx0wfx71lvbvLCJUdmcsfu9Op6+/f8avRs0luoyW2jcDj5h3yR3pJ66iJDJG8pdRyqhQQOnbiiSRixWbAG7DMOc1UeKPylmbdk429wPqBTZ9UU2zy26Bzkbo0G7LdsA47+9NyA0YUG84Awfflu/9KiihbcdzB1x8uONv4VHZRPb2MazlnljXDFjkHnPtz6fjRG5hjJuCQh4Hy8Z7d8+tO+lwLPmcbSDheuSAKrXdyqyb9gfdhBjt6gUwubjG7LAnJYKRt/A/SpFj3qZWZtnpjpjI45pNt7D12EislmLSXKFGfgKOgwTySasSERREMFBB2hlOTx0NLLIF2Ig3cD5gOf8A9dDyEqrOUPON2c555piHbXnQZZEOeOckDvXlv7ZWgf8ACXfso/EaxMXmt/wj13Mr5HWGMy5A9f3demKqoS0zj6L2x79qwvibpL6r8KvFFjOVc3+k3VqOCT88Lp9M81FRcyaMMbH2lGce6Z+DAJ2KG6jrTZk+0QsrDhlIP4ipCeuPUjntTS20c18hs9D8eejPmn9kO8/4R/46+NNG1D93LMTKingna56fhJX0mB/dzj3r5Q/aHvpPgj+1TYeI7Fc295Ek0gHAYHKOOO4AU/iK+o/D2v2virQ7TUdGfzLS9jWWNgM8Ef06fhXo5hDm5ay2aR6uaU3P2eIW0kvvRdIx3zQqkmgjA4pd+FOPSvN2PJsc58YAz/CzxCI1Lt/Z1xhR3/dtXBfsRacbP4EWcrZ/0i4lb64dhXoXxKhFx8PdbVyADYTgknAxsNYP7M2mf2P8D/D8TLgtbLKR/vjd/WuxTthpR80d8JWwco/3l+TO6oBxQTk0DrXGee1qLjjNJSsMdOKToaAskE1yLOFpmUkRAtgdTjmvkPS/hxrn7Yv7R2papqVndafo/wBq2zTSRlRFDHhVjBPV9qjivr5fnPz9O9fM/wC0J+0x4/8Ag78Z9StNAjittLXy2tUaBjHLGUU7sqRkk5z75r9G4FnQ/efWm/ZRabSV7no5dKq5TjhkvaNaNu1j690rSIdD0m3s9MjEVtaRrFEg52qowB+QqfO49K+W/hV/wUo0+9t1i+MOmzWlyDj7TYL5kTj1KMQR+BNe1eCv2mvA3j65jg8N+IrFriXASKYtC5PphwB+Ga/pXLuIssxsIqhWS8no15WPlMbkuOwkm6tNvzWqO6wR0pp4PNPRtw3JgqeQfWmsefpXup3V0eQ9NGLDzKv1q4rbScjrVS3GZhVvPGM1SEAlwfal37hx2poFAPPJ4p2AM5Pagjg89KXhTxRkZPvRcAMnA+lAc5Ge9G0N1pGOB8po0AkV8DmsLV0xfNjvzW7EOfesbXPlvs+o/wAaFa5dPSRUZdwGKOg5oPTOMAd/SqN74n0vTTjVNT06Ar2kuEU/qRUyrU4fFJL1OmMJT2Vy6rAnOKDz0FYF18VPC9uMSeIdGG3r/paH+RqjcfHnwZBHmbxToqgdStwDj8q55Y/Cx3qx+9GywtZ7Qf3M6ySXyULPnCg9Bk1m6d4hbVbsRWunXyxdHmmjESj3AY7jz7d65m4/aX8CWgy/ibT3znAj3vyOwwpqxo3x78La9qKW+makRJKMoZYniVgO/wAwFZf2jhpySjWX5miwdaKblTZ1a6fBFMHMS+YDu3Ad8YqdgoXrxyfpWNZeL01C4iFpDNNHMT+8jViAOMEkqAPzqLxzpupahpF0dLu/JTyGAijj/eSMQRgtuwBz0x2rolWUIOUFcyjScpxjJ2uc9r063PiW9dDkAIo/KquMniquj2/2WFhg5IUHPqBg/rmrWPev5T4lr/Wc1xFZ9ZM/2L8Msv8A7K4Uy3B/y0o/5/qB4NFFFeHKN9T7pMKKKKzKCrGm6U+uahbWMAZnvZkt0C9SXYKMfnUA6816B+yj4aPjL9p74f6Yq7vtGu2rFe2EkEh/RDWsHzSSPPzSssJg61Z/ZjJ/cmfuv8DvDTeDvhB4Y0zyl8y00y3THTH7sZJ98mupjuGTcoTcMYc0yBSgWFBsSMYXHOMADFJc3GY2S1YCZcBi3Kr19O9dM3dtn+bWKrPEVp1X9pt/e7kUl8iTPnJX7xJHX6Ut1ILl1d2MYLbl4yFOByf0p6RfZG3zEKzHgY6cfqazru3utauo2gZre2XCv5q/M4zjgA/41DvbQwI9RlfVdXiSAeYsJEjK+dpPYbsY54/OtmFHllLIjNGcKCeAv4d+lVbPRLWzt0tfNlY8/fAyB7461ejKyfIjHsOOPr/WinDuD1JUcraYbAEeTz3qjpNkLR5JXj2mbrkZPt/M/nTr7UDaQnKkMThEJyZD+HSrEBe4jC3OC+3JUHJT8a0fvPQV7EgzkKCckZIx8v8AnpWp4PP/ABP7fBIBLcbgQfkNZeTbxkIBnA5GSw5+n1q/4LYf8JLArBiQXwcYH3STWsN0QzofFf8AyHfDP/YSf/0juaKPFf8AyHfDP/YSf/0juaK7DM8t/wCCdhz+yH4V/wC3n/0okrV+KEsj+Mb6NcqoVeQOv7tf8ayv+Cdhz+yH4V/7ef8A0okrV+J2oCHxpeoHcvtUABeEzGvf3rmxfw/MumYUKveRqfvZ4VuOenJqj4o1JbOCEzbjuIjULx82e/FXLSX7YY2gdgCT8pUALxxx/wDX9KzNf05Jb+zXUrh3WN2dFAwCSMc9+OcfWvOexqGnxna8divzK292Z+cEduP881qRxb2UQhZCy/MRjHGMYOR61nQIbW6kZc/vAFVeoP6fX86trb7F2kOgxu/d4PU+/TpUxAk1G3WeJl8xN8TgYU8YPPPFR2elLZqAoDFhlj0C59MVZNstoPn2p5gV143Z69al3IIQroMg4OT97HpjFVYCRIlt8bvL+YAKAS2Qff3r86f2sYW8P/8ABfn4H6jcjbbajpE8MDsD87myePHHfca/RJGWcLFCvl7OWOOQfavjb/gr18J77R/D3g/9oP4cx/avE3wP1CDVTYMuBqtgsoM8ZYcqQhZicHhTxTZpTetn5n2QoeNpTLIpXduG1fnPPoTj+XSpZLvymJhLCNQVOcFv8K8i/ZH/AGxfBH7Zfw8svE/wf1a1uJHhRr3TppVF1YyEco698HuOuO1en6vLKLVWUwqig7ssACPXPanzWRDTTsz5y/4K0eP08H/8E6vilfSyBYpbO2tYxtA3O93CMH8A35Vif8EPPBz+Ff8Agl98PftimOS/a8vQSM4VrqRRjnvsr56/4Km/F3Uf23/jH4d/ZV/ZvjF5Lf3MWseKtUikMkVnFEHKwkLxwDvJPUmMDvX6FfAv4X2P7PnwO8LeB/C5eWz8M6fFYQyEcylOXcjtuZmbHv7VK1dzV+5BI+M/+CkLH4+f8FKfgV8HvHIS88HHS38S3VgSUS+ujcPColI5IVYhwOmT1zX3vpGiWPhfRYrC1to7ZLdFjjjhQCNcADCgYwB0AHavhX/grjo2o/s+/GH4X/tO+F7H+1l+HjnRta0wZUz2kjvMsgcA7drGTPHda+rP2dv2sfAH7Wvwy03xL8Htfsr62vY1d7aSRUubN8DdHKueGBznBOaI2TuxS1grHo7zC3jVZt5kY4JA+U88ZqCV1nkItiTIpyFKHLEdjziq+teIrXRrSe51+/s7K1hJZ5ZZkG3n3PSvhr9o7/gsLLrHxe/4VT/wT/8ADp+IfxC1B/sa6o0hGl6ZI45kIUEyhCcnO0ZXoehd2QouRe/ZK+JsHxI/4LD/ALQUmiNHPFpfh6DS2YHgtDdxKec+or7hdZbvckShGQqTu5C9c59cY6epFfk/+yVokP8AwST/AG6fifZftCeJV8R6lqnw6n8Sy3so8pNTvU2XLwISScsUYA+9fNOv/wDBxf8AtIWM89xp2r+GYknlJih/saJxGDkhSTycD1qb7nTKjKbutj9P/wDgp1+19e+Bf+Ef+CP7Pdz5vxa+LM/9m2zbtyaFZPxPdS45zsDhVHTa57DPpP7DH/BPrwb+wj8OZ7DwUk2reJNbCza9rl22641GYEnAx92MMzYGMnOSTwB+CPwI/wCCkPj34Z/tex/Gfxxe2HinxXcSBbqbUYBKY7dnXzUtx0iJTeoIHAc46mv6EfAX7a3w48eeANH12x8XeHrb+17OK5ME12oeMsuWQ8cENkfhRGSFUpSgrI9Vh2s+1gRtUEhm6H/Cm+dJtDKE+XjJPavN7b9rD4b3t1Mh8b+GVaMAuwux+XvVmy/aR+H15eRxWfjHw3NJcMBGovck54wFx1PpVpnPyvsehhUs7cyXs8UUSIzs7sFVVAyWJPTA7n0r8zvGHxsb/gtD+1/qXwr8OLeQfs7eCrg3Gs6lbgxz+I57c/LGsjcJE8zRYG3dsAbIPA6n/gqH+1vrnxG+PFn+zJ8Edf0zwlJ4hs4pPFfie7YqdJtZQWeKPB+8YsEnIz5mBt617P8Ase+F/gV+xv8ABbTPBXws8Y+H/stupa7vJrpftGozn700zAdSccDAAAA6VMpNmsVyLmtqfQng/wAP6d8P/C+maH4LsrbTdK0y2S1s7aD7kEaAAL9MDr17mt5mDKWjypVcnJ+9+PavMB+018ObSU7PGvhjBzwbwenPOKuaf+0t8NZIvKn8e+GiQfn3XoPPqOPrVRZlyyvqjv3uESQSZJ4J2gd/Y/hSO4dPMkJTcM88jHb+dc/4S+Lnhf4g3U0HgDXtJ1p7QZdLKbzGiB4DH0yeK84/bL/bu8BfsK+A9G1r48Lqxsddvmsbf7BAs7mVELnILrhcd/WneyBKTdrHtFvdGSHMoKEnAwOMfiKBBH5+6JSUYbiT1I/TvXwfP/wcW/s8S4w/jmNV5ONMiJP/AJHr7E+Bvxi0T9of4M6B4x+HzXj6P4ntvtlkbkbJjGWKgsoJCnKngE0k7scoSgrtHWeUOdjrt3bto7/4c59adDMVgEoHDYXnqff8qgt1+zuQSSEwoJOKtRhjAgjTejDks35Yx6U1qyeg3DviIbQrPtBPOOe4qKKOCzBAXbhhyVyCe3erFzEqYbecrwQOGJP/ANeq8kXnKomwwjGMkHDY9AD+tOQia2b7VuMZDlWClT6etEp8qMCYA7eQMknOf50oha3mKRFUDLkNgk/h696jg228rATvOwO/5wMk49AMUkwH2zh1zdgKxJwB97jnr07io5J5Gcl1XaScbTg49cGnSfvJkYN8wBJBH3egx+oqN5C7FiBKVG0D7oOP1zz60rgPWQyzJ5LopXBIc9Pw79qb5hlC+ZGrpkgHfj68VV1OJYrhZZzsOADjpjFRRjbECjGRT94+h/rS59QNOSUSZ2ooJXJx0z+dMUNqFu9q0YZZk2Nk+vHH51UjfYQEILxhSRjgcDgk+1SJP+6EqZXYQwIwGX1/OmpXTQprmi0fgx420aTwx411fTLkFZLC8lgIP+yxFZbseC3Nev8A7efgpPAX7XnjiztC3k3OoPdx7hg7ZHYivI2Py4YAmvlai5KjR+O14OlUlF9GeW/tOfAGP41eFPO01jFrGnBmtmP3ZAcbkb64GPce9eLfsz/tHXHwc1aXwt8VDNFp0EhSMsuWs3zyD6qevevrojAwemfWvKPj1+yho/xmuhf6fIul6rt2vOke5Z/TeuRyPUHv3ruwuJg4exxC93o+x6WBxtN03hsT8D2fY9Q0zVLXXtPiutFmjuLeZdySRnIcH0qwflHpmvjRZfiV+yTftHEzXekqcqGBltXHsOCv4YrodL/4KH34K/29oFrLn73kztH+QIaieWTbvSd4/iOeS1Ze9h2pR9T6T8b6U2veFrmyiZ1W6Iik2kAmMkBhk9OCeateHdFi8P6Ja2VlGYobWJIkTOdoAAAz36V5P4S/bJ8GfEC2Wz1qS70mefClZSAufZwf6V6oPGukNZC5j1KzMHUP5oxXJUoVaS5ZRZw1sPXoL2c4tamiFAHNLgE8YrNi8ZaTPgx6lZMD3EorQgnju499rLHIuOqtkGsHBx3RyuMluhTz1HNKACBkc1keOfG9p4B0KS/1pm8teFRRl5G7Ko9a8RvP2yNa1XXhY+FPDRDsflEjGV/xVduPzNb0cNOuuaOx00MFVxK5oLTufQuPnwSPpita68J6Z4msbc69Y2t46INpkiDEfia8q034vr4Z8Ow3XxcvLHTrucb/ALKmWlTPIBOf0xx6muy+Hnxx0XxVb20dpJIskv8Aqo3ADlP77c4UHtzX614RuFDH16WItaUVvs2meZmeGr04KcE9HujhPH//AAT/APBXjbVZbzS31DRZpyWZLV1aLJ6nay5H0BrzPxn/AME0tT0gPc/DnxHFdTRfPHFcQmF2Ps6kgH8K+vLW9ivId9jIJYyeGU5HH/16eH/Uda/b8VwjlWLvJ0rN9U2te5yYfiTMMNaKqXS6PU+IrOH4/fBiHbEmoT2sfVcx3KEf+hVb0T/goL458K3yx+PPD1ldR5wy+VLbye+CSw/SvtLzCwwc8+9Zmp+CdH1znWdJ0y7ZehmtUcj8SK858LYzC2+p42SS/m1O1cQYbEX+tYWL/wAOh5X8L/27/A/jeaKLWpbnQrtxyl0m6Pd6B1/qBXtej65YeIrIXOg3UF3Ced8Thx+nSuGvP2avAmuXTNqPhjSyXJdtiFAT6/KR+lWPB3wB0v4aatNdfDqS402K5UrLaGZ5LdumCFLZU8dj3r3MCs0w7UcVyzXdaP7tjycX/Z9VOVDmi+z1X3neBPkzwDQFBA2r1qCyimijjWV1YAHcSCN3pjntXzl+0X/wvW08Z3R+Gk0baA//AB7CzhXzFX0k3gndnPIOPYV15nmP9n0vbKlKWu0dTmwOC+vVPZ+0UfVn0r5fPAo25/xxXwpbeHf2hvEd+YXuteidhnLSLGv6LUHiMfH/AOHMO7VbvXmhXnem2VfzK5r5l8ZygnKWDqKPc91cLxk+VYqF+x95CEnPFIyYHPX+VfnjF8ZfjVq8uy3vvELOeMJAg/8AZa1LXQfj94rXKXHibb6mXy/5VlHjmNT+FhZs0lwlKGtTEQR99Bljf5iB361j+I5o0uELvF8w7sK+KLb4C/HrVeZL3XowveTUHFTz/spfGi+RP7V1u6jVuMy6nLx+lax4sxk78mAmTHh7DQleWMgbv7fHxE8VeGdc0+Dw3qYtvD93Af8Aj2dTI0wPzByORwVx0HNY3wR/Y/Pxw8DWPiPXvF2pot4W3wCMlkKuVI3F+emc471asf8Agnx4n18o3jvxZHjrwJLkj/vphX0l8Ivhxb/CX4fafoOmSvcJYq2ZHGDIzMWJI7ct09AK83L8lxWcZjUxOY0pRpNaRcno/kz1MXmdDLsFCjgqidRPVpbr5nmum/sD+B7W1CXk2u3Tj70jXSjd9AErY0v9i/4faaYyNGa5MXUzTsdx9TgivVA+eHFG/Bx2HFfaQ4fy2la1CP3Hzcs3xk96r+85nRvgp4U8PWsUOk6FYRRwkFMx7yD65OTWq3g7STeCcWFp5yjAYRDgfTGK0t+4UV3U8Fh6atCmkvRHLLE1pu8pt/MSOMQrthARcYwoAH6VX1m/XTNKuJ5jhY0JPGas1leN3aLwxd7G2MU25wDjP1q8TUVGjOfZN/gdOV4Z47G0cOt5yivvaR5/oGoDWNN89P43fOPXcauhcJ15rJ8FXHnaM42oNkrL8o4NawORzX8f4yTqYipNvVtv8T/aXIYRpZbhoLpCK+5JBRRRWEVZanq7hRRRSspLQNUGMnmvoD/glxoSa7+3j4BWdd62st1ckepW2kx+pFfP4619Z/8ABFbQk1f9uqwmcf8AIN0W8uxxnBzFH/7Vp4f+Ij5Tj2s8Pw9jqif/AC7kfsdHd7wGI2s2eo5bp2qWDToiuX/doTvbBzuJp6YbftBYKT8xGCvTikeRPNARmU7fvEZ/TPua6Urn+eDuitc7QySSwuQvKgngn1FLJNK0TYADKMjI+79PwqUynf8AMxdeo3Dp+NPc7rooflYjKr/WhwuTzFWCMmQtAACeW3Dnp/npipI1CTmRwAX54NOm+SEm8PCn8RS7PLAZ0BL8cnii1imO+xs06yTKHYAsqg5A/HFPA2KWyE5G4EcmmiT7KFEbMQynBH8OcU1wYdzfMQR8xY/hTWhO7JpPK2YBb5zy2ev+eaueEJifFFqltgwrvySefuN/hWHNIPLERbAzkAjP61seB4/L8S2gjUbcMTzyPlb86ISvJFNWTOl8V/8AId8M/wDYSf8A9I7mijxX/wAh3wz/ANhJ/wD0juaK9AwPLf8AgnYc/sh+Ff8At5/9KJK0/ijbCXxlf7Y9x2o5YMcjCJ+VZn/BOw5/ZD8K/wDbz/6USVrfE0rF41u3Ay2UDYHbyhycc/nxXNi/h+ZdPc5oTGK0jjEKxtEwZhu+Y59D+v4VQ1qe+vhG2nW2XWUFS5xsABJPI6dBWnayR3EY+aQlsHLdfx9aWGDdCQwZOoQCMZPI5JIrzmmamWEuHYOwGWUO0fmY2nODzWkrOmVmVTMR1AUbl98Dkf40yC2kYziHiRwNo5BJzyfpgU9ItllN5ypkMMjoc+uev/6qSAsWsbXN6RMOSu0Ybhh24qaKZYklSJC8ZbO3HAxxg47cDFQwr9mIaBucEjPf8KkG5IG3K8TycqDyAD1/LmrQyCF/v5VlD4PXJ+hpt9a2euWNxFqNhFe6beRtazQXEayxSIylWjdWBBUrkEHqDUl3lbZvtIVTI24DsPpnvUMb4tYzFwAcP/tnPAA70E9j4f8AjF/wQY+G3iDxq3iH9mnxF4x+D+t3kjNnQ79/sozk4WM/Oo9g4HtXLW//AARM+JHiuSWz+J37VPxO1HRlGJbeG4ljMy/3SWkYd+4NfoXDeKZytrMHMZAlMbk7Dnoeajd5o7KQSyZIUqCSQcd8fhUO25rGtK255D+xX+wV8O/2GvBt3pnwYsZpdS1ZgdU1zUXE+o3/ADkK8uBhRgEKoAzycmvbpUWyjRI5CY+SoC4Lcn/HrWd4OkEumlpWJZ3YqA3DgYHbvWjcoJIh5a7Cp2Ykzn14q47Gbbk9Sh4q8M6X458K3mj+MtLstX0u+Vo7iyvIlmgnQ9mQ8HrXw18Wv+DfX4Uax4wl1z4C+JfGvwuvbh/MaDR9RLW0bH/nmrgyL7DefbFfeciYVfKLNLHyFXnp1JHrTkge4k3yORjBBJ27jnnjrx0/Ck1c0jOUdmfnvpH/AAb5+HPElwx+PHxm+Lniy1Q820uq7VlHXDeYj9sV9f8A7Nn7IHw4/Y88JxaP+z34W03QYo4/Lnu9nmX13xkma4bLsSe2QPQCvSFjEjlCdqjOBjDIfcmq93eSXeI7Jn8zILFX+X8qXwsTqSloz8rP+Dm/S/Ar+BvA8+pWQ/4WNe3bR2l5FOUYWCLmYSIOG+YQgEjjJ9a/H+y8Mf2tLb2FlHPdTXMyxwoMs8jscAADuSRx6194/wDBwh8aIfid+3O2jaVex3lt4Q09bJij7xFcNjzl4OM7oxkV5/8A8EWfgGfj5/wUK8ER39s9xpnhSSTxHfZTKILZcxF+Pu+e0I59ayluehT/AHdO7Pka58LQW9y8V1HKkiMVZSSCpHrmv0h/4IrfsD/AT9uT4U+JdO+MGn65L458MXqSOtpqzQJNZSj5H2AH7rpICR/eWvCf+CwH7Mzfsw/tyeJbHT7JrXRfEH/E40wjmN4ndkIQ9OCh47Zq3/wRm/aUT9mT9u7w3d6pdLb6J4njk0TUfM+4ySYaMn0IlRMH396OpU7yhdH6nxf8G9f7Mo/12jeLc8g/8T5+CPX5av8Ahr/ggJ+zh4V8TafqmjaP4sW506dLiEvrTsiyK2V3DbyMgV9kySvIVeIZQPtJUAgrgdCaseZ5eFKtKXYluuAc8Vqkee6s9NT5i/ad/wCCQfwT/bF+MOqePfjRp/iCXxHqqxR3D2OqvbwsI41iUCMAgHagrztf+Der9mZolddJ8V/MM864+CPy619K/tkeN9U+EP7JXxH8ReB7oWms+HfDd9fWE4jV/Jmjgd422sCDgheCCOOa/Ctf+C6n7Tsqky/ECAlgN3/EmssHHr+5obSdzSmqlRNpn6eH/g3s/ZpVW8zRfF4x6a9Jxk9/lqyn/BvD+zMUJOj+LcnhV/t1+fX+H0zXn/wi/wCCvM/wv/4JZ6Z8Tv2itesNd+Jut/bLXSLJooo5tQmE0kcbGGML+6TALHAGFIzk1+WPxb/4KRfHf4169LqPjf4peMxJI5kS3sdRksbeEHskMBVQB9KjmSVy4wqSvrsfvf8Asgf8E0/hZ+wlr+s6l+z3Ya1a3PiGBLW8a+1F7lWjRtwCggY5718lf8HOtolt+zB8MxGFB/4Sa4yq5P8Ay7Hnk19R/DD4na34U/4JQ2HjDTNRuJfEun+BptQh1C6Y3EnnpHIVkcyZDkEDrntX4SftT/8ABRj4u/tneFtM0b9ovxLFrumaNdte2kaafb23lylShbMMak/Lxg8VUmrE0YSlPmbPDpG+Rhk5r+l7/glJA7f8E3/g4jLhG8PKcgEN/rpe9fzQSsTgr0J5r6m+C3/BYj9oP4LeAvD3gv4ceN4rHw1oUaWdlanSrSTyo95ON7RFjyx5Jzz9KiDszqr03UVkf0cyRHICkYU45OA31FLYkTptj28OVyhxg7jxjvWT4d115/DWkXU5U3F3YQTSkcbneNWZvQZLGvNf2jv2yvBv7Gvwl1PxP8aNYht4bN3WCy3hbrUGHSK3TqxJPYHGcmtnNHnJN6I9ha3kWP7zAjJGR0//AFVHC5tY1BLSrjO5jgfQ81/Oz+1j/wAFoPjl+0r4u1R9A8Y6x4K8L3MzfY9I0ST7CIYc/KsksZ8yRsdSXPNfOF98afGmoXRnv/Gfi2aduTJJrNyWP1JkqHV7HTHCuS1Z/Vl/aE9yE8qINEX+d8bgq46jJ6+1QC4MWoFpongjb7oCnBA/kP61/M98Bv8AgpH8cP2b/EcGo/DX4keKGEJw1lqN69/Yyg9VeCcsv4gAjsa/XX/glz/wWM0z9uG9k8KfF37D4f8AiJGPMtrWMlINZUcsYA7N86gbigPIGQODRz3M6mHlBXPvS81e2t1jYjYZMlctnJ7/AKVFNd28k3mhhskXcNp5B9altLYTB3u0ILgEKowWxx+HenHSLWe589g4VcKrIfmz6cc07NmG5j3WpecMRkuSRyeSQevFaVoRb21vEwQcfvABlkz7nvj2ok0lYVaeCNWcHcqHJKfnUVxpV3dPIZJlhjjG53wN7HvtPalZiKssxN2RdZIY/MwYc85GePpVqeeNOGiy4JLjOAx7H8Dii30Xy5UkJ3Krgkt8zHv35q7JBBct9lUJL8vzg4PHGc01HS4H5Z/8Fi/CX9j/ALSOnazFGFi13TwC4HDtEEz+P7yvknPPFfo5/wAFz/B8S+APh3rFjF8tnf3NlI6rhV8yIMBx/wBcf0r846+dx0OSs0flWd03RxtRed/vHK3Pzc0m7r60mKK4zyvMbe20WoWzQ3kcc0TjDJIoYH6g8V594n/ZS8BeLZGe90OK1mf/AJaWrtER77Qdv6V6HThx9a1p1p0vgk0bUq9SjrTk16HzZ4n/AOCeNpNK7+EddnhBztjnjEmPxGK427/YQ8XQSGO2v7J4gcD95tyPpmvsbd6nmgysRyPxFdkM0rx0buelTzzFxVua/qfHun/sDeKbogXupWUC9yPmx+te/wD7PnwQm+C2h3Ftfavdam90ysQ5xHDjP3V7Zzz9BXoBdj7H2o5b71Z18fVrrllsY4rNMRi48k2rehDqulWmtRCLU4Ip1UHAdckZ4OD2/CskfD+00XRp7fwHHa6JPP1uIoFZx75PU/XNa9000cDtZIksoxtU8A8jPX2qpqmqXtlJi3shODGGPzgc9x1rmhOSskzjhKWyZ8+/Eb9k3WNT1qa+huJNTuLiTIkMm2SQ/wB6RzkD2VQuAKbpvw/g+BXhlrjx6mqa3eM+82MUzwaeh7CWReZT04J6V7pp3xT0S8Jjnv7S0u0JElvPKqyxkEg5BPtXZ6Aum+JdGieZLK/SJiULosuw56jOcHjrX6d4cwq5hmLoNpe62mzoxmbV6NJKrG8fu/E8J+G3xe+IPjllubDQ4tO0i3IW3iiU2tjGo7u/3nHsGWvSbT9pXwro8SQeIvEul32of8tTaEbVPfC7jgD3Jq98c/g7P8W/DhtLLUryzEa4FuspS2lP/TQDlh7Zx7V86aT+wLrMni0rrUq2GjW8haS7MqbnRecoo+707jiv2mvLNsnnGnQi6qfV7fhsvU82ksuzKLnWkqbXRb/e9/kfVfh/4haP4njhfSryGQXBxEQ4/en/AGfWtsj5hjPNfNmu/FDwl+zjZNb/AAh0xtc1Zhsk1K53TKPdpmxx7KQK6X4T/HTxL4uO64s7m+dsGS5ktvsthaL3wzBWZv8AgRr2cNxBBSVCu/3nXl1R5tfJqji6tJe50voz3SzUs5J6AVaHTI61z+heOtHv5mjtNU06aVB86RzqxU/TOa345FmjDQsCGHGDX0VOrCpFShJM8WdOUHaSsI+Qp7UwMWwGOfenNlaan3q03ROxLgsBuxjOfrTBlHyn5CnFjmlxzmpAblh0OM9qHBbg44/SmyZ8zrim55601FBdki8LwAap66pa1B64IzVtGyOar6qv+hNTSswj8RiEBjhuTSoN2e/0pCqvzx9TXzF8dv23NX0TxzeeH/hBY29zJYuYZbiSEzFnHBCDOODxyDyK83Nc4w+T01VxD3dlbVtnsYDLq2ZTdOittXfZH06QCctj69hUVxfQWozcyxxAddzAYr4kntvjp8XpvPZ/E0UM3A2lrOLHsBtFdL4R/YK8WeJpll+KWuzW0bcsi3Jmk/MlhXzlLirF41pYXAyfnLRHszyHD4ZXxGKin2WrPqK++Ieg6YpOoaxp0IHPzzqKyLv4++C7GMvdeJ9GUdBm6TOfzry7S/8Agnb4QhuI31bUtbvFjOdjTKFb2+50rtdG/Y/+Huj30dwnh+2nkj6CYl1Pvszg/iK9Gnic8qu0qNOPrJv8jjnRyyntUnL0SRcf9pzwUU3Wmt2l3g4IgYSH8gaw/if8Tr3x14GltvhlYX3lXbBJL+aIxRxrnkJkfMx4HXgZrttRu/Cfwb0aI6gNF8P2cjgIdscCyN6AADJqt4o8UWXibw3Z3Ph67gvrOeZdksMgdHwGPBHHBrmzitiI4HEKrWipKEm1HfbzPqeAMuo5nxJl1CFOXLOtBXb6cyvt1OS8F6D/AMI14at7Z3MkijLsx5Yk5JP51pt1+WnMwC5Ycnp7U0HNfy/dz1P9gsPQhhacaMNopJfIKKKKF7u5rvsFFFFCktkNpga+4v8Agg14X/tP9prxVrEiny9K8PtbFs9GmniYD8fJP5V8PD73y1+mH/BALwW1v4U+IfiBoiBdXlnZrJjhtizMQPXl1q6KtI/MvF/HfU+FsV/fSj97R+isIaSRhjG7p/n8KV3fySWYAhsKW4OP84pjERSMbZmG4AZPP1xSFd7r824DjkdDWtz+EX5hNelWIt0DbTjC9+eh/DFRXtzLKqFSFkYcbRg/T880rLJEcIS4AGfr7U2KTzA5d9vPA/vUm2xpDzblYy87DbgZGeRU07F48OVwBgbTwc8f1pIwsyFWjBK8EZ44/wAKQwlmElwWymMj1HoKq6SBq46GRBbqIgjNjO3OW/Gq+qXaWuns90Sg74Ofyz+NOa6SyjkkZQiIpcZPQAEn3qo9ifEghl1JllgUblToqjnqPXOKmTdhJWKmm6hFdCSW5WZ0xmJR1IHVj+P8q6L4X6odU8RbmjKhc7cnBA2t+fSs230aMRuoZyMfKg/h5/hrd8CWEdlr1sIQ0f3gVIxn5W/xNOlB8yYSZ0Xiv/kO+Gf+wk//AKR3NFHiv/kO+Gf+wk//AKR3NFemYHlv/BOw5/ZD8K/9vP8A6USVr/ESdI/HGoiY43eWoPOQfLXn2xWR/wAE7Of2RPCv/bz/AOlElanxMaSPxjqbLHnAjCsBn/lmvBrmxfw/MunuY8Y+zR7Z5Wl5Cj+971G0ogkUSnehO7JbJ/D0p5ukhiUIwZkUc4GFJ9Kr3LyXduzXDBQpyfLxgAnuPwrzzUfFMizvKqqzsu1WLZKDP9P61HFcSTMHQCWCHdvkKgqDxxn65p0a7rHzIWQpkr97qeOM9uKxtZkj1iK4jnuI4SziPaOVxjtjvzz9Khuy0Dc1LPW7e60VJ4i0avNJGmxTj5WK84GRyDWkZnuU3zq3lqcg4OG784618+j4S/F/Vby6l+G/xD0PStBknYWtpJZb2t0ViMMfKJ65PXoRTbv4T/H9pQR8UdCct0xYdR6/6nmhTdr2PNnjqkW0qL0PcNe1qytLlBf3cMBZ1jQSyBA7kjA+buSQPrXHav8AH7TfCPx4svAviyzu9Mn1eNZNN1CaIpbX0jKG8pHxgtyR17YrwD4+eBfiV4B8Czaj8bviL4Z1DSHkEccEmifbRM5b5QsYgbLFiOcV8xeNfBPjjUdPivoNO1u00i6uI47MNaNp6XszMAggtyFLsWIxtU461hVruPQ8bMM+rYd8sadj7G/ZQ8W2PgTxB8btV8W3kGmaXaeIXlurqZxGseGl5JPJ9gOpIAr13w38VbPx/wDDaHXpQ+jWepROYRfEQtMnQMu7B5OOnJr8vvEHgXxjptpqs3iOPVBa2WqLa6jPJOWitrwlgpmbOFbIb529+a9M+Huga9oGu2Vp8RL2HwxqN3IiWl7rXh1r2Kdm+VClz5LjkkYIbHFZQrtu1jzcDn9Wlan7PT/M/R/wVIIfDULJcR+UAGwvJfJPTvWtHA8gAVY0UbmCt97r/wDXr51sfgt8e9OhiitfiZoUUQQFQungKAeR/wAsfQ1eHwl/aAiR/wDi6uhlUPfTsk+/+p4rsjNrofULMKj19iz3/wAkLCCqqS3yhCcE+2PwptvM8i3CXG5TGQ8e3ksCM4NcP8EvDXjnwrpt6vxz8UWXie5llVrZ7aEQ+XHt5UjauTkZ79a6NdSFzqEsKO7CFM5DLtIOeAM9un4VbkehRqOrFSat5FyfUmgglZdmAPkTuT1/z2rifjx8aLX9n74A+MPHetSRRQ+FtHuNRUvgJNKkZaNPXLPtX8cV2b2LBEDZKkkgPwT7n/Gvy9/4OPv2nJfD3wi8NfC7Qr6WO58R3Q1LUoo32lreInYsgHYuI2GeuBUSd9TppR55JH5B+JPEt54y8SX+r+Ipnub/AFO4e6uJXOS7scsSe+Sa/VH/AINivhwzXvxX8X31s3kRwWekQylOH3NJLIoPsYYicV+UEcbzgJaoZJHO1EHJZjwAB364r+lj/gnb+y+37Lf7Ing3wtb6ebW+mtIr7VSsO1muniQOX4ycFO/r71Kdnc7cQ+WFu58s/wDByX8CU8dfsueEviDptigvfBmsmynlTki0ukxzz0EsMf03e9fitomrSaLrlneWxxJZTpOhHZkYMP1Ff0w/8FD/AIWXvxS/Yt+JuhfYJJ/teg3E8S+Tkl7cC4UYx13RA1/Mw8LwSMlwNskbFGU9VIzkY+tOWuosM3KHKz+o/wDZG+KFp8Yf2VfAPiTTp0uP7W0K0kLqfvSCMRyjPf8AexyfTmvSbSRosoVERPyDcM59P51+Xf8AwbPftHjxX8LPG3ww8U3nmS+HLlNY0yKVtzCCYFZVT/ZWSMMQOhk96/T7BiaP5Uk34PyYJQdyauLujjqR5ZWPIP8AgoiFl/YQ+L3I3DwjqR5wP+XaTiv5ikOY8nnpgetf07/8FE7rf+wn8YhEqop8I6kAD0OLVxke5xmv5h4h8i7T1xU1Nzrwnws0tH07VPGms6bpGgxXup391KtnYWcIaWSV3YBY40HJLEgADqa+rtA/4IV/tKeINLS5k8ERWHmAMIbrU7SOT2BVpgQfYivqr/g2g+Ami6np3jv4g61aWNxrVhMmm6fPOil7MMAWaNj90kAqSOzEdDX6ytdNIkayghkOVOOG9fb8qmMeoVsQ4txR5p8Bv2eJ/wDhiLw98M/iyjwySeGzourwwXALIGDBwrqT2Ycg1+Tf/Ba7/gl98Lf2Dvg54M1v4CR65HqGu6xLZ3X269e4UxrEXG1WPBz39K/bNk+0K5ePeysAFxjPIPXua/Mj/g5jtWg/Zp+Hckww7+Jpgec4/wBGOB/OtG9DnoTfOj8ZJMhSQTnNfsp+wh/wRB+B3x6/ZF+HXjvx/B4l/trxFpS3l49vqkkcfnCVxkIDgDCrx9a/GmaTEbMM9K/pO/4JPsy/8E3fhBJcABm0PGOrY82QZx6HFZxVzrxMnFKzPddLt4tJ060sY+YrONLdG4LFEUIAW6k4WvwQ/wCC+HxTu/HX/BRPxHo9w7Lp/hK2tdNtIOQsZ8hHdgPUvI5z71+/MUiTTbYQYyMAbs5X6D+dfh7/AMHD/wCyprPw1/a9ufiTZWMsnhfx3b28v2yNCY4LxIljeKQ/wkmPcAf7wokmc2Ga59T5N/Yf/Z7g/aq/a08CfD7V7yaxs/FGqR2lzcRECRI+r7CcjcVUgcHkiv3R8Nf8EK/2ZtB8Orp+p/DyK9mWI/6Tc6hctcvjqxYScH6Y9q/ngsNQn0i+hudLmktri3YSRSxsVeNgcghhyCOvrX0T8EP+Ctf7QXwDmiHhL4k+INRtIiP9E1ec6hDgdgs+7A+gohJLc6q1OctYs93/AOC2P/BJvwv+wnpXh7xx+z/PfDwlr162mXVldTmX7BcGNpI9jt8xVljl6k4K9s8/Fn7NfxLPwl/aD8EeJbCdIpNE12zuyQ2Mqsy7x9CpYH61+i3wO/4OS9T1O8h039sDwPp+t6QTua70uCPzon6BvKbap6n35Nffv7KX7aPwF/bWikj+BGpaBPq8a+ZNpF7aJa6gqD+JYZFBkA6kpuAxk02kzN1J042krn0TofiGLxDpVhqlo8c0WpWcNzkHIAeNW4HbG4/nVtpthVY038/fLY59u9MgES6csVurBolAUAgBB7/lSwN9uXyVdVeP75C/d5PWtUzh9CxIxQNJuDBMnrkkf15zUcQSdjHHnJBJB5Efrn3qf7P5ibYTjaMAnPbrz1pzqIkdYkUbjw2cAfSr1EQSWRAfaWbaQ+Gzg4Oc4p9vbAuzRQnkgnuxb3PX1p46bJG2o2D8wwMdxmqMGrvLJMRyqjDKO3pn0P8A9eh6Ds7Hzf8A8Fe/DZ8R/sS6nceUJDoup2d8sin7o3mJj/5Gr8kzg/dzX7b/ALaWlxeN/wBlP4haZbRiYSaHcSsq5wDEvmqfQkNGDxX4kgYGDnI4Oa8DNV+8TPzviqly4pS7oRhwKOxzTivODTWGDXlnzD2EpT8p4oDY70ZywH60DQE7h70hY80oX0oKkdaADOR83WgruPShTg0A5+90oGCj5sdjSlyM4Ge1NAyCTQOe4oEZni3wRo/jywNr4usLW/i7CVASo/2T1H4V4Z8Qv2TPFXgG9k1v9mPUdQtIyCGsoLoq6Y5+XLfMDnocmvofoRmt7w2fMtG2HGHOfyFfofhrhI5nm6w1STScZNNOzugqZlVwFPmjquqeq+4+Ofh9+3L41+FGstpfxzsrvUViba63EXk3UPrzgZ/EGvpr4V/tMeD/AIttFF4V1i3F/IOLORvLmz7KwG7HtXmn7SH7Qfh7RfjFp3g/xZ4b0/WLa4aJLye6hDm3EmPuZHUBgc1yH7QH7AjaLa3WufA15vMtsy/2crFnwP8AnkepI9M89q/bMNi8yyt1I4ap9YhTdpJ35l8+ptWw2Bx6pyrw9jKaumvhfy6H1JqfgzSNb1mHUtX02xu763P7qeaFXkj/AN1iMjpXhf7R3wF8bfEUjztYbUrHe7+QrLDb2UY53MgwZGxkDqeK+fvhF+1/4y+D3iCO38S3d9qenxsI57K9Ys6DPO3dypHpxX2H8IP2ofCHxpmW38K6mE1Dbu+x3IMcp9doPDY/2c124fNcs4npuhP93NvVN2bf6nLXy7H5DNVYrnitna6S/Q+c/hH+zl4y1LxHD/wh1jc2FlbP/wAhPU4QVX/ahil/mFyK+wfh74Pn8HaN5Osarf6xeSEGW4updxyB91B0VfYAda2LP5YvbPHtUu4t93vX0GT8P0MoXuybfn/l+p4uZZxVzJ2lFJLt/mDcjjj2pgVs8jmuZ+IPxt8KfC6LPjfXNPsX/wCeRlDS/wDfC5YflXk/iH/gpB4C0qR10garqJHRo7cop/77wa6cVnmAwL5a1aKfa+plhsqxmLV6VJteh7/GSTzzUingV8nat/wVBsImb+w/DV1If4TM6jP5NXH61/wU28V3isui6RptoD90n5yPzBrxK/HOUUtqjfomepT4TzKp9hL1Z9vmMMc9sUmEH3q/OrXf25viR4idxBrbWm7otrEqMPpgZrIi+KXxX8Zy7bTVvGl4X/hhe4YH/vmvMn4iYZu1GhOXoehHgrEJXq1YxP0s+VuE5I7VR1y9t9M0yWXVbiG2hUZMkzhFH4mvz80n4NfGrxqwX7H4rKP0a7neJfzdhXSaP+wD8SPEWG8W3FrYxHq012JG/JSa2p8XY7EfwMBN+t7GcuHMJh3+9xkflv8Ame7fEz9sTwT8PraVLXVrbVb0KQLezcyZPuy5A/E15R+wet74r+Lfi/xS0Dw2V8z5OPl8ySQvtB74B/Wuv+G3/BP7wx4Y2z+NZpNcuR/A2ViB+nGfxFe36D4esvCunRWXhy0gs7SEbUihQIij6D/PNdOHy7M81xVLF5laEKbvGK1d/NirY3A4DD1MPg7ylLRyen4FzhWwo5P6Uu4gYzyOnFJgZyetBOa+1Wi0Pm92AUj7zcUo5UjjmkpsshijZhnhTSlomxpXdj4S/a5+L958ZfikmkWECLbaTcG1tVVfnldyASxPrgD0r6R8DeAW+G3wt8LaRcENNBE00h77mOf034/CvlX4M6S/jv8Aaj0lZRvD6sbiTd/djJc5/wC+a+1/HDiTxBEm7iGA4H1I/wAK/CalSVfLcyzOq7zb5U/JtH9O+EGDjV43yfL6a92PNN+qhJr8TJJ5+bnNGflNAxjnrSV+R3P9Lwoooo3AKKKKABuFJ9BX7Hf8EZfCY8O/sU6fcuBG2sahPesxAGVKxqD+YNfjfO22Bz6Ka/fD9jTwTF8Nf2WfA+m7RDJFpcZZAuCuSSfz4/KumkrRk2fgH0gsf7HJ6GFX253/APAf+HPT7RGaVi7g7M7DnnHGeamdt8fy+WD0292Prg9eKqIzSXO4MxVckjb0zipbmbbFyG9CT3H+fWrP5E82RXUqxzyhhIUYgAhcgDAzjA9c0tpdzSAMQVTduVj0wQODn8sVTmvRFKNilye3XcPb/PepLRH+zf6QSgydoJwRzj+lTzElhdSkBypCnHygDoKhvNUW3Ulcht3Jwf0NXDpqOCsjEByACrZb8aiuNMRQfLhAVO/t2xVNPqO5lFX1fw4sKoI5JZk3Bv41ByeO4xmuhmeO2sESJXOQAMKRz7VUMRM4kuFHlpEQigd2/wDrZq5FGVwckAY55GD2/POKIR6kt20GiaOCy2zbt68gE9T+NX/AUq3ni8yRtvWNAq7WG1flfPA78/pWVdXZaSRZfnC9cDufWr3w1hH/AAle/eudvKjtxIMVab50hS2Os8V/8h3wz/2En/8ASO5oo8V/8h3wz/2En/8ASO5or0TE8t/4J2f8mh+Fcf8ATz/6USVq/EyGSXxlqAhYjPl88YHyIP8AP41lf8E7P+TQ/CuP+nn/ANKJK0vijdqvji6RGKMuwkjGT+7WubGO0fmXTME3O24VrlNjL8pbbx075/nUF9qUVlYyTXf7tI1y7YOe/JHftT/7QhuI2jeRI5F4ZeSBnpwM571i+JLyTUPD94mlRJKYBuYkn5yOqgYyeM15snoah4C1ufxJp99egIsZl8m3QgZI7k4zUniGxlth5MYY+eAxUjgEenbPIqbwRaEaBbvCVjLcshB+TPboOeD+lL4kDSpcCOQyPChkODgsPT+VQ9gG+CbxIA8NqpzcSebIrIQyEgE4XHvj6g1vT3ETqdjHzhlVHC989c+9YXw2hY+Hre5SUyC6beRkLt9Bk1tXssUUrSNJ5b4xwCdoHHp7VpG3KBGukjyTCYo3CneD1Cn1+grl9V/Z78P6r8bLXx1rC3d9q9lGsdpFLKTBaYAX5I+itjPNdPCcxGKF2Lcn5RyAR7/Wp2iFvCXViR90ELlhxg9+tOye5jVoQrJKSvY8L/Zi+GV0Nc+MFt8SNGnj03Wtddkhu4vkvYiZeQG4dfmHPuK9b+HHw3svhv4Is9B8PvJNp9kxaJLh/MaAegJ7DnHpW7JE8EhEsMhQqMBc/UYz7il8mWZitlCwcrnIUjaM/lUpKLMcNgaeHila7XUWK48px5zbyOFZfmABz19elIMKrsiqFBJbnnv09OtSR6XcAo0wk3EEgk4yOnTHv+tRyabc+S8MCOhRsuSv3hnPXPNWnY7bdbGQupK0UptiUIPVjyPTg/jRpWjFrpbu8MZllymUYfIP7tX5dLkEnmTQs8Tcqw43Y4OR7FanhsHhQkqUAXO3HXk8+5qNxa7Cuw2KInkdJCEDIuSecGv5yf8Agsd8WW+Lf/BQz4hzR3Cz2mgX7aHalW3JttcQkoRwcmPPHrX70ftkftJ237I/7MXi74ga+kb/ANg2jPawAgNc3DfLDGBnoXKA+xr+YXXtcu/Eut3mpa9IZ7zUJnuZpG6u7Esx/Mmieh24ON/eRUilaCVZIWZJEYMrDgrg5yD6jFdon7SPxBClf+E28TqD2/tGX/Gvrj/glR/wR70z/goV8OPEPiPxx4v1DwzBpd0lrZR2lks/2kkPvLFnULjaoHXO7tX1ZD/wa7eDJ3Yw/FPxKxjIznRo+cnHH7768+1Ryt6m06sIuzPyam/aN+IF1E0cvjXxO8cilWU6hKQQRgg89CCRXFyyNNOzyFnd2yxY5LE8kk1+y83/AAa7+D4JHL/FHxENuT/yCI8np0/fe9fNf/BTz/giRD+wn+z9ZeP/AIf+LL7xRZx6itjqdvdWS27WiSKxjlUrI2RuRlOQMEr60uV7jhWpvRM+bv8AgnT+1bdfsdftY+HfFtuS9hLJ9g1KINgS20jLkH8VU1/SudYsLrRotWtphNZFBcxSqQymJ1DK4x1ypB/Gv5NT8hymcjofQ1/SP/wS7+KcXx7/AOCfnw01e4laeWHRU0m5VfmZZLVmtju56kQhsejCrg9DDFx0UjpP+CgjnVf2Cvi5NcpKIn8JapJHxkgfZpMZ/wA8V/MnBhIwWBzxmv6d/wDgoPdCL9gT4uJu2s3g3URgDAGLR89z6V/MTENyAA9qU3YrCfCz9o/+DaA4/Zo8ebVLf8T2M4HHAQ96/SfyndJHkHyhcAknuRwM/lX5s/8ABs4rv+zR8QRAyf8AIZQnIPA2EZ/+tX6TR21xHIpWRI43XGxvmLH1GP8APNNbWOat8bJLaGQWrBYT5jMNgY4yT29ugr80v+DmX7Qv7Mnw6F+y7v8AhJpiEDbtv+jMOtfpnHpstxbskl1hhgk7OMemM5r83P8Ag5q0dpf2TPh7dx8paeKHjkIHGXtZCo6/9M2p20Cj8aPxOmTMZA5OOlf0u/8ABKWKOP8A4JyfBp2X5v8AhHwQSM/8tpa/mmZMqQRg4xmv3H/4Ju/8Fd/gD8Ov2Ivhv4R+JvjNtB8ReGtNOmXtpcaddORIJnIZHijdWUh15z+FTT1Z1YpNrQ/RN4z5jh2KlTxyQuO56fpWZ8Tfg9ovxj+H+oeHfilpFlrejapGY7qzuYhIkq/Qjr3HvitK21K1ubOG5ifelxEk8fqUdQynGO+c/j2r+aH9rj4j/FT4FftOePfCXiDxn4njuND1y6hUfamUMnmsUYexQqR7EVpJ8pzUabm9GfpN8dv+DZPwh4jlvLv4D+Or3w3JKzPBZajZGe1TPRTOrFsfRDXxb8ev+CCv7Q3wavZf+Ef8OWPjexjBYT6FeLI5A/6YybJM+wU1l/8ABNP/AIKk61+yN+0ra+IvjtqXiTxV4UvLWSxvbdZxLLbq44mjRyA5U4O3IyM81+1vw2/4KS/Av4s+Gk1Xwb8UfDAt5hvaK9uPsNxEOu1kmCnI6cA/WpupG8p1qTs9T+bz4mfBTxj8E9TWz+L/AIU8Q+GLmTOxNUsJbXzMddpdQG/DNRfCX4raz8D/AImaL4u8AXDWus6BdJd2sgJALL1U/wCywypHcEiv1m/4L3ft4fBr4wfstJ4J+HXiHSvFXi2fV7e6tDpwaaPT1j3eZI820L8ykptDE5fOMDNfjmQSrbdzN0AA5JrOyTN6c3OPvI/pv/Yl/anP7Uf7J3hPx5BapBea7byLdQrysU0c7xNjjuVDe26va9B0/wDs3TkUM7PIWkJOfmJPPXsDx+FfKH/BHT4Waj8LP2D/AAJonihJIr2eKe+lUr/qxLcO6r9SgU/8CHWvr0ZlI24jCkDBGeg7fWtaeurPOkveaQ3zymHTCq3ykAdc+/THf8aFljkkKWxUspOeBj86ZcsLhmVjhzwQV+Vfx/wzWdc6l5hki0wA7eGY8qhx+v8A9erciCa7u/IkZbYKWHVsY3c9vbFNsZA18VQiQSowbOCXPr6jvUNrpkt3Kq3D4IU5+X07AVsWWlIkxmhkDTYPLdx6YqEnJi3KWq+F4fEWhahpt8ExqFrLaOONu2SNk6evzV+CHiGwbTPEOo2zZBt7mRPyYj/Cv37snEdzGwYuB8xUdePX/Pavws/aI0QeFPjz4t05wR9k1OVP6/1rzs1ikkz4vi2n/Dn6o4wsSfUkUhGPrQ3IyKD15rwj4oSiiigm4UUoIA5pMcUDvYVTg96MHGaSlHPX+dA0wP3cHvQDg8c0HvyaQDHrQO48LuPzDFbPhk4t5dmDhs49eBWICFbIzzWt4ZJHmqOhxxX6D4YVfZZ/Ru91Jfejix65qLPir9pvVbnW/wBtBLXXFjaK0v7WCJUHWLKkbvU88193SqN75wSGwfSviXxL4dfxn/wUSkt5zuji1WOZgeyxqrEfktfbG7DEjr71+/8ACMJTr46rLZ1Ga8RyjGjhIJaqC/Q4L4xfs4eFvjVbH/hJ7GOO7UZjuoQFlU+5HJHtXyX8bf2RvE/7OWo23iHwXcPqmnWcwlW6gQiW1IbKmRRyB05BIr7v70XEKXURjuFV0YYZWGQQfb+lelnHCuDzVOoly1eklucOWcQYnLmoX5qfWLPnD9m79v6Hxr4ms9A+JNkLC5vWWG3vI23o8nQBxgFcnoRnmqX7RmufGL4p+N7vQPhzomraVo1s2wTo3lrdZx8xlyBg+nPT3r0k/sReDD8SLHxNpsdzaTWswuDaxsvlPIDlTjHHNeylxjA7ccVyYbJ8yxeGlhMwrtJPRx3kuzOmvmeBw2IWIwVFNtaqWyfkfFng3/gmn4l19/tXxJ1yysmf5mjjZriXPfJ4H5E16VpH/BNnwTZoo1W51O7kA+ZhIYwf1OK+iPMGeKXAPK8etdWG4OyrDrWlzP8AvanNX4mzGs7qpy+mh876z/wT3+Hmk2Ul1cjVkhiGSFuGY+wA9faui0L9gr4c6M6s2lTXTr/z3l8wH8MV6R8RvGVv4I8Ny3uoSwRhQQgkB/ePj5VUDvnFbm/K7jzzXTT4fyqNWUY0I3VuhhUznMJU4uVaVnfr6HO+H/hP4b8IQonhzRNMtRGMKUt1B/PFdBFCiKAkaKByMKBUhTeARxmmldtezSw1Kj7sIpL0PLnXqVXeUm2Kp3AgCkmH+jOD1INOj4pWQHkgmtttDNnMruDEHjbxSbiWq5qtmYJi3Oxu/oaplgvWruzqi7q4Abc96OtA5+73o+tBQU2aPzYXHcjFOxmjBUcjP40pK6aHezPh/wDZI037H+115EqkNb/a8ZGMfIf8a+ovEztJ4plz0WJR9Tk15zpvw1Pgr9ua21A+X9l1yyuZ4do+6wX5gR9D1r0TXm3eI7njG3ANfh2d4eWXcPYjDy0ftbfqf1v9HZRzHjqjiEtI0G/0/UrmijHGaK/HrM/0UuFFFFIYUoGTxSAZNA60wNTwZ4fPirxroWkkZ/tXUreyx/10lVP/AGav6G9B0/8AsHw5p8UDAR2sEcWGP3QFAA/nX4UfsLeEf+E9/bG+G+nNjYdchumyMjbAGmP6RGv3cvNQScRpZLhWZRuVSQv1rpg/3fnc/lH6Q+N5sbg8Kn8MXL73b9BIbtNskkzBVR8YByZCfb1qW7sGuPLknlCxbcqnAc8/XnpTYHjtgsKskh3EjbyCe9HmAzkxYSRhxuPTpTufzkOjiig3KC2CAVJ+YnqefzqxGokkLhk2x53KOoNR29i8kbgdC/DE5P4+gqa3jMMqpbsABycjP5GqSS1EOlcIgcElnPCle3SoQrZwGGPvEKc807YszFkSR2zkNnp/k02SRl/j2iQnIAyF7/lQ3fcZNboImKKVbIwSB0J7U55WSEhwwbPHHT8R2psCbQ5dixkGdx6Y+lNdVlWRCGZR97nn8Ke0SbXKg2oxErqsanJwd3zH1q98NCp8cEAAbVypC4DErJk/yrPkYwWxSGPcFO4HPI/EfyrR+FkgbxMhkH7xyT82Aw+V+MVFN++hyeh2fiv/AJDvhn/sJP8A+kdzRR4r/wCQ74Z/7CT/APpHc0V6pznlv/BOz/k0Twr/ANvP/pRJVn4saHbXnj2+lnilknYIqbZMYJiUZ6j9arf8E7Bj9kPwr/28/wDpRJW54/tyfHF62ImLmNVDcFf3a8+/Q/nXNjFeK9S6e5yWneF7LSLqWS28xvM2hnZ92SMgY/Oo/Mtri8urewib7XZxo8rEgINxYAY78K3Wrd9dQ2WmtJL8pXk7mwGx7AcGsDwfbPcanfTSSOj353kcc7QSP5/qa81uzsanQCVdqxkAM5BLKu0KAM8jP4VSitE1HUpZlZEXaw+XJypAHII9QfzpqwHVvEoFs7pFp8eZyrbllZgMLgjsBn8RWksQMbC32xE8sVUBu358Y70bgV/D1qtpo8dtpbRlbY+UCVIPABPB46k1NdWz3crfZ9sgz/Fx9cf/AF6ljhjSV+rNJkgE42j6DiovtEmnzSkqJSrfOex9lz+VPZAIyCKQPA7xRI3zDaDk57H8uvvWP8Qr59M+G3iO4sJXguoNNu54dvOGWF2VufcCti4eKOEbWwuQRknk+4NGo2cE9i0N9DHNbS/JJGxDFkPBGPQjtTv2GtD+bu4/4KqftDQ3cwi+J2uABiAPKgPGf+udMT/gqt+0MjAp8UNdUj0ig9P+udfviv7DPwVe6Z4fhd4JkG4thtKjH64561J/wwt8HIIRu+FXgHePuk6TGSo5zkd+lRy9bnX9Yh2PwJf/AIKqftDGTL/E7XSxHeOD/wCI9qbL/wAFWP2hpowp+KGvEAcfu4Of/Ide5f8ABwX8K/C3wl/aq8I6b8JtA0fw/YS+GfPli062EEc0n2mQb2Ud8cfQCvV/+DcX4BeCPjNonxWn+MXhPQPEx0yfTFtDqVos/wBnLrdbtuemdoz9BU3bdjZyioc9j42h/wCCqP7QtvEoHxP14leR+6g4/wDIddV8EP8Agp/8fNe+MHhqy1r4k63c213qUEcsTRQ4dS4BB/d9K/cyH9hf4OTXbCb4WeAlQDqNITGR/wDrq9YfsX/BjSL22n0/4Y+Cba5ikEiTx6UgeJwc/Keox61olZmLrwa+E+G/+DjXx74q8W+H/Dfwv+FHhvX9TguZP7X1Wazs5ZotoY+VDuUYJHlo3tnmvyWP7NnxDIP/ABQ/ivjk/wDErmz/AOg1/U5c3izuFQzLux25/PtVWWZ1WNxcB3jblQgwxPt6ZPrSlC/UiniORcqR8xf8Ecv2Zb39mf8AYQ8M2Hi+I2mt6yTq15Gw+eBpgGEbD1XJyK8M/wCDhL9qz4h/sz6R8LJPgL4pvvDja1LqK3j26ITcCMW+wEOpxt3t+dfooLhbItJIXcOCHXrt9+e/4+teU/tTfsR/DD9tK10WP9o7Q7jXl8OtLJYLHey2piMuwPzGw3Z8tevTHSm72sjONRc/M0fIn/BvN+1T8Qf2mtI+Kk3x58UX3iSXSLjTFsmuVQfZhIt0XA2KOvlp1z0FfaH7a3wMs/2kf2VvG3hHUVZxqemyeQPvESxYmQgY67k2/wDAqzv2W/2Ifhh+xRba1b/s0aBLosPiN4ZNQMl9NdGcwh9hHmE7ceY446557V63GkzzMTIybuUSMdOOTk/QU1sE53nzI/lovv2VfiTpl9Lb3HgbxU0kDtExXTJipIOODt5r9WP+Dc/x74t8F+G/Fnwu+KPh/XdJtluhrGjy3ljLFF8y7Zo9xXAwY1IBIyWNfqCt+xGyd5lZhkMT8qnp/IVUu9dSBhFDkyMCQzsEGcdS2Onep5VHU0niXUjy2PK/2+dMuPEf7EfxWs9JtJLm8uvCuo28EMQLPI5tnCqqgEsSTjHvX830X7NHxEWNc+B/FfIzxpc3/wATX9SWnajA0aJb3KTSjLZ3q5ye4weK0L6d0tALpCgOMMuMqPX196HHmRFKu6SasfnH/wAG43grXfh1+zv43tvHWj6jpMk+tI6Jd2zQOw8thuAYAkV+j42gM8cYMmQAS3b1xmqdpErqvlKzszA8k/Lj/GrU0jNKzGIEAZIAG7PoOKqK0JnPnlcUXCxSYkjyzHIweTXzX/wVc/ZIvf22P2O9Y8I+EliTxFYXUWsaUJGASWaMSIYy3bckr8nuB25r6KNoYpUnYsZCMNl8gk9AOKV2upZG37FQY2/KMg/Wne6JjJxdz+W/4m/smfE74P6xJp/xH8E+INPuonKti1M8Zx6SRblP4GsHw/8ACzxPe6rbfZvDWuy4lXldPmPRhn+H3r+qTVbGDU4Uj1O0tLuNGOFuIhMnfPDDj8MVBH4W0W2+fT9G0i3ULyIrCJTnvghenSslC1jq+tu2xJ4K1Jz4N0aKW2EZj0y0jy2Cy/uV6++fy/SvgD/gsd/wR6vf2wNSm+Jv7PMtnH4+S3WO/wBJmIhTWUjXCskhO1ZdoA+YhTtGSMk1+hen2wjgWaeRWjYHYiMWHHfB/wAadJqCpNK08UU2wbkwcbQe5xyea0Xmc0ajg7xP5YPil+zt46+Cesz6d8UvCet6Lc2rFJfOti0YYekiZRvqGIri1DQZCbkbpjO0mv6xdb8GaL460qaL4haTpWuwOoCx6hZx3KAdgFkU4xXmesfsMfBW4u3uNT+FPgN5OXVhpaI2QemAMVDjbU6o4vuj+ZTw34H1jxlqcdp4S0rUNRu5CQsdrbvKxx7KD619nf8ABOf/AIJBfEj41fHPQdV+L/h5/DngfS7tLu7kv5UEt8yfMkEcIYv8zAbmYKAobknAP7X+Afgd4I+HGp28/wANfB3hrQblX2GSx06GGX7p4WQJuHucn6V6BpWjKNan1DUIo2lMYSPk/uyc9D+HpUxjd6CnibrRDvCPhCDwno1vZ2rA+SgUCMBUUAAKqj0Cqo/CtWYM27JRZB8p5PA7EetQwx+WiB+rPgbSQe/r/nrUqopLLgNIxKgHPAH48V0JaHINksS4U72UEfNgc59s0iwLbTEWyRxjHJAznPGcd6e0jPKvzMUUDOD7c8YpHYiMtMSsq8DHQd/509EAk9zt+ZgPlyGI9e/p/OpizeajGRUyBwB0OMCqiQyX0wJ2CFQCVII359vTn8asTThAxi2NsI4K9+mR7Z5oTDzFcgtvjUquT0PXgj+tfjB/wUQ8KSeFf2yvHEM6sq3d4LuM+qsMAj/vk1+y8mroLYlVYvweBwRX5cf8FlvCx0r9pvStVhjKQ61oylSerNHIc5/7+CvNzKN6XN5ny3FVNzw8ZLoz5HI+XIoUbh6GkZiBg0ueK+ePz8Q9fpRShcmkoIaAjIFFKBkcmgjHfNANiUY5oooC4daMGlA4zSCTaeTQO1xQm/rWr4dINxIIznisofKTzWj4dOy/IHO5eg719dwJV9jnuFl/et95z4tXoyPFPA3w0eX9u7xRq0iuIbSBbgbsfM0kQXj2yfyr6FPPWuc8NeD/AOzfHmvavdOz3OoMqDLDCxqBtXAHGABXR1/WmU4L6nCpp8UpP72eNmWKeKlDX4YxX3IKXuM8/SkpyqWbC9a9Y89F6LCoNo5AzTXOTkdRUkaEKMntimlO9VfUlEdP34+7QFANPJ44H6UNjPEv2xPEUOjt4LivHKRy63C0ny7gUDqTxnnoa9pR8pxj5q+Tf+Cl2vPp2t+EooWZCmLkFT9073HT/gNfVul3K3dhBLFysqKyn1yK+byzFe1zPF0v5eX9T28fQ9ngMLPvzfoWQ/FDuD1Jpnl7ucjmkwQOR9K+jSR4dhwY5GKcG/X3qEA45pcbmp2GOmhWeMrKMg+tZN5osiOfKG5T056VsryKCMtg0XHGTic61lJEeVNRvAQTmulcgH5hmopIYpCfMRTn0FO5oqrOfwQefzpSp/irYk0aOb7hZfxqvJ4edRlHDe3Si6ehXtEzjNb8Hw3HjvT9euArS2MTW6ZyfKLlRkAdcgkfjntWBrJ369eMDnLgfoK9Hu7GW2iZnQnaOorz298P6nYS3Emq6ZqNsJJC4eS2dFYHoQSOR71+V+KPLRy2EYbynd/cz+uPojctTibE1akklGi0rv8AvRKeeMUUNhTgkcdc0u3K5Br8FUl1P9Ft9hKKUrgUlRK3QpeYq/eojHJz3pM4NOXBzg8YqRn1H/wRu8KnxP8At16NOIvNXRdOvL9hkD/ln5I5PTmYV+yjO8DN9oCFGHICgY/Xr0r8rv8AggpoJuv2kfGOptGWSy8O+QG7K0lzCcdO4jbj2r9T/OW9LeSsbkN0Yn5uD2/KuvaEbH8S+OOLeJ4mlB7QhGP/ALd+pRu9fMrJbaVZ73D8n+6O5z+X51ookqFnWAu+087lHfjipLWJdOOMKpkO7gZwcAd+lSrKiM5uPoCuckelCT7n49chN3d7WiSBEOOgcE59zUbXN9Ah2RRGQc5ZuD9cZ44/WprqQkN5b7Ae23kjpjPakMoVQ0xVcjheTgf1/Gnr3JIJtSvNyiK2HmqCFCsMN1HXNUNSuL68tCmxkd2EWMjIBOCfy5q7fSrpsW7zGmdRkFR/9fNQ6VDPdal512chCdiBjtGf7w9eetQ3fRDZpSxtGg8rgKMZAzmq088nml8MSMYYYx9CKtLc5Hl27qnOMkH+fYUwRrJCF4HJJAIAP6Z7fqatjsUpjhy1yHjVuoXrn6flWx8N7NIfFUL5cs27bv6/db0+tUbmTzLRvLwV6fMO+fXrWh8P2J8WWrTEl5AwAU/KAIz/APXoppqaFJaHW+K/+Q74Z/7CT/8ApHc0UeK/+Q74Z/7CT/8ApHc0V6hznlv/AATsGP2Q/Cv/AG8/+lElavxIKv48vFLsGJjUZx8uY15XA/DnPWsr/gnYMfsh+Ff+3n/0okq78WLtbPxvePKuQuzPbA8tTnI+lc2MdofMunuYGorHOZvtKfaNrAg5yABnHFZ2nalHqmrmGxjaOSBN0g2qB16ZA74NReJbt47OH+zIMNM+2UknKg96k8C6YmjWE8krSv57huR8xI4wSOv3uPSvLvdmxu2dpCsbfZ1MUjsJJMf8tD05/IflTrq4itnJn2BcY4JBzx1NLZETIzPgDOQMkFh9fUHFQapGZJUGzfuHIU/MvPGD19av0ELHCtxaIZGfzipDbeMq3v3xVeW5UzRqkzONvQ8gL0z9cc1LJcGOMqoRcDk7+ePX1+lU4ZJZtRhRx5abd+QMBR0wQOM8UMCWNke1jN3sfYuDvHJ/Hr+NR6ZdLf3CyBkVVba2ASGH8JwfbHrWg0Aubd4GCi4U5QEA47DqMfmKgtoHi8tI3VJxglcAbeOn4UuoD727FrIpjZWVG2jK/dHqR+FUWu51R5JJtgYkq/3sjjJ9uCfpSy2UwuJfLuQ0m3dscAhv8DWfK9zaPklklVcqAuA/PPB6evHpU3YH4y/8HKUBt/2uPA5UbN/hTcfU/wClSdT3r2b/AINgUDeC/jKpILm70gqCcZ+W8/pXif8AwckSs37W3gYzEsf+ETGdwwf+PqXrXrn/AAbIPJJ4Y+MCW+4EXWlHJPA+W7pJ2Z3S/gH61wAnbuwpfLHcT8vr35zXIfGzxbdeEPhr4k1DSpI4b/T9OmuI5NmQkgQkEKeDgjuMVoap4kOmadmFXkLt5RGPmLemfw/WvOvjxqE+t/BjxX9pjeMvpVwFTZwmIyCSfcg/lTczjj8SPxn/AGfP+Czf7R/i34yeC9L8SfEV7mw1PWLO3uYjpNkPNjklRWUsIQRkEjIwa9s/4Ku/8FvPHkHx18V/Dr9k6/svDHhvQb2XTZtZtIllv9QdGKOUkcMIk3A4KANgDkV+YWhavcaBdWd5o001vd2jLNDNGxV4nXlWBHQggEfSv2E/4Jl/8EYPhz4x/Z88P+P/ANpLSb/xX4m8VWa6mlpd3c0NraRy/PGWSJlZ3KFSd5IyTxSu2d84whaTOC/4N9v2mfiP8df2xvEOk/GDx14q8UWA8NT3K22p6lLcQJKs8GJAjEgHBYZHOCa90/4LzftkfEz9jvTvhs37Pfic6DJrtxqK3pS0hn84RC32A+ajYxvfpjOec19W/BP9jP4b/s1682r/AAQ8F6N4e1m6t/s8lxZRZleIkFk3MScEqv5V8D/8HQknmaB8GjyX87VQfbi179arVI54yjVqqy0PT/8Aggt+2x8S/wBrnw78UJ/2iPEbeIpPD0+nR2BazggEAmW58wfukXOfKTrnGK/QH+2pwuHXLluCnOR7Cvyr/wCDX2UP4d+MsblMteaQOec/LeZr76/bj+OkX7Kv7KHjbx3fon2nTLQ29gGkKmSeU7EwfVdzOB/sVOrIqxTqcqPmD/gqJ/wW3sv2RfFEvgf4JWFn4o8bwRg3s903+g6VuGVVlQgySYIJBIA988flB8R/+ChXx1+M3iq71HxF8TPGyTXkhY2mlajNZW0Of4UhgKqoH0rn/gT8JfE37bP7S+neHtLnlvfEHjHUWluruT5iC7bpJWPtn6V/RB+zl/wTu+EX7LvgjSdK8CeDPDV1fWFssM+sXunRT3l7Mo+aVpXUsNzZIAIAzgYApqLkzpvCglpqfzyRftNfGjwdMtyvxC+KOn5+dXbXL5Q3ucyYP419RfsSf8F6fin8CfGlhaftHard/ETwWSYrlLpU/tK2VuPMinCguV67XyDyMjgj9vvGHwv8I+PdHay8ceE/Des2JQAwX2mwzRgdMAOpr8qf+C5v/BLj4e/A34LL8WP2d9GPhmS2v4bPV9NtWY2RSRigmVCT5TF3iG1cLjtzRZx2ZKqwre60frD8K/it4d+Mvw/0rxf8MdSj1TRdbtkubaWMcFSAcY3HDDoR6itR7i4wJLcgBiVLHnb3G0fhX4T/APBCD9ubxD8Hf2otC+GGvavcy+B/HEz2UdjM+6OzvGVnieEH7haRVUgYB3nvX7yWsSxTOl/5TJ/s8ZJPGK0i+Ywq0/ZSt0KRgSzk3K0sjEfvMuQD24BJA61MLhliQbGz1yW5b26VHqk8dlG8l8IRbqpOWIG0e/scim6HcjVtMifDBWcgblx8oAwQP60J3djH0JLmXJQQI5A+8GYYOc8dO1EYbJW2jHljggnk/jj0xxU4g8652WwVWByR1/PPekNqkVzi5do1f5isZ4A/nRYCKVY7DSVMyKiIgACgZPtSM0H+st0SHIGRtznHUZ64qLXEgma1jkLKm8Zye4xhcGrDWyT7PPDJ5oG0Ixy2emf0pdQKs2sGQyRumwqpI5A5H05qkZptQgQhVAUg+YzEnHt2z+FaF1okEgbyoWTkgfN94HpjvUEOkIkjNLHuRVJZST83YYx1HNS02BU8Kx+fqd7eXG8W1kCkZOCrtjJYcenH41uafem8gil8qRQ4yVYgnGSAfzBqtbW+dMeCO28iGTKlMcEegB6Z/rWnbbYo40YDIOAM849Bj860grDsCI25nUKCMHaTkr1GR+dNurj7LGScneeCBhgff/PemzNmZ/LkfAYcMM5HpntT5m3JncI8/MSozkDOefrV3AWVHI+Q4bdk8Zwe/wBfpUUdyODI5+ZuOBxk+4NVHvJI7RpImGGOFyByPUe9VnnM+ZJSNxJIAGKlyuI0LvU/NjMcG6PAwJmOR+FV2I+2IjTMXLZIUnb64/8ArdKgtSksrCTaWj+VScErzUcl4QcICd5ALLxljxg/n+lRzAaUMmLQuwHzHO0YAGOe1fCn/BcPwzDc+E/AOuWyNutLy5sHY88SRq4BP1iOPxr7xKRR2mbJY4vLJUFQTg9sjOK+Xv8Agrp4Wj8RfsYajcRwq0uiaxZ3u4Lgxgl4j9f9cKwxceei0eTntL2uBqRXr9x+Tx9qTFOblTjBzTQNq/NxXzB+WDl5b8KbTlPf2pNhIzigUhM0UuMHBoGc8UBbQSilKkdaQkY96BWFxgeuaOG570BTK4WIMxPQKMk11/gv9n7xv8Qdo8E+FNd1EN/FHaOV/PFXGEpbI1jTlU0irnIhdxOD07mrmhORfxjj0zX0v8NP+CRXxa8fWcdzrsWl+HIJBnF5J+9Uf9c8g16R43/4I/2/wZ+CviDxV4p8Y3epaxoli93FbWlqsVuWVScMW3MRx2Ir6ThjDVaea4aql8MkdFbKcVOhOfs3ZI+P2jWNi2FDv1OOTxSVdht4zGGYZBHFSKqdlH5V/aEdkfAt6meiFj8tXIIRFyR83epsY6ACo92Cdxqtxbjy/H1qPdkdeakK56dMU3aAo3dc0IYwEgUqE7uSaeIRimhcHHeqvcVz43/4KhLt8YeGOT/x5/8AtSSvrLwBJ9o8EaRIOd9lC4/FAa+RP+Cn14X+Ivh2Et/q7AN/5Elr6w+DkjXHwo8MtN95tLtc56/6la+GySd88x8fQ+qzSL/snBv1Ojzt6j9KZv578mldvnzTS3Iz619ykfLATjinRt8xBB6U0/McjNKp+bJNG4EiHINIW5Pr9aTzd3AoRCHzU2AGXcBk03yz3qThG570FwOpBouwGq+38KXzBn60wHk0qrk9DxTtYRa0bT/7X1iytMbjd3MUIH+84X+tfsnafBPwrqvgbRIPEXhvQdTEWnwRn7Zp8M+cRrxh1Pqf1r8mP2cNAHiP9obwPYSgMl1rloGB6FRKrHPthTX7MmFbaJIlXMUSgKBxwBjH0r8Z8VcT7+Hop9Gz9V8NpVaHtq1Obi9Fo2vyPBfiX/wTd+CvxZi/4qLwDpNjcn5Vm0ktp7L9VhKqfxBrwL4of8EI/BWtI8nwf8XeINAlz/qb6OO9gz6DARx+LGvvB8wg5CAnkBcYH4/lUmlTOZpEn2FUwflP6f59a/H1Jt2aufu+V8e8QZP/ALtjJpLo3dfjc/I74lf8ER/i14Mhln8H3mg+KLeMFsQs8EzY7CMhhn/gVfNXjv8AZ+8dfDG4aL4heE9Z0soSCZICV475XPFf0KSgBlZtygjO3jr6ciq13tmMkN2scsTjlZFDJg+oPFDhTfSx+lZR4+51hLRxtKNVeXuv9T+cOSZIiVZgG9CMEVr/AA+8B6x8VfFtloXw80+fVdU1CVYYYIVySxPc9h6mv3Y8UfsWfCXxZfSXGufDvwhLPOzFn/suFGc8nJKqCTWp8NPgH4N+Dnnf8Ks8MeH9Bnn+VpbOzSCR1znDOoDN36mo9lBatn12L+kNQeHk6GDftbaXei/U8v8A2Af2ILb9iz4UvBNML7xVr4il1i6A+RSoYiKL2Xe4z3/CvoHS4haysZx+9K54POMjFSv+7GMktjK/KBgdv6U2FFS3Mm1y7cLjnA7n/PvVXuz+ac2zXE53i6mNxkuapN3b/rsWbi4jeSMFxke2c/n9RUbSLEzBSdzk/LgEVDDMkER2wguD1K55p0jCGaNptv7wdCB+Zqm7nnJDDKxw7A5B4y3DHGMY/wA9aGujIMIF3x54b+I56ewpVYeewZi6p93b+RHp1HWhwk7B5kIbOEP4d81N9NBra4y93xRA220/x8qAwU8nP0q7pxU6e7RNt4yuRy3cA+nFUVj+1aqm9ly4DDac8Y9+vFaFymyP93s28AnPIH0pRRLEcFcqCSX56AZ9qjllST5XQrjGGXrnNMtrl5QUkA3MxAYfe9qNrRiQRbRsA3En68VRS1Yt1cKJ0XaTx6fKffAxzx+lbXgO2x4ihkk2lyW4HRPlPSue+0uQhTcvtkkfh+Z6VueBzs8XWy7kbO7OOv3G61UH7y9RS2Z1Piv/AJDvhn/sJP8A+kdzRR4r/wCQ74Z/7CT/APpHc0V6Rznlv/BOzj9kPwr/ANvP/pRJVj4vStH8QJxPtWN9oUsxwR5a5z2qv/wTs4/ZD8K/9vP/AKUSU340+b/wnOoyW8MczW6q4DYPHlLn371yY1Xh8y6e5m6dpEQkc25Yl1CHJJ2rkc1bEyyQqJ5eRktzjAHU7T+H51m6Jp02nadsuQJJ3ALyLzySMc9/T8ax/GBlhJSNnVPL3fuXwWORyeeccfgTXm/CjU6C1vBPuitzH5kTZAIwJEOfm9Oox+FTTQvEqmPADZyAQQMnOfb8K5HwNbPY6jNdahJcSRzxCFFOcZznIJ59R+PtXQ3jxS6pHvYwwRjqpO7PYD17/wCRQp3QCXF3GYCYSxdVG9ixxx069etV9OnfU/FhWBXMYjG8Kx2sWz8pOeoGDg+tI9uY9SOxPMLphlPLZ9SvfOau6QjWitNtSGW7k8wiPOQgAVfpnbnHvQrvUCXVtci8OWUl3qKLGzKW5AHHqDU3h++lu9HjvNTiih+0gMI2GXUdv06VkeJdNg8RX8dlcrLPFHMjXDE8BVIITk98dPetebWFnZ0TzRtcCMscAc44pqV3YZXOuNe6hNEpVJEBZiVCnbnBwfxq1LYCZd124bA+RX9QP0696BbrMzl2jjdsfM5AeQehHcc0+SNUkfy3DRlfmG/oOh/pxVIR+I//AAcsRlf2u/AvmY58Jg4GOP8ASpfSvWv+DYtHj8H/ABkeIscXekDA/wBy8615R/wcuQCH9rzwMsXMY8JjaenH2qWvWv8Ag2Fid/CnxjZZRHtutJJJPbbef/WqFqzukv3J+o0Ompfauj3KO6xDfsPzK7YAzj2AxXPftBCNvgp4wBP7qPS7gBRyFJjPIHYV2NuzWY+Zgzbchgu5pBnOf1x+Fcd+0NZPL8DfFPl7So024Z+euYyQcU+XQ447o/l++Gugx+KvHHh7TLsDytRv7a2f6O6qf51/V1Z6FbeErGDTNPtYbW10+MW8McXCoiDCqMdgABX8qXwPAX4teDvT+17PH/f1K/qv169SzuJzOvmBW+YBdxOG3Hp9KIWW51Yp25RkwF1cnKKseTkkcEYPT0/Cvyn/AODodv8AiQ/BrKEHz9WGccMdtrX6hT3gmBWU8ytggZwOc/mQCPxr8uv+DoBJIfDfwZM+QBNqoB9OLXii90zLD/xES/8ABrnGo8KfGov8v+l6QOvIyt7XpX/By94/uPDX7GvhDw7CxWPxF4lEsoB4ZYIH49CMyg/hXmf/AAa7mNvC/wAaDN0+16QMcYOUveDXZf8AByx4Su9W/ZT8FatbQSLbaP4maGZuy+dAdv8A6JNJO0TRr98eBf8ABtF4AtdW/aS8eeKL6FZbjw/o0FrbbhkRG4kclh6H9wK/Z9CfL3NIF5wAGxzX4zf8G0XiqOH46/Ejw+JUS+1XSLW7hRjjzFgklDAeuPOX86/Y+4i3wqjfNjALFtu09c//AFjRG9tCMTf2gum6hDd3JgjRwI3Ku2cAHqT+OeteLf8ABUrwHb/FT9gP4r6PqjGRIvDlzqEeOcTWymdCP+BxCvZ9JsJtOuLmcIrLK2XKjkHAH9K8g/4KR+NLP4c/sM/FjVb2YRRL4ZvYUbPKvNC0KLj3aRR9TTT0sZU78yP52/2Stcfw3+1R8MtRs2dJbPxVpcylepxeRZH4jNf1IXV5DFpySXUk2SN3lgZLHHpjg1/Lb+y3pM2rftK/DezsQWnu/FOlwxDHUtdxAc/iK/qXTR7e2MU1/KZJwo2jOQOhIz+FEHc6MXvEy00aTxc6vfKos0IZomUsWIYEBieMgitmQRrKzyMSVUIqgbVQfQfSpJbwRRFYw4DjJIJAQf7QHGOO9QXVg08cYD5Vl5Xof1/CrS1uclx0kw2MqCMMSDkAKvTjPaoYLZLad45thfiQnqDx0H0q3DDiBUlVcHGwFfT2p1zHHDIT5YWQD+FSAB7Ae9GoGXdWJ16eKJHeOK1YStICBleuD7EVchZbqziYH90wJUkAdP8A9VXI4FkCP5aLtAYfLg8HvVW1PloUfdBx+7BHfPQUloxjvLKlWO6eQcD5jlfcCrNvblJUaTeyxuFCEkbsdz64xmmrZJcEGVQ0chHQ5JwehP4U52d1w21T0AAyenB+vFWlqFh9xcxypmI5IJO7B3dCM4/Go4FSNDLMdzD5fQjof6H86QTMFjZkw4PBHfrzTZH3+Yryq3l9924gn19uv504u+grjDMqylkDIB8ygnh/eqq3KPBIGlKKzno3PXnIFWL6/itrUteXCxxnCnL7Qcf15/lWWktvE0bWblxuL7g+C5PqM/5xUSlqBakkjlyxfaB93g8n2HamThTE4bCKRlgo7dc4FKtviVfMcB4lBIB4P1P51DqMxifMzbPm564J6np2571DkwJhcgBDHuKMu0cH5AB379qNKhae6MlyD5e8Nyv3zyBk9+uaqxWTyTxuTHnGAwIyQeOfzrX0yAw53r5fzHAC7SevX1ohFtgWXkPlkS7htwBkYHrn68fqa5H40fCvT/jX8Jda8MeI2K2utW7W5dV5j6FHBP8AddQfwrq5n2HbGiKoQMFJwDnrkflVaZ1McaxopkLjB55HcH9K0nFTWpFWnGpBwls9D8SP2mv2b9e/ZV+KM/hrxwm5WXzrK7A/d3sJOAynpwQQR2NefuS7ZNfuv8Xfgr4T+N3h1dM+L3h/S9atYSzRfaIVLwk4yY3xuQ9M4xnivAn/AOCQ3wevtYN3BZ61FaAkmBL6Yx5z0zv6cV4tbLG5Xgz4XF8L11UboNOPnuflISI+WIH44q/onhjU/FNysPhjTdQ1GVztVbaBpGY+gCjmv2X+HX7B/wAIPh4Xk8O+BfD0s0W1o5r63F3MvHJzKGI/CvXNO06Dw/YrD4dtILKAYKrbwCJVH+6oAFVDKbq8pFUeEq0v4s0vTU/GzwX/AME5/jP42jils/Auq2MMoBEmoKLQYPTPmEV7R4Q/4Ik+NdTsIZ/HHirQ9Hd13PbpG1wyeoyhINfpXdXBZ0Ma4YHdxk7s8kmo558uCNwjJyVHTH4d84rphl1GG92epR4Ww0PjbbPhDQf+CJmhxAnxV401ecx4JFokca47n5oya9P+Hf8AwSY+D/hBoptd0bU/EMxHyjUb2Qxnpk7EZV/MV9Gtd77xltiSwbOGBwMdj9Bmr1jprecPMCgMCzY4Y/QfnzWscLST0iejTyPB0mn7M4nwD+zt4A+GZLeB/CHhzTHQ/LLDYxtKvbG8gt+veusaxnvbwebvWCPooP3+B6/yHTFaUdqLadVUbVxlupx6f1qTykLtsfJPRSeV/wAOldCpRT0R6NOhTpfBFL5EiYht1VVYvtGc89hwTXI/tD6Kde+A3jK0gBbz9GuVZM5x+7IBx+FdVGqxvuuJW68AHI554Pas3x9YNqPg/U7V5ECXdrLDtznJK/8A169DA1PZYinPs0Z42HtaE4d0z8Q7di1lFtP8INOEhB+aneQbSNopRhovkP1FNQbzzzX9dQlzRTP5tlo2hzS+maiY8/WpPLI54oMXy89qpCHIwK8dqa7D6UisVbFO2h0o2AFlBpDH824HrzTQCpzUhcbeaNhHw7/wU3jZfjHoztkq2lpx6fvJc19dfBS5Fx8HvCzochtItT/5BWvkX/gppqkV38YtJtYmzLbabHv9iXkI/Qg19b/A3QZfDfwe8NWWoEGa0023jkwehEa5A+nSvgcgd8/x9tV1PsM4/wCRPg77nUSY3/NmkzhRT87sEc0113dK+/T6HyA0HFHWkHWnxgsBihgKFwMink7RQvyjmmTnoKncAkO7G3rTCMk0L1oJx0PWqsAAc8U+N8Nng0wGnxLtzn0otfQTPZf+Cfmirrn7YvgpbkAx2c8165PQCK3lbJ9OQK/WWJ01XayrIEGSGIyG5HT25r80P+CTPhg67+1ebx4zLDo+j3NxJgfd3GOIH/yJX6dbo4lQxZVnOFLNjH9K/APE6t7TM4U7/DFfifsXAFLkwMqneX5FQacId/2RwyKcdQevUVYtLSK1jPkEfviC43ZycdP0H5VJI4t929Sc88jjtkk0nnpdR7YSqsAeQc9+3+fSvzZKzufd2E85dhXcu6QBWG37vH/16rW7/vG+XAUkHOOPbj/PNTGNi+x1GH+UAY59j3pmx4pt0eWIOD3wR3IHemNWREy7mJRmdY+pK4GO3XmpI4PLBknkIGDjcMAZ9D160+O3aTky7mHHL4yCeRU3lJG+XCnBBGQOPX6/Wly36g3ciUyxtzyoO04XqMj/AOtzS3k0ULHyvvqvK7eRz/n86J75NiybwVHIZj8vHsapXEst3lbaNfNUZLP0z656mmxXLMF+bktEhRm4JJOSPoKL2AhgIxl87kVT83Tn+lRWVm9i0jM4kkI/eMM4Hpx+NWUtM2nCF9zZJC53Utbjd0ReXvs2Y5hfHzAtjJ9j/hVFzK6/vuEB+Vun4ev/AOurskDTz7y7gJ1P8K8ntVS+u3RWj0yNHblEZiMR5/8A181LtawhPDsU91cCVm8sFcKn8OPU+hq/PLNagRXJ/dgclj0GOcmo7bEdokJcmREOcEBnOOTjrj0qC5P2iQB4/wB0qhnLj7+B2HfPv1ovZAS6e6StMojDRIvzSZ5bnj3Pc5onmEcnlozDPDEdB1wD9elRWaFprmR1LFsEA9R6YH40+SJZJcoCGI2nHB7Gi7sA2SVJQBcEF0ORnOGA9u/X/OK1Ph8Vk8ZWROc/vCvzbh9xs/SsyOISKPP3oHO4nr0GP8/WtfwNJFJ42sltSW2IzMWPIyj/AOH6U6XxoUtUdh4r/wCQ74Z/7CT/APpHc0UeK/8AkO+Gf+wk/wD6R3NFesYHlv8AwTs4/ZD8K/8Abz/6USVZ+MNj9q8ZXqv8qzBE3DOSPLXIGPpVb/gnZ/yaH4Vz/wBPP/pRJWj8W5ng8X3cysF8kLgE/fzGo6fjXLjPg+ZdPcwJrLzMSSM6uqY2ckZHfn8+PSud8U2mbqKW4CwRRRs+XcKF5XBz74Iz71vw7ZVUWzyEAZ3YPoTg569KbFaWd4hbUYo5WXIO5cqVyDx+IB/CvNeqNSj4aVb2AXUqsy4wMNgn05PUdfzFXNRm+y3iNJgJJnBP3iRjAzVlBC0W6zYQoPlC7eG9hTTAl1tWZ4kjibeGVCST+AoUdLAZ6xT3+smRYilsSJJiXAZMdEHP1zWndMtoX+zPvDAk8cDI4H0HpUtuUlLboFMe9thBGNvHYd85rG8SE3kTQ2sZV8bSoHrxk+gprRAQ2Wnqlu8SOkZd3kLIm0FmJycVtKkMtuqgYPRCfuA9M/TNZstmtlHG8ROSQN2Dk+ueOKuafZeap8xX2qNmDk4XOdwNTFWAnjjFvM6y+UzkEeah/h7nPv8A1qWG+hhWQOVxIBtQjJc9z+HFVrmdZFIkV0DNnBXGMdv1pIbYTSDeqbVXCEnnoSR0+n51bYH4qf8ABy42/wDbB8FHO4f8IoMDt/x8y165/wAGwCh/CfxjyAw+1aSNuevyXlcP/wAHDvwP8a/E79qzwXefDfwh4n1+1g8MeQ82naXNcpG/2mQ7GaNSAcEHHuK9N/4Ny/hz4n+EXhH4txfE7w5r3h9r+60s241GxltTNsW73FN6jONy5x/eFQtJHc2vY2P1FRGtCZZfmBxtG3BU46flj61yH7Q+oj/hSPixooCkjaTcAsVxtIjIwB+FdBpjtLcecrsAQshBbKvxjHPpWH8erebU/gv4rt7WCa5mm0udI4YlDO77CMADrzVrW5xw1kj+Xr4JMR8WPCO0Ef8AE2sznvnzUr+qHxKvmahKXeUSbyW9R68V/NH8Gv2RPixZ/FDwrLdfDH4gRxQapaSSO/h+6CxqJVJYkx4AABOfav6WtckF3rsuwM0jkqvZWPqaz1R04p3USLSGRrfzJinAzuKllxg8g4r8t/8Ag58jx4a+CrKhAebVWOQeTi0zjNfqXp0MlrvgjRyhQ72DZUEfw47e30Nfmh/wcf8Awj8X/FLRfhJF8MvDfiDxL9il1IzDTLGW8a3DC22iTy1bbnacfQ07OxnQ+NGJ/wAGvMRl0H4y4kVUF1pBPy7jnbe4x+tfcH/BTr9mq5/am/Y08Z+FdHUTam0KahYqwGPPhO4Yz3KeYo9zj1r47/4Nuvg94u+Fmj/FofE3w14g8NG6uNLeBNT0+W0a4CrdhjGJFG7G4Zx0yM9RX6gQ4txwoc5BcN8x5z1/n+NNLSwVpctTmR/Ml+xn+0hq/wCw7+1dofjFbWfz/D129pqdn915Iw22WIg9wy9D3Wv6Ov2ef2hvCH7Tngey8TfAvXNP17StQjWR47eVWuLZio/dzx53ROvIIYDpX50/8FYv+CGetfGD4hal8S/2N4NNl1DUszax4cMi27TzY5ntnYhCXxlkO05OcnJx+VusaT8Qf2ZPG91ZarD4o8D69YSeXPG6SWksbD34BHTBBI96SutDeUIV0mnqf1OvYvZ6dcS6iyRxKzOzltiwoP4jngdD16V+W/8AwXk/4KHfDvxj+zbdfCv4O+KtN8R+ItS1GA6oNNkFxBawRS+aQ06ZjZt8aAoGJG7noa/LTxX+1L8SvihpiaX4y8d+KdatMbBbS38sqsPTbk5r179iH/glB8Wf21/HWm22m6DqXhXwpO2+68SavZyQ2kMQ5JiDANM5Bwqr1J5IAJBd7IUKCpe82dn/AMEO/wBjnXf2hv21fDHiqWwmXwj4CvP7Vv7+RMQLPEpeCIE8M5lEfyjkDJ7V/QIJpIX3s6cYGQ2SoHUjHTtXC/syfs0+G/2Svg3o/gb4UWqWmmaTCI3mMa+ZeSn70smCcszEsck4z1rt74vcXShIwDuA3rz37+1WlYwrVPaTI7vWVu5fKtvn2MDIWOcjrge3AqS3uBeojNMsTsTuQHBwP6cVG0SJ5nnKbfyzuaVhhcDkn2HHWmafq9j4mtBe+Hr21v4W5juIZA8ZKnaVDfXPHtTUXZztoYcyva+poyXv2kF7RWHGEJHBxwf8+9RwyFIgZTIzsSCCnBA9f1qQwmRVMhjRkG4hmGMHvVN7pmmBtE4VcAdAe+cfjTlrohmmbkgb5i22Xn7+3B7DFQx3Qtrk24j+791uBgH8ary3s8kkXlKPLDguNw+U/Q9anW3kWcPIQ3yDnHGPX3o3AsrI0IXcpEijHPOfrnp+NQOBNLukLeUoyy9ecjnHai+1JowiwQqckMpLAk89/SqyBirqImHy7mGc8kHHI7jmhvoBaA3XB8p/NLcFTyFHqfT0pFZpI40UjYuQxIwfXH8vzqFJjFEZp2JZQWx6+gOffH5037UZoVkLbyRucjnGD/8Aq4pp2As3Vnb3d1FJqUbTmJchW5UdR0NAgQf61EVz8vYADtVeO7W4jB3FXl9umM8fpmnWcypnznLR788jnPTJH4UnqBBLZpEscsYjYAZYleV96jexHmM0yMqKwbgZyD/SrtzMghLgElD8wb24BHr0qKQoo2yF0JwOecfXFSwILizMssEgTcVZVyFwTgg9R9K2LrZvUtlyrDGBycH1/DNZ8iKGQwIQSc9DtJPAzkDHWrdxi72iPOVxu+bIxx09auKtqArz7XZbblXG0MSR35AqK5UYXzmkBHy4OVxn60oCG2EcUbbQfkJB4x3PHT/GkCfujuAcKR1U8H0H+RQldAKYXeVgQVWMfLublxxUqRmED7MAuzoG6E9T/MUyMh8NJGy7SSoPGMimybUO1Uf5xnAzgEdecd6drbASwCMR7vL3H7zjPPJPH/68VHbgS3h+zSMdy7wqnH1HX27VFJdwzGaONhuVVTCuMJuz+gqtuJu1DbF2/KD0yfXPbtUuYXLCamokaOCQSbBtZhyVPvjn0qFLyS5acSgxRS42MxBD/gT68VVisYHkU3DsWBYY2nBbJxk9+3NWLe2ZLhmtchjGUD5wiHb/AJ7VF2wF0+A28zBApxyE3ZK81p/ZwbJFdg5JznuT6f59Kgs0jSOLzZCsinBGDkccnpVkR7A6xMpJPG7Khh7E960grIBunW7Jue4KMd3AYdOKtB0EJMaoMn5gR3qqtlKZXJdFJ6qTyPrj8KY0XlxfuyMg8DptOc8Z/H9Kspu5Zku1ibdP5aoBjcedxAA4x1/+vWXql7bXMYYyEBMHyipO/wCXnipbppZmaRGfeOG5yG4BA/HJqPTpFjYzQ7zuyrcbivJ4/WphJ86t3RnPWLXkfip42sG0rxlrNtKMG3v54iD1G2Rhj9KykfB5PFdt+0jpf9i/tCePLRgQbfX71eRz/r3riFGc1/YGCn7bD0590vyP5rxEOSrOPZslVgQCDn60pYHr3qHO2npyOK3tYxGsPn+tLntzxSmMk0mAo5GadwEBJ605gCuCeKbnPTrQsbPnOePWh7AfIP7f3wM8TeN/i7p2q+B9Fv8AVLeSxiike2iMnlurPw2OnGDk+tfVngWxm0jwTpNnqKlJ7aziilBOSGCAHnvzWogwwDckUgHz8GvFwOS0sBjK+Lg23UtddEeli80qYvDUsNNK0Nn3FAHA9qApP3OgprghvmqRDtXB4r2tjzCNlwwDDrUi4AxxTJTluOaQE7cijcY6R/m47U1sseuaApI605Yz160aIBijJpcheozinlDSGI0cwCKAw54pV+97Uw/KafEc9aLdhM+0f+CMOiyP8R/G+pogeO20uG1z2zJKGxz/ANcv0r9AZ2aT/WLn6HlenWvjD/gjHpLW3w38c3z5RLzULaENjhyiyHGf+Bj86+yp2eLYsgywJIDHtj9Ov8q/mrj2s62dVX2svuP3Tg2i6WV0/Ntk0kj78tgdOS34Yqqshd3zjajZyM5P+FJLfhISQrM2Qp/+tnr+FLDsaMtJ+7DEBlxknr2r42+tj6oWR5wYxIkZDjjkZXn+VWUmRDm82hsdD1qGSb7OoknG6IDgHjd7c96ybO8j1G7JdogY5iroGOVGcqOmBwRSclERqyazHbSlYxuGAXVuq/T6UpvGu2KAqytxvAz7dPWs87bmaGO0QSsxAOe+P85qSW6VE3zBwQR1+8WyP8KnmYMswCKIL+7OMlASuP8AI6VKNsz4n3BmyFypAP1457fnWcl88duSjO3mnDZX73HYU+1lVbyYMwOFUAYPGc8/y/KjnAtRJ5U2xTt4xvAOPoalmH2pkWMNn0HVvfmobNy8bxqrSEH73p35HaieFYZHKnaSBllBOCa0THcsZisAyzCNTtBPI/U1UtZoysYtVdo1XKswzySTnP454qQ2yopIjkkmYDgc49KmBa3tiNoj2joD82fU8fSpvzCIVtT5rtcB9+zGQM9uBiq9vbO87SS73Mhz8xyD6celX5b1o7bmNQFHzN2Jx1FJK4dcJlS/Ic9iR1z+NOyGiGCz+y27KxMZH3sDAyeg980v2Rw58lCx2/MMAYP49e9WLi0/0fFyVGxvlJzz70wjyyWhLgrghgM8Hgj/AOtTsCKUttOQqOpjQNuzuxxyP5kVt/D/AEw2Piy2YjcJC53Ec/6sjiqczFjtiXO0ZPOSM+w+g/OtbwXEv/CT2beZvYB+MY2ZRuKqn8SE9mdJ4r/5Dvhn/sJP/wCkdzRR4r/5Dvhn/sJP/wCkdzRXpHOeW/8ABOz/AJND8K5/6ef/AEokq58WJ8eN78TBiB5aoQOATGtU/wDgnZ/yaH4Vz/08/wDpRJUvxZnZfH+oqx/d/uz8p+bIjQ965Mc7Q+ZdPc5zQZpJrm6tJAY4oHBDjBJHPPX1x+daUe27mCYKR7QORlnPTisjS4ZW16f7OyAyQk7CD03KWye/TjFa8bxR7echRnBOc4z0IxivOWpqF9am3YMoaRR8uSm0J9RRaSrFGZo2O7G0LjOeuePypst3cXCubePEZ6hjkke/9Ky7OOXVVZ5n8uWKRgiLwGGep/SnezAuz3Mmn2aQybTMEO5/U9xj6mo4bqKJXkuTvZidpYYI5PbvTdXjMFrCySBd5LAn5mZs8jH5VcFj50Ba6LAOQwKhf3Y6/wCNLcCGK6ZJYywDxrgFE5L+/OKtoXisXcohyo25fk/gPelt7dbWANIixmNfvE54rM1LXhp87oAGKrkgngnHb2P9aei1YD9flbd8hDOSPlQEHjsMjp71JJEwtVXdlSQWyD7cev41V0/Wr7XS3mWsdvAxEbswySPUfl6961LvCBVgYB3ypJHCjHWkk2Bj6hOEimDgSuxDDMfRcYwp9eD1xWbYrDdROLoy2pkcBRKoDE4PAweTg11VtYCyhtoLhVmljDEPnBYZzn9TU4063cs8ixu6PuG8fd47Y+vX2otbcLnNOWsEjjSKaV1YKUOB+f5V1ROY40kWNZMfMoPBzye3rmoUie5ZnUJIYyFL8DaecfXintYrLMZXnYPuGC30HUcdKcU47BcSG1MbRny1EJGQABg8cc+n5025hIYNFbb3yFRt2Anuc1I6SS48hyIxwA+Oucdqq/bLm1hdypPTdkAgj0GDmqaAfBviXy2RoyR+Jb1WnWdvHdrkRRNGXIO7sfp+FSQTSXLCS6Ahdh1bBx34H4VJuaGRXgAUyMfM6HjpxjjOTR5AQrFHCxNqgRWwm4jAzzxjvmltlKqPOR40JPQjcT9PTipI1L3ACgvgGVuRxjjp/Smz5V42fEe/I659/wA6EFyaO1aQuZ2jWPA2gH5h1OCOMd/XpWJ4g8Jaf4lvf+JxpGnXkSt+8ae3RmI68Ejn61qWl35lxJ5O6WNfk5xyfriuR+K/xP1H4f6T9o8O+HdS8RyecIjb2bIrAYGWJcgYyT+XSt6VGWInGnBXbM6laOHg5ydki7bfBfwjps3m6X4b0mB3bO4WsZPvk44rrIo4bCFVtUhihVtghQBVHqBgYrwmD9rnxDHIDc/Cvxi/UIglgGM+pzz19qqy/tZ66Z4w3ws8YbQxfHnwcsc89ff9K9L+wcYvsfijzP7dwj+0/uZ7091DE7mGRmnySFUZPX3rD1rxunhvwzqWoX9pd3o02A3LQWyh55QvJVFJGT7cd68fv/2l9b1J545vhX4z2XKso2TwK6ZHOCG64zXAnx54g8EafLN4O0f4n6Lhdx/tGawurcDtnftbHP8AerswXDeJrzSqK3l3+d9DhxvEdCjB+z+/a34an0vonjzSfir8NLrV/CV0s1hPZTfMDh0by2yrj+FuOhxXn37HOs6d4Y/Zts7/AMRXMNpY2012zzTOESMC4kyST+HufSvjjw9+1R4p+G+v6pN4MNlYx6ozpe2ywk210WBG4xl22vgn7jY9qw7r48a5qPhSw8P6wILrQtOkeZbFg6QvI8hctKUYM33yANwHHevtY8B1lRlRU0oOSe+trbHykuNqbqxrOL5lFx8r33P0i+Evxa0j43aRfan4Pt9UawtLt7aK8uIPKivyACXgBOWQZIyQK30WGTm4yhZfug42+5/wr48+Gfxt8Sa54KtrO8sPGF5pcMeyG08NCys7eJfTMhkkP1ODXpHg/wDaWvPBHh220zT/AIWeOp4LVSqPcXcEkrAsW+Zs8nJr5TNOGKuHqS9muu3/AAT6XLOJademvav5r/I96icOGQL+8xyM/dBHX61ddWETCM7nRskrkFc8jrx+teCSftd6xBJub4V+L0JbO8zQf41Na/th6pNqLCw+FfjRpH6Is8DDj1Oa8lZFjNLw19Uep/buDf2vwZ7qIpPMLR5JUk7Scg/Wo54PsgUli0j5Abovtn0ri/hR8Z7z4nG/j1bwlrXhj7OAV+3yRuZhx0KHt9K7D7QZE2Ngk8KcY2nqSc9elebXw8sLN06m6PRoV4YmCnB6MLhJJISkUxdsEMAOnQ4H5GqltCWtXaRmCA4CevvmpLq6e4hY9fMcdBgDHqajijnuo/n4dHACZ+9weO1c7etjYsx750VbdGbGCXI49Dj8hTbyRzhEYowzvxgkDt+NXLcGIeXFhexB6fTOfWqt3FKTL57qSOgVe/t+FO1kBTjuzNepGd7oB94ngsPX2zVmzk33DrGm5y5GScL78c1E9qlvboYGCKzZOTkjPP4VoWdq1kQ7YbeA4cL3PPrzSim9wJbWMRlfNdZFJ3FieT/hTxBE4GQPk2sM8ce/50KnyyeakZY5ztOev/66iLuyglW+YgFT1xjtWthpXHlUjld4X3ZQ8HJB6cCmSFYdgAYhxuII+7yP1qSSJZplEaBNjDgE7jz3PTtVe4keK6fySWCAjG3P6n8PyqWrbA1YGb7OSXJ6ZHt9aruyzbiXkiYAFtpyD9D/AJ7VL5ion78bjL1B7/hVLUZPsrxrAY3DZwMED/PNRJiIbcpDPdKBITvAU4+78owfxzUwkiMSmRZCOu3OC3vmoNDukvLW7nfJKN8zD5QCB7575q5Z2rX0Ks5VggyG3BSR2x2Pr+NRygR6NGdReV5XkUISuDwG9x1rQlu4oiyEMvcE9f8A9f1qSACCJY1AEarluRnPXPSo4bWS7jL3JRgx2r2Bq0gGac8moRzG4Ah8pxkDJ3fTPc1YTLv02ckgHnj6Uok8tY40CPnBbIOcDrjmppVaBRJICWbhcYzg8VolZD6kUBkDlspsU4Py/eH5/T86hvAZlbCkE8ggYPepobd1Y7wMgcHnJ69v89Ki1SOeZ34eKONVAYDOSeW4/L9aOlgKl3efZlijhZZLlxuAI3Nt4HIz+FSaMjLclLjakjDc+0HAB5x7HGKbZacsMslwo3SKuElYckdccdO1R6Yz32qpJ5bxRqOQ55IPUnH6VMVyNMT2Pyg/bp0saN+2B8RIY+FbWZZRnvvw3/s1eTNJ6V71/wAFMNLTTP2yfFxhB23Qtrj6lreMn9a8EU5Ix+Nf1pkE1Vy3DzX8kfyR/Oeaw9nja0e0n+YAkdB1pei9cUu3Dcg0x/SvWvc88mVgw4NMkAA5NNAAHHakPXLUWAdgAA1IHGetRH7pxSjBcYosIQfIx3d6VWw+aJR0xTccY9KLXGOZjn5eaaxJ5pQuVFI3WmrAORMjNAiyOOtKrgKachyMik2IaECkFqeCBxTZDhuaGbAwKW4x24Z60jEnO2ms+SMYpyuDRawhNhzSD5SQDjPelkk7LTAcKxbnineyuwWp+nv/AASk8OLpn7J6XbghtQ1OeZgBjcAkeDn86+itSuHjgPlhmZiNoxyB/k15N+w7pQ8Ffsn+EIVGGls/tJVuhLHGT/3yK9R+34hW71iVIYW3bQPQY56ZznPFfyjxNiFXzPEVL7yZ/Q2QU3Qy6hD+6hYZUgR5CH4AJDLgn/Cqp1PB3SPiNyX8wsOg4wAapr4ktddmcaSLhoWGwSY/1jZPGM8Y471La+C/MllOuykpx8inI6c814HM5PQ9cil8T3Wp3yR6dF51uCS8rHvgHA9f/r1Lp2lx2d3fXdqRO7Mp2YwzDjgep/KtUabDbxpFaFoEHDBV3bvbPap4LaPTQwIXofug9fqaag3uBRg854ma6crkjcADkewqzFZOsJ87YxAwQQcntmrH2gzSBZEUKx6gfeJogjKzODnJ+Yg9sdutXygV5LNnZPLLZKken4cim8ADYjs/BJJ4x6EVfS581eGx6ZGTk0woDIQ4DLjnHy5/n70coFe0fyJAdrbSDlBjJzjnrSXFyiwyNJGyKmCW3c/jU4sohI3koxboQTjJ5x+FU9R0ma5Ahfy9krjf1HHr169KHdBcsrfPHYxSov8Ar8N9Cefy5qUEXO4kBmHJ2/8A1/pVeaVpV8uCF3EI28EKOOnWk+0rGVMnyr1YY5JzzTTsBK915VudiOz56429fY9Klt3AhAEhc44ORtFRytiMFVyM5JyeueRT4pBFH1Q7xuHtx0NUNDCwKgZwXbAI/wA/hVhwUuBsUsDyM/rmmLcYuMxRsUU89h9RQkxcABkX+M4P3R/XnFJjTsK2ZAURthPXAyfxrT8ESj/hL7aNcfIGHqT8jelZioZSSXYnHOMc/SrngItD42twWA87cSO5xG3t/Krp/EiZPRnYeK/+Q74Z/wCwk/8A6R3NFHiv/kO+Gf8AsJP/AOkdzRXpHOeW/wDBOz/k0Pwrn/p5/wDSiSnfFwSf8J/qLR2vnFTHsxnGTEoy2CMjrTf+Cdn/ACaH4Vz/ANPP/pRJV/4k/vvH+oCRAwTywPmPeJcggY/nXJjVeC9S6e5ydnIbWeWeQ7DCnKHsnX8+P0pNJvUvpJS+WEhMfyDheMgdf5YrQa1Fy7i4CO7LtOWyT25H1I/WqmnQppt/NBFGA4jDgK5JxnoR2rzrGpYgnKwlQSwTsBgjkdTnn/61U9hiklDOymZj5eBwAeevrWlcyZtwX8sbhn2Ue2Mc9azp42luLeW1LJFApkyJB+8PuCCMdaH5gMSwjGqxNfh5JYAWjG/ChiSTx69Bj2rSlKxWRkuCwaI/dx94dsisH+1ZptTs2s8GMTP9oIfK7iRjoP8A9VWLqabUbkIvnExuV3BsAnPP1NCaWwE+qa3NNGogjBEmOWXgH061U0jw097BHLcFmVTl3mGXIz93Ht/TpV3T/Dz7kOrh3iDhwrMSwPGBn09OK0ZZJRON3KZIKg5wcEcA5otdgJHcSWsSxSr8q4w+0cjI61YgiWBpCw3cblLcjHcfXp6VT+1iScx/eZ0JIOcD689KsSyusbPdtGAuVGR16VaaAbeyNcIJmEagKQpzgDrxxVe0R7602qRH8qkMX+Ycnn37j8qQRxxiNZlZ43+YqDtBGe347auwpFFeuCgXEZCxgBvT19qnVgMjtjZPM6ssu/HyZIAqa3M0h27UztDEvgEDtjg5OPXNVo5TDe7PLOF7EYx6ZHTP1p7Az3wEjDeGJBH4YxjGKpaATTfMpMWI8A4UHIPuB/SltEJtNyGNtxwd3cDrx61DtQ3cjqsgkIPfIU/40x0QWxRWkyo3Lztz9DzQ2BZ3btvnlXBxyuOPrkUwTx2i+ZtxFH82B/Efz+lYNgZtQ0R3tnkRB93aBljngt7Cri2rRSJJPcGVpFGQGAwfpjBNTdgX5dREisYR5Jkwcqev59Ov6VUlSSORZbzzJFTIAZyRz7D6UwkRQSYDBlxtYD5e+QR0zx9PaooJJFKsj+ScclQPmB9fypNgW9OuEgL4LoCeAx4zgfd9qu/bGgCiGE/ujzg449/pzWRHfLFdxi8nkkBO0RhQRuPc55zgfqK2/tDRI0l0cL6bRkDtzVwfRA9SnM13fTo0MzKA+5gMgYPPXPTmnQWUiamDJMxRsJ8rkAEnGR+dTS+XtIjllhWXJJAXj6cdv6VFpUM7K/2wo6nBTggIOOevrVOTvuLlXYmk8yK0njtp5ILjyGVHJ3sjlcK4B4yCRx+FeE+Jv2YbWz0m91P4v+I/HPxAuoomlXTlvvscFwwGQixRAdTgYzXvV7Ntd5IQApxkEdDkDOetYkN/MbtyyBsrjJ6qfX8a7cLmVbAu1N2v9/37r5HFjMuo423tFt933bM8H8HfsfWVxcXXiT4mWWnWxtbOZ9K0Gzhxb6d+7YhpXPzXEgwOWwB71yHwb/ZPT4mfCLRvE/gebT7HxJDLcwSRXlqtxY6lCLiX5JYzyp6YdTkAYr6qvtEmv9NvLazdP9KgePO45VmUgfQc8+wNct+zf8Mr74UfCy00bxObU3lvPNIzwsSjh5ZGHJA5AYfrX0MeJsXLDym6vvcysvKx8/LhvCKvGn7L3eV3fnc808FfsvWviO2vZo7XxJ8LPE9lOYpW0bUDLYXgwDvjikBymecHBHIya9r8GaJqXhrwvZWXirVp/EF9DlJL54lga5IY4JReBhSASDzjPetiR83W5ijNjDvnAA7YNVfEF0IYVkjZI7kL+7jVckjPHXr0P5V4OOzevj9Kj0vp1f3vU9zA5XRwGsFrb5fdsUtdlkv9ZuoZpZEgtAFHPBHfj3OaveB5nS2ae1LB7jEgbaVABHbk1FeaPPcXUp+TyHkLs0nfPvjkdeKuWg+w6RaRWk3yQooQ4CkKByB+Hf8ASvLTd7tnopJE93Lulf7WzeY5C9sqp4/+vUkkUbIiRqSycliex6n60yeA3LqHKsMZUn60HzhOrja4IwWKcZPb09atu4yMQib5YwwCj7rPkE/hjtmn2qr5Lmbf5o53Y4Xr7+9RQSiTbGx3PI3BB288np24Ga05zHGqQiJQpyvzcZ6E/jQlqBCiIyELJvUDkhcYJ7Z/X8aptcxxOySNISTwwbA/l71cktxG/IUF1OR2I/yKrXMyEkOygqAEQH7ox0pSAj2W88rx3AZg7YHJAb8quG7jEisqviPgLkkDj04quAtxATMJGbP+sXjaO39atXc8cPl4JYnBX5/lyec+4+tEdAJBJEIGdFOOAR68+np+VRXEgjkzB5rRt94A8gjpz2B54qO5uhHbOWDHdwCx4APX+dRLI6odjNkKCw3dBjkmm5NsLloI6XGRICZuijgL78+2ajlvDFJvlVn8skH0PGOlRfa+NkfzyL8wAzz69/TNDyMirNbKsZbCnPIPXjH+etFwuSyneY3lKqHBIXHzA/WsfVyYAXJwgyQrD365q/KZTMiKodlJLEk8Zx0xS6hpqanbSK4KLj5wDtLD9cVMlcCtptsNc8OlbRQLe7BLYPzgHgjI6d/xrSOlRJbIodhGnyqv90YAGaZpFj5dtbJbwxIkY2hEPyAZ4wv6/Wr75VQFChy2CvYeh+tXGPUdtBklv9rkwBtJUHI568YPTio5L5mixEF2EZAKggewqFIiuTIWTcQFwflAHQDPr/Wkm3RlWAOFxleCRjtyKp6CJFuCZI9xMZ2lshR26j8as20kiTHcN4UdGP3T78c1GF+bcU+8d2ATx+dOt5WyWJKlVwDmgdxzymGXfI24j5zgEbaztT1S4vsywCSNCRklslh/IVNeXxuplhUsGzkuCcng8fSq9xbyzWTi3JCuw+VieOOue3f8h+Gbk3sIkXUWW3jKAsByTgDJHBHT2HNLabprtiELlxgnPQdiB371HLZTSWyja+3btRjk4+nrV61tBYoRaMyNjk4yw/DPFJa3uHU/M7/grDpgsf2rZpkXH23S7WT6kRqp4/4DXzJgg+hNfXP/AAWH0pbD49+HZlyHudCQuT1YiWQZ49gK+R8ZP3q/qnhCp7TKMO+0Uj+feIocmZV/8TJfNUDk9KZt3NljxTVUA84pcZPtX0drHijsDbzzzSNhsYx70uwlOKbwBz1oQClR/CaEXacsaaKAMcmmA5yMcGmgE9KXdkGljPHalsADAHJokfOMGkcZakb5hmhAJ94cVNGwCc9RTIQE6/rSyL8vFJu4CP8AfJ6g0mCPvHigtk8UNyR3qwGgcg9qezDZ8tBxn/61DY257UmA0Ebfm9aVULowHVgR69aTIYVb0G2+265YwL/y8XMcf5uB/Ws60lCnKXkVBc0kj9j/AAFpVl4M+Fnh6xnYLFaWUcQj5y7bScdeOtVbvWn1zWDvtZ5oUAVIo3+6TwMjGM8VS0lW8Tz2yWcZnuvJjjO7/VQrtHPHYY6d+a7Pw5oEPhqxljgxPeXLbnlCenYY6DpxX8d4uUsRiKj83+Z/SmGgoUYRXZfkS+DdGj0u2kYqsXmNlVIB2HHOenPWrzTeddGJCQQOMjsaki0x/JUSPsLHcSgC4/A5qxHGtrakWzEsW+Zh1PX8+hpRVlZGwkMaRLtmOdoClgMY9xzioTNDdMRGzMTghA3+c0s0SvEPvBWPUnHH4cU8QpKrBQg2jaSeN2PYdxVDI7fDpvbcY8li2e/0pNwkZm3uNnHTnJP+GanV2hj2jG0/Myg5APXrTJoAQTtRdxO0qeCe1A0xIzE7ZyzMDxxgZ/P696IlRwA2AGPvUqBlRVcI20dcY69T/wDXoiELhMll6rn09aAZXm1GO1RmlBkC8cDBJ7YpmnzyTF7i9QIA2yKPPzDgHJ9TzUs9pFIx8pF2sfvEkn+f+eKlmjikRlHzMoGCRuH5UmriKSmSV2RmLnG7CjYMduQf85qK6nZJ3ZMqoXOAMhePerm9lRBbtxtzk8Yz1IpHQTWxU/M3AGWx/nPWp5RWIXkZbcmR2DzPx7c88frQkxji/wBKVHO8Bie/vjt6UwzruMjoCYzwg5wR/XtUEQNzcK85BLnG0HBPvke/NTdoC8dQFsqsiy4ZlAUnIc/3R6f/AFqfNGGcGSPHAPynnOfX05rK0wDUNdka3RmtLLhM9Wbvg9Dj6d62pZGkizCBlBnHbHr06+1XHVDK9ywiKhXZR93he/X19qt+BZHk+IlgWk3qA/B5I/dt+Xaq80LzXCvFgKo+ckZI9MfrWh8PEVvGNu+QWJcdwR8jdRnBq4P34intY7LxX/yHfDP/AGEn/wDSO5oo8V/8h3wz/wBhJ/8A0juaK9M5zy3/AIJ2f8mh+Fc/9PP/AKUSVc+JZA+I2oefIu0iNVBI+UmNOtU/+Cdn/JofhXP/AE8/+lElafxKsEbx3fyuh8zCFWBAI/drnmuXGfCvUunuYL26z74lZI1QfKzdM9hk+tQz2bpwyxyNuA8wHnbzu579qmvZ1CxmxLcqAPVPfFPtI0il8wxlVKlQxOQT7fnXnbs1Kt0hVvLjTbldoyeagW0afS2hYtcxmUo5RsFe5UYHOMj9a09QtI54o/KBHz/Plie3H9azrK3GiJPBCkiRNIXwG5YtzkevT9RQ9wK+s2sNhod0wiZVtgAiAbi/U7j6nOa2x+7CskcSkpjGcqOvOO/rzWNqOopDD8iTyzbuFVCwYdieOmcj2xWpFp0j6QUvpAsjEYB5Ce/p0xQvMBlzdiR/3rSjIwC3AyO59xT5Zo42DvHIVVRtbd6dulRoq2sMUkjBnOUD8FpDnOCffP60+2UXcG/zQcuRjGQQPT/GqATSL3zklkkQQsJBtwQxKk4I6cCn3dwTAomwpkkAGCNxHqT+NE7G6G2ORSi8s20YXmodTt5II4WWQBy4O7GS+M96lqwDxAHuEhDgqMkFiGI9+ffH60sEKuzkuhO7qwCg+nT6H86Y13JbL5rM2wH5wQOSeh4qGTU5IY2iJ8u6m+cSEbirHjkHnoOM9cU72ANT1QWDlmaONgN3yj19M+uKhOvzXLIYseWRnfnLHPOBWdb6ba3Wvj7e32m8CNvkfJwTt3AD+HouR7V0lokPkmOP5o488svINQrsDnl8W3ce23sbO6uXdmUsflRW6gZxzV+6nf8AcC8hYKmDkLlc464+vrWpEXaYC4C43ABFzyM5yPWqs0cszFrNZEhV97HA+VfQd+p71VmBQ0d5LDTk+VkaQ/ekTG0HqParNspWJ3VWLNyVfqvp9Mdfwq7NaOcIkgHOflA7dfwxnNPntpGEQV4/KQ4YFcn2H4nB/CiwGTNZLbIyRoVOdxJPPH16nrTX07zWMjGAPu434J249/f+da01tEzFrqSSZ5BgAHAU/wAv/wBdAsIo7mNoQ/K/cztAPcnv/n3pON9QKGi6BA0y3F5wIH3hR8yofYHuf6VoXtzD5LMpkdtoZRkgL7U22kS7nk8hlcqflGfkB5z9ealns42ZvthkChfvHIB5P9MD8KpKyAqXrSRSQi0kG4/wnp6YqfSId1yfOTaoAAGCWHTv1xS2XkwnNuuIxjcScdMcr/OpINvlu1yo8vqrsdq465I+tNLW4BcW+xG8syB2O1tvAC9+OnWqegQJdys07yOA2WYABWHPAwKff7WTYkgYnJLNxtHao9ESCHTbbILGWPdyNpU8dxSeruBo3VoqgPFJIwB+p59fy6morndBcpHA7k43/K2SR0PTtnHPv71Yt54ktWMxxuxgHPy9QMH6nrVT7UiqWYrMWBVQeehzzj603sBHqUCW0MX2gtMWJfjnDZ7/AKVLd6K15cRzTFdzKCRtxj0B+lR2+67ZdyCJt7ElQSRkDGParaFUd0cP56EAhup6n+v60twILvRobgJ/aLMRGMhVkKgn049KimDTAHTxst0Q7cgAk+igdPpVqWNZfldYR5YLAvg8jt6fhTppoopS6HeFAyMHBP8Ad9qYEgkZQdi4V14B4bOOpNQzPFN8sfzQ8qEJ3ZHrke+Ke93KzhcJ5cIz83XHfr1+tRxRGWN5fvtIu4sRkDg9qbd9gHW5lmkV3VI4iNqYAGW565qcSF32yMcNkEYB2njoarWqedZsbgOcDBDEnd+B9cD8qj+whInY7RGBt+9yR1PT8B+NNOy2AS5vBHIwuGyo6DcW/HGemaqi8+1ElMKVHLHBBOTyAfw5pjKLhVnWN1QfIHYkkAHHfnByfyqXyiuUtgrseoUdvr7cfnWTuwGJOgjYM7bl+XcWPzY7HH1q5JGpt1Mjneyjkr0buP6VXgt4oFBhiJG44PUjHuOakutQkjj3RKDHnByAWK+o70XcQI2ujPE8UpjMi/KpJwP8KtKGvObkAp9844bcOg9889ap2yie+DBsweXuUfxEYz0HJplhcSXTu8QTG05CbcMAe49qFN3A0mEdpaBsqQDxz0PoPY+nsKrrqrOzG2MgZcNjqD64/IVLcwqoaTYQUUMA33T2xjv1qlaWbT3B+wwsm9st8mM8diaNXsBdtrg3hZpPKB6bj9Ovse351C16WcKQkSqx5wAD9T3qxDYvBLuYHLDIGRjj19TzVn7EsygzAFs8NnCj/dx3HNWkwHbSsAMaFMLkEd/rUtxIYlOPnlK7TvO7P+FNmBabLEtsHDAfe9fxp8D7nkKusbISmcg85I6f4VexXQptIzlIMtlyDkDhsnoT/Opd4lQKVbeuG4b/AFgoazRWcxsVOPly2cDqB7ULEtzEPs/DPlsAdB6+1CELM5uJD5SkdmOSM/Wluro+XGkix7F+bBOfTr7f/WqK6nSziJa48ok5TJzn6/SsG/vXu7pMy+Yjk78HDHjjn64qZzSEakOoW5E5EMSGA5BVjnJ46/iD+dRw3sl3bkDKbhg5OCxB9P61mafbwDV1dJJ95zFsHAK7cnJHXkD8qvTXMOnWckl5KkZToD9eKhSAig1pr3X47G3VXELgl0YlUx1Ix36DmuijjMkRffnzMcMPu8DtWZ4Y09bXT5riRRNc6ifOkXb90H7oA78AZ961rQThA0zGPALDI5Hp9KuF7XY0fn5/wWVsgPiT4NmViytpLJn1xPKa+MxER05r7d/4LKJu1PwVMX3N5Dx47ry7fzNfEAcnk1/TvA0ufJqDXmfgvFkeXM6o7Yw6YoVdq89aYWPU8U7zQBX1up84SY4/ComXPPrUgO4DFRnKmhCQnejBGd3SlHPbikLbutUMQDnr1p8a4bI5pqjYcsKmUjAxikwEA7ij2FKWAqJiQ5PPNTuA8INxIpCMDPSlhJKndQ7AkCgCPYfajbgc0u/IwB1oz6mqADnnOOlOHEeaafm57dKUNtHPI7GkA0KWJ46mt/4Vaa2qfFjwnaAN/pWtWcIwMn5p0HA79aw0+bLDPFel/sd+FpvGX7UfgW1skZzbarFfyYGdscB85mP0EdcOZVPY4OrUeyi3+B04KDq4inBbtr8z9cNG8M2+mxx21pGVWKMLvB2h+OePXjr2rSSzVACVZUjGNy4G39Pr+tRIfkH7va7MCcHPHf8ADv8Ar2qO1Yz34a5Ef2WPnytwYSNyM59Bx+Jr+RpyUptrq2f0jS0gl6F0QK3O4McfL2IHHH+fUUTt8+Ii2QArHoQB/SmTNJPxHGBg8AAEIP602OB7VSpcSqTwRwR1NMvYdNmT7wVgmMZGcfXNKmYIQBgAdXBzv9/yqGKFgc46ZyByF9alt7SORNmd2QSQD8wHbb35oC1wUFvmR9rEYAPp9KXeJlBDFs5DAn73BA4pkWxw0mSVXcD259R6c0SJtTaVCsSMsTnHfr+FA7EkW11zsAcgfdGBSMxWQhmXavVduPy9afuJIDkepdjhT7DFVbnEMBKzKuSMlcHv3PagTViQytNsIAKE8hmzj8KkjkMczFQOGyccD61Xiumd1RosJJkq235SB3P68029aZJVW3YRM7BBuXO7j0/rSbsBakiDtk7MjhiTkKP6VBAhu1mmQgAnaOSVYDuwz0NNurSRW8uFQUB2lscocnIH6Vat4lhUsu2NNuNwA4OPzpJ3Ym7Fe8tJAdsbu74z16c/r+NVY3kttM864D+eRjfn589jjtWt5nzv5ZO5TlwAef8AIqpNODf+XGCoXn7uSPz5zScbjsJp9t9j0yKOX5iUxuBwdx75/CpQuI9hRShGQA2Qe3NTSMCi48xcAbju4IPGKqeaHcorJtU5UHkj1NUlYaFMrxMEwFjxgjPPfoam8BTSxfEWwjgSSOGTzPM5yrYjbH9KinaOONPIJy2fmQ9fy/zzVr4c28z+NLJ3VgqGQtksOsbAZyeelEPjXqRLZnceK/8AkO+Gf+wk/wD6R3NFHiv/AJDvhn/sJP8A+kdzRXqmB5b/AME7P+TQ/Cuf+nn/ANKJK0figsh8b33lrIykICFH3v3S8c8Gs7/gnZ/yaH4Vz/08/wDpRJWh8ULkp4/uTu/1ZjwM5/gQ9K5sZ8K9S6e5ipc28VtuEZV8fdHVuOgqHTZJl01XlQRKrZRFBJX8fXrQNK80kzt8/BJVuAMc89Bxnip2jKxJHb4XBHlgtkE9zx1NealqakNzei0Qbl5kBJYg5J46gVQOsss0bXEbOu8grs3B/wDdxS61ueUQSwt8iFzt5ReepPTOT061UsrqSwnA06DzHmQFZ3bBB7qOuMHPFTKWoGsbVWRmg8uKZ4+GYg7c84wewyePeql9avHqKxxia9lmJYzgnEO0DBb6447GmG1u7mTdghDnfJkZB9Nuc47/AI1Nd3Y0y0aOx8936lu7HO4/XrTALfSVtdk8yJ5kQxjOd5PYe3NXWzHdW9tbPGtsowEQcMMZ4rHivnuA6yJMUQgFc4GFx+Pb0qe2iaS6hlt3ZfKDB9+eAVI6d+ooTAuta3MtxMIY9h24Q9A465wKeNL8kL9tlm8sYDYJ6/Ufj+VC3kkMYMmeBtAC5yCMcY6U99U8lC6EkhQuxfvEZ6kGqslqwK2pWyCQR2twUN0uFDHl8HPU+mP5VTbQZLLc4OJJQC5kOS/OMD9fpU1vpiXuqDUJ3KylDBEDH8qgckbu55/lVtnFuxe7lLFQSMjfnHYD8f1qbXYFHRtLksp57u5UfvSBHjgEDOea1WljR83DPHuB2xnJOfXJ/nRaX0V7ArqSo43hlIKMecKCOOCKha+MVx8jRFuSSrbgB7n1qtkBNFdwGAMxLkckK/XI6ZBpluII5QkW15hHltzDOOuSTVP7GvkKyghkG4pjoO/179KrzXDTrMHRzE/DKyleB6Z69KlysBvnVYpkYXTMDu2E7uPxx1FELq0qASIQo4OMFT+PWsm0kdZk3MzFFAQ7cjgccdvrUscb7flZ2l3bWz8uGwefcdaFLQC1PPEJ1SFR5vLKSccDuPSoryW4EIXy2jDDIkzu3dM/596rXCCKFRIWD47rwBnnJ7dvrRBCZZYTBtNvGCSN2SSevFVe4FvT7ee3cm4IVW5HdiPX0ParEsjyT7gqsspyFJxx0z9Kpw3QVXMgjH2c5XZyfpgVb+0XCorkIqSrlSPmYkjpii4Cx3aiFjLwHYn1CgHgnH8qGlhCrIDnzDsBZuduf4h6cUwLH9o527IVBbjHXpkfTFEMoa6lupzGZWGAC3AXPTimA5YEaF1Rmj42HjrzwDjrQ+xEHkHDBCEA47e/X/8AVSTWiTwp9kA3HB5bH1OfT0p8pIgRbhgrtICFIwSfQe2M0AMM2AYmLllG4k5Cr7j8qqXNyLmcqrM2F4QnJfP86uSW6TTu8gw5ABZu3XjHvTxCeEtAoG3cAzAEke1JgVyotZItmOQuQpA8vjkH9Pyq0zq8sn2dozgAqMg5I7mqxSSWVmmYJIFG9Q3QemenOavLAssh8jLo+Awxg5wOgFXACB5UuQjBgsWPkBx8pHqB+FZ1xdOVzFIpLYDEfez0GPb61pRx+Yjl8ko2SwGM4+tVrq1Elwwwhdj8yj0Pf61EkwJdPRJo7U3rB98YLsBhWOMfz/CpJYmRm8tIcr9wZDZGQAM9OhP5VFPLFGY47YqvlbVHl/eJ7cdetNt5EttdjgxK5AKgHojYzzn6Gi/QC5aWjPHtvgZLhiTkfdAx09jVPUG8uH92y7c7doPIz/jjt6VfkCuX8oyuqDK4Xlj+FV7eKWWQ+f5kald6g8FsHBz702nsBUgle4QxQuQwxuJGF2+9SzaXJboxtZfMcEEDO1QO/XtVqC1eKZ2gXcWw0j5x7D68VOGZC28MCvJLKDkHpz+FNRtuBTFq/wBmVRIkZJPAXB68gUQ6aYdPcwyfaGk+ZV28qPcdqdLdBtn2ve8spbBcdcHHU1ZFubm1WOYYbb0P9T3NJoClFYR+QYeSF3DdznOfWprfRoIQ7RldyndkL90dyKsNOJIxHIzhV4HGScdyaaj+T1lccZBx0HcVVkGwyMxzQyFEKLGMKMFmJ9Mdh71JbuIYVRdy5O0blJJ/ycflRMywQgP5eUAfKsSx9R0pjuYnLjBKjnngD+tPRDLHks0zKWJUAbt2Oc//AKjz70kwAkUOPkDdexA9zxVeW58yMEOTH1yOrD2+lVtW1RjEJLUE8jg8ccjOB1pcyFctSlnmKxjapHXnJ5NR2doryTGSR8A42kfnyf1qIXXlsrXEgG5S+Sw4OTj6cYpxvkWAmMAOeFUjJPue3epbXUNx9zaztE0OdnYNtOT6gH3/AK0y8jmjgRbaVEwu1sZ59vamxagI5t96RGFXduP3VHXOe1YGqeORMsi6ZHJtVsbmyA2e+PQ5pN2HY057W5eLdeHZheOehxxmqb2kNhI8duiFpTmQ8Dc2D1J/L8aisdQnlu5I7hkYbBJ8g3DB9h9a1tM8Ph5EllWRQxwS2NxPoFz0rOzkwKulWDxQ/aGVkkl+eNSw4UZH+fpVoaRDqQifWwG2DzFjK9Tngn6dfxq3qbQaTayTQ+ZPJHkJEEPzn6fnTtLnN3aRyaiVjeZAzIF3FTg4GO2MgVoo3YlqWUQXUhMbFwT8gIxn8PSrSM9yf34ctF0yc49MH8KpbGaLzI9zAsAVwQQMcVPZ3IQrtJG0Z68D2I9K16lWPhj/AILG2bSweE7iWTfm7miUN1ChT0HpnOK+GFj555r9Ev8Agrf8PpdZ+D9nr+nZuI9Gvw1w2BmOOTavHPQFjX54I25scfnX9HeHdX2mS04p6pu/lqfhfGlN08zm31S/IcRkVAw+bFT4PXsahZec19ytNz5S9w3YPfIpXyR60BAVyetJvIPGfxp+YwVDQwAp24ngChgcdOtLmAZuLdaQKwHpUmzp0p4bjnFFxXEi5XJ5pJFDckU2QlT9KUOOv481N+owxz6U3B3ZpwuIw3zSR5boM9au6boOo67KE0LT7++fOAtvbPKfyUE1Mq0YK8mNQlJ6IoKMMM09gM/KBXd6H+y78SfEy7tE8AeLpwRncdMlRT75YCu88Of8E1vjN4jgSSLwmtikmMfbNQt4W/FTJuH5V59fO8BQ/iV4r1kjtpZZi6/8OlJ+iZ4UnSkYbsg9K+qtE/4JDfEm9gD+IdX8KaWTzsN28zD6mNCP1rt/DX/BGmaTyn8YeOoUVvvizsTIfwLla8etxtk2H+Kun6a/kejS4WzOt8NFr10/M+ILK0nv7yO30yGS4uJ2EccUalnkYnAVQOSScCv0i/4J8fsc/wDCiNKt/Efj2OD/AISrVE2yANuawgZSTGvox43Y9CM81vfA3/gn34A+A3iGHXbJr3VdascmKe6XckZPy7hHkgNzxg17Zo+lz2dxMogchnxA0g2qq55A9e31r8v4z47jm0PqeBv7N/E+/kfe8L8IvAVPrOMXvrZdvM0HnV9URLba25C8nJG0A8fjkjirysIwu7blec9euelNtbWKGJmQ5kfliR97Hp7cn8qUO0SAW4BfdkE9c/5zX5or6M/QUOErE7YJA7PkgHjAHYg/56Uy6d/Kj2OyOOWyp4Hpn8adPGsCqoVkZxvOODnvmqhmC7sMoOcBhz/npSbsPmCVtsvBG453Enoc9KFuBYu2H3BSFOBwAO/v/wDWquLj/Rv9HYn5+m45z35PWo47SN41kkySflVgeSM+/SociSwmrJJG6ZZtvyrxu/L8e1SSSOqoX+V1B3kjPln1NU2cQh47aEnzMvFGrD5h16nAGetNdTIrL5oLbwxGfmYZ7fSlzMC4k73J2ooO3IYjpnsc/nTri6S2jX7QQhYZyec898VTt4xDdKtsf3SHAAOCxxjoKtLbiGcSXeGEoBCsMk4PX9QPxoTbARWaQK7EuGzgnC55HY4z3qW3v42mcMsjSLxlhjA9KNT82a3Vp7nyR0wF3bh7Dsfel0eCMW4jiBCIWB+Xqc5zkfXv609WwJRqCRQbY/MD5H3R6+vvT4rjdsS4lZypKkEEbiB7dfxqJduxwSSxPJzyMZxz+NK1z+4ZkTCYyz7se1aJDQTSuuSSCcZKL95+OvvThdBrkumSwA2Ljlc8c/nTZgI5AZFAk7Df0HpikQxz4X5gCMkn09aYImaQJlUyp2/MM4C8jio53jSVTEqiQjGdvI749PWl+0eRsCSMq8j3Hf8ApULxtMWxk4I3MO5/xxQPcSWIXSBsKHGTtPIb/OM1q/DcvH4stRcsW8wNt5Py4Rs/0rLjDW0n3SAASCoPB9/0rY+H8jTeLrUlSMbwxx1+Rvy/+vSpr3033Ilsdf4r/wCQ74Z/7CT/APpHc0UeK/8AkO+Gf+wk/wD6R3NFeqYHlv8AwTsOf2Q/Cv8A28/+lElafxNtVn8a35Zcqnls/I4/drz6/pWZ/wAE7Dn9kPwr/wBvP/pRJWr8T1Enje6CbFl/d7GBOc7UPPaubF/D8yqZz0knnNGsOT/EAWxjI7/hmpHsjZASRqAqHO9W3BScgg+n61GLOWQYG4MxJJZMbhnvjoKryzvZ2gllIGODlsgdu3rk8e1ecbD4rmZ9QbDFoZQBkj5VP49/rUE8H/E32yOwEoDAInzYH48Gnp5sipI7DBO4fKVHp/n8Kq3EWJHZmCOzD5s546/h16fWsm9QNNbkW7tIpdULA/ezkY+nvVTUoVuLZ9gHzJkYf5kyMgg9+tOeKJ9wTdG/BDHnP4fhUTSmMGVWhiji57nOTwB79BVNgUNLjmhmnefenmNgBlwrgcBh9RWnbmW4/d7HJHB9QOv59se9ZHiLxn9njl8tCccp0yW6EH+eat+DNSuL6xN1fq0TTfPHHIOQvXdx7dKUXqBrvbyLao8p4K7UGc89OfTrVZIvss8icuZVAIIOFHPPSp0vF+ymO33OrncRt4H681VaEz3rKA3yICSQQScjj34+netGwLEdtBBsCn7wLjAyCRwfp2pUdJo2MieYWOMkYx6fhwKgWaWYP9lMgdiVYbPlUAA9T60y61VrXS5JWxLDHzKqj5gMdB+P1pXAmttrXc+2aXcSM71+6w4wAM0lzZsZMiJpMgbcKe3U0+zvEns4J7UGNHhVtrZ3AkA7Tkds0+LUwl6XgcGMqFUgZzjufT8qNHqBmvC/zCFhuyBuYbT9BTZYHilZrnYFAPzqSxC+mcenf9K154luCwZjHzkMB8rfz6+3rVK2019zNIYw5+ZWGWAz2x+lQ49gI9EWPLg3BACb8bfmJz+n0q011HbF5IYsmXqMgHceAeeO9QWXhuTy3/fsZHG5spnH0P8AiPzqW70x7mQ7JS6jaACApAB7/pTSlYBjXqnc1tJudANwwcnJ7Hp26U2LVSke4h23PgHGATg88/yqe20Rkh3uyBo1O9lBOR789eTSW2lpE5UqdrnfknqenTt0H60WaALyeF7iC3nDLNcnsQNxABz+RHGas3Vz5MQWQgAk7gBuJx6DqOc/nVUaKs2oxhpFJhYvk5BUnoPfgfyq/wCQ8OC0e9UPPZiB6e3WqQDBE8tuonQRsw3YHOzjv/8ArqX+zlhulmPALY2N2x1yPwpst3IfMMoAVic47j1qyrmdWw6ncck4O5eOlUBXVUTLRNtdRgll5H4CkeKYavC0zrKoUqiqB8p46nPpkfjUzKyphwCyclumef5VDZyStibeQZDyFwcDB7/j6UASFZJ5txDbhkhSQOfWgqXnMkw3TBcqAcj0xx+f51PF5kMj7ysikEkEgfX39KibUY7JkeM5DcYBGQMH1PPJNUkAyIyvPsZfmH3jkBDnHTk88U9pdgVYBn5doXaTk+ufXt+FRrqaWR81EYebgAsR05yQPWlS7lOpiCWEnYS+dw5pXs9AJLe6ns7c+YrLlQHVRkc8c/5NZ2oXDW1sVBYJMDHkLwCR3NXnv9rytEZky53Nt4GD6dv1pb77PdnaZ4QjjITB+XPp796UtQMvRbRZrtbqPEtxbAlpOArEegz29OtaEqCTW3kjZdoUu5x09/U0tkDY2AgYiNTyQVOSc+tTrcA3WwuqcYYj73TtmhIBLm7j+yYgO0qAzHkg/pTbVWlnII2vGuMluCD/AC/H1pLu5UJiYnYHDYK7c49/yqVLmCeTcoypHVWHXj1PtTbuwJEaRQVZwiH+Fv8A61JJNkZ3B/LHl7t2D69/rUd5eRS7fLdvlwAD/jgf5FJJLFuUzxlS3QKch+wOfwo3ArRWi3LBpXbZC2COnT1PNXmuFCSEsRJG+EIH5ZqqlpEyAzqwVsKFDcA9ce/Wlktkt32bi0kWcMCCD3xj9KVwLFtKF3PJywHOfcd+1EhV9pZiNgy2BwP/ANdLKqnLbCpfOVYgE/hVRLlLXzhdyCPAyOcnPv8AU8027gWfPzIQ4YsQw2jqPqKjvZ2jhBCkojBevQnufWqH9pRlmkDHDFTnII78e360G8llSQb1jRlJ6Z6EH+lQ5gaNxIII1ETBlGOVJwmc89P8azpJBgrFlzuyDyvP5dOahR3mgZxKoySSw57Cq7XokVFSaOVmXBIYEqcngAY/xqXIC95W1/3xSQAEYzkeucj3JqzbxyPHyOegDHnPqPXHtmqNlfPNFCt0Nu0ZZdu0gAnnmtCO5F6sEtrIDGeDhhgDOP0pppgZevSRR6Th2xMxIG7OVXPOcDnvWRc2q38pZpHBGCcAgEcYxgHH0qbxlrIutRVIHDKgwdncnjJ445rR8JWFwtpFLc4K8hCyEFl9dvuPpU/FLQZo+HdJ+wabHHPldqAMeMgj19c+1aK4XKRo0gKkjb/Efr2/GiZ42jALMApG1B6+5qu1yS7ssQXPyEnI49DjNbq0FYRVaGXV76NiSFjBLhgSV9On0x1rY02Ty7Yb9pLMVPGMAdP6VmrqxiJ8rbG0wCBMFt2MnI/OrcKgRYvdrSvzxkhfw4ojrIFoTopimZwpcNySo3dOn+P40za8xcfKqkfMz/Lx6H0oSYwW0i2WSo59s9Py4FYV5qFwU8qKTKAmSVtvLN6fTjFEnZWHfuZvjzwZp3xH0PV/D3iFTdaZrFq9vNgDKqylcrnoR1yfyr80v2m/2CfGn7Mwm1C6i/t3wwh41S1QkQL0Hnx9Y/ryPev0w0OWeLXIWdjEoO1YsZyAM5zXTXVrDq9o9pfQxz28ymN0l+ZZATyCPSvqeF+K8Tw9NqOtNvVf5Hzmf8O0M8gm9JrZ/wCZ+HQlSYgxNkUkk0aDlgT9c1+s+ufsB/CXXNTE9/4PhMztvJS5lRW7/wB/nnHSt7wp+zD8PvCsmzQvCOnQuoGCZHkzjvy5/wA/r+mz8VcDGK5aUr/L/M+Dj4fYxys6kbfP/I/IjTPD2o6yyrounajdl+ghtZJM/wDfINdb4f8A2ZPiP4twfD/gbxNOp43tYtEv5vgV+wtrZWum24TSLSygVf4I4VB4B6ZHv3pkaxMnzhmUnIRQFC+uSDXkYjxXq6+xw6+bZ6dHw6h/y9rO/kflnoX/AATm+MWvYM3hP+zkwGLXl/bxBQe5G8n9K7XQ/wDgkd8TNTKf2nqHhOw3Ngh72WQr74jib1r9Grib7VISRvjwNpPGB25706zsEjl3yl/MCBEHQYHWvGreJ+bVP4UYx+Vz06PAOXx+NyfzsfAg/wCCOfiW3IOs+NvDsaEctBDPJt/76VePetrTf+CMkrOBqvj84JwRFpI5+hacfyr7lmtUuCjSM+3opA+bPqe36U9pxI+UYhkztAGTnHQivOn4hZzPeol6I7YcFZVD7DfzPj/SP+CQXgyyiB1rxVr2oyqRuEUKwg/T71d/4X/4JkfCfwyolvNIutRcYJN5OHVceoVR/OvewihSylEZQSM5Y9MdB9ar3uopCyhlkdJhtdOm3g4rzMRxdm2IXv4mR3UeGsso/DQRxnh79mn4b+CFEvh3wloNrKuR5jxF2JxwBzzXZafotpa2iDSrO0so1GSiQBWP04qvpzTajfbnjjSKAjyyp3byP6c1uWrmRBvO5uSVAyR/nmvHnmGJxLvOo382epSwOHofBBL5DRMYbdBGDwPuqMcH1P58U8ubhCWEme5I4OPpz/8Arp6FVIMe1CG9c/hTWfzzhGfC8Y4BK/41i5OWkm2dEYKL0REjFlzIQyk43jtn2pl2zwwFUy8ik/MRj8OaWdzDOp3bY0JYgLk1i31xKY5HjUEo5bDN97A6kjocVjKSS1GtTJuNSe68RWen2Ukm/f5zHG7Cr83Qd+B1rrrCx8i7V7mTzHTIjZuB+Nc34C0hpdVvL9nM73Mn+s8tliiQHgKT16DnNdd9nCyKyErh8NnGCvPT3qaaT1HKw4ziJmEgbaeW78evFRqYShJ4GQ3LgcCmpHslcI+09dx6EeneqxcwztuY/NwcAfnWzAnaZ7+VncblThdvI7d/zqndSoDvidF8s53FsA+oyRUl3dpZ24VmdWxlTjtWRfX6sT5bpGDyS7AFh3I/Htis5ysIn2ma6Kb1EZAZVznPGTgj1zS2F/8AuPL8vB+7z94DsB0zx6VTsQ9zMCkTlE+64YDPOdxGenPT2rRdRFCrIzSYywBxkn8Ow9vSs1qBMBgruZSEPPzgnHUY9qiksvPkUzErI3zYA+ZfT61IYhKELRq44HD8nt1qaKICQu7MwjfpxkkHsapK4CWVmIcyocBSzBjwV75xTzCstqrA7snHXp+FK9rE1uxDuyoeMY+Ye/pUlvyFVgqKBwAckjvz09K0UbBYZLZYiCpyyHOAMEDvwT9KYl59lUqVx5rZA2nJP5/5xVm+gW4y0akCMjILcn8vpVG6ka3vI5EIG75WB69iBn/61KWgy5AG3MJQA2CMLlh/Lin3MLR4G7fgjABwc9OlMYOJ1e2yRIRuB4xjqc/56VLMVbd+8zzy3Qj8KtAgujHGykttQrkE88AdyKgCq/MjEqeCQemaeAqRDeoZlbcoB4PPrTbidn4t0j2yZBYHpn2p3Cw5JozC24HLcAk/kelRxKW+WHcwc8AcA4zz+ppr/ukZWIJPUA9BkH29Kke4eSJURuhzgDgfXvU31BCwRNukMzIQADjPXtmtXwVJjxrZqqhQVbpnB+RvasOdTEVyVw4IyuSR7foa1vADtN40siWyI94xxwPLOKKfxR9SXsdn4r/5Dvhn/sJP/wCkdzRR4r/5Dvhn/sJP/wCkdzRXrGB5b/wTsOf2Q/Cv/bz/AOlElXPircmHxxqG0AMBGVJPDfu19uOtU/8AgnYc/sh+Ff8At5/9KJKm+KlqZPiJfurx/wDLP72fk/dpzgda5cb8C9S6e5hjWXgt2kvDLhuFRRnGQc89SMfTtWFYzyXviwWtxIotvIMyIr5CsGX7xxzwT+dS61q63UywWbLEYmJdgTgeg981meHpk/4TkpburztaSOUC4UBWjOP8+teVKWqNjqjevelkV8+Wp+VU5PI6fnVaWyeW63hSRjP3vmB75HTPAqeBmnuWktQsIj5KIh+fPXnPriljv0nkfeSsqjaCVHzf/q6fnQ7MQ8WiahBuZnbhRuU7TjnHaqmtyhdQt1sBuW2JdicDPAw2D9OntV64vfLgfJwg+YiNcHj+Vc6t9Lc/absHyEkOIVkj3kjGBnJ6U5NJAhni6ANIFlxHDM2ZFUDcrY7Hnqece9dVaKEjjkAwjRjYrDPljb0OMcj05rmtPdNR1aGKKIyHzvNmPLIcHkYJ44FdS8hSF9jKiqcspydvGTVQXUbDy/slwv2VSyKuNxXqDxj269etQ3msIUUw4YxtguvVSOg6e9Goan/ZlkhMhG84UEexOPrxWPbvIkCiYsonc7gAORjqf/rU5PsI17e5MltJvc7JuQoAyT2OfwNUtbtxdeH54JJGgB43qo4/+vn609VOnxATM0gTgKcDPU/X9aYwm1fTJGvFiij3hggO44xwD0x0zU3T0GQ6LbvDpsUJuFfbCFV2Q/MfXg/T0rYgia1ZvMKKowD8oxn1x1xWboisID5mDGrnvgY/n29T0q9NEftDSThjEfukngnA9veiO+oizFOLl1hHlqu47GwePpk80iKY5V8poWROu4EdD7Go4LcjbvQTDbgsCdpPTj3p0ZRY382Pyhs6ls7T6dK03AfJFsjGw+WRySuW2D09z2/GmSs6qjXjxuNu0FAQSMHr6U+4dbpl2hoxjgBjlsA9CMU1UAtcxyBsruO8df8A6/NFwHJqjXMpjwuWxgfnjOOvf0p5Is4VLR5JPLA559s1WeaK1u41h8syYIDAbQQf8P61IZ4xtzKcgZAPzKOv+f8APKuAhvUW4kkkG8sAFCjHOT1qayvfLDyOf9YQGXOSeB69Me1UtQvltAVm53bSpxyQc5+lOvsweW0KrtYAtkY/xoTuBPAzz3QWM5GDxxyT26dqljifafLIUbTjPLZ9O3H51XjuJIyfKQLlSo28cnJ69e9TSzfZxG0YaRm43dBn3Hsf5UwGXt55ds6uzNsGHKkAenA6nntmrLFpZ4o8OFI4bAA4GRn8q5vUNQiN5GL4yDdKo+T7z856Djmtea7uTFGSpSMupcE5YDP8qV9QLsskbqBcMdyccd81VvBE3LEZYbcFSCoz1wKi82FhIZBLuTB5OQ3Pr2/Wpvs4uvLEByx/iY7i3cjtwOPzNVcBhihe6WQFmAXYS3OMegxVmK1xN5yq0s0g2nnYc8dcnvxVa5RoAki/Llzwx4JHX8OlVNZ8VR6TukgX7XK3Kxxktkf/AK+PwqEwL93OpGHidC5Acqd3B7fzHSoYNHDCMW+ZHUYZ5OBj/ZweeOKfpt3carYoRai2S4AJDOd4OTz6Zq7EywW6iN/MKrkxjgDv6/rVLUCCyha0maS4GZJDnduyOBjoen5VYlto7hnNupyE2/e5Jxyc4pGuxb2i7xtkCkkEBtjfjyfzqMyqqHymYq5EZIPU+vtVWsMmCtdlnkiSXBwPmwp4yQT74xUcenooC2ysq5OfmB2+p/kKWXUI7FdrARj+6D36jr9P1qrJrUKXKRIw84thMjjGCTn17UNxQhZbCV2ZIsSAMG5+U59zjpUk0Ms8SJcR7Cn3ec8c+lOkv94LvLuZWA+QbQf51F/bZml2xqzOhIU8AfmOv40vd2uArWg8tPLR5Fi52l9uc9+nrkfhUrJNMM3kfltIRjGNxGBzn1p41No2Nu43yScjjBH+c1FDNLdQDzt2YsPnO3OKWwCwRR258yTdJOfmznIPuF7fmaRtPQAmJVIOWLO2T0P/AOv8KjN+bpgwCBguQ6ZGOeB6Y/Cq93cykKXcLtYbt3RsjPy49OaVwHS6LuaV1XakwXPI+UZ7AVXvNPYQBZbhlWE7VUAE9D3x2zWyLXAKQj51IYHGRg9MGquqabkKWLSNzuYelJxW4GJdXqLpqSxN8/MaKw4PPJOMf5NUPCGkXk2rzXCo0dopyRsA3PxyCTnHXjArodH8PRhxNegTMhIRM5GPVhjr/wDWraEkUkbCGNRzjlj29KFTuMyl0C4M3mhym5hlTjaPQc5P/wCup9G0U6NpRt7p3fJLLtUYAJzx71fMcjRs7tuUEDaOO38+KoawZY1jiiYqZCu0A4YAEZ/Tmq5LahYxrXQdMurxbUR3SeUCCxb+EepPJOK6WQxzOiozIqchccAY6fnUcCxxEi5TmQ7VdhnYp6fWq9zYy6nJIY7p7WA/MGKgt7URXLqg1Q+W5SYgbFHzEbySPbkfj1/SoIZpL7algE4HIbIyecZPPH5fhUk2lRsCJpJTv+Xg9f8AA1bhT7MieWqKuTkjJyMdz17dPeizkwtcZa6Olm+Z2ElyRklR8oHHQdvzqVbF/KZgrNg7Rk+5PB+n+fRBO3LIQwxgHGCAP58n9BUtvcAQbmbPBxgnPfOfxq1ZBsQXFxLESElSIFcDau4kZ9PrmqUlvG97JyBERyB1yex/xqS7uEVRLFkdyAMsD/h0qtJuVvOmOA457AfzrN6iJYoBHcNcuY08lCRkZzkdO2Kvy+Z5rJG4wBjG3GfxrC1CdlKMgbyJSC69TjPFbqXPmQhuNijByfmPGfxoTAiuZ2llij3KMEgZBweMg57dKcVFuswiYo+0FRsyBz3b0I4pBGZ2Ly7/ADARiNiPlHuMfrTZjLGwjkI2MOuT27VVrASXTx28KtvZ3OMnA4zTIYi0zqGUI5BDAZzkfp0P50i3jNJ5dxEjK2QSPlz7D9KniIhh2qQeMjHAH6c9qErgtSJbf7OwG8HLnaGHYd+KkEmFMc/zBhnKdefc9KkuEST5x8oKj5snr/QUZZIH2BQjEDIX7o9ferSsh7Ef2XBUgsWGWUZ4z1xUdvKz3DttJJbdj7vTtVqaVJ4kMg2MBlSByPfrUIuhbTsZGyVHRT94nvSaQWCX51WJVVZeQM9BnPXH1rHvLNkuljtyxlbKKT2bHXnqOM/hWu9/uiaSOIxuVPzHkAn/APX3zVCbW4bCd7m6beY42Ztw4PYY9OtZytYRLpsMdrJGkRJMQxuPUnucdPStMbIGbYAC45bd1/TisnwoZNWtzez4gSU5jDckqCM5/pWm8TCbEIYo5x82OOv/ANf86uA1qKIN7ERlSF+bJJ69f61GQVZvK3EEDkH7v5095kjlALBUQHcc5DGs651CKKQEStljgAH5eeR+FNuw2wvpBHCjSnKQKAckgnPr6isHVbj7UY7DSNhuNQzGHUk+UuOWIP44qj4j+IcMU01pp8bXC7CvmGTgNkjGCD0NX/h34aOl6lJeX9wbi5kXCADARSeAT61zSnzSsgSOusLNdOsoreIlkhQR8HBbjk+n6U52beGQLhBgc9h6ilhuBMvllVLAne/J3VXQqjMzNuxnAx/npXVotLBYJCZkLFt6n5cHjjjjj69aZFb7SUO4YwwwQcH8amvGR0yirGEPzFQcMPzqOBvOcchxkdugweP0pNXJKvie4eTCQBJHKAYOB0569v8A65rLto49S2m8iB8vp1AQn1I69KtGOF9QlV3ddxy5ZQQMYwB6dadDeLBmKCNMKxXLcZzyPw61i/eYC3EartFmhYjnIOM59qmgtXZXYqTFjGOm31Axz60+1i3bHllRGPGxRlTz09f1/KrSg2pdVfgoMH8OeKtRb1Arr8qlWVwW4Ht+lWLYeXuMsboQeVyGB/GpHkEQQFW5BDY/x9aW5RhhFkBYtnAAG05zj6VcV1AYqKylY1Lh8EgkD6dPfFMhYyTMkqeXGOVI55yP8anii8o8xklxgNxj69OKa6edFukIjIOAR3+vv1qhpXHtHudlyC2PXAI9z+dZt/B59vM7rjywD9/k+n9fyrQkRo4gxGGz8ufoao3zKlmz3vl7TwduQ2e2aiewOxbUb1AZyCyKFUHg/jROPM8tJtykjLHjC5qK0jne0tm2KV2jluhA9QCKnlm3yEIsRyvCkcE076CIZ3W6Q7AFAXj1U/8A66kjUPF5crAFm+VRxyfeooLeNfMDAv8AKCu7POR9etLvEgQQvt+bPzD5hQtdQFmwMxIFLlTyc4GO5qO2l2sWPyFj94c7ufSomVkSYks8pPQ9FHPWkkcJArbeM4AxhmOD+mcVDbvoBakna5P7tgjISecd+n/s1afw8iz4ztGZufnxt6H923WsW3m85SVVdwT5lBOevUe9bPw0nD+L7dLZWCDcxzztyjDH6VdP44+onsztfFf/ACHfDP8A2En/APSO5oo8V/8AId8M/wDYSf8A9I7mivWMDy3/AIJ2HP7IfhX/ALef/SiSk+Mt3Jb+P7xVIAmaNAVOCB5S5Jz7Zpf+Cdhz+yH4V/7ef/SiSqHxwaWTx7rCxSttXyty+X90eShODjvjr71yY12h8y6e5ywtzskWKQLMnAycAYOfp2/SpdAtkuvEct4UZ5ILby9+Nobe65A9T8uaoyu93aqYmkaMthiQG2nHHI/Gun0qxg0rS/8AQomMkrB2Kvgn06/jXlpXZs2WRmNd0UzMOgPG4eo9x0pE02O6hzdieXy2PHQnrjnHt+lCuXl7lpR82Tlc89Pypb+bzLPfKrkBwAfw756c5rR2EQJFIsc0KF1k5QZYjgjvjr+NYOpa1DYTJDqDJJMgyiu+d2O49cY/StjWJ5b60yzvAjjB2gbvTk9e361z2n+H7HThNd3sCsVUsJJhkIBkE49OM/jWckBueD2IsHndT+9ODtj2hvfb09Oa3HDxTlS2flJdDg5HTI9Kz/BySXmgW32iNEeePzdqnGVPIHX0xVm4tWCsqtGy7Rndx/DyK0hsBl61C93cSQShiP8AWL3JYd/Y4yPxqzpOmyXcu+dipJBQNjggEde3WqkVmq3g8vBkL7jvbgDrnP8AStWzMaR9ctK25gTyPQe2OTUx1dwK+oW0k7qLRt8gG3LHcvXJzn2zSzpG9sQFdOm8o3IIGPwHSql7etZX4AI2SK0RO0bi2QRg/TNXUtFaPDBXMYHDdQT+p4zUvV6AVNOj2xvG0EoGdwJJyw56E9c8VcDRJAA4CmDlgOn51BfRtbWzsjMq8AblH59M1XhtLi6uUjiPmbseZtHG3vyOvFO2ozbsZRLZI1oJEhRQE2jtnv61FcXaRRqUiLBhkoODj155qw8j2GGi+bA3KARjHvVSPUHuJGndQHc8OoICjt09K0voIdc3wijaWTfIq9AyYyD1P4dvSq5m/fObhz5DLvRg2Cy7gcH8qUPJZXKbYy+8Y5yR0/UU6K6S6hYyRArIN5yuChPt0z2/Gk9gK8bBJTJeOqhWUqoIYMM9c9utS20rTySPIoZW6beh61DJeGK4AZLgrjgsMj9Pwp1vqJurja6NtJCrgc/n2qEwJXsm1S+h3+aq4z8rfNwcZ/QVoIrQ3pG5AXXAJwQvJHIPrioYpPs8reTIQZGIXOWJ9eT/AEqvcX83y7FUsy5xjkgE8k/nVIDRa38uKUhQ23JwON/vWfdXIdXdmKIMElhkDvn61PcMF+c4maILuQjnIA/Pt0rIunWScKzjMcnCgcD+hOaG+wEGlhNUv4rqN2BJI+ZgMLzgDjg9K2HuAxVkAZU++R2471Bp2jC2sGkAAVD820ck5zyfXNTW0kd0GN2rhsENhcAk8dPxpxAmkkaMKJ1IjZuVI4Iqhqd+dOhb+zIfMkQfuohnDEnn/PtVy4sWtFzA+7zRkAYYL69c/Wsv7Y1rMshz8/ymRfl3DPKkjjtmhvWwBHo9zLaRHxEElZsuLZCUjXPQHnJOB6456Vq6NZxaNbLJFHbxmToVUBgOeDxmqt7L9kuS7oGDICCBuXb/AJNMN+hjRC4Dt84UH7o6cAfQVL0YGhLdXEyBUxGGYNFjoVxwR+Oahk0nZMN8zYYYCo3Cjrye5zVnTp3+xwy4UsVCqh+/g9Bx069asEGO/KOyrjlD1IYjpjvg1aV9QHTxRz242xK2/hd45HoaoXW4yR29nEN+GYNg7AB1PX6VdtoWjd5H3bcDO44HUZJPXpUN9qPn3KBnSMQjBRTwckcj8M1TsBWazF+I0lcvIuQSegyD2/D9arx6Lbx38cyRsWhQgsXb5T1yBnHtzVx41hilkLFQQGVd27cOecDn0pkUMsrDbD9mjkUhpFb5iBnnGf8Aa/QVLQGff6gZtQjgttzHZ5hC8uBkjr+Hp6VY0ICBWaYlCkrHyzyVBPXPfNaFppUGnxSmx28gF3bhpAfVvbHaomtheSssQO0H95IrZJHGD/PrU8vUCGa+TzGMzyAg8EHH1/8A1VDNqEkkcbyjyowMkk8jjP1rRvLC3uLfE8igxscFuScHr+lQtbC7ETWjKQOhAzu57/yokmwK9pHK8kU8MbEPkiIg4UdwR0q1aW0eiRRteKXdyGaRjhVPfb245FJBpL2sWJpCG2gEOSSB3x2/Gi40EX4jE9xchUOzGdq4PGcDjiqUWgG3GuzSSOqqAq/KMD5vy7D3qOGWWS7SOVpmLH5VD4+b3/D+dW30iD7SJVaWZiCDjLZAHXPb6VLb2EdlNlUaPzDkkg5H+H4VKTb1Am0+wTTpmTbIJZgSBn7pHJ46HtRPeYQb/nnZvueWBt5Pp36Gok8tbjM0ju+d2cn5OuOfz/OodI12S+vLqWM74FOxJG6O3Rtp9sKKt66AWZJrh3L4WIZyzMDz+GcU77BHJLBLKVdo1CnGOST2Hr0/SlNsywt5hYKpx838JHU/jmq8V8J5nKBisRGMrgEnp09PX29qY+heYBkbzwwdVO4dTwPbtTZHbzBs3lRgn+8TjtUUs7QqVhzIWOzAbDKT/OpJtQeOBvLIIYFQw/j9aaYrj2f7RGfJ3ncD0GCPqf8A9VHnvHHGGUpxuwpxkc9+3OKTzWklzBIrMoGcHkgdTx0pjX0aW8nnbWBwHYcc/X+lO9uo7Bcv5Df6RIVHXj1P0/CoZJo0txjDqclmDcg56cfWs7xD4os9PsJjYzCSSHAZkwTFkHBP51V8H2kV74ZikaWaTLs+55NzSbj94fiD+lZuavZAXruMS7ZpC4GSQDk8A4/pTdxJHnfOMFgDz74NLNbMgzKJVXftVm5BOScn0606SHz7lUmyTncCpwrA9M45I4qVe+oiDVrmeO2cWjsTvUr8vUg5x9K2EjkO8OGBRmwo6DB4z61znii4trS9hikPl+ZIFQgfebPT611EgZIIY5GcGMYLkfxepb6018VgFBjgCmTcWZSOuCR3H+faq9xtiOYd+5MkDOcnj1/HmpmKG8O4nzCNw7EfT6UsYS4i3yKuDtOXI+QZ/wA+/WtJARQho2VmDofvEFs/jz/nmpmuRtBA2D+IYzu5P+c0n2jY2B5m5hkDBPHofyprSeawXBDA52+nHf8Az3pp2RRA9zu3+WpAUghc8EknirEN40sbKuPlxk4A3A89/TNQqxSQxxKcOwypzx/hUc87Rh44oJI1jzg8jjvSUhXuTEq0/wB9ZTGMY6Ej1z9aZBA00gcFV3YTI6gYyQfXA/lSRH94GkHyvycDO32yKJIhaWpk3Ruzr0PQD0HbI6UmxGdeastrrUcMfmeVdoyBg+AMKT0/4DiqL6cPEOtpZq6i3RS13EOC6HgLntk4qt46vfJNl5UzPdC6RkEfbnncPcZ/Our0TTksU3SRrHLcYduPmXjOD9Kyj78rDLW0xQqkQVIlTaoJ5Hpj261VvZpEjDckjHb72fp9DSzsqbknIZUOSyD5R+Xfms/VSxVWt3QL9zkjofUdT3/OtXKyETxSsxZ32Ijc5YZ4GRWVqKKWljSNTIw+ViQQAemAa0LiBPsMUcWweTw24AZOP1PvVS7WeBf+JQC7zuI1bj5Qe4/KspXYFLSPBlntIhVHkQ7mP3lz756Hiuoh8u2t8QZVV/2QST706ws/sVm0aA4bJdjy/v17ZzR9pJcRqN0UxIUnpjHX2rSMbDuOiDXDSYRFPBBHG/09qc8gihVfKMYGRnGCT1/pTz+4tUyMnHygryB7HrUfnKLdiEcZJIIzk8Hp7YzWjG2Vtsss5ETLtOSB7+lJNqiW9qyyFd2chyOB6/SpBaBmG9HDFlYBe+ev+frWR4rklTSTDaQyG6lfESqPuDnJNZyuidjG0jXF1jU5po1kaJJfL3EH5iBycfj+grq4AJIg5VQW+VQyg5Hv7c/pWX4T0w6No6733u+fNY9zk9QeB6c+1a1p8spaIghyB7L9Pr7VEI3AswKHkVl8sEjkr34A/pSTuFG9h8xwQoHP65oijPmgRMRjnIIA9cH0pZ0jkkXzJVOdp4kyB9a3QDBamLBAOScBg3f1NPdDAwCAs5xuGSfy9OKZcwvwyMzDqFDHAOfT0qZ4xIS0YEefmw5HPfvTQBbkzKfLBK7sFQ2c9aduzexxxh1UqSz4xjHYHpVSeU3dwfszlfIPzAHBOeOvrUpDsSXaQowAABJI5z1/KpbaK6j/ACmuM7AGAzk5xt7/AOTWdcRG+R4JDF5blWYo2GUc9T61euDHBExdd3ycAckZPOB36Cq8EMZbcoUlRk7hzz0zipd3a5LLc4EcW22UlYlyoycY98d8AVA8wa3AmHyEZfHBU9TUu5rWV3kZEyNpOcZ9v1otoVFsTNumJJwOpYZ70+o0ritIGjaTyyNhzGoHJx0GagaNgpCrKWK8nPGf/wBVSFykZdmxErHax6/QgcA9qojV3vL0ho5fLz8xA6fj1qW7B6EyyrGhklJdZBtJ559KtRQ7olaUsScbSQPkFVY9RSOVootmCeOePqP0qxHdNJKdpjyoyc/iAceuf60LXcFuN1G3SNQzHy49wMjbsZHsO/Srnwm1NdQ8aTfY5BLBHM0KMn3TiIk9PdjXI+MrtnsZ2Xz5X7CInnkDH6/oa6n4HWaW+tII1ERKq7ID/GYyD178DPvTpyvUivNEy2Z6B4r/AOQ74Z/7CT/+kdzRR4r/AOQ74Z/7CT/+kdzRXsGB5b/wTs5/ZE8K/wDbz/6USVS+Nd0w+JOoojpGcxDJyN37pDjP1xwKu/8ABOz/AJND8K4/6ef/AEokqt8a4w3xCv8AzDsQyQlmAHP7pRz+dcmO+D5l0nZnHWVzLqV5Fb3JTJOJ9mAjr7gcAf1xXUxIhREtFEboCS+R09BnpXOeGs3PieYzSqyxxFR8w45AXOPx6/zrqbSXbbLFPI27fhsdBn69e1eZDubN3KU0PnHDhwgOcLyXOO3r2/Ko7hZZUMMwZ1lTKgADBHc46dutXJLMwSlmcYX5QQck5yeMdqdboHaU7nE4A2nAO4emT+FU43EYOtqlnBJHc+cwCbcFSwByck+v19qhti1/qFlp3kSSQuRPM5XOI87VXd9UYY9MVqassSpIJ5F37WdFVs4Udv8AZ6frT9AtorC0tnZCY3O7ePm2r1A9BwcfXNQo6hcvS5EmJVYLL8zDB+bJ7E81Dd6mghH2pZJEQHLbDu6etUPF3xB8PeDxu8Xa5oujIw3hr29its5HQl2HNcxN+0Z8Pb6VLTTPH3gi5aRwoMWu2juP+ACTP4YrSWiGk3sda1u14EGGRw2TjoQO31rRup1itlWJRuXDBgePx/zng1mW2rR31nE2l3UNzEwCrPE6sh7/AHgeemPxqzfXEYkxFtCAnHGSTj0H4/nSWiBprcZdTmXyZpATMAShRS6r25znHfn3pzTrPJDuRWmC5bDBTn2Oen61GsUs8Mkq5EuML8uRjryfw6VStLkSXUPnZIKnedp8stnofcYPX1qb9hGpPYu5ZLZ3V2XIBOWyMZ+o5Az7VAmntY3BktXjMki7Tv8AvLgYwB27/Wr4vFuYYkVXAiblmXC49j/nrQQiTxMpZmBDB8Yx3yPWrsBHDAz25ijIt0XP3RgYzk1LHp8lk3mTMirsJZVxnd6/zp8lsZGP2eTeE4bbk5PvxUcgYtGPN8tk5IORtOfp+dOwFeaKSOXzJXARAc5YYHHtTXJaLiRwyryyjjGCCT+Y/SpLqNpI2CvGd2PlJJJ7kfXinlVFpuhMzfIGAbOQMjjn1qXqBRuE+z7Y7eSVkxu+cZDY/kfrWhpFqNMi8w4Jds7uN6Ajp7c/pTNHg3qt1LFMrj+Hb90fX/D1qX5hblrgh8Fh8zfNz/gMURiPbca8Rt5C0uI2yHVz8wIPuc1Ta6FldRAzCNWbcpdecnseOmc1V8X+LY9KsI7PS0a6vp2AEUODtGMbiVNXo45NLhhUoJp3G1zsBfoAST+uKa1dmIS7ikdj5kanPJcDIORnt9abDHDbSjzkYt94DOD7Hk9B/Skjs5btXW6aMEHaWU5GM8cfSprnTXnibZcbFDcgoOefXHp2pOLuBHeC5eZdsu4A7mA+U9ep4HbmrWqSzGa3WzhCp5gUlxwCRztH9e1U7bw1BbM7XU0lxhNhBfhsdTtz7HNaNvbWr3BZ4pFkydq/3vzppMDLywnkW1WUOzbWIZuvds59Mjj1qK8HmrFEG3KPm2buH7Zx3NbEFq9t5v8Ao+1m4BCqVwPXFV7TR1li3XQZCDnGQuOvQ5qeR3ARAP7OU+WWVDwG7N39/Ssixin1HxBIsW0wBiQ4cZwAP4c88n07Guhkijil3Ab43QR5JyQc+1Ptrf7OJWsyuJBh33YyRwOn171XLcB0EKacPKXLuo3Fi2ckjknB4yc0k5t0Yb5TJHMP3YLlgQO2B+dMuNs0zB5ZTEcDaeAwHuKdeTR/2fLDGu2JgVYEAYBH69arbYDJmWXVL6X7FG0cGw+W5b5iSOpGeBjPOMYp1hpyqznUJYpJXUhNjHoOf5ge1X7cxyw8rGG2gdPljB9Pp6UQI4ldIYZGReAcHB9zUgWotRitIHEQQYwMHBYjt+Geajt72O4kKlsTgjOT0X1wfriq93a+fayg5t5JerBckdsipbPTEsLOGOzJKtywAzlgf8M1WqAtm5dge6x8DchCr056cmoo3JZ2siUkztk2c7hwQT7ZJ/yKzks7hbiR5AyqcjG7k+2K5L4sfFkfDnTILPQreXWfE2q/utL0uEbpbhgeXYA/JEp+87YUEgZycUcw9yj8df2sfDHwO8RWOh6qNZ8QeJ9Ri8+HQ9EsJr7UJUJ2hykany0JBAZyoODzxXzp8b/+Cn3xX+BOpLrXjP4BeJNG+HcTqs97e2DfakQn7zlJjGhwR97A7V9VfBn4et4E0W4u/F11DqHifXH+2axfbRiaduNi5AIijACIMABVHAzVr4t+ApPip8H/ABV4dR7ZG17TbiwCXJHlfvI2QMcA8ZOeBSv1Ki0na1zV8LeJo/FPh3StYhjaK31azhvYY5QRIkciBgG9DhsEZ9a1Uu45yHt96yqc5PPAByPyqrpVpHoekWdpZR+elpbpCAoG0BECjHtxU9xdoSQuHYggsv09TjpVNolpt6EUMkYRjJwznbgHhfoKk8ob/wB2DkZKlzgDH+e/XNSRLFEgIPmMDtXIHX61XuUNxcqpYIm0EgHJBHQe460MGRX94bfZDebWM56DIwMf1qezCybUIjXygAIxwF/p1/may55c3CyeVloSfmCgs2eOAK1bKIks/Kh0UbeuDzkn8+tStRpN9CRomlukMqsCxIZWBIz6emKgab7HAsUpdQw4BX5myeoI/AevFJNC0CfM+5mZvlBJA6VYtraOAL5xBkB3lgM4HX86q1xMqRyl+fNLbjtVcHJPv61Wv9TTc8rNKYySDwT+Q7n6c1rTarBpsB+07kSFfnkXAHTk1ya21rcmG7vHcfagEjU5/dDHAVTwOO4qZaCL+i3134jcvp26LTkPzy4CtL7AdSfqK0ZIIZ4XVdw8pDtwvCHqCR68dafpds4tDFMoCMd6ZOeAc9Og9Pxo1F9suD8oJ3Mq9+D2/KlbTUDI1HTbSSNm1Au6SKpZFX72Dx29TVzQZ0uNMums4yIklCCPYA64Xjr1/wD11VlvhNG3mfvpuAqn7w56D04qzo6raWlxbqrK5k81lBGFJz1GalagXLcZUyXDsAFwp53IcnjHbvUchaUhYmVkLfvAOfw46VPcxM0EUkatgcF0GSCMYOevrSw2At4X+aSTzDhWALE/X8avW4GPq2641rSCSuyCTDIvRieASOnXrmt+GA20waZwTJlt4O4Z/wBnHTis/T7Fob6VomeRiR97ooHOBV57vaHZopCw+UDZyRjsKIrl1Yx8s5hjItHyhXcMD5vzIpyRyIVGp7WxjhR/P35qO3t5Yrb94yGJSMMW5UjjGPxpLvVHWNTIrBs5Jx976fT2qr3EORp45JDaO+3cVHJI6Z5qu8rMWN1Im7Pyjt2zz261IZEt2VkJXcu0/Lye/wBetVryPYMswcscnAJ2dP1pXsBYEvnBcFj0OcFhxx1/xqK9uY1k8zdLkEDOMkc9sVTnuXgZgjPMvIzggDn37VHc2kl7ax+SpjkU/MVGMY9PXjHNTzu+gFq415BaIqBijE58zhnz79+ara5KbaI4+0BpGGF2k7B7gcDj8a0tP04WdtGGBdiOAx4A9vTjoK5fxFrOq3M32u3aOCJZHSGMH95N8zAYHTGOevak9FdjsYtq0et/EKC2eSRYbUebKGypZlwBnPX5iBjrXpjzETBr0KQM7U7E4I5Ncj4H8L/8IpHc6hrswaK4PmMWcDYPcngE9etJe/HbwTYap5c3i7wtbyA/Kkmq28ZB/Fx79KVGLir31Kd3sdLLfm2uMeSqytjazDOfb9BVK9umhuWS78x5HwdqqQoHpn+lVtC8Q6b4gjuLzw/qFhqMQjLb7edZlH+1lSf8mruiIlxGk8sZDICd7Kcsw9PwNU1zMl3LqWgNtGzQ7AThsjGAOg47jJ/OoLLSle7W6XzGESlYwPm2ng5x6dKbezS36JFasw3tuLtwQOc5960YJUhtoxCCFjTAIOOn/wCs1cY3ERTo8iAxlV42l8nAJ/wqCCU+aAETDEM46/mKkurmKd28wOd65Qdee4pk0kYidtnRV+8OoH0/rTe4FkzGScDdg55ViQSeg4pBH8zqR8oGAR1H4+lPW3VFcrKhZsgZ4H4e9MWMySHcqqqgcbv0GOaoq2hUuLw2sI8rduGAFVeTzz09s8/WsyztrrU728+0GRVlAEMZcHaR649cipNYvUvr63srYmY4Z5GQ5ZQOikjp/wDrpPKeRfJKvG5wSxPC4zjP5/y9awb1sTYn8O6dPbWjG8naRMtlcHGQR146DnmtVsvbopZgDyfLPLDsffvUFlFvs1xIG8s/MfTrxnv/APXp8Gnq8O9nwHOQfQ/5/nWsVoBIXUIduSindzx3zzTiIrS3HmArIvy4A4ZqgEUr8xuGPcIcbse34/rU0cHkQMFAXd0PQY9c+9NMpbDm8xJTu28n5QT2+g5ovJEiQyMRuXlCTxjrgfkKguL+G1tHeR8HIGCRyo9efQVXF0bq3CquxJTnLcbe68UnK+wrluwZ/LEk6IjytkHaQWH8+9PnuvIH+mMrEZyvpnp/KlDLIvyRtsAG07RtI9/zqvHbFAiIFDBcfXnOaoLkzTodqlGV2Hysg4P40C3cJ8qDKrklhjufXrWdfWQu5lEbLAYzl8nGRVkPIWlEUmyM8rjncPw7VPNqIdN5lxfRC4K8YbbnbnnqPwxUWtXcpdJXn2wHIdSwAGen4VLhChL+bJJ1xtPyj2qn4ot45vCk32iRolVeuPugdcgc9KlgTQxPqFtI9228ysSMfexn27VG1vDDuMKIEY/wqRge3pUxRnAY/MrjcseDnHXt049acq7Jz9pjOWPDHtnj+tKwFX7MN5d2AdTxn5ulSyoGBaJW3twwwctxUlxbyGRDFhvMyS2cdeM/hmpln8lV8w+YNoUfN0PPHX2p2uBzPi6wkeKFXXajOJHJyq4AIHT3IzXafCIIuuWgYbZAp7Hn5G6fnXNa1bLfXuZWyuMrn+H6e/NdP8Jv3PiC3j28AuAcjpsbtmnSX7xeonsdv4r/AOQ74Z/7CT/+kdzRR4r/AOQ74Z/7CT/+kdzRXsGB5b/wTs/5ND8K4/6ef/SiSj4uKf8AhYuoeerhC0JVsYGfLTofzo/4J2f8mieFf+3n/wBKJKX4vSq/xCv4bgsBMY4UAGdxaNOMfnzXHj1eHzLp7nIeDbSKGyurqMGV9QmABK7cKpO0j65rcuLcWciF0cbevy8JyO4+vWmBRAsPkLtCfcx82AO3HQila8IuAZlkYn+Acg/5xXnxVkak7qPs7q0hjUEMCR1B7D1p7QvaDzo2UxBcjBzj1JHboKZ5+5QJIyQxOW6FfpWX4mvLuVY7fRYomlmwrOXyFHrTe2gIzbx5NV1YLFMTb3Db32f8suB1+o5r8vv+C3//AAWW1z4PfEKf4R/sd+IfsN3plqLfxJq9qdstrOQP9GikB+V0UfMQeC5Xqpr9Hv2qfiNP8BP2UvH3izSV2X2gaFd3kQzjMyREqenHOK/nd/4JdfBCz/bD/wCCgvgfRPi3I2o2Oqam2qasJmydQCbppEYn+/tYH/eoikjpoRVnJnJ/BX9kv43/ALa2rz33wj8KeLvGUkzs02pPlYGbOSWuJmVCfX5q73x1/wAEcP2nfh34cl1TXvhjrE9rbxmSQWN/a3sqqBkkRQzM5PsBmv6M7LQ9I8EaMmj+Crey0u0t1CLFbqsaxoBwqgdcYxyef1qe8a61VZUs2VXlRv3gbJXP6DFLmG8S09Fofy6fAf8Aar+KH7G3xKj1H4X69rnh3VNOl23NjM0kccgBwYp4WxkdiCK/ol/4J5/ty+Hf29/gFaeLPCrRrrVoVttb09Dtk064IBxJ03IwDFSOuG9K8I/4LZ/8E+vDXxs/Y98T+K/CthCvjrwRajWotQWNElvIIyPPhbB6eUXf1ygr83/+Dfn486j8K/8AgoPo+gWdwy6X44sbvTbu33/I7pC08TkeoaHH/AjSvdFO1aDkj+g25iim02X7M6xMAfmAyUU9Tj6jGai8Lac8di81upi8/aFDHLMuOvsSVJxXKat4stdP8Uadb6xqWn6e029/LmuI43kVcj+JgANxPPtXY2niq0vITJZ3dteKWIzZSrPGhAHDMhIBwQe3BqYvmZyW0uaJ3m3feqhgAATnd75IH0/SqkFoVYthLdxtLncMFuf/AK1TRaisxj8yRQGwRvGCSc8+nbv6VUvdY0vQXaHVdV0uCVgf3dzexRHHdlDMCR/hWl76IVmT292rBJEYeWp44wCc0rzubAtO3zgHaxbJPHeq9hd2muaaJdIvbO6iU8yW8yzJxzyUJHTtSm7jsrX53Ytjt0PGSc1N2htAA8Goxi5DBSC2B6+vOKTxCp/4Q3W3ssyeTZzhA2AR+6fHGfcc1Vfxdo+jyGbXtS0+2Mw2KLq5jgkyCMkB2Ge2cU9Nf0/xCk8nh68stTicGN/KuUkRCQc5Kk447U0CutbH80f7GPxN16b/AIKIfD6G713VZYG8b2qPC12xV1N2o2lc81/S18RPEAsYpI7cBLmclFQnBbJ9/oa4Lw58GPhlpniG0vLHRvAg1aG4M1s1rNAZy64Ix82d24+nWvTINMjN5LdXwb7QAMK68J14HJ5qneRpUkp2siHwd4c/sTTIwkaGecCR84BBIGcnoPz9a1xB9kdmdlTEZX5uhPOcfjWS/jnQracx3utaTBOuUIkv4VZTnoyl8gjpirOp6xaabpk17qlxBFawp5pmklVYVXGd28nGOp5NCRlZ2vY0ZI2eGNGJKsoCCNg2e+SemM5qO5SNLZUiYngsD1IHJ49a8h8Qft1fBfQNRltNT+K3gO2u4iQYhq8LqDnoWVsZ/wA+9dr4H+KHh/4tWiv8NNe0fWbBRuknsL+K5HXpiNiR1HJxSvbQfKzrbWLyiFBDAAc7P5575pqBI5GWR5HHPy7cbl981HHDIw2SMCrAYJPI6dv/AK9OlYW1kHvANxAXB9D1xj+dVawumgsSs6BYg4XO7jofx/X8KWedHliDtkAsGfsmQMc/hVTWNYttC0yW8166ttOsbdd0t3cTLDFCD3LuQoGAeprxDxR/wUz/AGfPCWtPp3iP4w+CYL2I4MaXMk46/wB+ONkz+NFxqLex7mZI54vKEUj+WSyyH5cnOM5Gc0/UWeGxZLoMquilUPJJx6enp9a5L4P/AB08FfHDSbi8+DPi3QvEljFtMkum3aXDRZJwHQHcnQ/eAzWtfePdF0rXRaaxrWl29y0ZkEVzeRxPtGMllYgjk8ewpXFZ3tYv7JmRCiOTGxyC2SAD2Hp1pQuLn/WJLEWyxPOFHoPWni4jnihe1ct5nziQfMrL1ByOvBH1pbmdiU2FG3jcQpyR3z04p7hccbdoNRkl8yEQygFY9vzdRyfSnwqVO/eVaQnKHjOPr61IiyfYjImPkHPIJz/UVmXnipLi5SO1xwxXftJUeucdT7UNpAa8FiYm3yiNepyGAwMdKWWbzv3TOMOmUIXrg96qWLtm48/em5uuQRj2AqTzo3dYS4bzV4IOdvOOfz7UXAp67r9t4P0G/wBX1pvIttPtpJ5JXbGEVc8ntk8D3Iryn9lDwNq+qadq/wAQ/iQFm174hTLewpjJsdNjG2ygA7ZiImbp8057g15F+0h40u/2vv2xND+Bfw5v5F8LeDkXxD42vrckpK3/AC72QI684cg+vsa+v9PjXTbKC3tI/wB1EgjgjBwqRqAAAe2OmKSsy3eCs9yqbU7m89mwDuHUDP8Ad9TX4Sf8HI3jbV9A/b5tYfDWq6rZwHw7aP5cdyyAErk9Dg896/ekForkBwgZiADuzgH27ivwM/4OcSo/4KJwCEAKvhuyAwOPuU7GmHXvHwOPif4mx/yMWtjPpev/AI16N+x58ffEPgH9rT4X6zd6/qz2+neKdMmnWS7co0QuoxIGBOCChbNeQxW8l1IEtEaRz0CjJNMt7p7OZJrRiksTB0YHlWHINJM7nFNH9hLKLry3styGRQcgcA8E/XNVLoyliY2KgnAwCBu9AcV5/wDshfGq3/aE/ZV8CeOdLn3f29o9tczgEEJKYwXUn2Jrf+L/AI9tfhd8KvFninV2MVv4c0u41ItxgmKJ3UE54ywUfjVS2PLaalY/Bz/g4M/aQ1Hxl/wUNv8ASvB+u38Vp4T0e10qQW87IhmzJM3APXEyD8K+H/8AhZ/iZRkeItb5/wCnx/8AGp/jF8Rrv4t/FjxJ4n1yV57rXdRmu2dzk4LfKPwUKPwrn5IJIdhnVk8xd6lhjcuSMj2yDUbaI9OMEkj6r/4JBePvEOqf8FJvhBb32uarcRT+I7RXjlumZHBlXggnBFf0vwj5XDJK4Q534+X0/HpX8xf/AAR0b/jZl8HOoH/CSWnP/bVa/pwub/y4XSJPNCKSxB2gNzwB1NWnY48TpLQzPFFuNdAgZ/Jto2V5nACkhSDjP4YqtBIuqeJdkOA1sBtcjco4/hPSsfVNak1C4itrJjFHI5jd8gqwzzn0GfWvPPFv/BRn4C/s8SPpnxM+KfhCy1O0+S4t4rl7ySNu4PkI4yD71kveZiouWyPeY71JGla58xVBKnjOc/xfSsvxheyWtnJ/ZUfmSSYAZhyDkV88aH/wWh/Zd8R6otvbfFvQYZN20tcWd5Epz/tGHGK9d8I/Hnwb8eoYf+FFeLfDviVHO530/UI52RAOS8YO9R2BIHJq5aoHCSV2jodLs5Y18+/DR3EgB2uQFxjt/n1rU0i2hfU7oxkOjxxswb1+bnP6fhRb25tFjNxkq52sGGcn068VjeOPi14Q+F10j/EfxHoPhgXhK2w1O/itTc7MbtgkI3BSy5x6iiKsLfY6h5GhjYKhwADjIJ/+vVeFJby1O1tq8jAbC/UfSvP5/wBrj4VpOWf4meAyH6Z161IPvxJx9K6u2+IXhu48GjxOPEWhDw9saWPVPt0bWTAEjPnZCYyDznsfSrvfYbTvsa88ygoxYncAE28545zU8UkU6p5aySSocDgjP418zeNP+Cwv7MvgjWXstX+L3h9r5GMbfZILm4jQ55/eRxMp+oJFelfAn9sb4S/tFSqnwN+IfhzxLcvlvs9rdbLkIOwhkCyHA64U0uo3BroemB3bdwEgOFx1P1498fnTp2ijtHdwHK7SCRyMnHA71S8U+IrDwXptzqPijUbPS9MtY2lnurmUQxW69Nzu3CjJAyT1Iri5f2tfhPLAy3XxO8BBlcMWGv2p4HT/AJaUWJSbO1a0aS4Dxvlt4xweBS6vCYmYqdzDGcdSOAP51z/gX45+EPileT2nws8TeHvEklugkmTT9QhuWhUnhnEbEryMAniuhmna5LiHb5nv2Ax+vWpbQNW3K0MRh3ec4bCjH+wfT61bs7cs3mkkEcKOhA+veud8VfFTwr8NoID8TPE+g+GTeM62/wDaV/FarNtxnb5hUtjcM49R6isd/wBrn4UmZQ/xM+H5zjBGvW2CO/G+nC241Fs9EdjbW+5S0joASDnDD2r5D/4KG/8ABQjwp+wl4QbXfHU7XniKb5dF0K2cG71R23KgA6omQ2XI42kDJwD9In4l6N4n8LLqvhjVtP1TRp42eC5srlZ4JNpIYq6ZBwVYcHtX5cf8EvP2cpv25v2nvG37S/x8kOs2p1u9t/B9heAvDHHHLtjlXPGEUSIBj7yg1nU95lQja7Zt/Bb/AIJSfE//AIKNRWXxR/4KK+O9e0XSdcBvrPwRYySKdPhIJjikBZRCdnVQCR3AOQPpvw1/wQx/Zj0fRvs0vw/+1iQKqyT3m+4X1O4rxmvrPRrD7FpkKKgjcAKFJGM45x+tSahNI6MkGD5jBSScMoq1G3QJVJM/OX42/wDBA7S/BM48U/8ABOXxZrnw48e6X++s459Qkezuz3hZ1IKZGR90j1IGSOs/4J6/8FQvFdl8Xpf2fP8AgpDoMvgz4r2cJfSbyRB9j8RxDJyjDjeQGYMCQ21uQwxX3tGq+ciRj7uDgjB9B/MmvkL/AILR/s7WnxL/AGRtT8e+HoEtfGvwtnh17RNRRdtwHSVVkhz/AM82SQsfdB70+Ww1Pm0kfWOiM99a+bPbyR5LJHGwAO3PXHbOM/jTrkvKW+VlVRgKQM/mfpXmX7GHx4j/AGov2RPh74/gkHn+JtGimuiGwFnjLRTevJkjc/QivUoLbz1PlNyn3gf8f8/4v0M5KzsVEUhWVQm5sbjjnH19KZc+du32jI7Bdo42qG6AH296Z4p1bSvDFr9r8U6pp+lWinKy3d0luv03SECsTTvj74C124FjoHjjwZf3sg2xw2+t2sjtzjgLIST9M0rbXCzZ1YiZxvJ3At94tyvbGO9Vdd1xNPiMch+eceXGM/fJ7ke3WriOfJ2spjdgMFlwvXgj2qneWjXOoCUBQFyDgcnI6jNOT6IPI/Pn/gqHd6j4M/b1/Y4tdI1G7ij1TxpP9rWKUotyP3A2sAfmXBPX1NfoDrTZnZ84XzDhVXHPH596/P8A/wCCt6t/w8A/YpGSd3jS4wTkD/l34ziv0FuNyXkrsB5aowJY5AOSePU1mlq7lz+GJJp032yPM7ZA+6DgE1YLgSHMjAsAGXGMe3HWqNhKJplddhjc7do4yfaoPFnxK8M/D51/4T/XfD2gK6kIupalDaNJ/uiRhn8PWtehFmWXjeSbLyACXJJYYIGcYAPani0We3AkO5UPCccjsevTvXNeGfi14W8c6l5XhTxR4a1i4BCpHYarBcvkdtsbk11sERltdygoBkEt1xnGKha6BtuQRaan2TEqxFwcdPmHsferUhMrja5lSThgOQPakGBhQ25z82COM9cfhU6hN8iKUkc84RgSoPqM+4q0uXcNiF8zPhnCr93bjPP0+oFQtM1qP3QZpBkk5AHv/SqPifxz4d8BwxzfEbxBo3h9bh9kR1K+jtRKewTzCNxOe2a0DN5oSSDa8TgMrRkMGH1754p/ED6Mgv8ATlu50ku3ZN6hHBPA/wAafaW4hLeQE4+VSw+9jjv07dKr+KNWs9F0gXviTUrPTraNstNcTrDEMdizkAH8a5XQvj/4C17UDbaV448F3FySV8q3121dpPw8zJ69MVD0dgSb1sdlBMXvGjjQF48AtjIcY65/xqjr2nvrWkXsV0JmXaykx5yc55/CtNQFibYTgqGBAyDx19wcZ4NJcJ5kcggCqCCME4FOSsFippUpvNLinh8wb40GJOXHA44qdYyluBL8vnNgHB5Geg9KZo9jLDBBAxVSEC5yMcfjUxDRSMfOBVCSRjj8/WmtUCBJXEXl3Dv5TA/KTznHQ+gp0UvlzjyfvKuD35/r+HrSzzPLKTFHlwQQc8dcf1pGZlLTctCNoCkjIzkVSVg2Kl+6hSYyGlByehX/APXzW78MI418T2zlld3L4K9j5Zz/ADFcz4m1JtMgD29tLKz/ACjZgkA/X3xXT/CiB7fVrH+0GBlcOy490PH5UqXxp+ZMtjtPFf8AyHfDP/YSf/0juaKPFf8AyHfDP/YSf/0juaK9YwPLf+Cdgx+yH4V/7ef/AEokqr8TEe8+NGpzX5cQ6asYt0A4dngTLZx2yw/GrX/BOwY/ZD8K/wDbz/6USVc+KMIXx9fSeaqszRIAc9PLX/CuXG/Bp3Lp7nOrZSpCVjBEh+Xk5yB1PFT3ERMKlVXKrglTggH+ZpIF+zXZiYsXbGMtjb9Dz1449M0i743KGZA6/OG2naAM9f1rzUu5qGxpFVkbYirgrkbj068/Wo5kt9KcXMmwSFNqcnAXOT+NPtZUMTSwxja5OeMnOPfpkkVk6ne+SpF7IrrnAjK5JP8AL2olKwHD/tLeAJf2i/gX438EwSvZyeKNHutPWUfNsd4yqMQR+dfzU/AD4y+LP2Bv2qNN8TaZp8SeJ/AepvDcafeAhHeNiksT45AIDDI9c1/Ul4XeS4lnuI4wrF1QZUZUbQemcZ5NfCX/AAUt/wCCHfhb9ubx4/jn4Za4ngLxfdIUv8aeLm21Z1OFlkQSIUkIGC6n5uCRnJKudFGaV4ss/sdf8Fz/AIIftKPaw/Ee7uvhx4meICWz1UedZtJ/dhuYxll7gui19o+G/iR4e8R2Uv8AwrbVNI1iG4UlZLS8jmZ1PdVViR+Vfg1+0H/wbw/Hj4L6Fcan4b/4Rfxtp9tliNMvWjuFX1McyKv5Oa+XbTV/i7+yR4pV9Pv/ABn4Jv7JjtMF1IiKQemFYxkexGKdovY0dKM/hZ/UHrnhjTPHOg6lo/jKJJ7LWbOWyntiGVbiGRCkis2c4KsRxg89a8V+Fn/BK34F/Bv4gWHi34VeBrLS9e0iUzWVylxcM8TFSjHDSEHIcjBFfjx8Bf8Ag4I/aC+EV7CPGOp6D4902IBHt9Y09UlK/wCzPBsYH3Ib6Gv1g/4Jnf8ABXHwB/wUO1a70HRtI1Lwv4y0m0F9Lpd1MJYp0BCvJBMuN+CwyrKpwQecGpSZlOnOmj52/wCDlD9n7UofgV4T+K/gvUtUsrvw1qX9i6mlrdSRpJBdKzxvhSOVkhIz/wBNPasL/g2L+Nt54s8D/Fbwd4ovb6/utPvLHV7dprhpZDHMkkMoBYk4Bgh4/wBo1+iX7dP7O9r+1h+yh4y+H+o7N/iCy823kK5MM8DrNGfbJQr9Gr8Of+CInxyuf2Nv+ClSeHPHHmR2+vC68KakIz/q545NyPjuA8LL/wADq7W0RcGpwaP6BY9BkW6YSo0dqFUbpDyfwHTrX88X/Ba79qDWvib/AMFD/HFn4b1rU7XS/B8y+HbYWt08SyG3G2VyqtjJlMn5Cv6AP2gvjPafAf4JeKvGHilJGsvDmnyzyICdztjj9T3/AKV/M7+zh8Ida/4KDftoWmkSTldQ8daxPqV/O5zsWWYySt9RvNLl6hhVu2foV/wbMftU6jq/jDxn8LvGmo3d0t9GdZ0+W4naZ1cIBIg3ZONsZIx61+wOo6Ek8EcRZmCsGBHY+n5Zr+Zz/glx8eZv2Pv+ChHgXWPEHmxW0GrjRdWjjPIimY28vXrgOx/Cv6Y/GfiW0+H/AIR1nxB4hby7HQrKbULpk6rDDG0jnB77UOKGkycRC0lY/Bn/AIOIf2gL3U/2318N+DtT1CytPCWmrDIlrcvEDPJgyqQrckGMAZ9a/TX/AIJYfspap+y5+wZYJ4ivb2/1vxTpr67qE13cNI0DSWg2xruJICEN+LV+LHwf8P6r/wAFUP8AgqBpsesssTfEDxM+pX3mEsILJGa4mUfSKNwPciv6RfFz2+heA9UjsMCFNOmt44Yl4QeUQFAPbim0krIqq+VRifzW/sV/ELxBN/wUU+HcFxr2tywv43tEMb30rIym7Xggtgj2r+nWa4e7M7FGJVyGGOvzevH8u1fy3fsXMW/4KKfDsoSpHji059P9KFf0/ajdSQTuYJJWbeckScYz3B+tDlYVdWaP5h/26viVr+nftw/FJYNe1yO3t/Fl5iNL+VVRRMeAA2AK968W/tLftLf8FeNY0rwT+z9aX9p4P8MWFvpcdtZzG1h2xxKhmvbljl3fbuKr0BAwep+Y/wBvVzN+2v8AFhnJyfFN917/AL01++n/AASX/Zqg+EX/AAT++HFt4dtrXSLjXNLi1m/u0QG41CW5Hnb3/wB1JEjXJ4CDilJtam05KEU7H5oWX/BtH8aNW8PyXQ8Z/Dt9VVN5smu7xnLehk+z4z79Pevm3wn8R/jd/wAEjf2pmtjNc6B4p8OS7bjTrqVrnT7+JgMgqCA8bqR8y7WGexFf0y6ToEWjMy2HmM7JtErAbnGPUds544r8mf8Ag6F+D+mf8I34B+ICRJHrU14NDlkCYMkQW4kGT3wQBz6CiOu5FOs6kuWS0Z+gv7AX7atl+3X+yz4Z8fWGnR6bqV/uhv7LzC6Wd1GzK6q3BKkoxBIzjGRXe/G74yaL8A/hF4h8c/Eq9WDRfDNhJd3OBukZVGBGgJALMxVR05YV+fH/AAbO3813+xn4vhujIIbPxGogIOQm5XJ49yfTvXO/8HNH7S9z4P8AhL4R+Fvhzzrf/hLLk6lqkqyYWWC3AKxbfRpHjc/9cxQ22Y+zXPyo+Ev2yP8Agpz8ZP8AgpD8Sbfw9ost9Y6Jd3P2fSvDejFl88sSFMrg7pGx1JIUDt3r2j4M/wDBtH8WviV4Ig1n4k+K/CXg/ULtS66Zcia7uYxxjzGRdgJyDwTXsn/BtP8AsL6ZqXh/xD8c/G0VvdXtpcnRfD8ci5+xttDTzj/aKtGgOOAX7kV+uMGixiRpEkZpX+91K4xyB7+9Dvsa1Kvs/dij8Bvid+yF+0b/AMEM/FOm/EP4f+INK1LRbyUWst1pTy3Fo5HziO7t5EUqCFJDLnofmGefnT9tL9uzxV+2Z+0JqHxD1Zrrwzeavb2sM9hpt/MLaN4okjZogSNqvs3bTnGcZPU/06+OPhH4a+Jfg/UvD3j/AEm11fSNWgMNzb3K+YhBBGcHoR6gj9a/l8/b4/ZmP7Hf7X3jn4dxTm4tNA1EGxlYctaTKs8G7/aEcqKfcGqVy6M1V3R/TP8Asyk3f7M/wymu3aSaXwlpLu28szMbKEknOMknnNdrcX9rpUkYDCSaZhHsHLEE8HrXH/sxxLJ+yz8L2kT508IaOMq3/TjDjJP+FdjFo1kL2NgheZXUxuT1JNGpxS0bHTTy37T21t5dvCApSbcSxHGQBgDP41FNp66fMsFgqsDzkt0J7nivNfjb+2B4U+EUevxxm81nU/B1hNqmo6fYQAmFI4y5DyPtUZ4+6SR6dqxf2Mv2q5/2ufgRH498Q6LaeGrG5uZo7e1ju2nMcUZ/1kkhC84weAOh60adR8rtc9stgY4DFHIhICkDPXn8+3evJv23vjhN+zl+zpr3iPw2iS61J5dho0L4zcX1w4ijUAdduS//AAE1S8R/ty/CHwPdTR6v42tjdq67hHZ3MxUDd/djxgd+fxr4y+Nv7dPhv9tf9tHwdBp+oXWn/CT4WTf2zcTmzkkbWL/AEWIkBKhW6bv7snqKTZcINu7PrH/gnX+yVd/szfDa+1Pxvef2p438dTLq+v3zgZRmB8qFOp2KrHr3J9BXu+r6g9nOI8rCxAO852nOen5e1eLaL+3/APDTVJ4UsNV1cveMsI/4lcy5YtgduBn1r25NOTVJrOeYNNDKgkTccZ44JH0P60JX0Jndu7JdNS5NuhkKNk/e7AYH49DX4J/8HM6CP/godbKCDjw3ZZI6H5O1fv39pW2geIoD8nJHb6e/avwE/wCDmgg/8FCrRl43eGrFgP7uU6VT2NMN8dj48/Yo8JWPxA/a8+GegeJzjTtd8SWGnXRz0imuEjf/AMdY1yXxh+HF18H/AIs+JfCmuZN54c1O402XjGWikZCf/Ha6r9jC9/s/9r34W3DLuEXizTG64P8Ax9x9+a+kf+C//wCzVL8CP+CgfiLXrVY00n4iTPrVsEXGyRljeZcZ/vzH8qk7XL3uU+6v+DZv9qiX4l/s9eI/hnrzRm4+H8kV1Y5JJmt7hnVs/wC4UhH/AAKvWv8Ag4B/aHk+BP8AwTl1mw0oiPVfiDqUGgRAnDCD5ppnHPpCqY/26/Lz/g3x/aIb4H/8FD9F0e7LCw+ItnL4fn5+VJTtngYjv+8gC/8AA69h/wCDnb9pNvHH7Qfg/wCGulvIbXwZZS6jenPyvc3DBAMf7Kwt/wB90K5zun+9ufmNo2ky63rFnp2nI0lxfzx20SjqWdgo/UivYv2+/g2v7Pf7RjeC1x5mgaDpCT8YImmsoriUH6PO4/Cus/4JBfs3/wDDUH/BQTwDoF0yixsLltXvWYZAitxuHHu5jFbX/BcO+/tH/gqb8WHAVUS7tEVV6BVs4AB+QoZvf3uUyf8AgjsQP+CmHwd3gEf8JLZgg/8AXVa/pb11jvuLWNpWyNxMRAbp0yRx0xX80n/BHtyn/BSv4PGNgrDxJaEEjOP3q9q/o7mttX8VtrcHhW8it5p7F4rS4dC4SUh1VyAQSFYA47460N7I5cTrJXPwn/4KY/8ABa34ifHjx74o8E/Bm5h8H+BNM1K4sYJLEk32qxRyMizSzH7m8KG2oBgHGT1PwYtvd+JNT2pHdajfXLdAGnmlY/mzGv1duP8Ag1O8YSZmuvjRoDySNk58OSksT/28+9fUH/BOz/glB8MP+CY9jrHif9o3xJ4S8X+Kbhv9F1G9sRHHpUA6rHbs8v7wkD5+oycU0rG0asIx93Vn4H+Jfh3rvg2GKTxloOr6THPxG15ZSQq/0LKAa7H9lr9q7xx+xx8WdO8ZfAvV5NO1WwJBikBktrpGGGjmizhlI9MEdQRX7I/8Ff8A/gpP+zF41/ZZ8V+AXmsPGvizU7FotHOm6Vg6ZdAgxy/aJFQxqpHOzdkcYINfhOnzKcUmaQk6i95H9Nv/AASu/wCChMX/AAUX/ZkfxbrOmQaL4j0W/bS9XsraUyRCXYrrLHu5CuCeCcgo3Jr4N/4Oo9UN1cfBY2TSxpC2sREhyCxAscnr05x+FT/8GqnjAwW/xr0KcGRH/sq+jGcKjA3KE/iGH5Cq3/B01pC6TY/A9Q24zvrkxPcZNlx+lF7HNGKVWx+RTXczH/j4n5z/AMtW/wAa9f8Ail+3H46+JnwF8C/DJtVudN8G+BdOaygsbadl+3SPNJLJNORguxMm0L0CqPcnx5skccjrzX7g/wDBAL/gmf8ACzxn+xfpvxR+M/hHSvFniTxXf3b2r6mpnhsrWCd7dUWEnbktDI5Ygn5wO1NdzpqNRV2j8Onxk4UZHJ46fXNdV8D/AI0+Jf2dfinofjL4R38ml694fuo7y1mXlCyMCFkTgOhxgqeoNfqb/wAHHn7D/gL4ZfDfwz8Qvgj4Z0fwvd/2i2m6lFp0Ihhu0PCsYx8oYM/UAcAV+RfTr0o03HBqorn9L37Nfxtg/wCCt/8AwTQ1m+1m0j06/wDGOi3uhalbRSbktbwwlN8fGdokYOoJz8lfzXa1a3miazeWV+91FPaTNBJG8jBlZTgg8+1fuZ/wa3eI7pv2RPHVrdSM1la6/CYh18osk5Yj67RXwt/wcAfsNQfso/tZjxX4IaP/AIRb4myXWowRou37HdLJulix6bZY8fQ02uiMaNozcEZ3/Bv3+0ZN8FP+CimhaRqNxJ/ZfxBs5tAuS0h/dyEedC4zxnfCF/4Ga/olk0Iz3DIZsSj5G4Kk89x/nrX8jvwj+JF58HPit4a8W6CWF54b1O31OHBwSYpFfb+IUj8a/qi8C/tSaR4n/ZQ034uuHk0ufw8dZlDAbt0alWX/AL+KR+NCimtSMRC7TPxO/wCDkf8AaUuPiX+23B4E064Y6f8ADfTo7ZnRyu+5uFWaToeymJfXg1+f3hjSb3xb4l0/S9MluHuNRuEtogJW5ZmAHf3rqf2nvjTdftG/tFeNfHerb1k8UavPfojNkxxs2I0z/soEH4V7V/wR0/Zeuv2nv26PCduhjTSvC1zHrmpF1yGihfd5eB3baw/ClbsdCtCB+13x68DWn/BOj/glh4i0fwPdLeSeAvB0tnbXTrt8+6MTB5cbictK7N+OK67/AIJgfBK0+Ef7BXwl0XTUC+d4Zs9QmlZcl5bmNbiXpj+OVvwrz7/guJcSRf8ABNf4ofYAwkS1t4pf4VYGVN2Bz2NfSH7JtpJpv7Lvw5RSTnwzpoQLyEX7JHj9KmC5mcL1jfuz0MW4EoXe5RcYJwD0pIyI53kIQbW5AB69uv8ASmz/ACMMHlhxkn6DtWdYXX9tIJLkSxRxEEYfJbt8wGMdfU1pJ7IyL9rK93O8821VVsKTz+PaqHi7wzpvxH8LajovjG2TUtJ1RGtprZ8qsqEDIbBBGeeh9K1Lf5bZQrcEZOVG36jvSRlHiX904K5/i4PPB/nRsx3OZ+Dvwc8NfAP4eaf4R+EOkw6PoGkowtbCJndLcO7O2GdiSSxJxnua+c/+CoH/AAVIt/2AdL8N6J4F8NP40+JHjqRotH0XzzEiIDsE0xVSxBkIUKAN21uRgE/V8ist15gOw4yWU4JzjH9a/O39mL4RR/thf8FkPjb8VPigDqWl/Bm4sfCvhuynUMLe4SJJXlwTgFZQ7e5lNDaNKerbZ0M3/BIPX/2zzZ+NP+CknxI8VzeKdShSSfw14Vuhp2i6KmMrapuWR5WUEBnJ+9nGQATb13/g3g/Z8k05h4RuPiD4evoWxDfaf4hInD9j88RB546CvuDUdZh0y7gimDkzDbsDZfPr/Knwo1xL5bYLbiBjqg6560ko79Re0l0PgDx/YfGP/gj34N0/xRcePJvjH8DLG9gtdfstZtBHr/h22klWMXFvOj7bgIWBIcDOccfeH3V4Y8S2Xjbwzp+seFrlL7TdSgS6s7iJwVmicZVh+BB/CsT9of4Laf8AtIfArxX4B8SNElp4q0ufSpJGTd5DSIUWQDPVGKsP92viz/g33/aC1bxV8BfGHwg+JDNd638HdT/s2OcsSZLYl0UZ9E8tRzn71JvUp+9G/YZ/wV3d7n9v/wDYlV8KD4zuFXnqT9n5/lX6EXtk8UskTgt83O7oSOf6ivzz/wCCt10if8FCP2JzMGCx+NpyRgf9O/pX3B+0j8Xrf4I/Bbxr441LzZYPC+lXOoiEf8tWRDsU+mX2D6ZpLqhSV1E+Yf2r/wBpv4q/EX9q+2/Z/wD2F5dD0m/0/SU1fxh4tvYTdL4cjmdlihhiUhWmZV3fMSMOOmCRz1l/wQM8CeO9VfW/2qviH8TPidrl2S8s91qKWFqpPXZbxq2z6BjWP/wb/aLqPj/4FeP/AIzfEW4afXvi14qmnaVjudbS0RY4Y8nspeYdugr9AbK+EyMsLMEwdpZQwIJ9evb0qkgk+R2R8Ha3/wAG+nwk0nUY9S+Bfi34meAtWtmDQ3dhrSzRxv1DNFJH84HHG4Zqr4c/4KIfFD9iD9r3w58Ef+CiVvo2uaD4haO18PfETTImtY78P8kTXluxKq+4BX2MNpyQGAyfv4Mq2iqNrCTKs2zkAcYx2/Ovlr/gst+yRY/tafsN+KQVS38UeC7STxBol7j54ZbdfNaMMORvVCvoC2aaQRld2kj6rES3BdlbGCQy45B7jr6/pX5R/G39vLxz+zd/wVK+Mngb4C2H/CV+PfiDcaPoPhTT7+4k/s7TneNGkunVTnagXJC7c5znAIP6Ofss/En/AIXT+y98PPGk+4y+J/DWnatKD2kmto3cZ7jc57V8MfAT4JWvjf8A4OK/i34s15FkHgXw6lxaLt5WeeCC2Vgc9Qkzke9Nu+46aUW7nW3X/BCjS/jN4jj8T/tt/Fz4h/EfxG7rcyQ2k0elafBLnJEUQWT5M4A5Bxivef8Agof+1Zf/ALCX7JP/AAkPw30O31/xDNf2Xh3QtPu5GWO4u7htsfmMvJAVHbAxkqBkZzXv1zOZrgBY2QAEcN9739q+Nf8AguLe3PhT9k3wr42eyk1Cy+HHj7RvFGpWsf3rm1haaJ8ds7riP9eaTJUnOSRx0/8AwSY8U/tgaVp/iz/goL8XvF2qavqMCXL+GvC0iaTpOlBxuEIYh3mIBGWbBySOcZL9U/4N7f2fb+yi/sA/EPQb1Rhbmw8QES5H8WXjYZJ9h0r6l/Zp/ae8F/tffB7TPGfwU1KO80q/QGaAjy7i1lHBidM9VPcZBBHPUV3sN5IiP5sap8xwXOW/8d9qzYSqSi7H56at+1B4/wD+CPPx9+H3wp+PmpP8Q/gr41dYPD/ii9zHrGhAuqSW90y5Sfyy6sGwpKuOc5C/o8LZYpmwy5B6D5lOD/k14R+35+wT4c/4KIfBzSvC3j7VL3RZNMvxfWWp2USSXFs+ULKN/GG8tM/SvcdA0iTQtB0/TpLh7uaztIrR7uRQGnKIELsBxuYgk47mtFsOTTXmQ6fIkN5MhMjLECfpnoPp0rRmO3iXhpPuqMY+lUbK4MN9KJurBcAAbSMAY/zirN5GCVW4YExnggkE/UUQZmmVkRobgrtYDP3t3X3z2qyyzSyBVXzE3A5J47nsPY1GZBFKV25R8EYTA+hJPTpUd7q8wtxHpAUT3BZc9BEAOvv9PXFNyEMj046ncq87osVs/G0n5254PsAR9T9Oes8AjyvE0COwJywXPP8AAx4P41zGkWa2Ol/Z4g7t1Z35bJOSc/56+1b/AIAYy+LbI5YhQ459NjVVFe8ga0bOw8V/8h3wz/2En/8ASO5oo8V/8h3wz/2En/8ASO5or1TnPLf+Cdgx+yH4V/7ef/SiSr3xQCnx1qTMrOVVB04UmJcd6o/8E7OP2Q/Cv/bz/wClElXfihetF49v44tg3eWSWz8w8pePfr+lcuM+FepdM5i9uczgW0aktwACccA/lVWKaZrwmYF225AOfmI7Yzx1P+ekjTyS6wiWUqELzsjwFXAJPH4AfjUyXMgkdkCgE7iccH15/wA9a8uTbNSoJ9ShiLuscbEZyQRgZ6HBxzxWFc2N3e3j3GpRpb2UJ2xKhKmSQnLPuOf9kdPWuqNnFcTpIGaNU5cL39s9epqrrrmPTkOkxRTzTP5SK2WCHPXGew/nQ48wXseY/tQ/toeAf2G/Bmmar8edWuLKx1yeW2t2jhEpaRBHvGCVx/rV5Hqa5T9mj/goH8Pf20W1Z/2fNQudT/4Rzyjd+dAEaDzWYKQN5D5Cng4rzX/gvf8As2y/Gn/gn3rd5ocDXeqeDpv7ZjAUs/lABp9uP+uQzivy/wD+CDf7dGn/ALIf7VZ0b4gzwWnhT4h+Tp17dykIlpIokEMhY8KvmSrk+gptXR0QpKULn7v2vh7UfEN9v1OJ7fTIuW83Kl+ecYPStfxR8IfC/j3w+2k/EDRNJ8R2E+d1tqdnHdxheeMSAn9a2rhi8qymYu45VkcPu5zn3z/KrSWC4jaRnOMBghwCPRse+KIwUdTC7Tsfnx+3J/wb3fCX43+C9Sv/ANmfSx8OfGyRNNp8VnLJJpmoSYyIpoZGbZuxgNGV2k5wRxX4u/svfF/Xf2QP2ufCnibQriS01TwxrUcVyEPE0Rfyp4yO6tGzj8RX9QvxT+L2g/AD4Za/4z+Id7FZ6L4ZsJNRmaeQAsUXKpyeWZtqr7sMV/LV4I0G7/aJ/an0fTdAgeW48WeJYkijRdxCyXAJOB6Lk/hVXO2hKUk1I/qi0PxrFregabfQyrAdXs4bxVC84kRXx/48B1r+en/gsN8JL79jb/gqXq2u+HVa0t9YubTxhprKcEB2Il/OaGf86/oW8C6BH4f8H6Xp93GjjTtPgtlPClWjjRCSR7r+lfjv/wAHS3w+a1+I3wq8WRwAJqGn3ulSydRmKSOWME+/2iQii5jQdptH0t/wU5/a3tPib/wRAtPG+k3Tf8XK03T7KQgYLXDxP569e0tvKOK+XP8Ag2K/ZrPib4q+MvilrMCNZ+HYV0eyZ84aaRC0uPcK0X518ZfEP9s++8Zf8E4fAHwZupnf/hFPE2p6gy54+zSLC8A+gkku/wDvqv2u/wCCDnwcX4Gf8E0/Bss0Ji1HxjJceIbpmT5v30hWLg9vJji5oeppP93TaPxt/wCCvvwCuP2Xf+Ci3j2x01Et7PU9RHiHTPL+VVjucTgKO21nK/8AAa/U/wD4KP8A7dscv/BE208W29zJFrXxe0Gx0y32tgrJdQobkEDqBF54rxH/AIOgf2f0On+APiXYwn7Qm/Q9QkQEqQCzoWP1kAH0r8+/2kv2vJvjD+yV8FPh3BK5t/h/ZXSXSA8NIZnER/CJ8Ublpe0UWfZv/BsR+ztLrnxr8afFG/RDB4V03+yLJm+8txd5BYZz/wAsoph/wKv2Q8YX9zN4M1QgwwMtpMPMChvl8p+e3P8A9eviD/g3L+Eknw7/AGAx4gvEeG68XapJMdyZzEhPlvz1+WRsV9v+PrW1uvCN7FdsJESznkVSo+dhE20j6HB/Kk7nNWlzVD+Zn9ixjF/wUX+HZiwxHji0IP8A29iv6dNfv7ezndr3yxOsjBcqPm5BOMD/ADmv5jP2LMn/AIKMfDr+8fHNoeehP2ta/qHuLSK31EskcctxKxDSlcFeegPb/wCvQ1c0xGjR/Kx+3W/2r9tj4qSMpTPiq9IX0/fGv6Vf2P7pm/Y5+FAZWdX8I6SN3GAPsUIxiv5s/wBvsbf25fi1kD/kbL7J6/8ALY1/Sn+xTIq/sh/CxZATt8HaQeecf6FCf60/IeI+FXO/igmZDHCX5bht5VgD9PQV+Zn/AAdIQsv7M3w7c7sN4kG0E54+zXJ9K/T2efzo5EVWIRgSM8A4GCD6Zr8xP+DoxZT+y98OjcB8J4mUEsOc/ZbnrTsZUPiLv/Br8jf8MfeOBGUUP4mQHPUny36V81f8HQiTf8NXeB3lZ/s50J1iB6KQYdwH6c19K/8ABrxEX/ZC8cyeW7EeJEA2HkZicfzNc7/wdH/s/wBxq/wg+HXxF0yF3Tw/qEmkX0gXOyO4TchY+gaFV57sKLdjWLtWPff+DfB7Uf8ABM3w8NKMbP8A2teG4BAHz7IOpx9MfjX28iicAg7go5Xon+Nfkh/wbDftVWd14L8a/CLxPdRx31ncLr2ko7AGeNh5U6qD1IPknjtmv1vcItpidmVohuPJAIPvnnrQmYVlaTuOniUvmNRyBlfT0+v41/O3/wAHFMUEf/BU/wAVGwCBn0nSWm2nO5/ssYJ9sgLxX9C2paxBplkZZZIoLeNTJJKW2BQASST9PWv5e/8Agpp8fov2oP28PiV4w02dLrT7zV/sdhKmNr21sqW8TDHYrDu465oua4Ze9c/pZ/ZaEY/ZX+GJV8n/AIRDRwQTx/x4w8H26V4Z+33+3nqPwg8T6f8ADD9nGzg1X4teKhHBp0cih4tNMpwsrgg5YA5AxjgE56V7N+y/cGT9mH4YxjZtHg7SM5XJYfYYT9M/41+f37E3jPRvFn/BVf4v+N/j1qdnpGpaLeXiaW1/IIlhCSSQqibv7sSqAPYVLb6EwinJyZ9T+IPhen7Pv7EN94BuZF8S+PvH9rJo0tzIx87X9XvI28yaV/vFFZ5JDnOEQgVw/wCxx+z94t+EPwF0/wCFf7QHhzUtQ0PSr24lu5NJ/eW+txEgRQFtyN5f8Tr/ABbQpyGNe8fCjwavjn4pXXxQ8YfaJ3nRrXw1ZzqUTS7ZhtMyoeksy5Yt1USMo4r1aVIp7ppr6RIrRRukLnaiIASWYk4AAHWqJ9o7cp8Nft+6ld/s/fArUZfhl4b8N+ENQ8ZuvhLwpo2ladAl1NJcsvnXM8gjDbhEjRooPymUsSTjHrn/AATE/YlT9jb9nf7F4uSKXxh4juft+tTqNxRQMQxKxGcAFm+shrwf4FfFF/8AgoL/AMFWBr0cBuvh58GLG4bSuN0BunIjSU5yDISd4PbycjvX6GtcCRm8mUhgNwKnkjkck9aUVrZlVJNJRIrAJZxyG1ijVejAgZ3Z9cehp06C1+/u80kZC8bRjPX8RSWWpB2/0pnJB2vIcKGGOBj8Kq3OorJCW0/eoDkMckbxnvzz1NW3bYwuyRr4yHFiUJQdWOT9enX/AAr8DP8Ag5bbf/wUEtuoI8N2RPfnZmv3wtJ4gzyKRvyCMfdIHQfzr8D/APg5cjx/wUIgIwC3h2zyAeny9MdvpUtnRhvjPjj9kV9v7V3wzycAeKdNPuP9Kjr9gP8Ag6G+BDeLv2bvBnj/AEyAyP4O1j+z7qTaAfIulKgk98SJEOfWvx9/ZKLH9qj4beWGLf8ACUabgL1z9qjr+j//AIKnfCNfjJ/wTp+LmhzxlzD4eudUhzywks8XS4+pgoRtWlyziz+ab4H/ABFn+EHxn8JeLNMdln8N6xaaijKcECKZXbn3AI/GvQf+CiPxrH7Qv7Z3jzxbFO1xBqd8Gt2JziLYuAPoS3514sVYEhumaCSxO4lieuTmkdHKfrN/watfCFLr4nfFD4gXiI8mk6da6HaFxk7riVpZCvuBbIP+BV8gf8FrBn/gqB8WSV2E3tt8vXH+iQ1+n3/Br/4Ebwz+xL4j167Ro5fEXimZIm8vmSKGCAAqf953/WvzB/4LWSGf/gqH8WWbBP262Bx7WkIpmEHerJmR/wAEjzt/4KN/CPbKIifENqN5/h/erziv6Z5oNM+GWhX2s6nMLSw0+za4nllfEUEMSFnY+gADEnvX8zn/AASEQzf8FJvg8qsFLeJLMcjP/LVa/db/AILP+MNR8Ff8Evfi5caE7xzS6WLLdGMlI5WEcg3dcFGP500upnWXNNI/J79u/wD4OE/jF8ePG2r6V+zhrLfD3wNFK9vYtp8SjU76EEqs01wwZkZhg7Y9oGcZPU/EsL+Of2lPHPkSXXiTxpr+oPn/AEi6lu5pmPcmRjXIZxwAM9q/oK/4NxPD/gXT/wDgn7p+q+ErbSIPFt3qF3Dr16mwXrDz5BGjyffC+WFwucEY4NJbm0mqMdEfkbe/8Effj74b+GGs+LvGXgafw5oeg2Eup3Uuov5RaGNC7bFUNk4HGcV80J9046Cv6RP+C3H7UOifAP8AYN8aQeIr6xfW/G9hJoek2fmDzp2lwrMqZ+6kZdiQOwHev5uk+VccUMdGbmrs/Wf/AINXWA8c/GdWCtu03Thg/wDXWatT/g6kuDInwPRnVxCNYjGBwP8AjyPH51m/8Gq8XmePvjMcMSNN04KAf+ms3atP/g6niaGL4HGf/WuNaLcYHDWY6DjtQYtXrXPyEZgQc/nX9I//AAQevTbf8EqfhaxKYSPUPlZQc/8AEwueeen1r+bd2zyM+lf0e/8ABDESx/8ABKP4YMifI8N+rnOCf+JjdDFHQvE/CeO/8HIdqJ/2IrWQbcRavBMVC9GedATnPvX4Tf41+8f/AAcel/8Ahhu4UoQsOq2Y3kEFj58Z/menavwcPTmoXcrD/Aj9yf8Ag1oIb9lr4ih8lRr1s5G70S47d693/wCC8P7Hsf7VX7AmuXPhSNbjxJ4AlHiXTsL8zRxqy3MQPoYXd8dzEteE/wDBrL+7/ZY+IzRZEv8Abtsu4cMRsuOAfw6V+ol7DDraXNnrMMU1hNE8U8LoCJo2UqynPYgkH2rZLS5yTbjU5kfx4shyRIMYOCK/SvwF/wAFDbjwr/wb4a14Lnv5B4hm8VN4SsgD84sSkV6zA9Rhi64/2q+Gv2wfhU/wO/ag8ceE5I2j/sXV5oVBGOCdwx7fN+lcNJ4jvZvDEWjvcSHTYbprxYR90SsqoW+u1APwqL9DucVNIoKVVOMBQOvpX7vf8G3n7IVt8Hf2T9T+Jfj23ZNb+I1zv08j78enwkxofbfIJieuRivxI+C3wx1D40/Ffw/4V8LwyXF7rd7HbIkalm5PPH0Br+pL4X/BdfhB8LfD3hvQ5BbaX4Z0u30+CFP4ljQLkjpuOMk+pNTJ2djHEStG3c5H/gpj8Ln+N/8AwT0+K2maPblrqbw5cXNurDDM0MRlX1GcrjGO1dR+wP47g+IP7Dvwd1vS5Ge3vPB2lq2w/MZEtY0kB9w6uPwr1a50aOXSfsFzGlzZPB9neKUZ81SMYb14ODX5xf8ABEb9piP4bXnjr9mP4lTfZvEPwr1zU49IS4O03FglyfkVW4OC8jA8/KKr4UrHNH3os/RPVNcutQv47DRv3bTYLNgcRjhiDjqO3HWrmm20OmWskdmv7psA7zuLe9VtGtl+xmWSB4rqUCR2cnKgkfLntjgfhzVuaZrbazbZedgGwZHrx7U4q+pkS3JBRVDbEH3j1wOT0/A1h/EH4h6b8OvBepa54qlaLSdEt2ubmUJ8yxqCxwM8n2rWawzvMyCDed3z569u/Ar5d/4K5fFq2+Gn7Bni8W1xF/bHip4PD+j25YeZdXM8qjCL1b92sp49Kb3KirtI9p/Z0/aK8N/tVfCfRPHPwjuZ77w5rDSG0kuYxG7eXI0bZRSQAGUgcnpXzZ/wSsnhi+Jn7VRAJu2+LmpF/wC86iOLZn2x/Ova/wBgT4Fn9mv9jf4c+C2WRbrw/okSzoRh0mmJnl+mHkZf+A18sfsE/EKL4U/8Fb/2pfhl4iIhHiXULLxhpQlbabkvbJ5xTP3stLGOO4NQ2aRXxJH3Zoiedqou54llnVcI44KkcEfTPet5d0EbSbkQyYYk1S0ggztKGG51JIPAAyefc0/U5VtYGSKdSzPj5ugJ7Y9KqOiuzG2giTbZ1MYAlZ87lOMc/wCetfmV/wAEaVWP/gpr+1smis0Omi+c4QZVW+28dfYtX6EfEL4i2Xwv+H+u+KNfLJpfhqxn1S6LEqgSGNpD9OFNfBP/AAbufD3UdS+GPxM+LnimN0vviVr5khLgjzoUaVmIz1BZ4+azvc2j8LN//grlGsX/AAUB/Yr8vIz40uMFjuH/AC78jivoX/grr9rj/wCCZ3xo/shT5o0QFvmOWBuYcn8s/rXzt/wVvBg/b+/YqLfcPjOdlUccf6P+tfbv7Tnww/4XV+zT498JupkPiPQr2yjTrmQxsYvx8xVoj1Y2/hPnz/ghktjF/wAEsvhZ9jXcrRXzOemX+3T5z+a/pX1paytJc/6PsHX5BztAJ9frXwH/AMG6Pii7H7E/iTwN4nfytV+HPi+/0t7eQfOkTrFKhIPYuZcfQ19+afZixjDTzNLNP80jZyFHQKo7d/zrRGc9ZtlrzCZSSQy9SQcHr/L61hfGSOBvhD4oTUkJtn0e6WQyHIEfktnI+lbkUiWkzI7bNuMMTyxPr+lfO3/BVb9oW1/Zx/YE+JeuXdykd/e6RPpdghYZkuLlTAm3PJIMgPFVqgjq0hn/AASIluZP+CZnwXOpqAB4btkJzk+XsXYOefu4715f+ylqEdr/AMFlP2ntsaSNNpOlKjjqo2w8cjNfQP7Gfh9fhJ+x18KPDdxDLHdaP4W0uykQggmRbSNHzj/aBr54/ZQtJL//AILI/tL7kYMml6YX24GB5cXqPp0xUOVyv5mfacF4JJ50cEO3AbHzDtwO3XrmquvaDpvjnwrfaP40s7bWdHvoWgu7O7iWWK4jYEFZFPBHfp2B7VoWtmsWpyMFKs42kDgNwePevJPj5+1Jp/wJ+N3wp8GavojmH4p3d/YLqn2nyk0+W3t/OVWXHzmTlQMjkd6NlciKettz5L+Ln/BDfTPBHjO78W/8E8fid4v+CXiGdvMfTrO5e50q4bqAULKyqT2Yuo7AVS8IfEr9v74DXIsfHnhz4b/F6ythgXNqZbO/uEHAJMSom7g9VPJ6mvu6SA/2y89rPOYdoXYpBQEd+nXk1ci8E34u1nmug6SLhE5+UnnkZ5471F3ItVLqzPmn4Kf8Fl/h3qPjK18BftLWWt/Cb4lLKtvc6RrMamAzN93yrlTlwcgjKDGcc19gTtI6YjZCyjPHQke496+O/wDgtb+yF4O+PX7B3i/XvF+mW3/CT+AtMm1HRtYVQLm08tS/leZ94oxQfKTgc4xk57n/AIJYfF3WPjV/wTr+D/iHx/Ml5q1/oSWsk0vzSTmB2t1ZiepIiUknqSTWidkEknHmR7xI7rHN828u24tn5WHTnjjnjAotJftEBKuEXO5QcnPHuef/AK1RQaLqF9JJNPctbfdKMFBZMeoPB6YrWtbKGwRE2xuwGw4XOD3z6VMU2zIggzcqq3DS+Uo2BS3BOOciorspJfyGBcJbJ5axgHIYkEnOfYVcEcUiEgoCzYIyWP5k8VPDOMEXKp5YbAAzn1z1rRR0AgWZhF8+8SHGACcH6/hW14Bgkj8YWZkJUfOQP73yN/Ksn7T+82wuwJPUjIUYz17Vt+BpVPjC1Dne534Yjk/I2fpWlN+8hv4WdX4r/wCQ74Z/7CT/APpHc0UeK/8AkO+Gf+wk/wD6R3NFemcx5b/wTs4/ZD8K/wDbz/6USU74yQI/jy885ggbyyCp5/1aDnH9ab/wTs4/ZD8K/wDbz/6USVN8YbgweOL4/Z5HAMeWUA5Hlpn/AD7VyY34PmXT3MCwhTTHnuJdpk3Egk8E9eB+Helh1KG/usQIkZYEkKMg9OMHoa5TxZ4rs9E05rhldIvl+bbuEm4gcBck9c9O1Hgayv8AWtQW/wDEXm2tpChWG3Zdskm7qW7kYHevK9pd2NrHS6lqUkgEVvGQ+7bkj5dvocVJp9tC0LZjkMmMqD90Nnouf88Ui6db3tyjwIu0E7XcYLccjP8AnpVlDxsiBVYgdrE8L/nj86u2oitf20M1hImpKrQzAxyxSpxIDwysDwR7dOa/BH/gtB/wSjv/ANmT4v3/AIz/AGcNA1G9+HOv776eKyt2mi8OzlzvhbaPkiyQy54AbaD8uB+8sWkiZBPqV00sm0FgpCg8ntxnFXorCG3s3igEOxlwYySC4PBHv3FNPuaU6ns3c/mO/Zm/4Kl/HP8AZOEVt8J/HurPpMC7E0rU3F/YxL0wkM4ZY/8AgIFe463/AMHHH7S2r6TNbWep+FdOklXYLm30O382Pjqu5CB+VfsR8RP+CZfwG+KGvS3Pjr4SeC57y4fzJJ4tIigmlz6sqglvc96x4/8AgjT+zBBIslh8KvD7tnlXhLr19G4NPRm/tqb3R/Pb8W/2o/i7+2D4hitfix4w8YeOLu6nBt9PkupbiPzCeBDbKdinnACqK/Y3/giF/wAEhl/ZV0c/E79oeygl+IGq2wTS7SZQ7eHon++23nbOw+UnqFJHG7n7Y+EP7JPwz/Z/vluPgX4C8JeFp3UqZtM0qG2uMehkRQ2D9a9GuYora2byUG9nxvIGDj+vP60bEVK/MuWJWkk22gSJgWZvmLDBYDP9fSvjH/guR8AF+PX7BPihooEm1jw1JDr1kAP3ieWxhkCegKSEnHXb7V9iGd4AiTFlQsV5OMjrxnrzWPe6XYa9e3c+srBeW2PsoikUOgjC4YFW4IyzA+tZtmUJcrufyw/s4fDOf45fHLwn4V0iNp7jXdRit1jUZJBOTx9Aa/qu8I+F4PA/hjTNE0KO1t9P0C1i0+1SILhIoUCIqgf7KjiuV8Hfs3/Dvwr4jh1Lwt4F8IafqNvIJLS7tNJghmjYgncrqoIOCOh4z71280ckckMYhJ4DEY/h9sdarmNKtX2ljwz/AIKgfs/Wv7Rn7AvxL0BIkub6PQp9TsFVMsbm3QzIUz0JaNRxX8z3wx8C3fxd+Ifh/wAMeF0ebUfEl/b6dbogyzPNIqLx/wACr+tW7X7RHKbmMSReWR5eOGJ4wQfX+tcPof7Pfw68Ha7b6toHw/8ABum6hpsguILq00eCOeCQH5WRkTKsOuRRzBSq+zi0b/w++HunfBH4caD4T8ExpBYaDZRWNvCoCZjjUL0HQ4HWl19Y7zwtqYt8HdYToWVR8p8pzk/lzWnbM15r/mzs2zpGoGSR7epqK5a1huUS7IxcnBV1HOQeCO59ql7mV9eY/mQ/YpZf+Hjnw5UhWz46tML0B/0teK/qMk41aQ3Jii3SkeXkc/jXmtl+yz8NNL8QxanY+AvCVlf20olgng0mBJUlBJEgYLkMD0NdusYgv2+1NEZVXdnOWIzjg9jzWly6lRTaP5bv2/pFT9un4tgkYHi2+xn0841/Sj+xfdM/7H/wpEKj/kTtJBfHQGzi6+pq54h/Zc+Guu6vc3+rfDvwZfajdyedcXE+jQPLI7DO5mKZJ65J5rr9GtYtGjs7HSrWG3tLaNUjigXYIUX5VVUHAUAYGOBii46lRTikaunn7UEzCw8rruBK5Hsfz5r8vv8Ag6QuvM/Zg+HSHYNviYdBz/x7XPWv06e6naSWTT5w43HO9iNw6Yz3Nc946+F+g/E62jT4r+HtH8SW1u3mRx39tHdR7wCMqHB+bBIyKbZEJcsrs/PP/g18uj/wx/46wWKnxKgG0ZyfKf8AOv0J+L/gDw58bfh9rvhL4saTb6xoHiK0ezvbZ03jY2PnHo6naysOVYAjBFO8CfC3Qfh5o8tn8OtA0TQrWZjPLDYWyW0buD1KIAM474zXkP7dH7dOjf8ABO34TW3jX4m6FrWtWV1qkWlGHT0TzVeSORwW3so2/uiOvcVPMypSc5e6fgZ+2h+x/wDEX/gm9+0VNFNDr+g2sF20/hzxBas8K3MYPyvDcJjDDOCAcj8a9t+DX/BxN+0B8LfAsGieJrnQ/GZthth1DWLcyXuM9HlUqZMer5PNfq5+xF+3Z8M/+Ct/w48Y2EfhN20nw7PAt9o/iC2t51nEqybJFj3OpAKNz16Vp6x/wSH/AGb9U1B7q8+EvhKGeQ5EMVikSEYznaoAo5jd1o7TR+MXxy/4KU/tJf8ABULWrHwHpU97PBeSkx6B4XszbpdFvlzP5Q3SKM4+clRn3rw39sr9lnVv2MfjlN8P/HdxFPrem2Fjc3wiIKW81xAkzRAjg7N+wn1U1/ST8Hv2c/hh+yTDdH4DeB/DPhW61GMJd3GnWMUMroDkCWRQCQOuCa/AH/gq58RIv2mv+CmnxAufh4yajby6pBo1o8A3LObeGOFipHUb435FOOrKp1eb4Vof0Efs5eNPsv7Mnw1trV4w48J6QgPQn/QYcg+w5ropNO0xtcOqTeH7KfUgQ4ujaKJ3cDrvI3ceue1XPhT4LtPhn8MfC3h+OJYZNG0a007YQM7ooEjbnudyNXU2EBsbJW27rjdtVm7e3/1xU2ON3TbRk6LNf6iizypHZq0jfvZVBJ68Be5x6/WvkD/gsT8cfEt94e8K/BP4FzSnxX8VLwWlybYnzUswV3rkfdRiy7v9gPnjNfWHjv4j6P8AC/wTr/iH4nXMVjpXhmKW/mllYARooLDHqx+6B1JIFfNX/BOLQ9U/aO8Xa7+0F8cNO/4nGt3D2nhdZ48f2Zpo3cRJ0XehQbgMkZ55oiioaLmZ7z+yB+y54f8A2QfgPpnhbwBboJUUT6hdLxLf3BADMx6k9h/9evQoSWkPnIAAOWA569D/AIVNIxt/MlMhKqMbU6rwTziq8t3w7THyiQCQefp+tXsiG7u5LMRNAWt0VB0BJAyB3+tVrKWO6mYoxkbOG5JAOPXt1qrdXTTQ+ZMylY+dpC7VycA59T/So4Y4RE9zcM1psJLOXIV8Y+YfnjNRzXEW7vVBafLukKS4R/mJB+vtX4I/8HKVxt/4KB2294yf+Ecsz8uO6d8flX7tRabDeyJJI0qBwxVi3YngkGub8Zfs3+DPHerJd+PfCHhnXryGPa95qVhDdTMB0G5wTx6CneVzWlNQlc/mG/ZGu1j/AGrPhqxZVC+KdNIbPT/So+a/qh8eaTD4u8F6zpOoMVi1W1nsZEIzuWZGjIPsQ5H41xOm/spfDPSLq31HTvh94Ms7u0kWaKVNFgV0KsCHRgnXjIIrutRmeaV1Kvhcv5hOCuPu59icD6Gk5FVaqqNM/kl8UWEug+I9RstQHlz2dxJDIh4KsrEEVTgibU7uK2s8tcXMiwxqP4nYgAD86/qjf9kP4Y+J2m1C58A+Dbue6kMzSPotuWkLHOSxTJJ7k10Ohfsd/CfR0tZrX4aeCY7qIq8Ug0S2DIwOQQdnBGARjmqi7s1+srqc9+wD8DIf2ev2Pfhx4Rs7ZIXsNLiuJ1A2l5p8ykk+vzgH6Cv5/v8AgtSfs/8AwVA+LKzFVcX9vkDp/wAekNf0yeYbceR5YSOAgACP5YwOmOMCuL8Vfs1fDjx3r82reMfA3hHVNTvHzPc3WkwTXE+AAC7uhJ4wOT0AptW1MadXlk5M/m//AOCP9zt/4KV/CArtbHiO0wO3+tXrX9H3xk+DWk/tI/BHxV4P8dp5ml+LrC502VmjAEYZGRXXjgoSGBHcZqj4W/Zq+G/hTxDJq3gnwB4P027t5/8ARLuDSIYZYGXGWVwgK4PQj04r0Wztxb20iCNljz8oC8qPQimlcVWqpyuj+Rz4x/CTW/gN8T9b8IfEmxuNP1rQLySyuYZkKEsjFdwz1VsZBHBBBHWqvgv4k+Ifhvevc/D3X9a0K4cYeXT72S1kI92jYGv6qvjZ+yb8L/2khCfj54D8MeKrmBBDDcanpkVxLGo6KsjqWH4GvJbb/gkH+zZpuqefB8H/AAfIo5CzWKSxqfUqQRStqdCxSe6PwW/Zt/Y/+MP/AAUV1rWtS0Ftd13T/DOn3F9qWuanPJcQ2yxxPIIhLITmR/LICAkn04r5/mxbXEscjDfFIYz7EHFf1v8AgX4XeG/hP4QGhfD3w/pWgaLCCosbG0S3gUEYJ8tQFwQfSucT9j74UzSl2+G/gSR5MgudEt8lj9U69aLXFHE+R+NH/Bsz+0Ho/wANv2r/ABf4N8TXaW1z4/0MR6Zu4865tnMpjB7Hymmb/gBr1P8A4Ono2tdI+AiyZGY9bYFict+8tM9fev1R8O/syfDnwZrlpfeDfAXhPR9XtS3l3lppEEE0IKlTtdUBGVLAkds1v+PPg94O+KkFhF8SPDOg+IotMDfZf7RsI7oQbvvbDIp25KrnHXj2pqLMnVTnzJH8irzLsyWxX9JP/BCOSIf8EpfhYzSpEPIvwSeRn+0boZ/Svdrj9jz4UyTA2/wy8EqAOq6Dbncf++Oe9djovhbTvA2iQaL4D0ux0jS7AHyLSztlgigyxYhUQALktu4HVjSasOrXVRWsfn//AMHIkj/8ME3aXEgcR65ZbeckfvIetfgiZVxyw/Ov65dc+HOifFXTL6z+Imkabr9hJdLIttqFqlyhKhedjggkFeD7Cueh/ZI+ErgJcfDDwNgjAYaBa8++NlCWgUq6pxSsfA3/AAaw3Hl/sv8AxFIIKf27bZ7gHy7jke9fp1fasgDQrHtwRyi5/L6cc+9c14H+G3hz4W6XNY/CzQdG0K3uCJJodNtEt1dh0dgigE8n865X9pb9rz4Zfsi+GdO1f9pfxLB4T03Urn7FbzXMEsySzbGYoFjVipwpPIHShtmUm6r0R+U//B0L+yjbeD/HvgL4teE7COCDxJDNo2tPCoCtdRnzYXfH8bK8wyeSIx6V+UC9uCa/Wn/gud/wVr+Df7Vf7MVl8NP2b9Un8V30+uW+p3F/9ilhtbKOFJV2oZVUl2MoHygjGcn1/JbO1Wzk49aV7nfRuoe9ufox/wAG2nwrtvFX7V/i3xVq1vHMPCGhqtu7oGFvPcSHY49GxA4B9zX7j+GU+2aEZLSIJHsKDJKhgOuDnnvXwn/wQc/ZYT9nv9ge38Za9pht9d+IVwdTuJXyr/ZEZ4rdD6D5Xcf9dK+8/CcrXOgwfaSyy7WdlYHK5OeD+VZ35pHHWfNI6O5cXlyFgwUztIGBxn9eK+PP+Ckv/BK9P2t4l+IP7P1y/gj43eGxHPo+u2chs5b5ogdkc8oxnIOA7HIwoJ2jFfZdxaublWB2AtjJOCuPT3pkMjzBlbYVTgZ+9wccD6Vva6RnGTjsfAP7Kf8AwW38OeFJbT4cf8FJ0u/hn8VvDn+hapcalA8FjfzIdvmK2Nke8fNnIU544Ir6ttv23/g1qOmrfQ/Fb4czQN8xkXxDaeX0yMnzMDjNdF8Y/wBnrwJ8fNOFt8b/AAf4c8VQLgJHqunxXRQe3mKcEc14nc/8Ec/2Z59RZ5Pg54GUhiSq6bEing4+UDHXFGqKvCWrOD/a1/4LbfCP4S+HpNP+AOtWPxR8e3J+zabomgMb0zztwC7xZXaODgEE9q8x/Yc/Ye+LP7Vnx3tfj1/wU6N/BPoxLeEPBsp2W+lb/wDlvJb9EOOgYBicMc4Uj7V+Cv7Gfwp/Zq1c6n8CPh/4M8Kakkfli707S4be5APBXzFUNg8cZr01J1mJluSQWOMt/F6/1/Kkl1HzqKtEgEuZAzvEeSrFl+Y9+v1/nXx3/wAFUf8AgnRd/tcaTo3jn9n7UH8LfGLwKzPo+q2sn2eW+QfvEtncYOFkAKknC7m55r7NuorYgqwXawzGQOAahtY7aLy967iV/iXoOOc+/pTIjJpnw1+xb/wWF8Ka54aXwl+33qWn/DD4y6Cx07WdO1lDp8d1IvC3KNJhF8wEEgHGckAAivoHx7+3X8EPA/hybWfFnxa8CW2n+XvwuuQTMAOQURXJY57AGul+OP7Kvwq/aVuIbn48/D7wl4vvYofJhudU0qG5lSME4RZGUnAz0B/nXlen/wDBKD9nDwxqYurX4MfD9nDbkMmjQyJ7YDKRUSRfNCTv1Pk74oftk+IP+CxvxMsvgv8AslaNrkPwWub6I+MvF/2eSAXtlGwd4I5WA8sSFQgH3myByCQf0k8E/D3SPhf4KsPDvgPTLfS9G0i3S3srO1URxxKAFACjjitTwN4S0jwR4UsdN8J2VjpenQxkRW1pbrDbxKM4CooCgewFXryOCN1k2LI4woOBgnp+FNR0FKalokfn7/wV0tmtf+Cg/wCxKHPXxpcbQeCMfZ+v51+hGpyNHdHyefmO7aRnrnH8+lYniPwD4f8AGOq6VqHijSLC/wBR0abztOuru1SSWylI+9CzAmNiF6jBq9fEtcrslaPf98lvmK9P50W5RSndI/P39v7SPiX+wV+1BZ/H79kTwvc654X1+xXTviP4f0+IsLzymY2980Kch1RzH5oHGwAn5ufbv2Vv+CufwJ/ai0KK50bx5ovhrVI0X7Xo2v3aWN1Zyc5UCbbvGe65FfSFrE0uolUjEbRAgsSAzA9/1ryr4r/8E4fgd8etem1L4p/C/wADapqc3zy3k+kQNcTH1aTblvrmhJt3K51JWkjG+PH/AAVI+A37P/ha6vfGHxO8I309vGzxafpupxXl3dNjiNY4mZiSeBx3r4x/Zx+AnxK/4K7ftJad8Yv21dKvvDnwd8NTi58J+C7lWji1BUO6OWaBj84Y4ZnYYfkA4wB9o+Ef+CXf7Pnwtuxqfgf4SeAbXUbMiSGb+xrdpY3HIYMy5B6H+VeyWySHfJE7SqfvN7ehPr2oba0Ycygny7kyTiyi8yWLc+792CpAOemF7dq+Pv2KraWx/wCCvf7Ukdw7vKNJ0lmYZAyRDgewyR+Ar7Ks7Ei7N1cYfa37lS5Vdo+6Spx6DmoF8IaLpfiu+1aw0ywttV1ZAt5ewwIst2FGFWWQDLqOMZJxgU1FbkKVkyzfX3mqDC4ZlHIPc9v8ivlX/gqr+zN4k/as/ZV1DR/hjcPD418Pahb6/wCHJhL5UsN7AWwI3JG0tG8ijnkkV9Nov9qQrJalRIGKkggAg9SPwzVG/sntbl5ZRI3lrhQGzg55/pUSlqCdndH53/sM/wDBaHRdNs4fh3/wUjuLv4cfEjQHFpJearA8NrqSrwruzDCPjuSA3Uc5NfaOt/8ABQj4CeH9EOoXnxm+HkMAVSCNftpGIA7AOTyOcV0XxK/Zg8BftE6SkPxy8EeGvFUELAQjV9OiunhGDnZvUlRmvOLH/gkF+zNa3SSL8F/h+x3Fix0qFlzn+6VwBVRTSui24S1Pir9sL9qrx/8A8FmPHi/BP9gCz1IfCa3uli8XeMlieO0vQSCVWU4AjVd429Xyeoxj9Ofhd8FdH+Bfwv8AD/hD4aW0dponhTTYdNs4+Adsabdx/wBpiCxPdmJqt4V8FaJ8KNLk8K/DnSrDQdCsLIPZafZQC3tYvmfOxEAUc+3Ndfcsr4wD5rRh8Z6kjPbrTXvCnK+i2IDkxskSPlWy5PJGD3z0FNvlELyCKdVdW+Ug7uPUin2oKPl/lLDGQmcA9M01rYRyMEPmZbh9v8Of0+tDMxschzIyTAEHJwOvvjpStA9vEDeyOwkzwRycYxx170+5eIbmlj2sPlfCnLN+Hb/61CJH8+/GVGSdvP8A9foaWoD4JhMpCIoAA3LgYHoT+VbXw6lFz4stduP3Rfp7q3+FYUcxLu0DA4XOBxlfTH1rX+HU6r4ysleMFpTIQ2OU/dsSKul8a9Qlszt/Ff8AyHfDP/YSf/0juaKPFf8AyHfDP/YSf/0juaK9c5zy3/gnZ/yaH4Vz/wBPP/pRJVP9oTXm07xVqEZ2+U5iVznplE7fU1c/4J2f8mh+Fc/9PP8A6USVD8WfDVlN8StXurvMssvkkpIR5Y2xIB16cgH61yY5Nw07l09zzHwl4au9f1cX+qx3cGnxfNaxt8jSsepK56dMetegyBnt2QO2V4wGxleM5Hr0FMLFSm91LRkbSUO0Adx/L3zTtMdowxy/z5xvOOoPb0rzIwS1NSJLcsBiNVwdq7D1H1FPMrMRF5ZIjbBwPmLYz07jGKlkClVBLEIcb88E/wCTWdKZRdlkfy5GIAUMNrYz2z79acmBNqWrxMoe4PT5lbGMeg/TmnWssdpdqXfMkjbkBzjJHPP5VVexEt2ZIUiKKfmJYZPfH0qrrtz5CiRRjcwWMuGGcntx7/jUt3GW0hik1eWZyGunTCKvzBE3HGW6Z65xW3abImYoyIAuJTjk8c//AK6wtO0uHSb0GJZPOk3ZYAMWGSwHt+NaLMkUEjOVlycDB+6e+fTvzVxkthEj3AGoMEcEc/OWyXA9MfzqoS0kcjWy732fKgPL+7Htj1qVXH29GvyCGQqYsZByPUcZrHnbfNtS4wkmAQMngnjPTPQ/TFQ3cY3U9Sby/L4SSYbDv4Cnr8p79xUlhoFrp9iLR5rn92BI25ScsSW5/wC+untnvVW402PUZVtfMWdmZSjZA6Ek8f56VrajZqJPJnMrlMDAXngAc/nn6UgLEUhkt/KUF0QZJ+6TVlFaK13EDkAEBgcY7YPINMt4jLLHGgldYE2qDgkE9c89OlJcxi2lWKRixwGHykFe3P5VcV1ERi6EV2xkMfzqHVN2cv6H1GfTNZmsXsMkA+0vGpc5QbsbsnjHvyOK2I4lZM3IScA/KMcrj3NSvbK7ofLj28DOecdvx6UJcwGbb3EUVsTcKoklAwiKcj2PH6/41UtrT+3fElvPOqeVZfvg2T5ZbkDtzzj6cVuwJHPcgzJkdzjJ/wA/l3qWOdGkh8rhvMypC84Axj9f0o5bAUJ5WaZmlaEyscfK38vU0yePz1cRtsZMA9QCfXOOf/rVZdGkndkEaYG0IMAYye341WnuJYzL9mAXYoAwoGSTyDg8dvWhq4DzZzfaPLtUDsyDey8BB6k985/Spo5hpumNHEA+7LFiDgjv838hSLqY084ETebImGkduGPcfQf1qve30MaobmRBKN22I42rz255z7U79QHLMz3zS3S7dh2kZ29Bw3PBqK11eFLdFZxGijYXOSAc469BVey1JjC7SFBLMDtRwWC8nAA65qMeZchYYoWwQJFO3Gceo7Hio5gJYdWS81aNNzi3CnJHXd249DXmn7bH7KWg/tv/ALN+u/D7x9f/AGa31dUmt75I98llcRsGikAzzgjBGRkMa77S9JvYdWE2LYCQ5dd5OMDG7pyRW43hqFpxJdXMrKpDlAAo3dAQMk859KabY1eOq3P5tbrwh+0F/wAEbP2h7nVtEsNY0KaEvapqaWzz6VrFvkcM6/I44U7WOQccV7hpf/BzT8X7W0jTW/D3hO/mjUqZEAgUk9TtCHB4r915INOuNNktjp8F/bH5TFPErK+OoIPUdD0rzPxD+xh8H/FOsG/8X/CzwRd307DJOiRln68sSv1/Kn6nR7aMt46n4VfHj/gtp8cv2pNEufD3hnydGXVSI5U0SBnvJkwQIw6ANtOeRjkgelfQ3/BE3/gjH47l+MOj/Fv9qDQp/DOg6IwutI0zVEKXuqTnpI8B+aOIDdy4BYkYBHNfr74D+Avgf4TNK3wn8G+F/D0oxvbTtPjgcqOxIHTJFdbcvNds4lJVVOVx1OemR06e9WlbVEyraWih15ape3LySSymX7zMzEs3rVG7gtrCR2E7w5fOWyR0HPtxTru8ErfNEANw2kuPkPTPHBJI9a8X+Mvxs1fxrd634D/ZrRb3xhZp9lvdUlJTTvDzv95ppAcyTIGyIotzA4DbecTJpmSTk9TzP4kfDLW/+Cgvxz1fw3rPm6f8GvBV6kOq3CzDzPEl7ARvt4xkDy0kVgzZI/d9K+uNE0G28P6Lb6d4atUtLODEccKL8qLjGAPSuS+Bnwnsvgr8H9F8I6PcXM0WmWqxPcT4WW+cj55JMfxOxLEnPJzXYpLHHBCkMUkjp8jgr19Tnrx64pxQTk27E0UYliCoWIUdRywPXjv2qOSJJQzEMuOAQe+O/wBf6U6MTAmWMYHVcrnI+ufr+Y9aiuLiWObYVJ8znPU5HQEDP86b8yRo03zCsVuI0DHdkN8xPfnt+NRaxoCX1tDDeS7EjfcxZ87lHt2Gf6VZ0+Jo4S91ucgl9gUEr2OOfYGs26vbjVHdC6x20JyNoJdweeQOBg570naKAv8AnJ58m6NzCrfwLuUg98Dt0p15IkseZFQ+XhfLyMnPTI+hqnpzFrcG1kLosh+fIGM8hevUAgdauLaC5ZxMHiSbnIUZB6Z60J3ARbFWmKu293XjDD5APb2qSLTQC8V15e3aVUFgGbJ74PNLJKrjNtsEnTf169s09rpI8Rn5hKQEJXpxyBT0AWCcNbJGVJlRdwxjC9sfrTo0uZgWyIlC/MgIwx65J6dv1qpLrEdl50kbhiPu4O7P0Pvnp706+1eDT9L+167NDZwpgGZpQqJz0JPr+tEpqEXJvQqMXNpIminjmkHns+xMs2TmMfQ9Dzio3vHt5d0YK7Tu3Jx9Aar6ZqEF7CZ9Ku7a8gY/KYnDqwx32k4rjdf+JMPhrXmtviHa3OiWEr7Yb1H86GUdt20ZjJ5+8K46+PoYeKnOa5X16fN9PmdFLCVq0nGEfeXTr9x1EF+mlJf3dtHJPaxb7nnjc/O5fTHFReAPGY8eeBtM1ZbUQi/i810DhvI5IwPXgf8A6qTXtUt7jwJdtpE0V1ay2rsjxDcrAr1GOvT9Kw/gFEW+C/h2MEqHs0JUfMM5Oc/lXI8Y3j4U1L3HBv8AGP8AmdUcNGODlNr31JL70zs/NaW0Lzhk+bywS4XcM469aWdEaB5FYE4GY1wMDrxXF/8AC6dPuNWm0/wRY3PiO9t2KstugECHphpnwoAPcZ9q6+CVzpxl1OGO0kfDyh5FCRNj7oOeQPX2rrpY/D121TldLr0+/Y5quCr0UnUjZvZdfu3JrtI723dJ1YLMRkYORj1/HFQm4Ed6DscMONnIGQD04/WotO1G01FtujXNreLATvMcyybWJxhiD+lLAYU1V0ETqWXedo5OPT8/1rrjOM4px2fY5ZQcHaSsyzfTR6fAyvOdxcbwv8OfX9PzqykkdqIwg8wg8Nu5Ax2x065qhrbFLeV87SgDfNjLH0689BVq1uhdabAWjf50VmO3pxnv15P8qqL1EWpI23bkLHOCxDfMevpx6d6zH8ya4uY7dAsiMAA7DnPJyfqTWiJRGN1ztVlUZ+Und3+vpWP4Kj80z3s3mwJNI+1SuMfOcHjOeMYpzYPQ07WKW2tyJAZJuSyhs7iacsWyUyRqV8xPLbktx7YHH1p02bmdfnVeMYLEY45J4+tI4N1aBJCrJGSMjB4/PP6UN6AR3F5lgGJLAEYGcc98+lflv/wdMvFD+yl8MyWjB/4Stsnf/wBOk1fp/Hpkls4R8ljglUBHH+TWB8RPgx4V+MtnaW/xg8N+H/FNlYTmaC11G2W6jikKkFgrAgNgkZqdy6cuWSbP5H/PiP8Ay0j/AO+ulfUf/BLv/gndrv7dnxrtDeWd3afD/Q7iN9c1Yx/uvVLeMkgPI5XkA8Lkntn+hK3/AGI/g/YTI2hfCvwHbzq3310aFGGAT1x+tdTe+EdO0GTRtJ0KxstPsFkeVLeCNUiO1QOFHTBJ/Kk1yq6OiWKTWiIB4JgsPBNh4e8KxLa6Ro9nHYW0b8COKFERBgf7IHPeul0+8j0wW9vbhBcyEIigc7Aev0APWoNauXs/D1w+ngSSCIxqxYJgk5zk9BUPwysZoNCa6vCs9xOSpkK7jtUkYznnp2yKlfFZHLfudBdTh4HN24VDyQeB0GTjvUdvJ58jtdqqGQ/uxggc+nH1/CoSktxdM1yV+zochQckkdyO1WftvmDD7FIOehAYj39/WtdREMkltFKC7FRI2znoPXJ/l61JNJE0GNjkbdxJXgDpnn3I6ZonAlMnmKEBIJCqT9QfaoLi4MkATkuuByPlPt14/wDrUgJw8IUtIsbvgbo9vBI6fSqCaoGQNblWQMRlc5B9CMcdTj6UoLbFZiCAck4+Y8jrTbqJvIm+142s3PG4kEd8Zx261LYEo1WGwmWNmdPPYBECli4x3xxj3NaYPlI0du+4oSGYHB6nIB+uaoaTpSRWe2AbS6j5lAIUAnjBI/SpbnUG3BLUeWNg+7yV9eh6HGaaAlm077TCxgkdU3Ftp/U/WqVtbR3GotFI0Txou3JBGTjAIyKdNKkcCfaHlRo+V2LkH9aoWrL/AMJDK7yL5k8W9cIduB/I8YobA2pNRSK2mMzIqKM4Xr1/SorW8ju2U/u9pB2hmOT344xniqN9EzA88k4C8jOBnsCMnHrVW30uRrtkzkzBnKqQVGR+g5pOTAv3t99uvYWkmLug+T5gQMnB4+lWJLZ7kg+bGhxjYH6j1I+uKgjsW06D995KY4ZsZbHbocZ696sWGniJt6Fn24BLjPcnr/Smk2BNY2jQIYzsd35bBznHTGPqf8mpdn73EXIBIfd1XgetEpZYpRcqGYkEBcAAY6jJzz/SsvUb82tqRb5y+STwT/u9eKttRHeyINa1qKOUxRyxPPyygE/IR3PHFQ6JOswRZId4ufutCcgknJLHsP0qn4Wmj17Vp2VQDCPLKuuG9TwenXpmukt7ZdJicwxhERcBCMbh6EemKyjeTuIkWbyCYol2jGBnp9B9KhupIjGv2lgjbWzgcDIPJPbH9KlukePezoPmAw2Pm6dff8Kpy6wYTsnYYmBCllyG+vv2/GtJO2gFbS75RKDAWQdmcbcj14yf/wBdJPZre3rLExaMEKw24HPr+Qpmj6pHdWjrdyeYyylDtBARQQe/biteNQ8XmBByQyvtwCOnGef0qIrmAsQAxxhLZ9hiwvyn5iPT+tJNsmcPdlWKEcBgDjqM/nU6XKJaP94F8c7ehHbr9Koo4e5O2Mlnzt4w351qrbDsc/4mvJIfGEIMg8q5jCTLuDFVyQdoz1/wrpbuyG4YSQGMBAT1OOhFcR4kj+1/FHSLeXa0ZXJGTkYboFxwMY5rub4OZ9xJ5OGcnnr/ADArKGtwsxJIjExa63MCMFQMlh3OKinRxaIPJYDOF9GH0qc3CNdySSNHIuMlix444I4+nNV7rBbJ8x9oATcdwz7fWtZBYda3okl3TRKsnRg3IPuMUk1624iRSSAVXB7Z6j/PeqpQwRBCysgfJJY5HsBikmvY3CK2AxPlkY6j3NZ3sIfFZtIwbG3YM4LfNzkZ+nT862/hxE8HjawE6qGYSe/8DdK52O9Edz85kaNVIxj5Wwfr+HftXRfDTUhN4ystsZXzzJwRnbiNj24HGOtXSac4+opbHd+K/wDkO+Gf+wk//pHc0UeK/wDkO+Gf+wk//pHc0V65geW/8E7P+TQ/Cuf+nn/0okq18VbiFfH17HKeZPLUqFyzHy0wRz2qr/wTs/5ND8K5/wCnn/0okpvxfYR/Ey6YFlGY9+Mc/ulwenauTHfB8y6e5kSxmGRFs5vtJUYwRwvr+NStNJJpZ37GdsEMO3tj8KgS5iurkSQow8ps5BwGPTkd6jnvh5KO1vJhgxQA43ge31Iry1bqakUmpxw5jkZ9wO8AdG7fXrn8qS+llvWiFssncnaOO2CTz7+lNjtIbmBGVJI3H3snO3J9e9SO32SxJiZ0QMRId3zMO3bA/Wi4FmZxHZKbhd4Z8ghug+vQd/WsyW++3XVzEsbmLsjr93BPIOcdR19RVqRWlVRBKkZRekg3AL1zgEUyxQC2cAPsbJZsfeOOcZ6c5pDRNdnYGeYgFTncDjdz0PGasWcCSo0yKU9sfeH9KpPHJe26fa0WMEZUDJB+vfNaEGy4mXZMcspXagysR28/r9aBFWe7la4jN3lYo1OVT5n6cHP9MZqtNqEbNuKbdy4XPOw+59/xrRNj5cbmR42aBSwds88HHTr37VSkjaEhbvZgDco2Z35455+lAFeBRLq0TsH+TaV2fiOfUVo5CTzGUyhWlO4kgu2cdPy9PWqMt673aCJoz9nI2sqFSueo6nPf8q1rqQfZkkuMsOT0GSc4/lVRAjlDW+ZLNZC69zw3U4zTYhFc3L3AkblQioxA7Yxj9e3WmzmGePEUlzGF55+8fTH61XtjHLKHSWQybN7HZ1yOB6ZFJu4zSliWK0ZrVdzclM9AQOh+v9aEtT5u6IPvVAQFBwD78Uz7WUWFgSZFYjbjAYd/0qybp1RpI5RG6jYqk4J9+mK0WiEVJ4njBazKjLHLA8jmnwbFkjVkSPa4bJPJ4PRaeZFg+WLBx8rhvlLcHOOv8x1qvPtupVDDdKWGFBxtbnA/nUSAS/X7QVMjRmUk464Xg96SwuJLeMrCQ7k5YspCMOmFJ/H9KUWCRKpIDRcIG3kEtzwMj9aS+E0TJFplvvjQ4Ck8ZIyefp3/AEpqwE6K12ym/iUmPIjVWyGX1Pv/AIVSu9F/tJC9wIpyJCfLL/6sYHPtyDVi2lmIQ36xKsYOAjHhadZacs0Lm3cQecxcMM8jOADn6UWuBVhtMSKY49rHgDcAuOoPvz9P61Y+0utyWnXy8r82Thhn29s/pVpLOZbceZsMgHBwOB0A6014RLGGvdsnOcD86dmgKNrOZZA1gUZGc7XzlskHHAzVm/R5bLdHGnnsuwkg7uoycf560lxp/wBngi+zJtTJJAGG6/WrbXDXs5zIoZQQXA4GR+tJAUYbbZYzSzeZFkAkfeBOe2KljuheqhiJ3oMZHDDr1Fef/tHar4n8LeELPxB8L7eXVp/C92t9eaUsipJqlptdJo4yRjzAGEig9THjvWf8Kv2xPhr8XdJt9W0DxJZaZIwZbiw1JhZ3dm68NHKrnrk9sg9Qe1PsUou10j1dpAse+4hSTI25Bxk9iRzjoe9QvviC/ZSwUdcngnqc+leX+Mv26Phf4EnNrba62u6nLnZY6LbvqEreg+QbQBkjJYdRVO1k8X/tL2IXxNpEvgDwLKcyW7Xe/XNWXsCYwY7SMg5IBkc8cryDTDlfU0vG/wAULjxcH0r4GwtrerzzG2OoWxB0zSiDhpZJyQJCpJ/dxlmO0g7TW58Ovgtp/wAJfC+naD4RLrZQNvlmnTdPdux3STSyLgNIxLMeMZNdV4X8Hab4G8PQaZ4OtotNtLFAkVrCuVA6cknJPGSSSTnmn6dfRzXr+YdyBsBgx/LB/Kp5VcG9LGhLcxxvtmzIqgc8bTjoOuccelV7aYrA828r5bMD68+hqHULIy2TG2IK7iyjJ3L364GRSWcdzO0iXs6TCTO3y1AAwDjINPqSSorzwlnlkYMQqjoIx+X0qK5lZWOCiOGBX5gd2B/EfTmq7Xz2ylB0z9wep44JzWcIG8QIGt5jakxPG2VyCSRg9eCKUmBpXOsJcTCLzFkZAC7RA4BPGCT1/wDrVUlke389oWVWXhxgsrenp/Sk8MeFJNDttsspncZAYkEOev8An6VPeQvOxW4YI+4IML944/l9RUasZlXfjePwzaJ5mnarcPO+CLSDzFXGM7s46kn9ahm+Mdv5O19F8U+bjgmxXjuAfnrsrSwksrXyyYGdTgg5+c9c4H19ajuCbiYYWQAZHygfL/PNctWhipyvTq8q7cqf4nXSrYeMbTpXfe7RxqfGeC1mLt4f8TRgn582g4I7fe9qrT/GiEHyo9C8SCVW5zZAY9ON3B/xrudRQxSlpR8oGWBOc478etUZG+1XICF2dgSG2j5QO3v261h9Wxt/94/8kRp7fC/8+P8AyZnJ2vxgtpCI/wCwvErxRYYhbIEKfb5v84q54h+JOk+KtEm0/V/DPiaS1uFAkjNh8pIIwR83Xr+lddFBBZAfJIGKkEgj5z6moPF1hql34Tmj8F3kdpqEhBjlmjLrHyM5A6/XIqK+ExipSvWurbcq18tzWjiML7SLVK3nzPT8DxHUfAGgWVyZvCsHjzQ5fvfu7NDH+Rcfzrmtf+L2p+F7aa0ub8a/ZzgRPDqVr5T4Gem2Rv5V6Y/wS1jxRcg/ETxbqN2ScGO3jFvGB9Rk1z2q+E9C03V5NA+EelJrHiJG/f3V5Izw2i9ix7t7Yr89zDK8dCPNS/dJ6W0u/JJNn22BzDCTny1P3ltb9F53aR5l4S+MWp+Dbi5g0e1lj03UVObFnLhcjrGcD19Kkb4563a/D/T/AA3pYazsYYBFLImfOuRnOVPQA84617Z4d+BNh4X0HUtU8TTLqmtvbyM8xQJFb/KfljQfzPPSqvw9+DeifEf4GeH21+FY7xrX93cxErNH8xwehDD615tHhvOVagq9puMnbyvHT5nfVz7KtasqV4qSV/Oz1+R5p4Q+OuqWunx6b4Z+waBbxYVDFGZZ/rksoJz9K6i08Had4pQ3PjO68e63LJ87GGzRIc9/4zx1qS+stK8HXq6V8dPDsUkaMI4daslZVlXs0iqRtOOp/Suvk/Z9hs4DdfDHxTremxTANArEXERU9Dg44wa7suyvHVLwqS9py7x2kvk+VfO5y47MMHBqdOPJzfa6P5q7JfCPiPQ/h9o8tn4W8MeKVjlYMd1iNxI9Tu5Nalh8YbOWJzaaD4qKbtyyizDduV+9xyF9a1/A2l+IvC+g3A8farb6ncYIimWHYFABxkA8knH61c8PWjL4WtxAGUsud+4kPk9unvX6DgsLivYxUKvIrfC4rT7mz4jF4nDSrSbhz+fM/wDI43VPi3Fd5xoXid43B35sh8pHTHzf5zWlofxfFvpSwf8ACP8AiRwoyWNhjBPYHf6AV1GqafIIbeC2lwm8NIxGDgc4685OKv29yt01w25lhjbDRqCuOBnr15/nXXHC4xf8xH/kiOX6xhP+fP8A5Mzhta+McLWYC+H/ABQ0znYiiyADNjj+Lnv0rV8GeMU19raxGn6vZtbIC8l1a+UkvrzuPPf8a2V1J9Q1GJdOgaSC2JBfO3yyQDn5hyeauWkq28YjmO5m5LucYOTx79v1rSnh8VGV51rr/CkRUr4aUbQpWf8AiZJHGzxMLSIncoOCeT9KjMSJF5sIMbMdoXdyD6Z5B/Shr3dIwVkOF2nBPQdAKJJ0WJUldIvM6Ac59fw/KvRuuhxlWziuHud24bydrAt1X6f/AF6uXcsWnM7KVXI3Y2nLZ6gH/wCt3qCOLyIgsLyO0jfKWA+XJ5qB7uKyEk2osskdsoUhcsQxOB9ecUr2AWSSbUrxZJv9HgIJ2ZzK54wfYfh61R15kh8T6btnRktY3+eRD95sfKeRVqa8W2lSSUJE0uFU78jHXBHX1rKa1TXtZ4kFwsB3DZ8oVuepPUj8uaiTurICv4+vLm30AC3j+0XFzcCMQq3bBxgfQ/8A1q6Xw5A2jeHrSyyjtawqDI7fM7Yz26YpJrNHitp9QCg2snmA+hx3GKfBbLfWiXGUXzHDlen0xyfSqS1GSq7ljIqx7ZMbgT82M46+uOelTSgvD/pCRCPCsuAc8EdPfHFRzSiUukaEoACyDr09aSRJLi2cKgTDHGXzjH4VcUIiug8cRS2yzArl88HHqMdOKq39yZGBUCNYzk453en64q7Lp7rBvO48dA3yj05+lVLfS5ZLt2XcnA3+aAOvTGM559qiSdwHaPZTXSHzz8rMNoDDIJB6/l+tWW0pbOJUYu7AlvmIyW+npxUkF39ntyIGRAvViMnPuf8A61Ik0lw/mJKjHq2V+7weatRSAY0ZSBTMMOc4OchCcdR17VWNuu0uS+Q/3lUEvxxu5+tTLfKb8rduWXaDlUzn68jH60y5ltraZVM2WkBOxc5254I/X86l2Ao3u+9uFit3ItwoLyY7/wB3B549auw2zFvMCB2LYAHRT3+o61fWzieFZSTsdQANuMH0PvTmlzI+FKAHCkc5OfSj2d9RootCZ2TfLgKd2f73sP5c1e8qNmPlRRgR/KWJ5Hb/AD1qKKZFt2mVgwQAlSBn8PU1BcanHAu6P51B5Ct83PseOD160bCGatfQ2pLSnPlIZFVDjOOSOfYVZ0m9mutKjmWKSMyKWIODjORnr1A+vWse5jtNSKxlmLzMFG1vur1PBHtW5b20czxx28jDZwBnBIApRbk7sY25ujZjdNu2KmQO7f5/xrivGSX2uon9mQPHiQMSXC9uo9eorpfEOpGK4HlIpe3OWG77xx/gRxWbpd82uTYuBHGkJ3khuST/AAnp+NTPV2QDvh7oN5otlOL0gmX5lcsA0hOTuP54x6AVqztKTuvWyrrkjtz0xUmn3fl2pe4aNYUyPmyQo+orP1HxCJUi2IzDG0ggdvp3H+cUL3UItz6lJbxkuruQeA3B/Ksq9sWco9/skfcWYBCNmQRk8+9Q3Et5evKwSRWI8sjYflP5+1S2Gj3bzqJBv3lmaM54xzjOf0qd2BDofh25s9Quked2s7jGTtO9OpwuQBk/yrcfWZZy0enxMFUFcOwzwOuDg/j9aW1ttVUpHqlzBEqMJH2pu3DHRTxjr7/1q5Haxi6AQFZQDhjz+NaRi+gGNdavePZqjKysRh0buQeCCPaprF5nEiSLJ5jpujA6k898emPyqe6ljj1uCG9llf7UjqcBVAK4Ix1Pc1JLJBbPmR5FI6c5xjtnHvSaAy/D3hZrnWDq2oP5NxCxREyM/dUfMfwreuyBbSfaHXy+m3uxPv261HbNvh3xpJt/hzjmsnV9YS3uLf7QzI0kmGG3fgcYOOO3NOyhsBrm5ZZcrsdYwBj07c1gSatJqOrzxwxvCVXaMknqOvTHH1rYtbsTSs1kmyNxtxnJLeuP1rOhSYay5aQeU4DZ2dcDv7UnrYCKx0m4tbSRtSfc+Rtbdk8dwPerFnC9x56uibtwKueAT3/DH86vX8SQqHJGScBeSWPb8Op/Cqq3KFHYq2G4AHGO/wDP6UWS3AhSzl8xYZQEQNkkc7j2H6dfrXTfDMSR+NrJZlcgtIQzHH/LNvz5FYNpIs8MabDHJI+NwO7PBzwenbv3rqPA0Bt/GumIpDBRJu3HLLmNuhAq6K99eqFLY7TxX/yHfDP/AGEn/wDSO5oo8V/8h3wz/wBhJ/8A0juaK9gwPLf+Cdn/ACaH4Vz/ANPP/pRJTPjAu34kX7IXLHywVXBz+6X1p/8AwTs/5ND8K5/6ef8A0okp/wAXleH4g3z7v3UgjVuOn7tB/OuTHfAvX/Munuc7Z3sUswVQuwDnnGAOp9z/APXpZ7/fqCMMiNFAGRxk55H4VVe4ZdspEDvGp/d7/l6EYH50/esF4Bdf6wKWIQEYz0wCT+ftXlGxI1q8lu6xyRljJuRVzyvckHOSP61OIGnhi84LJD825SOCeDk5qkdZtrG2k+0yTbg21DjJYnqR6dQKq6rcXV2I7NWwH+7sJJ24HJ5zQBI8Et7G8gZFkdgy5PO3GMD2yCfxp9zNPHb4c5kIBdMk4z0HB57VE9mpjjFnIImjyDtkwMA4/HpSCONoleHJeRN42kjoTgH34z+NAE1te3BUsChdG5QZ9fzJx71Np3m28sjzbI1MmWZRt2fh6mo1hWyiAuDsdvnOTzzzn9c4rP1m4uZIv+JZ+/BQnLOTgjuxz7UDSNeUPb3KNFJ5mSMoOnP+fwqnqkskTr9ozjHy4Bbrx1J4x9K0rS4W6skEeVVlB2qgO05HHP1NWP7IS3sM3G5+F2gtgEknI9x047VXKIpaXYG3t4mKhmclRub5gODn8/51bvkaJEEoI+b1AB/DHrTklD7UAAA/vfLgjOP6/pVDxNqLQuuSHwBgdS47+2QaHoIlvZ/OKJwsy5yOnsMfgKj0mJ1u3jYuqgsQv99c5zn8arJI80ikgFRjaSdxB5H6DH51LcQOZVa2ljmWEBQNp3H8QanfQDUsz9omCOnzq5BY5yn0P0qKS9imtv3YLqoyZCByfpU73KwQo1zv/eHD4UFs/lxULhZLreqo0jDlR1x24PQA4rRbAVTbSSEvMVddoIzw2PoP88Us93vZGDR7g3zOgxgAHj6n1qytolzKnnRtHtySM4Ygg54+nrVU2MiyOTBuxlwckY/2vfjNQAPdWzxt5ThhEcqmT8pIOCTnnPIqODWpDAiwb2KMVcAnI6YI9uTUdrD5cPm3gMTRg/dbbnP9elEUxmld7bzdojzliAdueTxjPPGaVgJ4iQjNK6lzksD0AzWuqGH908e5IThQOj8epzWNFapLb5ZZS5IAK5Py9effk1fuIP7SjZrXeoQmNc8qdpIJ9evvVxYySK5+2Rv9oBjfGdoHCn1zxmq0dz5N2IlLBSu4F+/FSQyhLPlZDKFUBMg56Yxx+lVYbjzmk8/MgU4X5QFJ6dMUmxFi6vlaPYkZJXd8xJycZIB54z7VNbTRN8sRYqGw6kYxjv1+tZ/2ibS7TKRLIgPzswDBfT9cD8am0rUHaa4iuIx5pIzJHkbeCev5inFagTXK8l7RfkUB92MsD6da8+139lP4aePfElxqeveA/DF7dzKHmnaxjEjv6ucZJ69c16K9wkJTDlix5Dfw/jUECIl5KEVVMoy7cHjt16U21ew72Oe8AfBPwf8ACm8mk+HHhHw/otxIgElxZafFDNt64LqAcd66yEq6KQiZkYMV6YPfd+lRqyIsqW7KNmN2Ody/1OePwrL1PxD8yxwjckpJdEBZm6Dj24p3SC7ZY1fxGNMjJJ3SuCQfQdB368VS8MWX9qaVY3Gqb4o5UDvGhIMjMO56gZ9Khj0caw7m7R47a35UOSDKPXJPPcfhXS6fIp0oeZs3hMFmGCMj8qS1dxEZuSG2wqJGI6dNvHYDjFWLeKCEj5mVSp6HIHHX8s1XuJHgXcqI0ZG7gflk1FPqYkKLp6iLeQMNyADx/Wq5rAR6zeYeBLdA7bsdBjGD36jpzzUttZBrRXhIR5VJKsoKkgj2qtbQJPfN9vmVth5U8AA8c47e1XbmaLTsSTIg2ru+Uk4GSOhNTvqA22t1soUjmbdl955+6fTp071fFlE8Ly2p3svC7hyxwCf5msi28SW19JsYzYzkKRzIfUA88YApDqc1zqrW9o+2KNPOd0A3Af3c9j3oukkBoNHJNLGUYJtzyeGIwAP5UXEMyWcjWrhMJwxYde5PFVbTzZp3b5kLkFCf4VH9TyfxqzHax2hkS9dp/My+5jzyOmf0qr3Az9rXsoltWJDhdykHA6bsc9OtWpbAQxRm1AEzgbcZIz69adChF1G8mF2Ale+0DqoNOe7DIHgARG+XDNllH17UrWAhLSRzJ9mZiS3zKUDFBgg/nmtCWWSMbBJiRxtHyduucZx1AqtYvm8Rg4Lknr82BjPXtTpbxi8klwTujcIvQZP0A/WnfuA1mMhCRDzN2WcgZChR1wfcis3SdCttMurm5WCC1N0dzyRQqjTHPU45P/16vafeiR7gElWZtpYEnOPr/vH8qkjgzvfUds67sLtOOMdgO9Zypxm02r2KVSUbpO1zG8eah9j0m+tYCPJayaQyYzngggep4HX+tcz+z9qqr8HNCDh1eKDaCew3Hp9c12l5bQ3N35M5WVVzI0Y+pznHXofripY9LtrKy8uCKOMRD5UUbETHQAD8K45YNyxccVzbRcberTv+B1RxVsLLD2+0nf0v/mY0y/2xbT2t/Bb39upKSJLGChyuec59a0dOiuLYRw2yiKONAI40UbVXGAFHbHArVi0iCdIT8qNIBkY43fh7Y5qR7eK3g82SPl8ZUEhl9MA9OcV2KjFPmtr3OVzk4qLehh3UF3fWsiyuwkYjyhnjPc1o6TYmDw9bwOSqwJgbmw7Y9/qf0q2VK6eskATEp35CggE9OKztSaOG0AEbb3YHaDty3JznsMA/pWmi3JLLTfZ7uQzSRNDhQCVO4Ng/5/A08XqzPAUO5dx35OC/+cVT0OySPT3uj+7kklG5uSXwDjkn3qZY1t71CsWVuCS27n6c9u/FCYFie8Au0SEBoiTJIi8Y7D+Rqolsk8WL1pXw5IPpz2HpjFW7aONbud44z5kgGdo4ABIxnt/9eqo1YRyP5biOMEBTuBPpz+lCQB9g+ywjyCEkkIYEc4z/AICkjs2N8TN8ycgNnP5e1W5JYFjQzTLEqD53UYB/+t9Kpx6wmoKpto5FhVWUcemRgY5P50mAs0pSylmuN8coyqFTweD27VjQWzWmno17OUleRXYgghh0wcj1IrQnvWmgcP5kcatkAHLPzwOemTiorDzpdQVZ4l+z+XksowXkzxz788c0pARQ2fmRaZNKnmxltrsf4s55IroLa0itTNLHHGijjG0LuHHPHfqM1mWczXFxEm9hFbSgKTn5OGP09Kt6xHJfWnlxf8tASSnG7n9KaVkMo6t4im1SS4tvDsIuXZFDAjIUH37dPftV/SrCWx0+0iuAPNgjUSAHIYjr+XSk0myh8L2kaW6s5f8A1gzyWPPJH9aFumO0zr87NtXJyRn9e9VtqxF6Sc2gZjGu91PIJORkgelL56ySGH5ht54GMkdqhDyFYjOreYuN2zgMD14+lI12TEyujMzkkDJxn1b2/wDrVXNYCaWf7QZAm4oMEoOccelPtrtJWRZ2ZwQFwRjHH/66p/amln82zWQHgE7sbucdaZJfmeVUt2kZxxubCkZ/DmjnQy3FElxMY2VXVQSxU4B9OaiCRlZG05pGKDDR8AA845/Os3U9VOk6ZJNncsaGQovylj6n8cVn6X4iurrTS1yoDSfOSDuGSOM/gOn19alzQiea8uopC8sLRvEpIiRN3mDPTJPJ6Ht1qzpGnZuEurrzFuCMMHHCA84x6iqgv206SC61WdtqjYEHCtu6H1PC1p2LzNI4nkLwSZIj254zjr6mpW4Gh9o+QRXIlj2ghQFzk9jnNM1Kfy7YybWViucdiajPnR7fs6SALhVI559CKgS63T7JlXKkg4HXHPPpWjl0AfakPG7TRA4JUqw4Y+xpzJbth4oF+6yhmJyOOtUYLxbe3iCETNuO2NfmXHJ5/Co21i4jQkwqsjjaCSTtzxkj05rNu4Gtp9lFDAjyQKk7L8u7k98/T6Vn+OtYTw9o7zWxZbqRlSNVADFm4Bz27n8K1LRJ7exRWeOWVh+8bcSp/DPTt+NYd3pS+IfEYl1niK0bbEyvhJGwOOOhHzfnVS0VkBVg0ibxCsIZ5IvLG+YkjLPjgZx6A/mK249Ls7KFoxFlmVWY9/Tb79Afxq+bQRKyQhjHwW9X44OT6YxxULKYmxFgIR8pZTx06Hv1pKFgIoYQ9qHPlGJmIAbgcHHQcVOiQQKPKihYMoc4UYB79qbZW0cfDuU3AgDpjPXr75p32xVLpbKkcanazHo3OMbqrRASqeQW+dOpycYzT7WbcU804EhBbavU4zwc9+aq+XI8i/Kiq6gZC5IIH/1qVHOzZM7KEIYk5+b/AHeeKdwJY5S8u12DRAsqhl7AHjr64piQSja46fdJ/wDrU03AuEQTOdjc4PJJHPGffH5VXhkWW5/fKjFlIJwM9R+VDdwMzxxfnRNW0m6RBFifyj/EX3DH4dAfwrXn2wSOLpWYfeJGAeenUH0rB8f6lEHs2vvMii8zERyDhgOpBGMcY6fSteyu4rq2gmnw0so69lGBkc98jpWSfvNAXmEkcYBIxsyPbHXv65rOlsIZLkMwVpSwbkcgk9vbjH0p63HmXN2IBk7wmCDyAoOPzJ496ay3S6kZFZUTcEY7jlRtBz196pq4EyKs9432F13EEgBNvbPFQXETwF2E3m7Ax2hRuA2nGfXtTYwPMZbVWeVWGXLcNz3/AAqS8jgiVi78lSu9DkRgjH9e9FgG3988D/Myqeg4/DAP/wBaqlzfPHiI7Ou7aOccEcnFV7Z5PEOm288ckYUMVYZwrMPck45qrLYzXFzH5UpuBIxRgo5XjP6ECs2+bQDa0ZXuJnbYpSHBA5xk9f8APvXVeCLkyfEKxCDgq27np+7b881jaFaC0sUitnMYOS+MtvPcn9K1/h/Gknj+3be7NGXwcYDZjbrW9JWcfVClsdx4r/5Dvhn/ALCT/wDpHc0UeK/+Q74Z/wCwk/8A6R3NFeuYHlv/AATs/wCTQ/Cuf+nn/wBKJKt/Fbwh4w1H4hyy+DtHjuNOupI/MuTPArKqxAEqHYHO4EdD615T+xV+1/8ADr4Y/s2+H9F8deJLew1Oy8/zoGglYpundhyqEcgg16qP2/vhGc48Y2vH/TtP/wDEVnWoqsuVjjLlILb4Ra9GCJNNBJwCWniI+uN36Cmp8Fdba83/AGIxnbgP9oRuvXjf7DHYZqyP2/vhGenjG1/8Bp//AIigft/fCM9PGNr/AOA0/wD8RXP9Rh3ZXtGYv/CkPEclzM9xpYcsw8om5jxGB6fP1PNTyfCLxRJcPI2lxbiu3PmwliPT73+c1pj9v74Rk8eMbX/wGn/+IoH7f3wjY4HjG1z/ANe0/wD8RT+ow7sPaMyoPg74n+2xuumfZ0HzECeEqD7gNzViT4K65cli+nGM7shvtEZLZPJzuzn3q6P2/vhGxwPGNrn/AK9p/wD4igft/fCMnjxja/8AgNP/APEUvqMO7D2jMq5+DXiaWV5H00TFQQivPESQffdx1qrF8E/FFzsW50kQiI7lcXEO7g5wCrdD75rf/wCG/vhGTj/hMbXP/XtP/wDEUf8ADf3wjzj/AITG1z/17T//ABFH1GHdj9qxdM+Eus20QDaaseMrtE8YXHrw2f1qST4Xa7EYhDZM4I2uDPGAB/31/nFRf8N/fCPOP+Extc/9e0//AMRQf2/vhGDz4xtf/Aaf/wCIp/UoLqxe0ZK3ww14SlY7EbMZDedHwRnj73v+tV774aeJLiOItpSylTnYZ4cL1Hdu4P6U8/t/fCNTg+MbXP8A17T/APxFB/b++EanB8Y2uf8Ar2n/APiKPqUH1Ye0ZC3wn8QsFb+zsMudoWeIbRxhfvdvWrK/CvXY3Ei2OXAwMzxkDgDu3tTD+398IwefGNr/AOA0/wD8RQf2/vhGOvjG15/6dp//AIij6lBdWHtGQ/8ACs/FCI3l6cBgn5RPF83oRlsCi1+FviSS4xc6cY+/nC4iJB+gbNTH9v74Rjr4xtef+naf/wCIoP7f3wjHXxja8/8ATtP/APEUfUod2HtGRv8ACbxDIjobV1aXLNKs8eV9gC3fNC/CLXDhHsXMca4UNcx4J9wGqQ/t/fCMDJ8Y2vP/AE7T/wDxFB/b++EYGT4xtef+naf/AOIoWCgurD2jILv4Pa9jNtZFmVRtJmiwpzyMbqjf4L65OD59hgYGAs0QPfjO7pz+tW/+G/vhHjP/AAmNr/4DT/8AxFH/AA398I8Z/wCExtcf9e0//wARR9Rh3Ye0ZFbfCDXbGHdY2LRynqDcRkdP96rNv8LdeCHNkYzjBBnjO45Po3A6VH/w398I8Z/4TG1x/wBe0/8A8RR/w398I8Z/4TG1/wDAaf8A+IpfUYd2HtGSr8J9ciAH2beEAAPmRbjx6k/zqpD8K/EbSN9osZDGOFQ3UeDg8HO/Oam/4b++EZBP/CY2vH/TtP8A/EUf8N/fCMgn/hMbXj/p2n/+Io+ow7sPaMrXXwg1/wAk/ZtOPzJnZ9pjyDkHGS+O3Wn6T8KPEdpcM1xYA7lbkyxYz26NknrzUw/b++EZzjxja8f9O0//AMRQP2/vhGenjG1/8Bp//iKf1KHdh7RkmofDDX7hAqWCngbiJoweM8ct+tRW/wAJ9fMLJLaOi8HDXEbFuvBIalH7f3wjPTxja/8AgNP/APEUD9v74Rk8eMbX/wABp/8A4ij6lDuw9oyu/wAFtcjuT5VpIY8grtuVVRnrxv8ApU9v8KdbtI5BZ6VFEwyqsJYyzd8klvUnj2pR+398I2OB4xtc/wDXtP8A/EUD9v74RscDxja5/wCvaf8A+IoeCg+rD2jIbj4T+ImkZRYbomHIE0QBz1zlqsr8KNZwy/2e+0D5C1xGxHHTO7PtTB+398IyePGNr/4DT/8AxFH/AA398Iycf8Jja5/69p//AIihYKC6sPaMbf8Awj126tpAlngdBH5sWGH4NVdfhH4kt5jJFZPIWJZgZ4fm9utWv+G/vhHnH/CY2uf+vaf/AOIo/wCG/vhHnH/CY2uf+vaf/wCIoeBg+r/r5Bzso33wb8RxeZ/ZlnI8twQZJJLiLHAOMDcCOvb2rFPwB8UXMDvdWEokH+rRLqFQpOBnh8HjmuoP7f3wjB58Y2v/AIDT/wDxFB/b++EanB8Y2uf+vaf/AOIpPAw7v+vkHtGZmh/s+6noxWSSxe6udp/eyXEZ2Z6qo3cDp0rUh+FOuWzSPb6fiSRg5JnTGQMdN1If2/vhGpwfGNrn/r2n/wDiKD+398IwefGNr/4DT/8AxFUsHBdw9oy5Z/DvX1wZbIJvX5sSxjafTAbFMj+GOtmR2ls5MrkJm4jIxn03ccVWP7f3wjHXxja8/wDTtP8A/EUH9v74Rjr4xtef+naf/wCIp/VIeYc7LNx8LNZkUGGzKM6gOPOjwv4bsflVSX4R62Y0H2Ev5ZGP38Y/9mpx/b++EY6+MbXn/p2n/wDiKD+398IwMnxja8/9O0//AMRR9Uj5h7RlqL4X62gjP2QBkGT+8j+Y46H5u9IPhdrNyWNzYlBkYAmj+b6/NVY/t/fCMDJ8Y2vP/TtP/wDEUf8ADf3wjxn/AITG1/8AAaf/AOIpfU4eYe0Zdj+G2sIoB08nYcKfPjBx1z96lvfhrrMoQCy3rzwJYxt+uTz1NUf+G/vhHjP/AAmNrj/r2n/+Io/4b++EeM/8Jja4/wCvaf8A+Ip/VIeYe0Zcs/hfq1u7t9gO7AIPnx/MR2+9xTpfhtrLO5FiW5OAZ0+bjv8AN+H4VR/4b++EeM/8Jja/+A0//wARR/w398IyCf8AhMbXj/p2n/8AiKPqse7/AK+Qc7NCX4c6yQmLAP3IEsYCk8n+KqjfDLXri5mWbTyFkAHmG4j5z1wAwPrUX/Df3wjIJ/4TG14/6dp//iKB+398IznHjG14/wCnaf8A+Io+qRfVh7Rl5vhjrDt/x6soxjAnXA49N1Z9x8HtbupI1ktWEedzsJ4wR7D5u/rzTh+398Iz08Y2v/gNP/8AEUD9v74Rnp4xtf8AwGn/APiKX1OD6sPaMtH4Z63sYRWRjC4CL50Z47nluvSq6fCvXkhZVsmBDE5M8ZLZP+9TR+398IyePGNr/wCA0/8A8RQP2/vhGxwPGNrn/r2n/wDiKf1OHmHtGXYPhnrZhmje28pjjZIJYznA9N3as2H4V+IYlXdpu8nIYtcRHB7uPm4z6e1Sj9v74RscDxja5/69p/8A4igft/fCMnjxja/+A0//AMRS+pw7sOdkmm/C3Xxp5i1GzVmV9oLSR/OueCcNVmf4aa0ysv2TcQ5w6yxjd15xu4+naqX/AA398Iycf8Jja5/69p//AIij/hv74R5x/wAJja5/69p//iKf1SPdhzss3vw011JFnhsftM8Y2pvnTCA/eIBbqRx+NVZPhLrt3Pm4sNocEswnQEHg44bvjH40v/Df3wjzj/hMbXP/AF7T/wDxFB/b++EYPPjG1/8AAaf/AOIpPBwfVh7Rk2l/DjXrSRy2llQWJx9oiIbjHPzfX3qa7+HXiBogttalWfGSJY8R+2C2T1PPvVM/t/fCNTg+MbXP/XtP/wDEUH9v74RqcHxja5/69p//AIin9Uh3Yc7LB+GviBMFbYyP/faWLI9+CKW2+GGuShf7QswzAkg+dHlck9w1Vj+398IwefGNr/4DT/8AxFB/b++EY6+MbXn/AKdp/wD4il9Th3Yc7LCfDTXLe4dItP3x8kSNPGT+retMtvhhr0CqDZkkAkt58eDn+Hls96iP7f3wjHXxja8/9O0//wARQf2/vhGOvjG15/6dp/8A4ih4OD6sPaMlT4a+IbgL9osAm0c/v4zu9vv01/hp4g+1MV00FGwmfPj4Xvj5qYf2/vhGBk+MbXn/AKdp/wD4ig/t/fCMDJ8Y2vP/AE7T/wDxFL6lDuw9oxNQ+EGt3sUiSWrsONm6aIjA5wcnpVTw38IPENn5iX2lhVfL72uY2IOQAow/TAz+NXP+G/vhHjP/AAmNr/4DT/8AxFH/AA398I8Z/wCExtcf9e0//wARR9Rh3Ye0ZPN8JNTQxu1gLpl5AeSLMZ7YJOeOaswfDfWAwMtiQSMcTp8vr/Fz/wDWrP8A+G/vhHjP/CY2uP8Ar2n/APiKP+G/vhHjP/CY2v8A4DT/APxFNYOC6sOdmrbeANaFsQ9iis5IIaSNsD1HzVUuPhHqNzcvNcWRkb7gHmxjcOmc59Kq/wDDf3wjIJ/4TG14/wCnaf8A+Io/4b++EZBP/CY2vH/TtP8A/EU3hIPuHtGWYvhlrT2su/TxCxGQizR4J9vm4FA+FWrpKPJsNoUjLecm6QD/AIFVYft/fCM5x4xteP8Ap2n/APiKB+398Iz08Y2v/gNP/wDEUfVIeYc7Ly/DfW3gkVLTyWkGMmZGC49t1Mi+FGq2FikdpaBmDlmYyryTjJxuxnjHSqg/b++EZ6eMbX/wGn/+IoH7f3wjJ48Y2v8A4DT/APxFH1SN76h7Rmpa/DvWIGbdZghyD/rY+Pbhs4pLz4a6tcS4itfLQjORKnB+m7v/AErMH7f3wjY4HjG1z/17T/8AxFA/b++EbHA8Y2uf+vaf/wCIoeFi+rDnZdufhnrRtWWO2LtvGMyxg49chhUH/CptYIZzaOpyBtWdBnnP97H51CP2/vhGTx4xtf8AwGn/APiKP+G/vhGTj/hMbXP/AF7T/wDxFH1SPmHOy+/w41q5Qi4s3+Ycjz4/Tpw2Oen41HJ8MtbnV0mszsYEDbNGAv0G6qn/AA398I84/wCExtc/9e0//wARR/w398I84/4TG1z/ANe0/wD8RR9Uj5hzs0Y/h1rbRhbi1d1OcK86Ns44x83rjpUS/DXXIuY7Tktn/WR/L7j5qpn9v74Rg8+MbX/wGn/+IoP7f3wjU4PjG1z/ANe0/wD8RR9Uj5hzsy/iB8IfFGtx26adpskyhm34u4lxx15f1rX0v4d+IrPSLRZNMJnSEKw+0x5QjjqG54FMP7f3wjU4PjG1z/17T/8AxFB/b++EYPPjG1/8Bp//AIipWCgne7D2jLunfDbWrSS4eSxYyTTGQOZ4/lGAvHzdwoP40ifDvX4rZ4xZhsqMHzY85H/AvpVM/t/fCMdfGNrz/wBO0/8A8RQf2/vhGOvjG15/6dp//iKtYWPmHtGaEXw61tXklNjCryfMVV0UE474asrVfhJrmq20itpKI7rtJFygzng42uMHHNSn9v74Rjr4xtef+naf/wCIoP7f3wjAyfGNrz/07T//ABFJ4SD7h7RjLX4L6y1nHE9r9kigJxFDJEPM47nP/wBf1q8fhtrlrtXT7FFzw0nmR7sdcfe74Aqof2/vhGBk+MbXn/p2n/8AiKP+G/vhHjP/AAmNr/4DT/8AxFL6nDzD2jNiz+HmrhMtbeQ7A7iJEJPt97v/AEqbwf4A1PTvG9nfanaeXDbbwG81WxlGXoGJ7j86wf8Ahv74R4z/AMJja4/69p//AIij/hv74R4z/wAJja4/69p//iKpYaKtvoDqNnpHiv8A5Dvhn/sJP/6R3NFed6B+1d4A+L/xD8L6P8OvEUGpak99LKIUhlUlVs7nJyygcUV0EH//2Q==" alt="" width="210" height="188" />                                        <img src="data:image/jpeg;base64,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" alt="" width="318" height="188" /></p>
<p>&nbsp;</p>
<hr />
<p>&nbsp;</p>
<p style="text-align: left;"><span style="font-size: medium;">Once again the <strong>Jazz Arts Trio</strong> is receiving rave reviews, this time for their second release <em><strong>Swing of Many Colors</strong>!</em></span></p>
<p>&nbsp;</p>
<p style="padding-left: 30px;"><span style="font-size: medium;"><em></em>Jay Harvey of the <a href="http://blogs.indystar.com/upstage/2012/03/13/frederick-moyers-re-creational-jazz-arts-trio/" target="_blank">Indianapolis Star</a> calls the release “... an inspired tribute” and states that </span><span style="font-size: medium;">“Moyer, Tillotson and Fraenkel spiritedly recapture the rapport of Jamal with bassist Israel Crosby and drummer Vernel Fournier.” </span></p>
<p>&nbsp;</p>
<p style="padding-left: 30px;"><span style="font-size: medium;">John Henry of <a href="http://audaud.com/2012/03/jazz-arts-trio-swing-of-many-colors-reinterpretations-of-piano-trio-hits-jri/" target="_blank">Audiophile Audition</a> calls <em>Swing of Many Colors</em> “... a delight to hear” and gives it a 5/5 star rating.</span></p>
<p>&nbsp;</p>
<p style="padding-left: 30px;"><span style="font-size: medium;">C.J. Bond of <a href="http://www.jazmuzic.com/2012/03/jazz-arts-trio-swing-of-many-colors.html" target="_blank">Jazmuzic.com</a> states: "I was amazed by my initial visceral reaction to George and Ira Gershwin's 'But Not For Me.' This was more than just a transcription and re-interpretation of an influential jazz classic, this was an uncannily accurate transcription of time and history, personal and musical. ... Rogers and Hammerstein's 'The Surrey With the Fringe on Top' made my knees weak... by the time Karl Suessdorf /John Blackburn's 'Moonlight in Vermont' crested, I needed something to hold on to. ... What is important, and ultimately will be enduring about Swing of Many Colors is the effect it has on its listeners. It is the effect that removes any doubt about the need for such an interpretive retrospective, and makes moot such questions as: Why? Is it necessary?"</span></p>
<p>&nbsp;</p>
<p style="padding-left: 30px;"><span style="font-size: medium;">George Carroll, of <a href="http://www.cabaretexchange.com/review/cd-reviews-mainmenu-153/2046-jazz-arts-trioswing-of-many-colors.html" target="_blank">cabaretexchange.com</a>, calls the trio "a dead ringer to re-illustrate the talents of such luminaries as Oscar Peterson, Jarrett, McPartland, Chick ... " He goes on to say "... the group deals successfully  in viable syncopated accents and infectiously gay artistry in their musical output resulting in recreating with near military precision the art of those that have preceded us."</span></p>
<p>&nbsp;</p>
<p><span style="font-size: medium;">To read the reviews please visit these links:</span></p>
<p><span style="font-size: medium;"><a href="http://blogs.indystar.com/upstage/2012/03/13/frederick-moyers-re-creational-jazz-arts-trio/" target="_blank">Indianapolis Star</a></span></p>
<p><span style="font-size: medium;"><a href="http://audaud.com/2012/03/jazz-arts-trio-swing-of-many-colors-reinterpretations-of-piano-trio-hits-jri/" target="_blank">Audiophile Audition</a></span></p>
<p><a href="http://www.jazmuzic.com/2012/03/jazz-arts-trio-swing-of-many-colors.html" target="_blank"><span style="font-size: medium;">Jazmuzic.com</span></a></p>
<p><span style="font-size: medium;"><a href="http://www.cabaretexchange.com/review/cd-reviews-mainmenu-153/2046-jazz-arts-trioswing-of-many-colors.html" target="_blank">cabaretexchange.com</a></span></p>
<p>&nbsp;</p>
<p><span style="font-size: medium;">To purchase the Jazz Arts Trio's <em>Swing of Many Colors </em>and their groundbreaking debut <em>Tribute</em> please visit <a href="https://www.jrirecordings.com/view_details.php?recording_id=46" target="_blank">JRI Recordings</a> where you can purchase both releases as CDs and digital downloads. </span></p>
<p>&nbsp;</p>
<p><span style="font-size: medium;">You can also download the music from<a href="http://itunes.apple.com/us/artist/jazz-arts-trio/id300934254?ign-mpt=uo%3D4" target="_blank"> iTunes</a>, <a href="http://www.amazon.com/Swing-of-Many-Colors/dp/B0078IEIGY" target="_blank">Amazon</a>, and <a href="http://www.emusic.com/listen/#/album/jazz-arts-trio/swing-of-many-colors/13147944/" target="_blank">eMusic</a>, or listen on <a href="http://www.rhapsody.com/album/Alb.53944470" target="_blank">Rhapsody</a> and <a href="http://www.iheart.com/#/artist/Jazz-Arts-Trio-103535/songs/" target="_blank">iHeartRadio</a>. To learn more about the Jazz Arts trio and to hear them live, visit <a href="http://www.frederickmoyer.com/jazzartstrio.php" target="_blank">frederickmoyer.com/jazzartstrio</a>.</span></p>
<p>&nbsp;</p>
<p><span style="font-size: medium;">A portion of the sales made from <em>Swing of Many Colors </em>will go to the <a href="http://www.jazzfoundation.org/" target="_blank">Jazz Foundation of America</a>, which is dedicated to saving the homes and lives of elder jazz and blues musicians in crisis.  <em>Swing of Many Colors</em> is also presented in JRI Recording's environmentally friendly CDBook™ packaging. To learn more about the CDBook</span><span style="font-size: medium;">™</span> <a href="http://jrirecordings.com/cdbook/" target="_blank"><span style="font-size: medium;">click here</span></a>.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://www.frederickmoyer.com/essays/2012/03/rave-reviews-for-swing-of-many-colors/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Explore Newly Unveiled Schumann Works</title>
		<link>http://www.frederickmoyer.com/essays/2011/04/explore-newly-unveiled-schumann-works/</link>
		<comments>http://www.frederickmoyer.com/essays/2011/04/explore-newly-unveiled-schumann-works/#comments</comments>
		<pubDate>Tue, 19 Apr 2011 19:54:02 +0000</pubDate>
		<dc:creator>FredMoyer</dc:creator>
				<category><![CDATA[Essay]]></category>
		<category><![CDATA[Frederick Moyer]]></category>
		<category><![CDATA[Paul Green]]></category>
		<category><![CDATA[Piano-playing]]></category>
		<category><![CDATA[Robert Schumann]]></category>
		<category><![CDATA[Schumann]]></category>
		<category><![CDATA[Software]]></category>
		<category><![CDATA[Stanford University]]></category>
		<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[Unfinished Piano Sonata]]></category>

		<guid isPermaLink="false">http://www.frederickmoyer.com/essays/?p=544</guid>
		<description><![CDATA[Explore Newly Unveiled Schumann Works As you may know, Paul Green and Frederick Moyer have presented on this site two works by Robert Schumann that have never before been available to the general public. If you are viewing this site with Safari, Google Chrome, or the latest Firefox click the following links to explore these [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: center;"><span style="font-size: x-large;"><strong>Explore Newly Unveiled Schumann Works</strong></span></p>
<p style="text-align: left;"><span style="font-size: medium;">As you may know, Paul Green and Frederick Moyer have presented on this site two works by Robert Schumann that have never before been available to the general public. If you are viewing this site with Safari, Google Chrome, or the latest Firefox click the following links to explore these works in detail:</span></p>
<p style="text-align: left;"><span style="font-size: medium;"><a href="http://www.frederickmoyer.com/essays/wp-content/uploads/2011/04/Schumann.jpg"><img class="alignright size-thumbnail wp-image-578" title="Schumann" src="http://www.frederickmoyer.com/essays/wp-content/uploads/2011/04/Schumann-150x150.jpg" alt="Schumann" width="150" height="150" /></a></span></p>
<p style="text-align: left; padding-left: 30px;"><span style="font-size: medium;">Schumann: Sonata No. 3: Original Finale Movement</span></p>
<p style="text-align: left; padding-left: 60px;"><span style="font-size: medium;"><a href="http://rodeocloud.com/Schumann/4d9a4f534b43d/">http://rodeocloud.com/Schumann/4d9a4f534b43d/</a></span></p>
<p style="text-align: left; padding-left: 30px;"><span style="font-size: medium;">Schumann: Sonata No. 4 (Sketch): First Movement</span></p>
<p style="text-align: left; padding-left: 60px;"><span style="font-size: medium;"><a href="http://rodeocloud.com/Schumann/4d3ba35f1c84f/">http://rodeocloud.com/Schumann/4d3ba35f1c84f/</a></span></p>
<p style="text-align: left; padding-left: 30px;"><span style="font-size: medium;"> Schumann: Sonata No. 4 (Sketch): FinaleMovement</span></p>
<p style="text-align: left; padding-left: 60px;"><span style="font-size: medium;"><a href="http://rodeocloud.com/Schumann/4d65a0cb05055/">http://rodeocloud.com/Schumann/4d65a0cb05055/</a></span></p>
<p style="text-align: left; padding-left: 60px;"><span style="font-size: small;"><br />
</span></p>
<p style="text-align: left;"><span style="font-size: small;">Note: These web pages will only run properly with <a href="http://www.apple.com/safari/">Safari</a>, <a href="http://www.google.com/chrome/">Google Chrome</a>, or <a href="http://www.mozilla.org/en-US/firefox/new/">Firefox</a> as these browsers use the latest web technology (&#8220;WebKit&#8221; / &#8220;HTML5.&#8221;) Safari, Chrome, and Firefox are  free and run on Windows and Mac. For the latest versions, please click the respective links above.</span></p>
<p style="text-align: left;"><span style="font-size: small;"><br />
</span></p>
<p style="text-align: left;">
<hr />
<p style="text-align: left;"><span style="font-size: large;"><strong>On our Schumann pages, you can:</strong></span></p>
<ul>
<li><span style="font-size: medium;">See both the original manuscript and our deciphered score:</span></li>
</ul>
<p style="text-align: center;"><a href="http://www.frederickmoyer.com/essays/wp-content/uploads/2011/04/1Schu.png"><img class="aligncenter size-medium wp-image-588" title="1Schu" src="http://www.frederickmoyer.com/essays/wp-content/uploads/2011/04/1Schu-283x300.png" alt="1Schu" width="283" height="300" /></a></p>
<p style="text-align: center;">
<hr />
<ul>
<li><span style="font-size: medium;">Listen to Frederick Moyer perform these works </span><span style="font-size: medium;">while following along in either manuscript or deciphered score:</span></li>
</ul>
<p style="text-align: center;"><span style="font-size: small;"><a href="http://www.frederickmoyer.com/essays/wp-content/uploads/2011/04/2Schu.png"><img class="aligncenter size-medium wp-image-587" title="2Schu" src="http://www.frederickmoyer.com/essays/wp-content/uploads/2011/04/2Schu-300x270.png" alt="2Schu" width="300" height="270" /></a></span></p>
<p style="text-align: center;">
<hr />
<ul>
<li><span style="font-size: medium;">See the manuscript zoomed in:</span></li>
</ul>
<p style="text-align: center;"><a href="http://www.frederickmoyer.com/essays/wp-content/uploads/2011/04/3Schu.png"><img class="aligncenter size-full wp-image-586" title="3Schu" src="http://www.frederickmoyer.com/essays/wp-content/uploads/2011/04/3Schu.png" alt="3Schu" width="274" height="230" /></a></p>
<p style="text-align: center;">
<hr />
<ul>
<li><span style="font-size: medium;">Read notes on places in the manuscript:</span></li>
</ul>
<p style="text-align: center;"><a href="http://www.frederickmoyer.com/essays/wp-content/uploads/2011/04/4schu.jpg"><img class="aligncenter size-medium wp-image-585" title="4schu" src="http://www.frederickmoyer.com/essays/wp-content/uploads/2011/04/4schu-300x165.jpg" alt="4schu" width="300" height="165" /></a></p>
<p style="text-align: center;">
<hr />
<ul>
<li><span style="font-size: medium;">Hear animated commentary about other places:</span></li>
</ul>
<p style="text-align: center;"><a href="http://www.frederickmoyer.com/essays/wp-content/uploads/2011/04/5Schu.jpg"><img class="aligncenter size-medium wp-image-584" title="5Schu" src="http://www.frederickmoyer.com/essays/wp-content/uploads/2011/04/5Schu-300x243.jpg" alt="5Schu" width="300" height="243" /></a></p>
<hr />
<p style="text-align: left;"><span style="font-size: medium;">Note: If you would rather download the software as a standalone application, please click on the following links:</span></p>
<p style="text-align: left; padding-left: 30px;"><span style="font-size: medium;">Schumann4thSonata: <a href="http://www.frederickmoyer.com/essays/wp-content/uploads/2009/07/Schumann4thSonata.exe.zip">Windows</a> &#8211; <a href="http://www.frederickmoyer.com/essays/wp-content/uploads/2009/07/Schumann4thSonata.zip">Mac</a></span></p>
<p style="text-align: left; padding-left: 30px;"><span style="font-size: medium;">SchumannPrestoPossibile: <a href="http://www.frederickmoyer.com/essays/wp-content/uploads/2011/02/SchumannPrestoPossibile.exe.zip">Windows</a> &#8211; <a href="http://www.frederickmoyer.com/essays/wp-content/uploads/2011/02/SchumannPrestoPossibile.zip">Mac</a></span></p>
<p style="text-align: left; padding-left: 30px;"><span style="font-size: medium;"><br />
</span></p>
<p style="text-align: left;"><span style="font-size: medium;">Please let us know if you have any problems!</span></p>
<p style="text-align: left;">
<hr />
<p style="text-align: left;"><span style="font-size: medium;">Concurrently, Moyer&#8217;s record label, JRI Recordings, has made available for purchase the sheet music for these works, either in printed form or as PDF downloads. These then are the first publications of these works by the great Romantic master:</span></p>
<p style="text-align: left; padding-left: 30px;"><span style="font-size: medium;"><br />
• &#8221;Presto Possibile&#8221; &#8212; early version of finale movement to Sonata No. 3 in F Minor, Op. 14, is available <a href="https://www.jrirecordings.com/view_details.php?recording_id=42">here</a>.<br />
</span></p>
<p style="text-align: left; padding-left: 30px;"><span style="font-size: medium;"><br />
• Sonata No. 4 (Sketch,) is available <a href="https://www.jrirecordings.com/view_details.php?recording_id=43">here.</a></span></p>
<p style="text-align: left; padding-left: 30px;"><span style="font-size: medium;"><br />
</span></p>
]]></content:encoded>
			<wfw:commentRss>http://www.frederickmoyer.com/essays/2011/04/explore-newly-unveiled-schumann-works/feed/</wfw:commentRss>
		<slash:comments>1</slash:comments>
		</item>
		<item>
		<title>Schumann: Sonata No. 3: Finale &#8211; EARLY VERSION</title>
		<link>http://www.frederickmoyer.com/essays/2011/02/schumanns-first-version-of-the-finale-movement-to-sonata-no-3/</link>
		<comments>http://www.frederickmoyer.com/essays/2011/02/schumanns-first-version-of-the-finale-movement-to-sonata-no-3/#comments</comments>
		<pubDate>Mon, 21 Feb 2011 15:13:56 +0000</pubDate>
		<dc:creator>FredMoyer</dc:creator>
				<category><![CDATA[Frederick Moyer]]></category>
		<category><![CDATA[Paul Green]]></category>
		<category><![CDATA[Robert Schumann]]></category>
		<category><![CDATA[Schumann]]></category>
		<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://www.frederickmoyer.com/essays/?p=452</guid>
		<description><![CDATA[NEW as of 4/19/11: If you have Safari, Google Chrome or Firefox you can investigate Schumann&#8217;s Original 3rd Sonata Finale Movement using the following link: http://rodeocloud.com/Schumann/4d9a4f534b43d/ For more information, please visit our latest blog by clicking here To download our Proprietary Software, click on the appropriate link:  Windows &#8211;  Mac The Original Finale Movement to [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: center;"><span style="font-size: large;"><strong>NEW as of 4/19/11:</strong></span></p>
<p style="text-align: center;"><span style="font-size: small;">If you have Safari, Google Chrome or Firefox you can investigate Schumann&#8217;s Original 3rd Sonata Finale Movement using the following link:</span></p>
<p style="text-align: center;"><span style="font-size: small;"><a href="http://rodeocloud.com/Schumann/4d9a4f534b43d/">http://rodeocloud.com/Schumann/4d9a4f534b43d/</a></span></p>
<p style="text-align: center;"><span style="font-size: small;">For more information, please visit our latest blog by <a href="http://www.frederickmoyer.com/essays/2011/04/explore-newly-published-schumann-works/">clicking here</a><br />
</span></p>
<p style="text-align: center;"><span style="font-size: small;">To download our Proprietary Software, click on the appropriate link:  <a href="http://www.frederickmoyer.com/essays/wp-content/uploads/2011/02/SchumannPrestoPossibile.exe.zip">Windows</a> &#8211;  <a href="http://www.frederickmoyer.com/essays/wp-content/uploads/2011/02/SchumannPrestoPossibile.zip">Mac</a></span></p>
<p style="text-align: center;">
<hr />
<p style="text-align: center;"><strong><span style="font-size: x-large;">The Original Finale Movement to Schumann&#8217;s Sonata No. 3</span></strong></p>
<p style="text-align: center;">
<p><span style="font-size: small;">Since unveiling the Schumann Fourth Sonata fragment on this web site in July of 2009, Paul Green and Frederick Moyer have been deciphering another Schumann manuscript: an early version of the Finale movement to his Third Sonata.</span></p>
<p><span style="font-size: small;">BACKGROUND:<br />
During his research on the Fourth Sonata, Paul had acquired from from the British Museum a copy of Schumann&#8217;s manuscript of the Third Sonata. This was the final version, the manuscript that Schumann sent to the publisher. Paul and Fred were intrigued to see that the last movement begins with a single page of an alternate version that is then crossed out, and followed by the final version, the version that was of course published.</span></p>
<p><span style="font-size: small;">The crossed out page is easily readable, and Paul and Fred found that it is good music! Was there more? Yes &#8212; Paul located a second and more extensive manuscript at a library in Stockholm (&#8220;Stiftelsen Musikkulturens Främjande, Sammlung Nydahl.&#8221;) He acquired a high-resolution scan and with his grandson Rafael Green and Fred, began deciphering it. They were bowled over to find that, except for a coda, this is a complete piece nearly six minutes long, over 300 measures. Why this important addition to Schumann&#8217;s output has never been published is puzzling. Fred finished the piece by inserting the coda to the final version (a perfect fit.)</span></p>
<p style="text-align: left;"><span style="font-size: small;">COMMENTS:<br />
</span><span style="font-size: small;">Marked “Presto Possibile” the piece is dramatic, explosive, even bizarre. At a climactic moment, it references a theme written by Clara that Schumann uses in the slow movement of the same sonata. But it is introduced here first in a grotesque crashing mutation marked fortississimo, and then immediately quietly in an almost-verbatim quote from one of the variations from the slow movement.</span></p>
<p style="text-align: left;"><span style="font-size: small;"><br />
</span></p>
<p style="text-align: center;"><span style="font-size: small;"><img src="http://www.frederickmoyer.com/essays/wp-content/uploads/2010/09/Screen-shot-2010-09-23-at-11.04.01-AM.png" alt="" width="602" height="281" /><br />
</span></p>
<p style="text-align: center;"><span style="font-size: small;"><br />
</span></p>
<p style="text-align: left;"><span style="font-size: small;">Another quote is stated by the 4th and 5th fingers of the left hand: the opening phrase to Mozart’s “La ci Darem la mano” from <em>Don Giovanni.</em></span></p>
<p style="text-align: left;"><span style="font-size: small;"><em><br />
</em></span></p>
<p style="text-align: center;"><span style="font-size: small;"><img src="http://www.frederickmoyer.com/essays/wp-content/uploads/2010/09/Screen-shot-2010-09-21-at-11.07.29-AM.png" alt="" /><br />
</span></p>
<p style="text-align: center;"><span style="font-size: small;"><br />
</span></p>
<p><span style="font-size: small;">Translated “Give me your hand,” this is certainly a message for Clara. Robert was pining away for her while writing this piece, their separation caused by Clara’s father who had threatened to shoot Robert if he caught him with her. (This famous conflict between Robert and Clara’s father was raging at the time of this composition and certainly contributed to the extreme passion of the music.)</span></p>
<p style="text-align: left;">
<p><span style="font-size: small;">The movement also has an inspired and ingenious secondary theme. If you play it yourself, you will see that it is best played &#8220;a la Liberace&#8221; with high hands to allow the thumbs to play loudly when the arms come down!</span></p>
<p><span style="font-size: small;"><br />
</span></p>
<p style="text-align: center;"><span style="font-size: small;"><img src="http://www.frederickmoyer.com/essays/wp-content/uploads/2010/09/Screen-shot-2010-09-23-at-11.03.00-AM.png" alt="" width="607" height="287" /></span></p>
<p style="text-align: center;"><span style="font-size: small;"><br />
</span></p>
<p style="text-align: left;"><span style="font-size: medium;"><a href="https://www.jrirecordings.com/view_details.php?recording_id=42">Click Here </a>to purchase the score.<br />
</span></p>
<p style="text-align: left;"><span style="font-size: medium;"><br />
</span></p>
<p><img src="file:///private/var/tmp/folders.501/TemporaryItems/com.apple.mail.drag-T0x210a940.tmp.Usr8Kl/Screen%20shot%202010-09-21%20at%2011.05.07%20AM.png" alt="" /></p>
]]></content:encoded>
			<wfw:commentRss>http://www.frederickmoyer.com/essays/2011/02/schumanns-first-version-of-the-finale-movement-to-sonata-no-3/feed/</wfw:commentRss>
		<slash:comments>1</slash:comments>
		</item>
		<item>
		<title>Music Lovers Can Help the Haitian Relief Effort</title>
		<link>http://www.frederickmoyer.com/essays/2010/04/how-music-lovers-can-help-the-haitian-relief-effort/</link>
		<comments>http://www.frederickmoyer.com/essays/2010/04/how-music-lovers-can-help-the-haitian-relief-effort/#comments</comments>
		<pubDate>Tue, 20 Apr 2010 16:51:04 +0000</pubDate>
		<dc:creator>FredMoyer</dc:creator>
				<category><![CDATA[Donate]]></category>
		<category><![CDATA[Frederick Moyer]]></category>
		<category><![CDATA[Haiti]]></category>
		<category><![CDATA[Romel Josef]]></category>

		<guid isPermaLink="false">http://www.frederickmoyer.com/essays/?p=409</guid>
		<description><![CDATA[MUSIC LOVERS: Here is a way you can help with the Haitian relief effort! Today, I am writing to ask your help in promoting the cause of my good friend Haitian violinist Romel Joseph, Executive Director of The New Victorian School in Port-au-Prince, remarkable in all his accomplishments in spite of being blinded by illness [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: center;"><span style="font-size: x-large;"><strong>MUSIC LOVERS:</strong></span></p>
<p style="text-align: center;"><span style="font-size: x-large;">Here is a way you can help with the Haitian relief effort!</span></p>
<p style="text-align: left;"><span style="font-size: medium;"> </span></p>
<hr style="text-align: left;" />
<p style="text-align: left;"><span style="font-size: small;">Today, I am writing to ask your help in promoting the cause of my good friend Haitian violinist Romel Joseph, Executive Director of The New Victorian School in Port-au-Prince, remarkable in all his accomplishments in spite of being blinded by illness at age 5.</span></p>
<p style="text-align: left;">
<p style="text-align: left;"><span style="font-size: small;">What happened to Romel in the January 12th earthquake is one of the most powerful and profound classical music news stories of today. It was picked up by the major news outlets (see the links below). The immediate story after the earthquake of Romel’s being buried 18 hours in the rubble of the collapsed school he founded in Haiti is both sad and uplifting. Lying there buried in the dark with crushed legs and a broken left hand—not knowing if he’d survive, much less ever play his beloved violin again—it was the music of the great concertos of Tchaikovsky, Brahms, Mozart, and others he had played that Romel recited in his mind and that sustained him through this tortuous experience. Moreover, his life story epitomizes the power of classical music to inspire and sustain him, bringing him as child from poverty in Haiti to Juilliard, where he earned a Masters degree, and then back to Haiti. Instead of focusing on building a career as a performer, Romel Joseph has never forgotten where he came from and has dedicated his life to bringing educational, musical and performance opportunities to Haitian children.</span></p>
<p style="text-align: left;"><span style="font-size: small;">I first visited Haiti when I was 14. My dad, Bill Moyer, who was the personnel manager of the Boston Symphony heard from one of our neighbors about Ecole St. Trinite in Port-au-Prince. It is run by the Sisters of St. Margaret, a group of wonderful nuns who are part of the Episcopal Church.  The sisters ran a general school for children from K-12, a trade school,  a music school, and </span><span style="font-size: small;">The  St. Vincents School for the Blind,</span><span style="font-size: small;"> which Romel attended, just down the street from Ecole St. Trinite. </span></p>
<p style="text-align: left;"><span style="font-size: small;">It was the music school that drew my family to Haiti. My dad has had the most active relationship with the school (he was responsible for getting the Holy Trinity Orchestra to visit Tanglewood where they studied with members of the Boston Symphony). My mother, Betsy, taught and performed there as a pianist and singer, and my sister, Anne, who played the violin, spent two summers at the school&#8217;s summer music camp. Even my dad&#8217;s childhood friend, Fred Christiansen (for whom I am named) designed the school&#8217;s auditorium. I have visited the school many times over the past 38 years. I&#8217;ve taught and performed there, sometimes with orchestra, sometimes in chamber music with the students and faculty, sometimes in recitals. I&#8217;ve also performed works by Haitian composers. Many deep friendships have sprung from these visits. We have been especially  lucky to stay close to Romel, partly because he moved to the United States to Study first at Cincinnati Conservatory and then at Juilliard. He and I have played several violin-piano duo recitals here and in Haiti. In 2000, I played a solo piano recital in Miami to benefit his Haitian Corporation for Musical Development.</span></p>
<p style="text-align: left;"><span style="font-size: small;">All music-lovers  can play a vital role in the rebuilding of Haiti by helping Romel and the children of The New Victorian School. Musicians must look out for one another, and I ask you to spread the word about my friend and fellow musician Romel Joseph. In addition to monetary donations to start the re-building process, <strong>the school desperately needs paper, pens and pencils, violin/viola/cello/bass strings, musical instruments, sheet music, computers, etc.</strong> to help the children continue their learning and complete the school year, and to provide some much-needed stability in their young lives so violently disrupted by this catastrophic event.</span></p>
<p style="text-align: left;"><span style="font-size: small;"><a href="http://www.thenewvictorianschool.org/">Click Here to Donate</a><br />
</span></p>
<p style="text-align: left;"><span style="font-size: small;">Below are links to some articles and videos about Romel Joseph. I have also attached further information about his amazing survival story and how, as Stevie Wonder has already done, our community of musicians and music-lovers can help rebuild Haiti and The New Victorian School.</span></p>
<p style="text-align: left;"><span style="font-size: small;">Thank you.</span></p>
<p style="text-align: left;"><span style="font-size: small;"><br />
</span></p>
<p style="text-align: left;"><span style="font-size: small;">Sincerely,</span></p>
<p style="text-align: left;"><span style="font-size: small;">Frederick Moyer</span></p>
<p style="text-align: left;"><span style="font-size: small;"><br />
</span></p>
<p style="text-align: left;"><span style="font-size: small;">P.S. A big thanks to the excellent web designers at <a href="http://www.aceyourimage.com/">Ace Your Image, LLC</a>, who have donated their services to updating <a href="http://www.thenewvictorianschool.org/">www.thenewvictorianschool.org.</a></span></p>
<p style="text-align: left;"><span style="font-size: small;"><br />
</span></p>
<p style="text-align: left;"><span style="font-size: small;"><a href="http://www.frederickmoyer.com/essays/wp-content/uploads/2010/04/ROMEL-JOSEPH-Additional-Biographical-Information.pdf">ROMEL JOSEPH &#8211; Additional Biographical Information</a></span></p>
<p style="text-align: left;"><span style="font-size: small;"><a href="http://www.frederickmoyer.com/essays/wp-content/uploads/2010/04/More-info.-Quake-Story-Pictures-How-to-Donate.pdf">More Information &#8211; Quake Story, Pictures,  &amp; How to Donate</a></span></p>
<p style="text-align: left;"><span style="font-size: small;"><br />
</span></p>
<hr style="text-align: left;" />
<p style="text-align: left;"><span style="font-size: small;"><strong>LINKS TO RECENT ARTICLES &amp; VIDEOS ABOUT ROMEL JOSEPH</strong></span></p>
<p style="text-align: left;"><span style="font-size: small;"><strong> </strong></span></p>
<p style="text-align: left;"><span style="font-size: small;"><strong> </strong></span></p>
<p style="text-align: left;"><span style="font-size: small;"><em>Miami Herald, January 21</em></span></p>
<p style="text-align: left;"><span style="font-size: small;"><strong><em>Out of ‘a grave,’ Haitian violinist keeps music in his heart</em></strong></span></p>
<p style="text-align: left;"><span style="font-size: small;"><a href="http://www.miamiherald.com/news/americas/haiti/story/1436927.html?storylink=mirelated">http://www.miamiherald.com/news/americas/haiti/story/1436927.html?storylink=mirelated</a></span></p>
<p style="text-align: left;"><span style="font-size: small;"><em>CBS News, January 21</em><strong> &#8211; <em>Katie Couric speaks to violin maestro…</em> </strong><a href="http://www.cbsnews.com/stories/2010/01/21/eveningnews/main6126610.shtml?tag=mncol;lst;1">http://www.cbsnews.com/stories/2010/01/21/eveningnews/main6126610.shtml?tag=mncol;lst;1</a></span></p>
<p style="text-align: left;"><span style="font-size: small;"><em> </em></span></p>
<p style="text-align: left;"><span style="font-size: small;"><em> </em></span></p>
<p style="text-align: left;"><span style="font-size: small;"><em>Miami Herald, January 28</em><strong><em> &#8211; Stevie Wonder to give keyboards to violinist quake survivor Romel Joseph</em></strong></span></p>
<p style="text-align: left;"><span style="font-size: small;"><a href="http://www.miamiherald.com/news/americas/haiti/story/1450073.html?storylink=misrelated">http://www.miamiherald.com/news/americas/haiti/story/1450073.html?storylink=misrelated</a></span></p>
<p style="text-align: left;"><span style="font-size: small;"><em>CNN, January 29</em><strong><em> &#8211; Trapped violinist found deliverance through prayers, concertos</em></strong></span></p>
<p style="text-align: left;"><span style="font-size: small;"><a href="http://www.cnn.com/2010/WORLD/americas/01/27/haiti.violinist/index.html?iref=allsearch">http://www.cnn.com/2010/WORLD/americas/01/27/haiti.violinist/index.html?iref=allsearch</a></span></p>
<p style="text-align: left;"><span style="font-size: small;"><strong><em>Photo of CBS News’ Katie Couric with Romel and his daughter, violin student, Victoria Joseph</em></strong></span></p>
<p style="text-align: left;"><span style="font-size: small;"><a href="http://twitpic.com/z3h0j">http://twitpic.com/z3h0j</a></span></p>
<p style="text-align: left;"><span style="font-size: small;"><em>Miami Herald, March 13 – <strong>Earthquake survivor and villinst plans return to Haiti</strong></em></span></p>
<p style="text-align: left;"><span style="font-size: small;"><a href="http://www.miamiherald.com/2010/03/13/1527324/violinist-romel-joseph-gets-ready.html">http://www.miamiherald.com/2010/03/13/1527324/violinist-romel-joseph-gets-ready.html</a></span></p>
<p style="text-align: left;"><span style="font-size: small;"><a rel="attachment wp-att-413" href="http://www.frederickmoyer.com/essays/2010/04/how-music-lovers-can-help-the-haitian-relief-effort/more-info-quake-story-pictures-how-to-donate/">More info. &#8211; Quake Story, Pictures, How to Donate</a></span></p>
<p style="text-align: left;"><span style="font-size: small;"><strong>VIDEOS: </strong></span></p>
<p style="text-align: left;"><span style="font-size: small;"><strong> </strong></span></p>
<p style="text-align: left;"><span style="font-size: small;"><em>CNN video, February 17 – <strong>Romel Joseph receives gift from Stevie Wonder</strong></em></span></p>
<p style="text-align: left;"><span style="font-size: small;"><a href="http://www.cnn.com/video/#/video/world/2010/02/17/zarrella.haiti.violinist.gift.cnn?iref=allsearch">http://www.cnn.com/video/#/video/world/2010/02/17/zarrella.haiti.violinist.gift.cnn?iref=allsearch</a></span></p>
<p style="text-align: left;"><span style="font-size: small;"><strong><em> </em></strong></span></p>
<p style="text-align: left;"><span style="font-size: small;"><strong><em> </em></strong></span></p>
<p style="text-align: left;"><span style="font-size: small;"><em>CNN video, March 14 – <strong>Follow up video on Romel’s recovery</strong></em></span></p>
<p style="text-align: left;"><span style="font-size: small;"><a href="http://www.cnn.com/video/#/video/living/2010/03/15/haiti.blind.violinist.update.cnn?iref=allsearch">http://www.cnn.com/video/#/video/living/2010/03/15/haiti.blind.violinist.update.cnn?iref=allsearch</a></span></p>
<hr style="text-align: left;" />
<p style="text-align: left;">
<p style="text-align: left;">
]]></content:encoded>
			<wfw:commentRss>http://www.frederickmoyer.com/essays/2010/04/how-music-lovers-can-help-the-haitian-relief-effort/feed/</wfw:commentRss>
		<slash:comments>3</slash:comments>
		</item>
		<item>
		<title>Music Critics Hail Schumann 4th Piano Sonata</title>
		<link>http://www.frederickmoyer.com/essays/2009/10/schumann-fans-and-music-critics-hail-uncovering-of-4th-sonata-manuscript/</link>
		<comments>http://www.frederickmoyer.com/essays/2009/10/schumann-fans-and-music-critics-hail-uncovering-of-4th-sonata-manuscript/#comments</comments>
		<pubDate>Fri, 23 Oct 2009 14:36:53 +0000</pubDate>
		<dc:creator>FredMoyer</dc:creator>
				<category><![CDATA[Essay]]></category>
		<category><![CDATA[Frederick Moyer]]></category>
		<category><![CDATA[Music Critic Reviews]]></category>
		<category><![CDATA[Paul Green]]></category>
		<category><![CDATA[Piano-playing]]></category>
		<category><![CDATA[Robert Schumann]]></category>
		<category><![CDATA[Schumann]]></category>
		<category><![CDATA[Software]]></category>
		<category><![CDATA[Unfinished Piano Sonata]]></category>

		<guid isPermaLink="false">http://www.frederickmoyer.com/essays/?p=282</guid>
		<description><![CDATA[As news of the uncovering of Robert Schumann&#8217;s 4th piano sonata spreads, various newspapers, magazines, Schumann scholars, radio stations, bloggers and others are taking note: Newspapers: Washington Post Baltimore Sun Chicago Tribune The Herald Sun Magazines: The New Yorker International Piano Classical Music Magazine Radio Stations that aired the Schumann 4th in 2009: CBC Radio [...]]]></description>
			<content:encoded><![CDATA[<p><span style="font-size: small;">As news of the uncovering of Robert Schumann&#8217;s 4th piano sonata spreads, various newspapers, magazines, Schumann scholars, radio stations, bloggers and others are taking note:</span></p>
<p><span style="font-size: small;"><strong>Newspapers:</strong></span></p>
<p style="padding-left: 30px;"><span style="font-size: small;"><a href="http://voices.washingtonpost.com/the-classical-beat/2009/08/next_a_new_debussy_sonata_for.html">Washington Post</a></span></p>
<p style="padding-left: 30px;"><span style="font-size: small;"><a href="http://weblogs.baltimoresun.com/entertainment/classicalmusic/2009/08/sonata_sketch_by_robert_schuma.html">Baltimore Sun</a></span></p>
<p style="padding-left: 30px;"><span style="font-size: small;"><a href="http://articles.chicagotribune.com/2009-08-20/entertainment/0908190641_1_sketches-hess-robert-schumann">Chicago Tribune</a></span></p>
<p style="padding-left: 30px;"><span style="font-size: small;"><a href="http://www.heraldsun.com/pages/full_story/push?article-The+missing+sonata+and+the+quest%20&amp;id=3375526-The+missing+sonata+and+the+quest&amp;instance=most_commented">The Herald Sun</a><br />
</span></p>
<p><span style="font-size: small;"><strong>Magazines:</strong></span></p>
<p style="padding-left: 30px;"><span style="font-size: small;"><a href="http://www.newyorker.com/online/blogs/tny/2009/08/alex-ross-robert-schumann.html">The New Yorker</a></span></p>
<p style="padding-left: 30px;"><span style="font-size: small;">International Piano</span></p>
<p style="padding-left: 30px;"><span style="font-size: small;">Classical Music Magazine</span></p>
<p><span style="font-size: small;"><strong>Radio Stations that aired the Schumann 4th in 2009:</strong></span></p>
<p style="padding-left: 30px;"><span style="font-size: small;"><a href=" http://www.cbc.ca/radio2/">CBC Radio Music Canada</a> (First to air the 4th Sonata performed by Fred Moyer on 8/22/09 at 12:00 PM during the program &#8220;In Tune&#8221; with Host Katherine Duncan)</span></p>
<p style="padding-left: 30px;"><span style="font-size: small;"><a href="http://www.cbc.ca/radio2/)"> </a><a href="http://www.cbc.ca/news/">88.3 KPAC-FM Classical Oasis, San Antonio, TX</a></span></p>
<p style="padding-left: 30px;"><span style="font-size: small;"><a href="http://www.tpr.org/programs/kpac.html">89.9 WDAV Classical Public Radio, Davidson, NC </a></span></p>
<p style="padding-left: 30px;"><span style="font-size: small;"><a href="http://www.whro.org/home/publicradio/whro/">90.3 WHRO-FM Public Radio, Norfolk, VA</a></span></p>
<p style="padding-left: 30px;"><span style="font-size: small;"><a href="http://nhpr.org/node/27080">New Hampshire Public Radio (NHPR)</a><br />
</span></p>
<p><span style="font-size: small;"><strong>Blogs:</strong></span></p>
<p style="padding-left: 30px;"><span style="font-size: small;"><a href="http://www.instantencore.com/buzz/tag.aspx?FeedEntryId=54156">Instant Encore</a></span></p>
<p style="padding-left: 30px;"><span style="font-size: small;"><a href="http://musicology.typepad.com/dialm/page/4/">Dial &#8220;M&#8221; for Musicology </a></span></p>
<p style="padding-left: 30px;"><span style="font-size: small;"><br />
</span></p>
<p><span style="font-size: small;"><strong>From Stanford University:</strong></span></p>
<p style="padding-left: 30px;"><span style="font-size: small;"><a href="http://www.facebook.com/note.php?note_id=118468367826&amp;_fb_noscript=1">Green Library, Stanford University </a></span></p>
<p style="padding-left: 30px;"><span style="font-size: small;"><a href="http://www.stanford.edu/group/ic/cgi-bin/drupal2/taxonomy/term/80?page=3">Stanford Information Center</a></span></p>
<p><span style="font-size: small;"><br />
</span></p>
]]></content:encoded>
			<wfw:commentRss>http://www.frederickmoyer.com/essays/2009/10/schumann-fans-and-music-critics-hail-uncovering-of-4th-sonata-manuscript/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Schumann&#8217;s Unfinished Fourth Sonata</title>
		<link>http://www.frederickmoyer.com/essays/2009/10/schumann_fourth_sonata/</link>
		<comments>http://www.frederickmoyer.com/essays/2009/10/schumann_fourth_sonata/#comments</comments>
		<pubDate>Thu, 22 Oct 2009 14:26:59 +0000</pubDate>
		<dc:creator>FredMoyer</dc:creator>
				<category><![CDATA[Essay]]></category>
		<category><![CDATA[Frederick Moyer]]></category>
		<category><![CDATA[Paul Green]]></category>
		<category><![CDATA[Robert Schumann]]></category>
		<category><![CDATA[Schumann]]></category>
		<category><![CDATA[Software]]></category>
		<category><![CDATA[Stanford University]]></category>
		<category><![CDATA[Unfinished Piano Sonata]]></category>

		<guid isPermaLink="false">http://www.frederickmoyer.com/essays/?p=35</guid>
		<description><![CDATA[NEW as of 4/19/11: If you have Safari, Google Chrome, or Firefox: You can investigate Schumann&#8217;s Sketch for the Fourth Sonata using the following links: Schumann: Sonata No. 4 (Sketch): First Movement http://rodeocloud.com/Schumann/4d3ba35f1c84f/ Schumann: Sonata No. 4 (Sketch): FinaleMovement http://rodeocloud.com/Schumann/4d65a0cb05055/ For more information, please visit our latest blog by clicking here If you would rather [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: center;"><strong><span style="font-size: large;">NEW as of 4/19/11:</span></strong></p>
<p style="text-align: center;"><span style="font-size: small;">If you have Safari, Google Chrome, or Firefox: You can investigate Schumann&#8217;s Sketch for the Fourth Sonata using the following links:</span></p>
<p style="text-align: center;"><span style="font-size: small;">Schumann: Sonata No. 4 (Sketch): First Movement</span></p>
<p style="text-align: center;"><span style="font-size: small;"><a href="http://rodeocloud.com/Schumann/4d3ba35f1c84f/">http://rodeocloud.com/Schumann/4d3ba35f1c84f/</a></span></p>
<p style="text-align: center;"><span style="font-size: small;">Schumann: Sonata No. 4 (Sketch): FinaleMovement<br />
<a href=" http://rodeocloud.com/Schumann/4d65a0cb05055/"></p>
<p>http://rodeocloud.com/Schumann/4d65a0cb05055/</a></span></p>
<p style="text-align: center;"><span style="font-size: small;">For more information, please visit our latest blog by <a href="http://www.frederickmoyer.com/essays/2011/04/explore-newly-published-schumann-works/">clicking here</a><br />
</span></p>
<p style="text-align: center;"><span style="font-size: small;">If you would rather download the software as a standalone application, please click on the following link: <a href="http://www.frederickmoyer.com/essays/wp-content/uploads/2009/07/Schumann4thSonata.exe.zip">Windows</a> &#8211; <a href="http://www.frederickmoyer.com/essays/wp-content/uploads/2009/07/Schumann4thSonata.zip">Mac</a></span></p>
<hr />
<p style="text-align: center;"><span style="font-size: x-large;"><strong>Available to the public for the first time:</strong></span></p>
<h2 style="text-align: center;"><span style="font-size: x-large;"><strong>Robert Schumann&#8217;s Sketches for a Fourth Sonata</strong></span></h2>
<p style="text-align: left;"><span style="font-size: small;">In 2009, Dr. Paul Green and his nephew, </span><span style="font-size: small;">Frederick Moyer</span><span style="font-size: small;">, tracked down a fragmentary unfinished fourth piano sonata of the great romantic composer, Robert Schumann. With help from Stanford University, Green and Moyer acquired electronic copies of the sketch, transcribed them, and entered the score into clean computerized format.  On July 26, 2009, this unknown classical work was made available to the public for the first time here on this site. Below is an extensive music essay by Green describing his search, work, and the piece&#8217;s historical significance.<br />
</span></p>
<p style="text-align: left;"><span style="font-size: small;">Recent media comments about this site and this project:</span></p>
<p style="text-align: left; padding-left: 30px;"><span style="font-size: small;">Alex Ross, New Yorker: &#8220;a discovery worth reporting . . . you can read Green’s meticulous account of the find and then download an ingenious computer application that allows you to listen to Moyer’s performance (expertly, sensitively done) while following along in the Schumann score.&#8221;</span></p>
<p style="text-align: left; padding-left: 30px;"><span style="font-size: small;">John von Rhein, Chicago Tribune: &#8220;a model of how modern scholarship and digital technology can serve each other&#8217;s interests.&#8221;</span></p>
<p style="text-align: left; padding-left: 30px;"><span style="font-size: small;">Tim Smith, Baltimore Sun: &#8220;This project is a very classy example of musicological excavation, IMHO, and the product is doubly enhanced by Moyer&#8217;s sensitive, involving performance of this tantalizing music.&#8221;</span></p>
<p style="text-align: center;">
<p><span style="font-size: small;">For more media comments <a href="http://www.frederickmoyer.com/essays/?p=282">click here</a></span></p>
<hr />
<p style="text-align: left;"><span style="font-size: small;"><a href="http://www.frederickmoyer.com/essays/2009/10/schumann_fourth_sonata/score-2/" rel="attachment wp-att-322"><img class="alignnone size-full wp-image-322" title="Schumann Score" src="http://www.frederickmoyer.com/essays/wp-content/uploads/2009/08/score1.gif" alt="Schumann Score" width="150" height="116" /></a></span><span style="font-size: small;"> <strong>Purchase the  <a href="https://www.jrirecordings.com/view_details.php?recording_id=43">Deciphered Sheet Music</a><br />
</strong></span></p>
<p>&nbsp;</p>
<p style="padding-left: 30px;"><span style="font-size: small;"><br />
</span></p>
<p><span style="font-size: small;"><strong><a href="http://www.frederickmoyer.com/essays/2009/10/schumann_fourth_sonata/essay/" rel="attachment wp-att-324"><img class="alignnone size-full wp-image-324" title="Schumann Essay" src="http://www.frederickmoyer.com/essays/wp-content/uploads/2009/08/essay.jpg" alt="Schumann Essay" width="147" height="114" /></a> Read the essay</strong>: </span><a title="essay" href="#essay" target="_self"><span style="font-size: small;">The Second Schumann F-minor Sonata: A Detective Story</span></a></p>
<p style="padding-left: 30px;"><span style="font-size: small;"><br />
</span></p>
<p><span style="font-size: small;"><a href="http://www.frederickmoyer.com/essays/wp-content/uploads/2009/09/Rasmussen.jpg"><img class="alignnone size-full wp-image-365" title="Rasmussen" src="http://www.frederickmoyer.com/essays/wp-content/uploads/2009/09/Rasmussen.jpg" alt="Rasmussen" width="146" height="112" /></a><strong>Examine and listen: </strong></span><a title="Rasmussen" href="#Rasmussen" target="_self"><span style="font-size: small;">Karl Aage Rasussen&#8217;s completion of Schumann&#8217;s Finale</span></a></p>
<hr />
<h1><span style="font-size: x-large;">Essay:</span></h1>
<h3><span style="font-size: large;"><a name="essay"></a>The Second Schumann F-minor Sonata: A Detective Story</span></h3>
<h5><span style="font-family: helvetica;"><span style="font-size: small;">Copyright 2009, Paul E. Green, Jr.</span></span></h5>
<h2><span style="font-size: small;"><span style="color: #0000ff;"><a href="mailto:pegreen@earthlink.net">pegreen@earthlink.net</a></span></span></h2>
<p><span style="font-size: small;">October  14, 2009</span></p>
<p style="tab-stops: 171.75pt center 3.25in;"><span style="font-size: small;"><strong>Note: We are soliciting</strong><strong> ideas stimulated by this writeup. Please give us your comments in the COMMENT AREA at the end of this article. . . . . . Paul and Fred</strong></span></p>
<p><span style="font-size: small;"><strong><span style="text-decoration: underline;">Introduction</span></strong></span></p>
<p><span style="font-size: small;">Late one night back in 1990, alone with our Steinway and digital recording equipment, Fred Moyer, our genius pianist nephew, sat down and recorded the Third Schumann <em>Piano Sonata, Opus 14 in F Minor</em>, sometimes referred to as the <em>Concerto Without Orchestra</em>. As is so often the case, it then happened that other more mundane things intervened with both Fred and us Greens and the existence of this tape was soon quite forgotten. </span></p>
<p><span style="font-size: small;">When Skip and I moved to Chapel Hill in 2007, the DAT tape of that midnight séance resurfaced and we were so smitten by the magnificence of the composition and the beauty of Fred’s performance that we had a number of CD copies made and started giving them out obsessively to our friends or anyone who would listen and telling them insistently about the listening experience awaiting them. I kept listening to this music and began to wonder why such a great piano composer had not gained more visibility for his sonatas – after all, there is something about the sonata format of two-theme statement, quasi-improvisatory development, and recapitulation that has grabbed the musical soul and persisted to become, in spite of centuries of change-of-fashion, the most favored vehicle of much of the music that the world calls “the greatest.” Continuing long after Schumann, almost every composer of note had something important to say in this medium<a name="_ednref1" href="#_edn1"></a>[i].</span></p>
<p><span style="font-size: small;">This listening experience, plus a passing exposure to the equally impressive first Schumann <em>Sonata in F-sharp minor, opus 11</em>, (when Elizabeth Allen played it at one of our house concerts in the mid-1970s) caused me to wonder “Who was this Schumann that he could write music like that while everyone seems to know him mostly for his concerto, his symphonies, and his suites of miniatures (<em>Fantasiestücke, Davidsbundlertänze,</em> etc., some of these earlier than the sonatas, most of them later). Many of these miniatures were great enough, but not nearly so great as the sonatas, to my taste. </span></p>
<p><span style="font-size: small;">So I betook myself to the comprehensive Grove’s dictionary<a name="_ednref2" href="#_edn2"></a>[ii] to see what else there was, and lo and behold there was a <strong>second</strong> F-minor piano sonata that Schumann had only started on, the fourth one to be given the name “sonata” in his own catalog of his works. The authoritative biography by the late John Daverio<a name="_ednref3" href="#_edn3"></a>[iii] pronounced it “lost,” as I later found out. </span></p>
<p><span style="font-size: small;">But it hadn’t been permanently lost, as it turns out. </span></p>
<p><span style="font-size: small;"><strong><span style="text-decoration: underline;">The search begins</span></strong></span></p>
<p><span style="font-size: small;">Certainly a contributing reason that nobody was very curious about it is that it kept getting confused with the well-known third piano sonata, also in the key of F-minor, the one in Fred’s midnight taping activity that began this investigation of mine. One had to realize that Schumann, for some reason, had liked that key well enough to visit it twice in rapid succession. </span></p>
<p><span style="font-size: small;">But Mr. Grove’s Schumann maven had not been confused &#8211; not he. The Schumann article in Grove mentions in passing that Schumann had alluded in correspondence to what had to be two F-minor sonatas, one that was finished and one unfinished. Composition of the second one was interrupted by a series of concerns that Schumann had with his journal, so that by the time he got back to the second F-minor sonata, he seems to have had a change of heart about continuing. The second one never received an opus number. </span></p>
<p><span style="font-size: small;">Now, considering the merit of all of the known Schumann piano sonatas, this mysterious hint that not everything was widely known was a most intriguing challenge that perhaps the fragment was worth finding and hearing.</span></p>
<p><span style="font-size: small;">At daughter Nancy’s suggestion I first tried the Library of Congress to see if they had it. The answer was: no, but if I looked in the catalog <span style="text-decoration: underline;">New Edition of the Collected Works of Schumann</span>, by Margit McCorkle, I would find that there once had been a four-page [presumably four double-sided sheets] fragment of this piece described as entry F28, and would learn that “the fragment had been sold at auction to a private collector in December, 1997 by Sotheby’s in England”, and that “it currently resides in an unidentified archive in southern Germany”.</span></p>
<p><span style="font-size: small;">As our family’s German speaker, Nancy then emailed the Robert Schumann Gesellschaft in Düsseldorf where she used to live, and all they could tell us was that they didn’t know who had bought the fragment. Similarly, when Fred Moyer asked Sotheby’s who the purchaser had been, they declined to answer, but instead forwarded his inquiry to the purchaser, who never answered. Thus it was clear neither who had offered the fragment to Sotheby’s for auction nor who had bought it. At this point I sought the help of Diane Steinhaus of the UNC Music Library, and she pointed me to the McCorkle compendium. There I learned (from Anhang F38) that before the ms. was sold by Sotheby’s, it had been appraised for them by Ms. Linda Correll Roesner, of New York City. An email to Ms. Roesner elicited the information that she had had it in her hands for only about an hour, and had no idea who might have bought it at the auction, which might have taken place either in New York City or in Europe. That seemed to be that: a dead-end.</span></p>
<p><span style="font-size: small;"><strong><span style="text-decoration: underline;">Historical and biographical background</span></strong></span></p>
<p><span style="font-size: small;">I started reading up on Schumann in earnest, and discovered that his piano sonatas were all completed within months of each other, beginning at a time when he was alone, pining away for Clara Wieck, whom he was unable to marry until September, 1840. These sonatas are (Ref. iii, pp. 133-134)</span></p>
<p style="padding-left: 30px;"><span style="font-size: small;">Sonata 1, op. 11 in F-sharp minor completed &#8211; 8/1835</span></p>
<p style="padding-left: 30px;"><span style="font-size: small;">Sonata 2, op. 22 in G-minor &#8211; 10/1835</span></p>
<p style="padding-left: 30px;"><span style="font-size: small;">Sonata 3, op. 14 in F-minor (<em>“Concert sans orchestre”</em>) &#8211; 6/1836</span></p>
<p style="padding-left: 30px;"><span style="font-size: small;">Fantasie in C-major, op. 17 &#8211; 12/1836</span></p>
<p style="padding-left: 30px;"><span style="font-size: small;">Sonata fragment in F-minor (Anhang 28) abandoned &#8211; 2/1837</span></p>
<p><span style="font-size: small;">Opus 17 has a place on this list because it is as much a formal piano sonata as the others, but has this different name for a reason to be discussed shortly.</span></p>
<p><span style="font-size: small;">There are several remarkable things about this list, four of which I shall now enumerate. First of all, starting in early 1837, Schumann essentially abandoned the piano sonata vehicle for good, reserving the sonata format for symphonic and chamber music first movements and an occasional finale, as was the classical custom<a name="_ednref4" href="#_edn4"></a>[iv]. His reason for abandoning piano sonatas is closely related to the second remarkable thing, the seemingly short period in his brief life into which he crammed intensive piano sonata composition (18 months out of his 46-year lifetime of 1810 to 1856). </span></p>
<p><span style="font-size: small;">He started out this year-and-one-half period in his life pining away for the astonishing Clara<a name="_ednref5" href="#_edn5"></a>[v], whose own compositions are only now becoming adequately appreciated. In addition to mothering eight children (of whom three died during her lifetime), she was at various times pretty much the principal Schumann family wage-earner via her continued concert career. Robert was sometimes very efficient and articulate in writing, but at the verbal level, moody, psychotic and “strange,” not particularly well-fitted for the real world, but with an inner greatness well recognized by Clara, if not by her concerned father. For an entire year and a half around 1836 Robert and Clara were forcibly separated from one another by Clara’s father Friedrich Wieck, one of music history’s bad guys for sure. Yet, one has to remember that he had lavished most of his own life on the career of his genius daughter, and here comes this strange sphinx Robert – who could be confident about him? Wieck couldn’t see Robert&#8217;s greatness, but Clara could and did<a name="_ednref6" href="#_edn6"></a>[vi].<strong> </strong></span></p>
<p><span style="font-size: small;">By 1839 Robert and Clara had sued Wieck, and by 1840 had won the court case and married. But as compositional success came within his reach, Robert turned his back on the often-anguished piano sonatas of his most lonely years and began to take very seriously his forthcoming responsibilities as provider. He considered, in accordance with the musical tastes of his day, that he might be better off financially by composing orchestral works or the suites of miniatures we now know him best for, and leaving the more inaccessible keyboard forms like piano sonatas for future listeners (i.e., us). Actually, these suites didn’t work all that well for his career either, in spite of Clara’s heroic exertions to give them public performance as often as possible. The world was really ready to listen to Robert only late in his life, and even more so for decades after his death, when Clara performed his works all over Europe, almost to the end of the nineteenth century. Through all the years, both before and after his eighteen months of piano sonata composition in 1835-7, Robert never lost his respect for the sonata form, as attested by several of his writings, for example those given here in Appendix I. But, except for his Opus 118 late sonatas for three of his young daughters (perhaps more properly &#8220;sonatinas&#8221;?) he never attempted another serious keyboard sonata after the fragment that is the subject of this study. </span></p>
<p><span style="font-size: small;">The third remarkable thing about this list of piano sonatas is the choice of keys: all minor, except for the Fantasie, opus 17. Actually, as noted by Marston<a name="_ednref7" href="#_edn7"></a>[vii] and others, the reason for the C-major choice for that composition is that it started out as a single movement to celebrate the unveiling of a statue of Beethoven and only later gained other movements and a spirit of longing for Clara. The composer just kept the first movement’s tonality that he had started with, but the listener will note that much, if not most of this Sonata is somewhat anguished.</span></p>
<p><span style="font-size: small;">Surely the choice of minor keys must have had something to do with the man’s moodiness, his loneliness and his distracted life during this sonata period. <strong> </strong></span></p>
<p><span style="text-decoration: underline;"><span style="font-size: small;"><strong>But why these particular minor keys? </strong></span></span></p>
<p><span style="font-size: small;">Perhaps something could be made of that fact reported by Ostwald <a name="_ednref8" href="#_edn8"></a>[viii] and others, that during the period Schumann was writing his sonatas he was interested in the weird but widely-read theories of one Christian Schubart, who associated different keys with different psychological states in a most detailed way<a name="_ednref9" href="#_edn9"></a>[ix]. The list of Schubart’s characterizations of the different keys is so crazy that I have been unable to resist the temptation to include an excerpt here (as Appendix II).</span></p>
<p><span style="font-size: small;">And it particularly remained a mystery why Schumann twice in succession picked F-minor, a key he otherwise visited occasionally, but seems not to have particularly favored or disfavored at any other time in his career. He himself claimed in correspondence that the fragment was “very different” from the <em>Concerto without Orchestra</em>, the other completed and published F-minor piano sonata. Different how?</span></p>
<p><span style="font-size: small;">And there is a fourth remarkable thing, which<strong> </strong>I learned from Reich’s Clara Schumann biography (Reference v). The first F-minor sonata, op. 14, seems never to have been performed in public by Clara during her long lifetime. To me it is remotely conceivable that the reason she only performed this sonata in private to one or two friends is that it was so obviously a very special piece of the couple’s private romantic life, apart and then together? The beautiful slow movement with its astonishing heart-rending ending, is explicitly entitled <em>Variations on a theme of Clara Wieck, </em>based on a (now lost) piece by Clara; no other of his sonatas has such an explicit sharing of musical creativity. </span></p>
<p><span style="text-decoration: underline;"><span style="font-size: small;"><strong>The search concluded</strong></span></span></p>
<p><span style="font-size: small;">Back to the details on how I succeeded in obtaining this fragment, such an important document in Schumann’s on-and-then-off love affair with piano sonata form.</span></p>
<p><span style="font-size: small;">Enter Tim Carter, chair of the UNC Music Department, specialist in early music and a web super-sleuth. He and I were having dinner one evening and he was telling me about the many amazing new details he had uncovered concerning the 1936 music drama <span style="text-decoration: underline;">Johnny Johnson, </span>written by our Dad, the playwright Paul Green; music by Kurt Weill. When I thought to mention my dead-end Schumann researches, Tim ventured the comment that maybe he could find out who had bought the autograph, and the next thing I knew he had located it. It was right here in the U. S. of A. &#8211; more specifically at Stanford University. Just to show you what Google plus Tim Carter could do with a slender clue, the smoking gun was 3 or 4 words buried in the many pages of vol. 13, no. 1 of the minutes of the Music Library Association, Northern California Chapter<a name="_ednref10" href="#_edn10"></a>[x].It seems that the Hewlett Foundation had turned out to be the successful bidder on the mysterious fragment and had given it to the Stanford Library. <span style="font-size: small;">At this point, all I had to do is send Stanford a check for $4.45 and, at long last, I had a photocopy. </span></span></p>
<p><span style="font-size: small;">I later learned through Prof. Jon Finson of the UNC Music Department that the autograph was a &#8220;gift of Walter B. Hewlett in honor of Condaleezza Rice, Provost of Stanford University, 1998.&#8221; Miss Rice was later the Secretary of State in the administration of the second Bush. </span>The citation for this is <a href="http://searchworks.stanford.edu/view/4084821">http://searchworks.stanford.edu/view/4084821</a> is <a href="http://jenson.stanford.edu/uhtbin/cgisirsi/oMSH5hmekW/GREEN/246260014/9">http://jenson.stanford.edu/uhtbin/cgisirsi/oMSH5hmekW/GREEN/246260014/9</a></p>
<p><span style="font-size: small;">The autograph photocopy that I received from Stanford seems to be of the same ms. that departed Leipzig into the hands of the Sotheby auction house. Once I had the photocopy of the autograph, I got a copy of the Sibelius music scoring software, and after many days of gruesome input-check-alter-undo-redo-disrupt-redo-recheck, etc. the transcription of the entire two-movement fragment was now essentially complete. It only remained for Fred to debug this so as to fix certain errors..</span></p>
<p><span style="font-size: small;">Schumann’s musical script is surprisingly neat and legible (compare Beethoven), and there are only a very few places where it is unclear what a given mark might mean. (The distinction between sharps and naturals is one). Much of the material that survives, particularly the Finale fragment, exhibits a good state of detail: expression marks, tempo changes, etc. are all there. </span></p>
<p><span style="font-size: small;"><strong><span style="text-decoration: underline;">What does it sound like?</span></strong></span></p>
<p><span style="font-size: small;">Because the Sibelius software allows one to hear what one has notated, one can get an impression of it, once the piece is entered as a Sibelius file. Is it a great masterwork? It sounds pretty vigorous, even dramatic to me, but not up to his best (but after all, it is simply an early draft). I can’t believe that the reason Schumann failed to resume work (after a many-months’ interruption due to journalistic obligations) was because the musical inspiration was insufficient. I prefer to believe in the idea cited earlier and widely held by his biographers, that at that time piano sonatas had lost their attraction for him for economic reasons – his particular audiences seemed no longer to care for them. This makes me wish that he really had been less, not more practically-minded, so that the world would now have the entire second F-minor sonata to enjoy, and maybe others too. </span></p>
<p><span style="font-size: small;"><strong><span style="text-decoration: underline;">What does it look like, and why?</span></strong></span></p>
<p><span style="font-size: small;">In the first movement (<em>Allegro molto), </em>there are 66 measures, in two seemingly disconnected pieces, but clearly written on opposite sides of the same sheet. This can be proved because the irregular tearing pattern at the right side of page 1 and that at the left side of page 3 match exactly. Schumann apparently had a stock of music sheets, each with 10 staves, each page encompassing up to 40 or so measures, and when he got going, he’d just rip off another sheet from the pad, with the tear side at the right, and then turn it over sideways to continue. The bottom of each page also shows similar irregularities.</span></p>
<p><span style="font-size: small;">Prof. Finson tells me that in Schumann&#8217;s day, music paper often had one or more irregular edges, and that it was rare for all these edges to be straight unless or until they had been bound into a book.</span></p>
<p><span style="font-size: small;">My initial reaction to the first movement autograph is that this is just a few ideas thrown down indiscriminately on two successive sheets. Page 1 (bars 1 through 31) is the more finished of the two, complete with expression marks and other details only for the first 25 or so bars. Page 2 may or may not be related material.</span></p>
<p><span style="font-size: small;">The other movement (<em>Finale: Agitato) </em>must be taken somewhat more seriously. It<strong> </strong>consists of 166 measures across five pages: 1, 2?, 3, 4, and 5. The “?” that I put for page 2 is because someone has written over the real page number, to the point of illegibility. Possibly, an IR camera could read through it. That pages 3, 4, and 5 are assuredly continuous can be substantiated, not just from the continuity of the note patterns, but also by looking at the match between torn edges of pages 3 and 4 of the sheets of music paper that Schumann used. </span></p>
<p><span style="font-size: small;">In transcribing this autograph using Sibelius, I made no attempt to rectify any material or add to it. This has been undertaken by Fred Moyer, with great success, as I’m sure you’ll agree from comparing the autograph with the Sibelius transcription, and from listening to the composition. Perhaps others who will read this can contribute their thoughts.</span></p>
<p><span style="font-size: small;">Assuming that what I think is page 2 of the <em>Finale</em> is exactly that, then we are likely to be looking at everything Schumann wrote of the Allegro (66 measures) and Finale (166 measures) with nothing missing in the middle. I shall now try to make a case that this is so.</span></p>
<p><span style="font-size: small;"><strong><span style="text-decoration: underline;">Are there other versions out there?</span></strong></span></p>
<p><span style="font-size: small;">The manuscript I have (identified on my 1/14/2009 order, number 2005-2061 to the Stanford University Library, as “MSS Codex 1000F – Schumann – Sonate IV – entire”) was bought from Sotheby’s auction house by someone in 1997, and given by the Hewlett Foundation to Stanford in 1998<a name="_ednref11" href="#_edn11"></a>[xi]. Linda Roesner <a name="_ednref12" href="#_edn12"></a>[xii] had appraised it for the Sotheby auction catalog number 194 of 5 December 1997, having been told that it had come as number 11/288 from the Alfred Wiede collection at Weissenborn, a suburb of Zwickau, Schumann’s birthplace. Dr. Wiede, who died some time before 1940, was an important collector of Schumann autographs. Roesner’s description of the names of the two movements, the number of pages, sheets and movement designations tallies exactly with what I have: “4 sheets (8 pages), about 230 measures total“.  I count 232 measures, 66 in the first movement and 166 in the Finale. </span></p>
<p><span style="font-size: small;">However, this does not prove that there are not other versions of the second F-minor sonata floating around, perhaps even more complete than what I have. </span></p>
<p><span style="font-size: small;">To dig further into this question, we can start with the massive 688-page ten-pound doctorate thesis of Wolfgang Boetticher <a name="_ednref13" href="#_edn13"></a>[xiii], written in 1940, just as World War II was beginning to reach its most physically destructive period, with many European cities about to be heavily damaged and many collections scattered. This volume is the <em>Dead Sea Scrolls</em> for Schumann archaeologists, and lists no fewer than four citations of what might once have been part or all of the present document, or which may have became unwittingly conflated with one another to form the present document. The question is: are there differences between any of these and the Stanford document and are they big?</span></p>
<p><span style="font-size: small;"><img class="aligncenter size-full wp-image-166" title="boetticher-stanford3" src="http://www.frederickmoyer.com/essays/wp-content/uploads/2009/06/boetticher-stanford3.jpg" alt="boetticher-stanford3" width="583" height="261" /></span></p>
<p><span style="font-size: small;"><br />
</span></p>
<div>
<ul>
<li>
<div><span style="font-size: small;"><strong>Page 566. </strong>As shown in the first example above, Boetticher reproduced almost the same initial four measures of the Finale &#8211; Sonata IV Agitato as in the autograph copy that I have from Stanford (second example above), and he used these to illustrate Schumann’s use of passages consisting of consecutive sixteenth notes. He attributed the fragment to “SketchbookWiede VII/Bl.2 (page 2).”</span></div>
</li>
<li>
<div><span style="font-size: small;"><strong>Page 630, </strong>refers to a sketch for opus 14, first and last movements: “An initial interrelated sketching of several movement portions, very difficult to read and rapidly written. 4 sheets, 8 written sides. With the final intentions brought out only with difficulty. <em>Nydahl (Stockholm) </em>some time after 1928.” Captain R. Nydahl of the Stiftelsen Musikkulturens Främjande [Charitable Organization for Promotion of Musical Culture] at Stockholm-Riddergarten, was an important collector of Schumaniana who helped Boetticher with material for his 1940 book.</span></div>
</li>
<li>
<div><span style="font-size: small;"><strong>Page 639, </strong>referring to an “<em>Allegro </em>of a Piano Sonata in f-minor”, he says: “Moderately careful sketch, not identical to the Grand Sonata for Klavier, opus 14. 2 sheets, 4 written sides. About 1833. <em>WW (Weissenborn) 288</em>.” (The “WW” was an abbreviation for “Wiede-Weissenborn”).</span></div>
</li>
<li>
<div><span style="font-size: small;"><strong>Page 639, </strong>referring to a “<em>Klaviersonata in f-minor,”</em> Boetticher says: “Sketch entitled ‘<em>Finale Sonata IV Agitato</em>’, about 180 measures with many strike-outs. 2/4 tempo, breaks shortly before the reprise. <em>WW (Weissenborn) Sketchbook 1V”.</em></span></div>
</li>
</ul>
<p><span style="font-size: small;">From examining just the last three items in this detailed list, I cannot convince myself that there ever were two versions of the F-minor Sonata fragment. It seems more likely that these three largely undated entries in Boetticher can be explained as the same manuscript appearing at different places at different times. It is tempting to conclude, from examining just these plus the Roesner articles, that what I have is everything, and that any ambiguities are unimportant or explainable or both. As for Page 630, this is clearly not Opus 14, the other F-minor piece, but probably this one, seen early on. The first Page 639 listing is the first movement of this second F-minor sonata, and the second Page 639 listing is the Finale. The Page 630 listing must have been the whole two-fragment piece when it was filed as one item, before 1928. Apparently, at some time after 1928 the first movement (cited as “WW 288”) and the Finale (cited as “WW Sketchbook IV”) were archived separately for a time and then eventually recombined to form “11/288” which Roesner appraised for Sotheby’s. After this the overall manuscript was offered at auction in 1997 and sold to Stanford in 1998. </span></p>
<p><span style="font-size: small;">But how does one explain away the large number of discrepancies between the third and fourth measures of the Page 566 citation (the first musical example given above) and the corresponding material in the document I have from Stanford (second example above)?   The first example is cited as having belonged to Herr Wiede’s collection, but located neither in “288” nor in “Sketchbook IV,” but in Sketchbook VII, page 2. A detailed comparison of this passage and the corresponding portions of the autograph is inconclusive. In some instances Boetticher’s version undid something that was patently wrong in the autograph (e.g., on beat two of measure three, the low D-flat should surely be E-flat) but in other cases the converse is true. In my opinion, the differences are probably not enough to sustain the argument that there may be more of Schumann’s last pianoforte sonata to be rediscovered. </span><span style="font-size: small;">Indeed, Boetticher has often been criticized, not only for his earlier Nazi sympathies, but for his editorial carelessness.  (See, for example the remarks by Charles Rosen at the 1999 Library of Congress commemoration of Western musicology).</span></p>
<p><span style="font-size: small;"><span style="text-decoration: underline;"><strong>Why did Schumann revisit F-minor so soon after Opus 17?</strong></span><br />
</span></p>
<p><span style="font-size: small;">It seems quite striking that when Schumann returned to composition in 1837, after many months of distraction due to activities involving his musical journal, he started on a second F-minor sonata, even though the one he had completed and published a few months previously as Opus 14 was also in F-minor.  (This is a key that he didn’t actually habitually avoid, but he never in his other compositions tended to favor it either).<br />
</span></p>
<p><span style="font-size: small;">The most tempting explanation is that he wanted to write another sonata, but didn’t want to start anew in a different key because he felt that he had enough promising material left over from Opus 14 make starting over unnecessary.  This is the same practice of keeping the key he had started with for existing material that we saw earlier in connection with the Beethoven commemoration, Opus 17.<br />
</span></p>
<p><span style="font-size: small;">So, how much material did he have on hand already when he started writing out the first and last movement fragments that are the subject of this paper?  Well, the answer seems ambiguous, at least to me.  He had some material, but not all that much, as follows:<br />
</span></p>
<p><span style="font-size: small;">•    The unused Scherzo (Allegro vivacissimo), 167 measures long, appearing on pp. 130 – 135 of Volume IV of the Henle edition of Schumann’s piano works.  This has long been known, and is occasionally performed.<br />
</span></p>
<p><span style="font-size: small;">•    One page (56 measures) of a Prestissimo movement, appearing as Folio 12v in the British Museum autograph.  This has been marked for deletion by Schumann himself for the initial publication of Opus 14.<br />
</span></p>
<p><span style="font-size: small;">This is not much material.  However, there seems to have been in earlier times much more of the second of these two.  Boetticher, in a second example on page 566 of his monster tome, reports that Herr Nydahl saw in Stockholm about 250 measures of material that began with exactly the same eight measures as given in the 56-measure urtext from the British Museum.<br />
</span></p>
<p><span style="font-size: small;">Perhaps one reason Schumann stopped work on the second F-minor sonata was that he didn’t like what he’d done on the important first movement and he had only a few new ideas for the rest of it.  Ostwald (Ref. vii, p. 128) puts the possibility this way, referring to Opus 14:  “Originally in five movements, Schumann tried valiantly to shorten it, setting huge chunks aside for a second F-minor Sonata, which he never finished.”<br />
</span></p>
<p><span style="font-size: small;">I have transcribed the existing 56 measures of the Prestissimo into a Sibelius file, and it too sounds pretty good to me – enough so that finding the rest of it should be given a high priority.</span></p>
<p><span style="font-size: small;"><strong><span style="text-decoration: underline;">Conclusion</span></strong></span></p>
<p><span style="font-size: small;">This fragment is clearly a work that ought to be heard and studied, even if what Schumann wrote is intact for only fractions of the two movements. It can now be heard. </span></p>
<p><span style="font-size: small;">This fragment marks the end of Schumann’s piano sonata period – there were no more. It was also a transitional event toward the other kinds of work on which the composer would spend the remainder of his short life. To me, there is clearly enough artistic merit in this fragment that it should be brought out of the darkness, studied, performed (perhaps in the form of a short encore piece) and should be the subject of a wider awareness. Its apparent relation to the great Opus 14 sonata, also in F-minor, is enough to make it more than simply a museum piece. And there is also the possibility that some day at least some missing chunks will be found. Stranger things have happened.</span></p>
<p><span style="font-size: small;">Perhaps, during the upcoming Schumann Bicentennial year of 2010, some sort of international effort could be mounted (by UNESCO? EU?) to place all of Schumann’s autographs, fragments especially included, on line in either bitmapped format or some compressed standard that is likely to endure. My experience has been that there is unlikely to ever be such an enduring standard for image compression, so the best solution would be to bit-map everything. At the rate that the capacity-cost curve of backward-compatible nonvolatile memory is improving, this would be the best long-term strategy, albeit with larger short-term expenses. With the present state of the art, the 87 megabytes per page of Freds <em>Urtext </em>images might be too expensive for a comprehensive digitization of anything more than a carefully selected fraction of Schumann&#8217;s total output.<em> </em><br />
</span></p>
<p><span style="font-size: small;">Meanwhile, as we have noted, our fragment was probably intended to be supplemented with extra unused material from Opus 14.  Given that, wouldn’t it be worthwhile for some composer today, familiar with Schumann’s idiom, to  flesh out more of the fragment into a full-fledged fifth Schumann sonata in time for next years’s Schumann celebrations?  Is there enough unused Opus 14 material to permit this?  Schumann may have thought so. To recover the rest of the prestissimo movement is a matter of looking at all known Schumann piano fragments in four flats in the hopes of finding again what Mr. Nydahl had found in the 1930s.  This leaves the weakness of the first movement fragment as a  challenge to one of today’s composers, if the objective is to provide a really worthwhile fifth Schumann sonata in toto.</span></p>
<p><span style="font-size: small;"><strong><span style="text-decoration: underline;">Appendix I – Schumann on Sonata Form</span></strong></span></p>
<p><span style="font-size: small;">Schumann seems to have run hot and cold over the intrinsic merits of sonata form. On the one hand, it is true that he abandoned this format for his piano compositions after 1840, retaining it only in his chamber music and concerto. Indeed, according to Daverio (p. 135), writing to De Sire in 1839 he expressed preference at that time for his cycles of miniatures, particularly <em>Kreisleriana</em>, over his sonatas. </span></p>
<p><span style="font-size: small;">On the other hand, here is what he had to say about sonata form even sixteen years later in 1855 (Newman, op cit., p. 42, as quoted in Rathbun<a name="_ednref14" href="#_edn14"></a>[xiv]):</span></p>
<p><span style="font-size: small;">“If a composer puts himself to the test with one of the greatest and most important art forms, which the sonata is, the highest demands will be made of him, because not only are an honorable endeavor [and] an artistic conviction required, but after such great examples [as those of the Classic masters] there must be, besides strong talent, a perfect mastery of form and, generally speaking, the technical wherewithal – in short, a superior grade of artistic maturity”.</span></p>
<p><span style="font-size: small;">Rathbun goes on to speculate that part of Schumann’s disenchantment with the form was his observation as a musical journalist that great sonatas were no longer being composed by his peers. Schumann had written the following back in 1839:</span></p>
<p><span style="font-size: small;">“For a long time now we have been silent about any achievements in the category of the sonata, and we really have nothing extraordinary to tell about today. Yet it is always a pleasure, amidst the wild array of fashionable portraits and caricatures, to see again one of these sober faces. For once they were the order of the day, but we see them now only by way of exception. It is strange that sonatas are written mostly by unknown composers; the older living composers who grew up in the heyday of the sonata (the most significant of these are Cramer and then Moscheles) cultivate this category the least. What prompts the former (principally young artists) to compose is easy to guess; there is no more distinguished form with which they could make themselves known and respected by higher criticism. Most of the sonatas of this kind are studies in form; they were hardly born out of strong inner necessity. <em> </em>If the older composers don’t compose any sonatas now, they must have their reasons. We will leave it to them to decide what these are. . . . . . In general it appears that the form has run its course.”</span></p>
<p><span style="font-size: small;"><strong><span style="text-decoration: underline;">Appendix II – Excerpt from C. Schubart, “Ideen zu einer Ästhetik der Tonkunst,” 1805<em> </em></span></strong></span></p>
<p><span style="font-size: small;">Each tonality is either colored or uncolored. One expresses innocence and simplicity with uncolored tones, gentle, melancholic feelings with B keys [mit B tönen]; wild and strong passion with cross-tones [Kreuztönen]. </span></p>
<ul>
<li><span style="font-size: small;">C-major is quite pure. Its character signifies: <em>innocence, naivite, the language of children. </em>[Words are italicized here whenever it appeared so in the original.]</span></li>
<li><span style="font-size: small;">A-minor affords <em>feminity and tenderness.</em></span></li>
<li><span style="font-size: small;">F-major, <em>pleasurability</em> and<em> peace.</em></span></li>
<li><span style="font-size: small;">D-minor, strong-spirited, begetting spleen and steam.</span></li>
<li><span style="font-size: small;">B-flat major, <em>serene affections, a clear conscience, hope, expectations</em> of a better world.</span></li>
<li><span style="font-size: small;">G [misprinted as H = our B-natural]-minor, <em>humorlessness, displeasure, dragging one to an unpleasant level, bad-spirited gnashing</em> of the teeth; in a word , <em>rancor and disinclination.</em></span></li>
<li><span style="font-size: small;">E-flat major, the key for<em> love,</em> <em>devotion, the intimate conversation with God</em>; through its modulation to B-flat, the Holy Trinity [trias] are expressed.</span></li>
<li><span style="font-size: small;">C-minor, <em>declaration of love</em>, and at the same time, <em>lamenting unlucky love </em>– every languishing, longing, sighing of the lovesick soul resides in this tonality.</span></li>
<li><span style="font-size: small;">A-flat major, <em>the key of the grave. Death, the grave, putrefication, eternity lie within its compass.</em></span></li>
<li><span style="font-size: small;">F-minor, <em>deep melancholy, funereal lamentation, and a longing for the grave</em></span></li>
<li><span style="font-size: small;">D-flat major. A squinting [sic!] key, degenerating into pain and rapture, not laughing, but <em>smiling</em>; it cannot howl, but <em>grimaces</em> with a modicum of <em>complaint</em> – one can thus only rarely<br />
establish character and feeling in this key.</span></li>
<li><span style="font-size: small;">B-flat minor. An oddity, for the most part clothed in the raiments of the night. It is somewhat morose, and takes most rarely an agreeable aspect. Mockery of God and the world; displeasure with one’s self and everything; anticipation of suicide – resound in this key.</span></li>
<li><span style="font-size: small;">G-flat major. Triumph in the face of difficulties, breathing freely after climbing steep hills; echoes of the spirit that’s struggling and endlessly beset – all reside in the use of this tonality.</span></li>
<li><span style="font-size: small;">E-flat minor. <em>Feelings of anxiety of depression of the soul; the in-breeding despair; the blackest heaviness of soul, the gloomiest aspect of the spirit. </em>Each anxiety, each apprehension of the<br />
shuddering heart breathes from the noble E-flat minor. If ghosts could speak, they would certainly speak in this key.</span></li>
<li><span style="font-size: small;">B major. Strongly colored, <em>wild anxiety is proclaimed, </em>clad in the most dazzling colors. Wrath, jealousy, frenzy, delirium, desperation and [Jast – not in my dictionary] of the heart lies in this domain.</span></li>
<li><span style="font-size: small;">G-sharp minor. <em>A morose, pressured heart about to suffocate, noise of weeping, </em>which [hinzeufzt] in the double-cross [Doppelkreuz]; this key’s coloration is <em>a strong battle, </em>in a word, with all that sounds tiresome.</span></li>
<li><span style="font-size: small;">E-major. Loud, shouting-for-joy, laughing jubilation, and not yet entirely complete enjoyment, lies in this key.</span></li>
<li><span style="font-size: small;">C-sharp, minor. <em>The sound of penitence, sad conversation with God; about friends; </em>and the<em> play-fellows of life; </em>murmurs of contented friendship and love lie nearby.</span></li>
<li><span style="font-size: small;">A major. This key embodies declaration of <em>guiltless love</em>, <em> </em>contentment with one’s circumstances; <em>hope for meeting again </em>upon <em>parting of a loved one; youthful serenity</em> and <em>trust in God.</em></span></li>
<li><span style="font-size: small;">F-sharp minor. A gloomy key: it pulls on the passion like a mad dog in its aspect. Its voice is <em>resentful</em> and <em>discontented</em>.<em> </em>It appears orderly in its aspect as though not to say: thereafter it always longs for the peacefulness of A-major or for the triumphal blessedness of D-major.</span></li>
<li><span style="font-size: small;">D-major. The tonality of <em>triumph, hallelujah, of a war-cry, of a victory celebration. </em>Thus one places [die einladenden] symphonies, marches, feast-day songs, and heaven-celebrating choruses in this key. </span></li>
<li><span style="font-size: small;">B-minor is, so to say, the tonality of <em>patience</em>, of quietly <em>awaiting one’s fate</em>, and <em>the result of spiritual resignation. </em>Therefore, its lamentation is gentle, without breaking out at any time into offensive grumbling or whimpering. The use of this tonality is, for all instruments, moderately heavy; for that reason, one finds indeed few pieces that are explicitly set thus.</span></li>
<li><span style="font-size: small;">G-major. All <em>countrified, pastoral, </em>each peaceful and happy<em> passion, </em>each <em>tender gratefulness </em>for sincere <em>friendship </em>and <em>true love; &#8211; </em>with one word, each gentle and peaceable beating of the heart goes exquisitely in this key. Loss! That would be against its inward-shining lightness, today for a day it will be very much neglected. One doesn’t consider that there is, in the proper understanding, no heavy and light tone: clearly, the apparent heaviness and lightness depend on the composer. <em> </em></span></li>
<li><span style="font-size: small;">E-minor. N<em>aïve, feminine innocent declaration of love, complaint without grumbling; sighs </em>unaccompanied by tears; nearby <em>hope</em> purest in C-major, this tonality speaks of <em>blessedness</em>. There from nature one has only one color; thus one can compare a maiden, dressed in white, with a rose-red bow at her bosom. From this key one travels with inexpressible grace back to the fundamental C-major, where heart and ear find the most complete satisfaction.</span></li>
</ul>
<p><span style="font-size: small;"><strong><span style="text-decoration: underline;">Appendix III – A note about sources</span></strong></span></p>
<p><span style="font-size: small;">I must note that finding out anything about Schumann’s autograph scores is very difficult because of a certain reluctance on the part of the holders of the documents to let the fact of their possession be widely known. I am extremely grateful that the Stanford University Library seems to be an exception. Since so many of Schumann’s autographs have been sold at auction in recent years, piece by piece, and the auction houses are exercising their traditional secrecy, then when ownership changes by auction sale, future secrecy is almost guaranteed. The following quote from Marston’s little volume (Ref. vii, p. 16) on Op. 17 says it very well:</span></p>
<p><span style="font-size: small;">“Study of Schumann’s sketches is still in its infancy. It is important to establish over the Schumann sketch sources the bibliographical control achieved in relation to Beethoven’s sketches in recent years. All the sources must be identified and ‘reconstructed’: that is, their original physical state when used by Schumann must be discovered. Only then will it be possible to begin to understand the relation of the sketches to the finished works.”</span></p>
<p><span style="font-size: small;">McCorkle’s massive Schumann survey goes as far as it can, but is often reduced to admitting that what is needed has disappeared into some private collection.</span></p>
<p><span style="font-size: small;"><strong><span style="text-decoration: underline;">Appendix IV &#8211; Open issues</span></strong></span></p>
<p><span style="font-size: small;">What is on the missing Page 2 of the first movement, and have I been correct in my identification of the page whose number is overwritten with “”U.4” as Page 2 of the <em>Finale</em>? </span></p>
<p><span style="font-size: small;">Why did the late John Daverio claim (on p. 152) that the second F-minor sonata may have existed in full?</span></p>
<p><span style="font-size: small;">Did Clara’s theme truly exist as a Clara composition?</span></p>
<p><span style="font-size: small;">Is my hypothesis correct about the parent-child relation between the two F-minor pieces, Opus 14 and the fragment?</span></p>
<p><span style="font-size: small;">Why does Grove<a name="_ednref15" href="#_edn15"></a>[xv] refer to “a big romantic sonata” . . . of which a “lost allegro in c-minor may really be the first movement.”</span></p>
<p><span style="font-size: small;">Why are there several small differences (in the third and fourth measures) between (1) Boetticher’s page 566 excerpt, (2) the beginning of the autograph we have been discussing, and possibly (3) the British Museum’s autograph of Schumann’s Opus 14? <strong> </strong></span></p>
<p><span style="font-size: small;"><strong><span style="text-decoration: underline;">Author biography</span></strong></span></p>
<p><span style="font-size: small;">Dr. Paul E. Green, Jr. is a recently retired electrical engineer who has worked in radiophysics and telecommunications at MIT, IBM and Tellabs. His hobbies of chamber music playing and organ building have led him in a number of musical archaeology directions.</span></p>
<p style="text-align: center;"><a href="http://www.frederickmoyer.com/essays/2009/10/schumann_fourth_sonata/unknown-3/" rel="attachment wp-att-273"><img class="size-full wp-image-273 aligncenter" title="Paul Green, Jr. " src="http://www.frederickmoyer.com/essays/wp-content/uploads/2009/06/Unknown2.jpeg" alt="Paul Green, Jr. " width="300" height="388" /></a></p>
<p><span style="font-size: small;"><br />
</span></p>
<hr />
<p><span style="font-size: small;"><strong><span style="text-decoration: underline;">References<br />
</span></strong></span></div>
<div id="edn1"><span style="font-size: small;"><a name="_edn1" href="#_ednref1"></a>[i] W. S. Newman, <span style="text-decoration: underline;">The Sonata Since Beethoven – Third Edition</span>, W.W. Norton, New York, 1983</span></div>
<div id="edn2"><span style="font-size: small;"><a name="_edn2" href="#_ednref2"></a>[ii] E. Bloom (ed.) <span style="text-decoration: underline;">Grove’s Dictionary of Music and Musicians</span>, Fifth Edition, St. Martins, 1954, vol. VII, p. 630</span></div>
<div id="edn3"><span style="font-size: small;"><a name="_edn3" href="#_ednref3"></a>[iii] J. Daverio, <span style="text-decoration: underline;">Robert Schumann – Herald of a “new Poetic Age</span>,” Oxford Univ. Press, 1997</span></div>
<div id="edn4"><span style="font-size: small;"><a name="_edn4" href="#_ednref4"></a>[iv] C. Rosen, <span style="text-decoration: underline;">The Classical Style</span>,Norton, Norton, 1972, New York</span></div>
<div id="edn5"><span style="font-size: small;"><a name="_edn5" href="#_ednref5"></a>[v] N. B. Reich, <span style="text-decoration: underline;">Clara Schumann – The Artist and the Woman</span>, Revised edition, Cornell Univ. Press, 1985</span></div>
<div id="edn6"><span style="font-size: small;"><a name="_edn6" href="#_ednref6"></a>[vi] Film: <span style="text-decoration: underline;">Spring Symphony (Frühlingssinfonie)</span>, with Natasha Kinsky, Babette Hierholzer, Gidon Kramer and others (in German with English subtitles), DSFA Studios, Babelsberg, Germany, 1983. See also the web page <a href="http://www.geneva.edu/~dksmith/clara/clarafilms.html">http://www.geneva.edu/~dksmith/clara/clarafilms.html</a>, which describes the many movies (some quite obscure) that have been made about this historic love affair.</span></div>
<div id="edn7"><span style="font-size: small;"><a name="_edn7" href="#_ednref7"></a>[vii] N. Marston, <span style="text-decoration: underline;">Schumann Fantasie, Op. 17</span>, Cambridge University Press, 1992</span></div>
<div id="edn8"><span style="font-size: small;"><a name="_edn8" href="#_ednref8"></a>[viii] P. Ostwald, <span style="text-decoration: underline;">Schumann – The Inner Voices of a Musical Genius</span>, Northeastern Univ. Press, 1985, p. 145</span></div>
<div id="edn9"><span style="font-size: small;"><a name="_edn9" href="#_ednref9"></a>[ix] C. Schubart, <span style="text-decoration: underline;">Ideen zu einer Aesthetik der Tonkunst</span>, J. V. Degen, 1806</span></div>
<div id="edn10"><span style="font-size: small;"><a name="_edn10" href="#_ednref10"></a>[x] <a href="http://www.lib.berkeley.edu/MISI/mlancc/fa98nl.htm">http://www.lib.berkeley.edu/MISI/mlancc/fa98nl.htm</a></span></div>
<div id="edn11"><span style="font-size: small;"><a name="_edn11" href="#_ednref11"></a>[xi] T. Carter, Private communication, Dec. 7, 2008.</span></div>
<div id="edn12"><span style="font-size: small;"><a name="_edn12" href="#_ednref12"></a>[xii] Linda C.Roessner, <span style="text-decoration: underline;">The Autograph of Schumann’s Piano sonata in F Minor, Opus 14</span>, Musical Quarterly, vol. 61, no. 1, 1975, pp. 98-130</span></div>
<div id="edn13"><span style="font-size: small;"><a name="_edn13" href="#_ednref13"></a>[xiii] W. Boetticher, <span style="text-decoration: underline;">Robert Schumann –Einfuhrung in Personlichkeit und Werk</span>, Bernard Hahnefeld Verlag, Berlin, 1941</span></div>
<div id="edn14"><span style="font-size: small;"><a name="_edn14" href="#_ednref14"></a>[xiv] J. R. Rathbun, <span style="text-decoration: underline;">A textual History and Analysis of Schumann’s Sonatas Op. 11, op. 14, and op. 22: An Essay together with a Comprehensive Project in Piano Performance</span>, Doctoral thesis, School of Music, University of Iowa, July, 1976</span></div>
<div id="edn15"><span style="font-size: small;"><a name="_edn15" href="#_ednref15"></a>[xv] E. Bloom, ed., op. cit., p. 610<br />
</span></div>
<hr />
<div style="text-align: center;"><strong><span style="font-size: small;"><span style="font-size: large;">Karl Aage Rasmussen&#8217;s completion of Robert Schumann&#8217;s 4th Piano Sonata Finale</span><a name="Rasmussen"></a></span></strong></div>
<div><strong><span style="font-size: small;"><br />
</span></strong></div>
<div><span style="font-size: small;">October 22, 2009: Danish composer and writer Karl Aage Rasmussen has taken what Robert Schumann wrote of the Finale of his 4th Piano Sonata and completed it into a finished work.</span><span style="font-size: small;"> Rasmussen states “I have tried to avoid ‘composing in the style of a genius’ which is senseless.”</span><span style="font-size: small;">His composition is &#8220;an attempt to shape the material into a form which will make the music performable as a meaningful whole.&#8221;</span></div>
<div><span style="font-size: small;"><br />
</span></div>
<div><span style="font-size: small;">Certainly no stranger to Robert Schumann, Rasmussen has written a book on the man, orchestrated his Hans Christian Andersen songs, and most recently has written a play based on Robert’s wife, Clara Schumann.</span><span style="font-size: small;"> A  prolific composer, Rasmussen has arranged and transcribed works by Schubert, Brahms, Stravinsky, Satie, and Carl Nielsen.  To read more on Karl Aage Rasmussen visit his website: <a href="http://www.karlaagerasmussen.com" target="_blank"> http://www.karlaagerasmussen.com</a></span></div>
<div><span style="font-size: small;"><br />
</span></div>
<div><strong></strong><span style="font-size: small;"><strong>Downloads: </strong></span><strong></strong></div>
<div><span style="font-size: small;"><strong><br />
</strong></span></div>
<div style="padding-left: 30px;"><span style="font-size: small;"><a href="http://www.frederickmoyer.com/essays/wp-content/uploads/2009/09/RasSchumFinale.pdf">Rasmussen&#8217;s Realization of Schumann&#8217;s Finale of the 4th Piano Sonata &#8211; <strong>Score</strong><br />
</a></span></div>
<div style="padding-left: 30px;"><span style="font-size: small;"><br />
</span></div>
<div style="padding-left: 30px;"><span style="font-size: small;"><a href="http://www.frederickmoyer.com/essays/2009/10/schumann_fourth_sonata/rasschumfinale-4/" rel="attachment wp-att-404">Rasmussen&#8217;s Realization &#8211; <strong>Sound file performed by Sibelius software</strong></a></span></div>
<p>&nbsp;</p>
<div style="padding-left: 30px;"><a href="http://www.frederickmoyer.com/essays/2009/10/schumann_fourth_sonata/rasschumfinale-4/" rel="attachment wp-att-404"><br />
</a></div>
<div style="padding-left: 30px;"><span style="font-size: small;"><br />
</span></div>
<div><span style="font-size: small;"><br />
</span></div>
]]></content:encoded>
			<wfw:commentRss>http://www.frederickmoyer.com/essays/2009/10/schumann_fourth_sonata/feed/</wfw:commentRss>
		<slash:comments>13</slash:comments>
		</item>
	</channel>
</rss>

