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	<title>The Landry Hat &#187; quarterback</title>
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		<title>Stuck Inside of Dallas with the Preseason Blues Again</title>
		<link>http://thelandryhat.com/2012/08/17/stuck-inside-of-dallas-with-the-preseason-blues-again/</link>
		<comments>http://thelandryhat.com/2012/08/17/stuck-inside-of-dallas-with-the-preseason-blues-again/#comments</comments>
		<pubDate>Fri, 17 Aug 2012 20:00:55 +0000</pubDate>
		<dc:creator>Jeff Federspiel</dc:creator>
				<category><![CDATA[Cowboys]]></category>
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		<category><![CDATA[Tony Romo]]></category>

		<guid isPermaLink="false">http://thelandryhat.com/?p=17714</guid>
		<description><![CDATA[<p>Ok, Cowboys fans, I want you to breathe for me. Breathe in… Breathe out. Nobody liked what they saw when the Cowboys took the field for the first time for the 2012 pre-season, but we need to remember the operative word in that sentence.  Pre-season. Were there too many penalties?  Absolutely.  Was the Special Teams [...]</p><p><a href="http://thelandryhat.com/2012/08/17/stuck-inside-of-dallas-with-the-preseason-blues-again/">Stuck Inside of Dallas with the Preseason Blues Again</a> - <a href="http://thelandryhat.com">The Landry Hat</a> - <a href="http://thelandryhat.com">The Landry Hat - A Dallas Cowboys Fan Site - News, Blogs, Opinion and more.</a></p>]]></description>
			<content:encoded><![CDATA[<div id="attachment_17715" class="wp-caption alignright" style="width: 310px"><a href="http://cdn.fansided.com/wp-content/blogs.dir/129/files/2012/08/6496856.jpg"><img class="size-medium wp-image-17715" title="NFL: Preseason-Dallas Cowboys at Oakland Raiders" src="http://cdn.fansided.com/wp-content/blogs.dir/129/files/2012/08/6496856-300x199.jpg" alt="" width="300" height="199" /></a><p class="wp-caption-text">August 13, 2012; Oakland, CA, USA; Oakland Raiders head coach Dennis Allen and Dallas Cowboys head coach Jason Garrett meet at midfield after the Cowboys defeated the Raiders 3-0 at O.Co Coliseum. Mandatory Credit: Cary Edmondson-US PRESSWIRE</p></div>
<p>Ok, Cowboys fans, I want you to breathe for me.</p>
<p>Breathe in… Breathe out.</p>
<p>Nobody liked what they saw when the Cowboys took the field for the first time for the 2012 pre-season, but we need to remember the operative word in that sentence.  <strong><em>Pre-</em></strong>season.</p>
<p>Were there too many penalties?  Absolutely.  Was the Special Teams play truly atrocious and bone headed?  You betcha.  Is Tony Romo going to survive this season if they let pressure get to him like that?  Probably not.</p>
<p>We had many questions going into this game, and unfortunately very few of them got answered.</p>
<p><strong>Can this offensive line be good enough to keep Romo clean and open lanes for the running game</strong>?</p>
<p>Who knows?  <a href="http://thelandryhat.com/2012/08/10/o-romo-romo-wherefore-art-thou-romo/" target="_blank">As I posited in my previous column</a>, Tony Romo is an elite quarterback, and if we can keep him on his feet, he has the ability to take the Cowboys all the way to the promise land.  If we were going off the few series that Romo played in, the logical gut reaction would be “no”, but there are a few factors we need to keep in mind.</p>
<p>Our offensive line has been a huge question mark that still hasn’t been answered.  The reality is that there is no veteran free agent savior out there, so the coaching staff is going to have to find the talent within.  We’ve had a lot of injuries and still have a few weeks to figure out.  There have been a few rumblings about Andre Gurode potentially returning, which would hopefully serve as an upgrade, and definitely give us more depth at center.  I do not believe that this is the magical solution to our line problems and is the one area that I’m most worried about. <a href="http://thelandryhat.com/2012/08/17/stuck-inside-of-dallas-with-the-preseason-blues-again/#more-17714" class="more-link">(more&#8230;)</a></p>
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		<title>O Romo, Romo wherefore art thou Romo?</title>
		<link>http://thelandryhat.com/2012/08/10/o-romo-romo-wherefore-art-thou-romo/</link>
		<comments>http://thelandryhat.com/2012/08/10/o-romo-romo-wherefore-art-thou-romo/#comments</comments>
		<pubDate>Fri, 10 Aug 2012 20:00:09 +0000</pubDate>
		<dc:creator>Jeff Federspiel</dc:creator>
				<category><![CDATA[Cowboys]]></category>
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		<category><![CDATA[Tony Romo]]></category>

		<guid isPermaLink="false">http://thelandryhat.com/?p=17463</guid>
		<description><![CDATA[<p> It’s August again and thus, the perfect time to begin our wild speculation about the prospects of our favorite NFL team- The Dallas Cowboys.  One of the greatest things about sports is the passionate and opinionated fans, endlessly debating every piece of minutiae regarding the sporting news of the day.  Last week, in an otherwise [...]</p><p><a href="http://thelandryhat.com/2012/08/10/o-romo-romo-wherefore-art-thou-romo/">O Romo, Romo wherefore art thou Romo?</a> - <a href="http://thelandryhat.com">The Landry Hat</a> - <a href="http://thelandryhat.com">The Landry Hat - A Dallas Cowboys Fan Site - News, Blogs, Opinion and more.</a></p>]]></description>
			<content:encoded><![CDATA[<p class="MsoNormal"> It’s August again and thus, the perfect time to begin our wild speculation about the prospects of our favorite NFL team- The Dallas Cowboys.<span style="mso-spacerun: yes;"> </span></p>
<div id="attachment_17464" class="wp-caption alignright" style="width: 310px"><a href="http://cdn.fansided.com/wp-content/blogs.dir/129/files/2012/08/6439516.jpg"><img class="size-medium wp-image-17464" title="NFL: Dallas Cowboys-Training Camp" src="http://cdn.fansided.com/wp-content/blogs.dir/129/files/2012/08/6439516-300x199.jpg" alt="" width="300" height="199" /></a><p class="wp-caption-text">Aug.1, 2012; Oxnard, CA, USA; Dallas Cowboys quarterback Tony Romo (9) stretches during training camp. Mandatory Credit: Jayne Kamin-Oncea-US PRESSWIRE</p></div>
<p class="MsoNormal">One of the greatest things about sports is the passionate and opinionated fans, endlessly debating every piece of minutiae regarding the sporting news of the day.<span style="mso-spacerun: yes;">  </span></p>
<p class="MsoNormal">Last week, in an otherwise polite conversation, a Cowboys contrarian informed me that the beloved Silver and Blue will never win anything of importance until we are rid of Tony Romo.<span style="mso-spacerun: yes;">  </span>I sighed deeply, unfortunately familiar to this line of argument, even from otherwise die-hard Cowboys fans, and one by one, we went through his objections.</p>
<p class="MsoNormal"> <strong style="mso-bidi-font-weight: normal;">Tony Romo throws too many interceptions.<span style="mso-spacerun: yes;">  </span></strong></p>
<p class="MsoNormal"> Without looking at any stats, what would you say Romo’s TD/INT ratio for last season was?<span style="mso-spacerun: yes;">  </span>I mean, we all know how much Romo loves to give the ball away to the other team, right?<span style="mso-spacerun: yes;">  </span></p>
<p class="MsoNormal"> <img src="data:image/png;base64,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" alt="" /><span style="mso-spacerun: yes;"><br />
</span></p>
<p class="MsoNormal"> <em style="mso-bidi-font-style: normal;">*Romo had the 2<sup>nd</sup> fewest INT for QB’s with 500 or more Pass Attempts, behind only Aaron Rodgers.</em></p>
<p class="MsoNormal"> Wait.<span style="mso-spacerun: yes;">  </span>He threw 3 TD’s to every 1 INT in 2011?<span style="mso-spacerun: yes;">  </span></p>
<p class="MsoNormal"> He was 4<sup>th</sup> in the NFL in QB Rating, which is a statistic that has long been decried to favor <em style="mso-bidi-font-style: normal;">dink and dunk</em> passers, had the 2<sup>nd</sup> fewest interceptions of all full-time starters, and yet he was still 7<sup>th</sup> in yards per completion.</p>
<p class="MsoNormal"> Tony Romo has been repeatedly compared to Brett Favre over his career because of his ability to improvise when plays break down and his predilection for breathtaking scoring plays.<span style="mso-spacerun: yes;">  </span>This comparison was also made to invoke the absolutely ridiculous and bone headed mistakes Favre became infamous for at the end of his career. <span style="mso-spacerun: yes;"> </span>Surely he must be pretty good if he’s able to average almost 2 TD passes per game and still take care of the ball.</p>
<p class="MsoNormal"> The reality is that Romo found a balance between the home run play and managing the offense.<span style="mso-spacerun: yes;">  </span>Despite having a young and unproven offensive line, Romo put up excellent numbers last year.<span style="mso-spacerun: yes;">   </span></p>
<p class="MsoNormal"> <strong style="mso-bidi-font-weight: normal;">Ok, so he pads his stats in the first half and then blows it in the 4<sup>th</sup> Quarter, right?</strong></p>
<p class="MsoNormal"> Wrong.<span style="mso-spacerun: yes;">  </span>I’ve been guilty of wrongly assessing this part of the argument<span style="mso-spacerun: yes;">  </span>as well, because a loss by last minute turnover is a truly heartbreaking affair and has the profound and instantaneous effect to turn the most jacked up fanatic to a jaded one in moments.<span style="mso-spacerun: yes;">  </span>Let’s set the emotion aside and refer to the facts.</p>
<p class="MsoNormal">  <img src="data:image/png;base64,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" alt="" /></p>
<p class="MsoNormal"> He only threw 2 interceptions in 152 attempts in the 4<sup>th</sup> Quarter and Overtime combined.<span style="mso-spacerun: yes;">  </span>That gives him a 5-1 TD-INT ratio, which is even higher than his already gaudy 3-1 average for the whole season.<span style="mso-spacerun: yes;">  </span>The stats just do not bear out the perception that Romo blows games in the 4<sup>th</sup> Quarter.<span style="mso-spacerun: yes;">  </span></p>
<p class="MsoNormal"> So why do we think that?<span style="mso-spacerun: yes;">  </span>This misconception is largely due to untimely turnovers early in his career and the two 4<sup>th</sup> Quarter interceptions last year did come in meltdown losses to the Jets and the Lions, but you also need to consider that both of those games occurred in Week 4 or earlier.<span style="mso-spacerun: yes;">  </span>That means from Week 5 and on, he didn’t throw a single interception in the 4<sup>th</sup> Quarter.<span style="mso-spacerun: yes;">  </span>Next.<span style="mso-spacerun: yes;">  </span></p>
<p class="MsoNormal"> <strong style="mso-bidi-font-weight: normal;">Tony Romo always falls apart in December and January.</strong></p>
<p class="MsoNormal"><img 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i2KuLh4QUEBvaOYCG1tbS8vL3pHMRHXr1+3srKidxQTQSAQNDU16R3FRJSVlYmJidE7ion4NZfiMOU6KTDl+oNhynVSYMr1+2HK9fthypVuMOX6g5kauQ7X5yUnJmU19nyqZz7UXpZX0v7/8iNTrpOCtra211umXL8Lply/nwnkOlqflehPwOMDw2s/r6CndGZHBeB9fWNSqz6Jqy/D3xOHw+FcPN5G5Q8AAABpsDUrkkAgRBY3DgAAjHZkR4QlZxTmpoe64XBur7x88XjPFy443Ivo3KK8pPjwuKI+CgBAT01mBCGmvPN7Ly7fypXSGuP/5jkOh3Pzy24gAgyVxIb7EvAB0antny6J1MH6xAC8r29wenE7FYbL4yN8fd+64XAuHq9jipq/M56/5Bu5dpYm+eHxIdHlgwAAPTmReBwO5/7am4D3ee3xHDfGc4837wl471fuz3G418nlnZSpiOwT+vr6b728AHrT/D2DE7N7aDlk+yr9/f3DMyta6/IiCd6v3J7jcM9fEKLrvuRc70z1f+uCw70ISWphpOLX38q1txT/xh2Hwz1/G1s/CADtmcH+vr74yPQvGfqHWovCffG+vtHFLQMU6MwJDXj/7pULDuf++l1mMwUASv1uyrHvFtzLrnLds5kIAOQIe3leobNJ/69D5n/kSqrLCMXjfRMyafVvRsqTgoKCw76cj6S2tNCQ0MRS2htG61J93F1wOBwO5xKSXv3vK6T/J8TFxQsKigCgqyozhBBX2TX2xw93ViYGEQiE5Pp+EgAQe2sS/YPTSts/hTGUF/aKFtxz9+DqqTwwtLV1vN+/o/aUElxwOBePt+8Jvl6vXZ/jXuOjCqpKEwg+bzxccTic21v/oq4pDGMCPsuVMtqUQgj6kFpNBOgoSQ4iEIIixw6/rsr0yIC40qqcwFduOBd3T2+C77vXrs9x7q/DK6c+pcnXcm1PJrx5jsO9DE9t+7TimzLUmhnu6+v7oax1fBuGXJIc4OGCw+E8Aj+2AkBrYUoQIaailwQA7QVh3oTI4tbJ+e/HyXWkLiM+wMfTDYd77vYyOL3s86WIOtKRHemL940uaR4CgOGmHJ/nOJyrh9d7At7rlctz3EvvD/VTdis7gVzbPbT2IAiCzJip+7yIdhEnFz8XXDAdQRBWyTt1ANCW5WajvHKz8FE0Go0SX7Zmg/qV4IYRIDaF6axAEAQRNPfpBYDuWJ2lM3cr3fIhPDiJRqvyLUMQZPN+bTT63POI9xf4WOfvxBQQAQAyHmssQTbaJjR+57f6JNdBAICO3FcW4sg6vsNoNFr9kKHtq8KuEluO5QiCICu3XYsYa6Y3hViuQRAEmX4AE0GCWuvtSxFkgxIajRJn27BV6kFc9aT/BV/LtfUZihVBEGSlamgn0LLEodFoOfZ5CDKd/YABeozDktv+RJA5vApH0Ghzr7QG0gQf8N3o6+t7eb8HaHVWXYXM5XfO6AOAPCd5BFlhTEiNe6gzD5nHp2KERh8W2r6I1xj3sQUA6vxsdFlX8eqZmKipmDwLLBr8p0/5YYyX63BlpJU2529bpNBotJGK2vlXsQ3t4VrTpyEIMmO3sncp7S5xOMHp0B8IgiBrMfgyIkQfQpA/FvHqodGyOxftkDSOyK15elRc/PLH+rRL3OIqofXkpg+O+zj32Mb9P+/GvpXrcOYF7t8RBFktfqloBAAGCSZbEGTGEd+xKYdDHx23zES2mQQOw1BG6BNNLra9slpoNBqNRqnJnXwWUToVChMXFy8oKAWAlDvqfyIcDsljOWca4+8IIAiCLNR/kQ0AfblPBJDfDlyNIgJAS/KN85q7V7Nr0g5iVVWjs+8qhqfI/qCto+Pj401tSb5likZryaydgSDLuDWN0Oa2z965YzYiv2+TRKHR6IMcCzeo3AgppcMRev36dSurSwAw0vZOHJnGKuXcCRB7WWw6giAz9rtVEwEg0VF+KbLzVqCv04VTaJ2Dm2YjyGJ2NUP0aXPnjH8oWz8JfJHrcJWPNYp1FZ+BiYmqynHX8FKaS5sSnIR+RxBkrtaD+LHjldiZ/AK9ddN2CU002lj/0JGL0fXtkRbi05Att/N6KT3x2puRP7YcDquanA7FcXJteaq4E0E2KhmjDVUF1q/iuhlSTgupLfWh+J8IgsxSdYweAhgoC7t+DI3WlFj5B4Ks4tM+gj5/1a1wYFLC+QsmkusrQ+ElCJeE7LZNMpcKRgGgNxSjsGKXpNiGJXsUHrcBKcNGZSay3DCAli5mwPvc7unI5tsfu4ltsUf55syaN2P2Mvm3FYNASkevX8Sj4U6rMNXwSmvu8nWYSNrXr8UKbV3OZ11OBQDIdzfaiLA7pnxvS/GTXIkAo+kOqHkIi65PGe1LZWYkl/fk3+TbvnLmXiGxTbxH3DsBAGoeqO1dySu5bzGLglU0Cequc2xYznKmBABqfeWWIst0nzdM9oXqK7nWvDu0i1/nsPLqdVvRXvWft8m7I/n7ao7bGV/eFW/Ng2wU8Sid5GD+En19fU/PtwAwXOIttnj67jNvu+tzNDnmLZZx6ATIuKu16HfJl9UAAF0fHPmWTBew8Gst8+VePH3pET8AgOa6koIKxuniHCfXNk8tLgThdSocAgAYKonPzGtoCNKZu3brRmFO/m1at5OJANT2D8cEuLcKCXLPYb3gW0GEaA1kEZe8GxFgOPQi62xE2trnkfEBCcuEsnhLPjndoPigC/vZdO/n/L+/8jdy7f5gu3+LqJGR2Jz1og8zBwCgv+jR7t8X7NJ60QUAQI61lmZZIICrGWrPerpv8SxO1P3KTw2LlvSU2KTqqUgs9Vmu6Y8MWJB999PGTN8c/0B8y8zZf/y2bMvZTCIMlr2Q/GOhGjaRAm1e6jwIwm8X9XlufOuHdwm1I1PV7aKtrf32c7fwwMfjfMgizSe0rMi1/hfWIezX4noAgFz0Xm4Tsl7Dtqjvb3c1RXyRa7uvArKQWxnXBZBgI79qxexZyEyRo/79ABkPNNYhex4VDgIAjORfEJ42R/n2lPSh/RVf5Fr4lHXuH2tMQwEA6mtKimnNjP7AS6qC+1QPyW5ZImNDuxdt//hk72yE65gn7TrfUhiT2twSdUVhEcL/JL/I6xzvvCViT7772v6ZcXJtxR3iWbzVrBoABhJQi5G1GverKQAwFHFDYy+fsqb8toVil/M+FzjsjjXgQlYYvZzqUcMJ5WogxIJI33I+xrFN+HYWQN8H7d3LhczvnObasFvJZYBUeE54+TROi/JPMbaEXuKYjQjfiu+ojtDbu+uAjoHYppl7zAM7ezNPbl7Cq+lKu8XNf6I2d9maU3ha87T8lvD25TyY9Pbu7u7u+Afa6xFOp8mSKwlgIPe8+PJpO88WfHX+FFzi2LJ5raEdVmUzh1ZwK0DlE/4tG1HYu6glyw5ejCJB3Q3OjctZTDMBoCVSayeyUP1h7WTf4I6T62D8DZUVHCc+lCac5ljJoYH7NOhNibcV/X3lTpvoz8VShoLMuZD1+5zTfkThyy9jrtTuAHOBP5YpXjh9cPPaLefDOgAg5Y7W4t9FH2d2AACM1jvKzUT4T6RkRh/mXjxt6TYD+/ApuyP8f/JZrtQa7/3r5i9SwI0/u6jd/qq/rxKWs7h8ei/bwZtVo9AVYLqObZ+Z/dX909edI1QQIUZz2iIOucedAJDiyL4cEbELz/G1FV/DxcfHf/i2nYXSfl6dO4095KGB4f+fN76Wa+MzdV7WQ49Kcj32z2VRwcaPAgB0PpSctWi7QlArACXnvPDapbJPRqE3yFIAWSD+onAUgDTQ29PbN4XXjb+Va6zDPnYeLX21bUuWaL8q6Sl7IzNjsbpDGqnlHdeieVuP+gIAeXigp7t3kDi1Da+vJjTVRRntRhaqOFUOAACU+2E2IDssAioBAGDU99gaZMP+l4VTOrryF/ylXOOuy23hVTymsnPWKvE3FaPFz7XXI7zOuZ0AAE0JJ/dOmyNnU9T7D3ueLL7ItQ6vtGXebyy7jt6J/nzXONIYoLxxl457Zr6H/tI/+Z/lDwIMRV7f/9vcvQ+Sx3e1D4ZcUliK7FHQ5dmyac1lv6ZJ7KwYL9fn6nsWbzwS191dE3dv75IVKrahg1Sgtodrbtmp+jit6K3xsj9230trH3tnZQCKHVmu/bhhim/8J5brvsWIrEeq3xGBzSp3siujLXcs474dE2khsJZTyW1oNMVo7wJE1r7x0wDAcJqz4FqE82JYe2UYahfbEY9Q/GXJhbNknqYGn9y2gu+v5VrpKL5j1ry1uwWFhISEuLcsn4kIPUyfHLmOAEBdiDrHNETStvqrg7LgMvvGdZvOBqU+kdjMZhFYl/5YaeN2zfdp3oeWLJG7GEWCOhvujYsXot7n5fjaaKyew3LUPX1wsi8IX+Tam3Fu/9LVRq+JABm2gjPWiD3NpP3tDCNXAHJtJFpw+R/T/xA19+okAwAp6fY4uZKb3NHbEE6DD02jvbluKltXLVzMsny9xDW/oim+kP4HPst1MA67ZcXvC0/hx79K7ApQRZbwaT6NCDLbuVnqRVbda/Su7XI2kTF2fMja84QKInzQ+mPhln2XE/Iy7qvxLF3E4ZDUAtThlvKS8vKKEMdDPNLoJx62avx79rCLXHiaPPTfr9jj5Uqt8hTbvEj8fiFAD05zxZ97TOObqQBQ4qY2fc6WM0Fd5KKHvCzTVd0rgdr10ngrwn00oQ2gNeKsnLjAHvZN6/gvuGb80JZrrB3vBn7biPA7SjuWs54kpLnJz1yq4ZQ+Wvl407olUo8LAfpiHp3bL8TPzrqJnf9y+pTla/7Xch2MsxVDNoi5Zk1VB/Xf8Zdyjb0qwyp4IiQFd2DeElEL75AXh7cyglypIy3JT+Q3r1i4mGX5RplbIRVkKtR66s9dzfewHKDF5+CmmVyWEaTh9ldGa5CVcm7Z41shA2FX1JYh8xbNRWasPxI9qe2TcXJtc9feO2/WKu69/GxrN0mZvW3tpwBAgw964Souh3yAjiBV1plsJ951005JBpHrAkTWp7oGbym9Q0D+kCTHGjlsUWv+VZ7l7AquA6Qs031LES7Lkk9ybQ6x4piJHHIp7qmP1ty5QfNpAXTFqXGw7FA30925cq+W249uuZIBBj6eEFmK7DpX+E3Lddf6FWvMsnsKbilx8chrSrBv23PBr6XSX23hIrmLUSSot+PbNOOPNbwSkmKiEuedo6di3oOkpGReXj4AdCQ9EJ2LsGvZ+voSnltIT0OWajolkAAYSq4AwxFXZOcg7A4faRfT0a/kOlrnIDvzT4GTybRIiQP5ftfYF/85U/hsUtOPbhb8HV9arhUvBdbOX6Dk8lXLtSdABVnEofSiqTNcl2OrhDZq19qdWq8LW+NsuJE15wkVRIg3mj937pJtwpKSosLKt4NLP9thOOuJJI/0dZ8Ex+MCio9DEu0P7ZU8l9b5nyMck+vQCAAUuRqtnz5d9qK7r+97a82dCLLLNrwOAIaqvaVmzRQ/++z1Xe3Niw941xEB+ggYfmSh+IuCYQDiQG9Pts+51chcdcf4KR1z/V+57lnHYR3VRi16zrV+jeTRMwdXLNNwSP/UcsVTAYjDAz3daeY7V86ZoRszZXOa/rVcR/Am66ZvkX9XwRAt19ir0ut4TbJ7+z/eV57LKmFyVJlz8V7nHHrLFQAAqMS+bO9L2xf9MVfqUnZn/3vtNXOX8Vi9IvjiHQ5smvcb6+minvbIa8LI/H0Pk75quQZbKbAge67du7R9/cKdh580Td4d1Tct1yWsxxOqSt2NWZEtGoQKABh9o71hzmIOjDvB1/eOwtb5yCqDWNrsOgaR6zxECt820JTgwIEgCLLe3LeCBOUWu5ayyz7qhC68KQ+CrLucSPs1BzxPsSPTOZ5l9xCbw9TY1qvf+wgA2U8NWKdv2LBxvqDui7+Wq9D2FfxTM+Y6QgLoxJ/fhyCrDH0raEEWF+WVdufacG1YtuxkPgx/fGy0GEGQP4TdS0dGGgOU5y2gtVxvcGxctvRY6tke/X0AACAASURBVHfGMSGSkpK5+SUA5Ch7lQULNh9Q09FCobRRKjyrp21QtCkcBQBqnK3ob4wi18Hwq4oLEK7bH8cmkyc5ocaNuWJ5Fk0/YBPbXZ8UVUTrfmmyPzAf2XE0rmlKJ139B76MuY6W3ZRYiiC8t4top1dDakF5fV2Axm+Ldh542gM9r435EAT5bfPh1FFojr7GOSbXGI1pi9gPODd9vVtyW/RRMTaFaxFdgzUXFbZq+JV3+hwTljCO/+/FpWhyHRqlAjQ90OaavZbvkJY2CqWlqyK1acFvQhf9egBgpMkZtXwBK+uu9dukzX26KAAATSkPBRbM4j7iQfvpBzLstyML1B1ip+Io+SJXZ/0liIhL6ZiZOuOxPGt3XQpuBOj3N5NZ/eeGNWtW6NglUaDNS2038rvo/TzaYdx5d9/WJTN0IqfsEJ5IroTxY67vDmxAdhq6fe/8yf/O38l1LfeRxH6gdCac3cO+fM0KluViuC9yRegi1/6y2OgS2n1izTXxOQjPhY+FoVqbl6zlV9TVRqG0dNRFt8+au+VmWmdj2I31CLLn5DtajAP1WSnNLVFX5BcifE8KWxOf7p81jcX0RfFk3VN9LVeexayn8inUtphbm/5crPkwjdSbgtq8ZNUeeVqQmmI758xeaxbWBMAQcm1zVedAEH6PZiq5O8V0O4KsVA+oJgI158T6PzcI2dUCDFdE2OnsWMoug0aj0ZriXPx7T71I6aMCscZHZvXig/aJAACkqquiCIIg7KoutKtNzr0DyIz5R8em7ZRe5V41i20KZwsPVX+4bcCJrOY1RKPR+nqm9/wKOgqusC6eOUM/BWAo+7noXATZd72MBORaLwlkmui5MBLUWG1aMuMPvbipvKOVlJQqKi8ntcfrrkUWKt3+9J1JwZacyG9brgXXAUDcZR5k9rpL4Z9rVA8STm1GFnHcTv7xcu0PwogjyOabKbRIR+PtNWZ/M1u4FaDK79xhNQM02kRTasc29ov4nF7G6xYGgPbMV2gplmlbpNFoNFrfyOp9Wl1roCLy+3pBxyaAprfHWBBkzZH3owD1IRabkPnHvcuIECGP/LZeyLFm/E6H69yP7t+ubFM8CACjkffVuYQPKOzhU8d4N/33U7e5uVlYWIQM0J52f/dMhOdq9KdXqm8eXIAskHtX1gdAynlhMgdBEITVNqL206/b/zHIXmYjh5iqERqNRknvmPbb5rNepVPR3flltvB93fnIHB4FPTQabX7zZQTBhn3JxnOEagCgNsVor0cQZNYhm2giADQnWZ2UZ1stfBSNRqMP7Zo1bQ7/jaop64v9Sq41YZpbkGnSN8v7AQBKfc3WfDVb+HpwyQ+fzvQ3s4WjzPct3IKKbKUAQCX+whoEQRChp/kdAAANH46wI4jopfyeiXc8aXyWa2+h1xmjQ4ZoNFpdjG3HnpuRJXG2yjNmrruW+ummucplzxxkldSz+sGmaAeN1avWSmig0ejDh80cP88WdszrBnKZtcACZJGMR277RB/8rxk/W/iR3LbfWfQThwBGii4JTUd2G905q7ps3pqLcZ96outfCy9GFvPbVQFAFUFhAzJT+W7dFM9ommida11mXBAhsW4YAIYr0gP9kgp7yQDUnvzokOjkirGoe0uD3rnT1rmGZY9lHCUNNKVFhadXjPUPdJaGEwiEuI9jKyF7q9ICQ8JyG2nXnoHS+KjQ2Cle59pfEYF/+RyHw7kSsupHAAaLosNDQrI7AWC0IzOWEJZTTwKgDjamBgYlF7ZRYagkJiIkOHtKZ7xLSkoWFhWQ+6o/vPdJLmr9vOC2rz7X/71/WnkHAHSVJPiFRpd8XlwG5OaCGEJ4XGXXj+jI+lqu5NailCBCTHnX2HhwZ2VOxF+tc21OD3DH4XCuHoGpZYzSaAWA/1nnSmnK8HntjsPhcG+i6/oBoC2NEBSdVDEEAD1VseF+yZW9ADDUWhRDCMtvGqBAe7pfcHRS5Ven5GhHRkREWvnYBZrSUxX20t3tbXTV/+uegiZXInG0rzYr1Nsvr3Hg016IjQVJvu/CitqHAWCkszKBQCCEfWzs/0pQXbkf3rg+x+Fwrh5vfCLTanun5CD5vM61uyYvkuD9yt0Fh8O99o0rr69IiIwpbKZdGMh12QQCISSj7PM617YkTw8cDofDub5+jw8vncIE5l/Jdagt6wMhKK18gAwAMNBSGsuo61zbi5PCP2S10yZRDzR+jCQQCEm1faMAAMMduXF+gcklfT/qjBrfLdyY6ueGw+FcPYI/VgFAfXpIUGBi8+fbe0pnVliIHyGtAwBgIPfDOw9XHA7n7p/WDJ/WuZb3EAGgryblvVdwds3k3M2MX+dak/4hOCKnkwQAo3W5H3zC4xOjgiODExo/m4TanRMZ6odPbQWAoZaP0YSQj1VTthZsDGaGJrohKSmZm5tL7ygmgpmh6Qcz1i3M2Mftz5GhiZn+8PtgZmj6fv5Crr9AVRwikcj41UVkZWVra2vpHcVEGBsb+/v70zuKSSMjI0NFRYXeUUzE8PAwg18vAEBGRqa+vv6ft6MfhoaGQUFB9I5iIhwcHG7cuEHvKCYiMjJST0+P3lFMRGtrq5SUFL2jmIi/qIqTll2O+8m5ffv2li1bHj16RO9AJoKNjc3a2preUUzE3r17jx49Su8oJg0zMzMODg56RzERTk5OjH/cbt++/dq1a/SOYiL4+PjQaDS9o5gIRUVFOTk5ekcxEaampry8vPSOYiJsbW23bdtG7ygmgouL61u5xqcWoH9y9PX1V65ceeTIEXoHMhGrV68+dOgQvaOYiK1bt0pISNA7iklDQUFh/fr19I5iIvT09H6K41ZdXZ3eUUwEKysrgx+3e/bs4ebmpncUEyEtLb1582Z6RzERKBRq1apV9I5iIjZs2PCtXEurJ2c2Fx2hUCg/RbF0Bu9eQ6PRzGLpP5KfYjhDRkamsfHHr175DxgZGYWEhNA7iolwdHS0tbWldxQTER0dzeDF0js6OpjF0unAzzKhiVly7kfys0xoYpac+06YE5q+H+aEpu+HOVuYbjDl+oNhynVSYMr1+2HK9fthypU+MOU6KTDl+oNhynVS0GLK9bthfLmW/txypTQHvn5oh8Xec3tfNQIAlPqMEJd7TnZYLBaLvf0ypHoAeotCXB/ctsNisfbPYksHAPoT3R5hsXZO950fP7rvgMXaOxEKWhvTA1zuOmJpvEmqHhpoiXv93DM8bVy+kZHyFD/cU3xR2whAf06Qx8M79lgs1um+b0knCQBIvbXRrx7dscdisVisnZN/fvtIV1XEi8d3HLBYLPaRW+r4vGD0l2tPvucTeywW6+we0QzQU5rw+sFdeywW6+iMzxpLi/dj5doV9/6RS3h+/6dF6K25YffssVjHB2lNAABDzQX+uIdOdlgs1gH3oZy2DePKtb/I7aEdFuvwNqr4y6p68kCO/9PH+PiGAQCAnsIARywWa3/nfVIJLePaj5FrdfwLOywWi30YUdBKBQCg5Ic+e0RIbvnfg3G49NUTByzW/lVYHi1LyI+Qa2++y0MHLNbuwfuY5m8TvfbE+z7FYrH3XMJaAYDUHOX9ZOykdXByfvQyIrWGDCBJN7kOlSd4jcWDtbv70NX//YfYWM9PT9jfd37uE5RLBNBjQLm25fq/wHklVY9SARhPrm3ZPvZYLNbhrt/HalpmBQaUa2++nwMWi8U6vo8rIwJUlU+9XDuzntzBYrGOvsm0sqp9uaEv79ME6BpU1vl1EgpSne+L+1gs1tHFm5alUunv5doaZa/JL65pZo45ijaycy2iAoVwajeP8KHTGAwGg7nk/L68D5Jv7tkuqHAOg8EcVZeVw/jmlETdvYnBnFHl3cyygt8Ig7G49Cq1IPicEIuoLobGk6iyjqrQI8sRhFUdlz2W2I/Sk+eiPx+Zr4iNaQIosRJauF0GjcFgVHdzSlq97iDBQJ6bFvtKOWMMBoPBmFt5ZrS0JN2X2rRMygiDwZgd4BU0Cy36/DXpLNeOzAcXD2sYn7S0tLj1wL8eIM1RQWC3xDGMpcXlWy9SxnLT/jC5dhQFPcCcVhVctVX1akEPAEBHoddxUcEDRzEYdR5e1N3sXqgNuiiza6f2WUtLCyun4ELaGxlUrq0ZD0wPCeucwmCMlKQO20XR0q5TmpLc+NYii/aq+1cDdHy8flj/8AUM5ugBLp5DLpmtABA75XIlFYU/0NbWPW9paWlh65/ZNNCW4nrZTF9223ohndBvljR35jw7rSGkdRyDMVaR1L8RUgoArVMu1+ZwjJGs9klz81Ny4rLmzzK+JMshNYffPyMqjzLDYIwPKOrdie8gNQS4YWnnrKWpNuvqeUr2qSQAKbrJdbAo4jktHnNzjNSu2awHb4aEPKM9Y3HhjNC26Vv1Xo0C6OvoMJZcya0+d41XzUQ4Tr2kJVtjKLn218Va6euiMRiM/n5OAUOvok4A8GcwubZlvztmoH0EY2lpcckjvGAUoKpiiuVal3jTSEnUwAxjpnNQ5sTT1EYqlN+UWsavfs7S0tLinndh2/h0WX0Z9zHKKobm5ubaB8V0LwV1A6ir/q1csy8IcB5+kA8AAD2l2Q0ARL8LIlaeReP2CNF24oefJQAAQKezCo/iaR9aFc+MB6dVtZ7Qph1TGsOvaUu/H9fZ3FtCsDFgF5MyNbsW2AMAQCzxf3pJTkrC9NKtsDqAwmtqey5FjQDAaLTl9v1Hojuo/bmuFwz14sd9naYPDprKGqE9AAAlHnrbDF0/Z+Clq1yHP949d0jHqWBcsyDOTv647dtvcm7/MLn2NWSG+kW9t9M7ZGyd2wsAPQGWGrsP3mkDAOLHk2LcTtkjVf7mx46bf3PJZEy59kVdYeXRC+kGAIi6bKxh6NEGAIMFT8/Kqh0/oYPSIVQC9Fcmp4/VNLwuLqqDjaECJMZOrVxHulOuiitdi/wy2Z7YWxbjG+TvclFb0zD4a7kOJthu49bwbgQASMSaqmk+bQPoap1iufaEH2HT864BAEi+bqyt8+RLUE1hWiKC6HeNAEDKfKLIcTJ+3NkzkuGBOmjo10wEBukWJudflJezjhtXG6En6ZSs4p2MXgDQYbCWa1vKg2OmR4y0Dmhfdm0aBWAwuQ53lKVk0q7O+Wb8IujHaQAQ6MdQcq1+qqZ07FnW+Kemulu41ffUWj7TVAoAgPcxPUPz4A5q7X3tPXfT/2prat5VYS37gGYAaA20VRfEVAJoq/2tXIfDbHR4NvHbBOa10zL/wpAfRtTY1ruotra2tr6te4gK8MFe3OBRFAAANDpriutYBXYCAPRHY9Hyqk6ltB01RF1V22sXVltbW1tb29pPpPQUe189rnPvrsPx4+cSOgCgyfWq8clrzlZmZ6xD6gGKryuxH36cUltbG2itpHDKuY4C/Xlup9XkcCm1tbW1dXUdw1RoSbinLiX1MLa2tiHH+bS8zLWgz/UW6ClXaoMrWk+QY5+cwn5hgf0Gj1OJFMh2NRVl49gnIiypcD60YewG4QePueY80jxgYF0wAECsdDx6UMEuCQCAUv/EkPscoaol8ZE651ZeIVFBQW3XjE5aSlvGlCsx57k4r/aDhJLa2kZ/a3VN9ZsVFMh2O61q71UU5qippOlTMW7roZSzEoqmblkAED/FLdf+fHeFtUIHtST3iwruQV2Jrx7LvtoUfFFB2SDka7mSC19K82raRxbU1jaE2uloKFrlkaCvY4rlSuwLsEYpqF546e98ygjt/XFcqtredEtFJS274Nra2vwoJwMe2Tfln14aabxnzCV/K5HWC8YIck25K8ujf69t3P1r+HUR/mMetDt7xprQ1Fl485zupcCMBKyS4nkcA8r1Cz3RRwSVLPDFABDAUC3XrvDDOyWkFcXERIX5ZY+4pbZTAcqnWK6DCff27jF0z6qqra19e1ZWxxhXOdL9XG/Xjj3CooKC6FsBjaRx+cOpQxmuZvKiWs5+Ly+ZoB4E1xEBVCYYc6US+z/cURfg5eMTNnpV0EECUshFcTZWTkERERER+YuPk0YAkuzF5E7aRcXGhuMsJKUUnyXR7iW/kiuxPclcaOkWHhERERERkbOBNQN9NYSLuuph2RnnJGStfIu7GgKPSllkVaRYHjO9GloPUGkrvXI1G5+IiAj/Dg49u+DWYfJAibcB+9Id/CIiIiJiMjfShqE7x02ZdQkbn4gI90bBk55NxC9pyukp1+Ecq4P7xS541jTU5b27IMwt+bKQTB4d7Gxpbqgrcj99UEjRoXQE4IfLNe2BpqyhdcEAwEjZLfQBtbspAADkbo+ze466ZVPJo73trY31ddH3jQT4TaN7qMCocgUKMdFZX0xISEREUYxro7LZzYSkQCtth0wAUtZdTTXd8C/tGXLKYz0Z1IWEJgpM/ZhrG+Hill1aLwvr6uqSrQ6yqVj5d1AAACr9LBVVvpUrUIlpz4ylRIREROTFuFgPHrPIHob+qZYrQGdBtL0h7549/ErnnpW0jS//RWmOfWwgs1dEREyUX1DygIjHpy6q3nKPQ5wirmNjBQwgV2KOpRjXuZclX54ZSTwhwHU5YGzAhXHkSiX1pDy/fNIsdBgg85aMipUnTf8MKdeRaAc1GYNrGe0UYLQx1+wn/Gwy18NL6upKnh/fJ4LCVpGhoXqKu4XJo+F2asJCwiIiKuIcq1WtnMuHYaS/q6Wxvi7ttS6P8Bm3jPHnz2BNpvtZKR6+3YKa15Nq+mBiuY5B7Ay8riyieD57FCIvip5x/tBNJpPJZAqFCgAJDmJs7Hxy8grySidc4j+nRPhKrkP1Edaaok+zyLT3UanQU/TOQlPev5Ocaq2geuFl8LPj0pciYTD9rDFNrkXXVbhPeVWQyWRKS4QBL7+Ff11L3iszHTV89aedADTH3dY4qOhZSiYXv5Dh03hZ9aXOPT3lOpp7VU5J73YqAEBnnJkcx+WoL4G1Jjqq7FDyawGgk1zzBwBIVXeOKsjeiKMCALX2ke7Ok55VX7brDDyyXeBuGgkYVq4AAEClkAEGg69qqRy2tEIJiGtgXFxdHM8pcnPuOXYvqqoXAKDE10pSWv5x7FjGgymXa6A1z+4LKWQAgHTHg9Jox4oBgL+TKw0KmQrD0be0pRVvVJKhp21q5TrcFHhMUup+TDd1sO6ZsfB+4/tl354iFDIFWhKdDuxSJYzVuBrwx8hInPf/PKhBd7lWvTwmqnI1peNzq5uS/0hXCHW7oH/s9ppx5DrcFGy8Y6mqpaurC+603HYOKf3HIflkAJsbNxhMruScV2dED6h7pI0NajCWXAtdxHfov64cBYB6wlk5lcOJndBSX/kDZgtTyWSAbs8TsorGruMGIQa9jMTUTV9/MWVX1jUNCfNnWcOk4chb6nvlz+QNgK66yl/LlVyfGpSYSRvFrCVYiEsaJg9D1EURi5c54z872k7M4FE0fEt/9C3jgyqOY3KtC7PWkvSs+/Jyb5GXuYaMVy1A4xtZaRkhdmHnwj4YSD199NiV0HqAwmsqPOahtNM598RuthOelU05LzGG2tEDX3bSHOukLqf4thwABkMtD4gc9+n49BJdx1x7A8yVFY8/6wGA7CeSQnKO+I8FhUW0HoSw6wf45B2qKQA/XK7FLroKaGwtAMBw+DUtYTn7FgDoDDfcf/B+VFHBx+R+AACo9jbezXc8vouBW66faSLoc0mfJ2QkvHtkfvqEiQlaW27PhnWbpE2fZXb2pHndVNPQ88z7IqqYmKmV61Al3oB/v3MRAPQ66+2TtnjbTgIA6Iy6pqZhnNALAEDuLsW/dA0dX+qsI9SEZ7+xewlM/YSmvojLW/eciRkCACh8orFP5nhyBykjwMUjtmzcVm0eKDFBU39aiMMVbgob9j7M+nIq0VmufZlmApxH744raNwVf4yD89zLos9zNxlHrqT+gleW5qdPHDNBG8tyr1rHLnLaOZoIYGvDSHKldMY/tVBCGfuXfenn9GUouQ5mWooJYAJbASDqhiq/pnXFEDTWVPyYpTjEEneVXbLW4Q3N6ZG0qsDQF3VYkO+Me8EotEW8xb3P7qRWvhTl1bifSwKAvvgbknvEgtrBEKX613KlNGc/sNBUUEChUKqy+9WsfPMHgBxkto+dc78aCoVCoQyvPsvrghQHIXUH/8FvC0f2RdwwlDqILQYAgNGW2PMCi7mlUTSu++Y1F7zHqIq9LAeARkeZ1bN4rtUBQF+Cid6Ri0F1AGVX9y/ZwC+PQqFQMtyCunYprSP9xW902ZftVUChUCiUlsHDuPrmeCdlKZkXRQAA3R8fiG2QfvOpjDV9Zwv3VngdOygspYI6uG8n6kF2dXGYha7IARQKpa4srGD0JnOsIfXD5NpZGmKNQklwLF+8epvMIYN7Uc29tTH2WgfE1FAoETEdu5Sa1qJnp8VFDqFQKJSQuIpDaD7t6s6gch0sxFkcQ6FQMjIiRtZ+teP+5P4krLKCZmQ3QPVLjjnI7+tEjI7oo1Ao1E3vViKkJMZN7Wxhck/MfS0+PmWUmhCf3Cnf0m5qb9pdPe2D+1iXsqwSUkBd983rLPYW3cyi6lENUOl++QQKhZKTFda7+L56EOAHLMXpLnPQEt4nfwiFUt0rLHbVs6Cf2npVfPFqUx+A/qSXN3VQKE1VQWlt27R6mrza3hoKcB68V0H+ctmlq1yJBbjDHFu13pV/7g0aTnM4tIvTJKLpi20ZR67jSbAWO4h5RYubobqFB9Lvb/gdmckqefiwHgqF0nEKGAAICfRnILkCqQR/VpRPGqUhKyCi5BhdRwWonOqlON2Z904fQaFQElLiJxyj28jQ+Oa0iNxBFAqlKi51yPJxUScFBpK12Ofz26UDteWt2aF94gdRKJSECK+RXXgnwKG/ny0MQ/W5EQQ8Hu8bmVpBBgCgdlbnfQgJ8MXj8Xi8f2xm6zAMNuYVN3RSvq0MTe6uKysorKdd96ik/oqPMcH+eBrxxa3Dg501xfmtQwAAndW5mTVtAACk3orS8pquEYCRupyE8CA/PB6P9wsqaB0BAOpwR2FiJO05vK9/em0fsa+xuKCgdRAAgELqqExPr/u0bJbe61ypTfnJ/gS8X0RCGwUAhsqy4vzweLyvf0Lxl5W9P0yuQx3lsXh8QEhEVESov59/WlUfAPQ35Ab54vGBSa1kAKC2lX+k/a+h6Q2f38igciW2ZUUF4/F4v6i01q/v6ka6agsLijpGALoq4uJio8ODaccqPqFwgAwJcbFTvs51uDkpkID3DfhY1QUAMNKQ6ufrFxQWGRkR6IePK24dHeoqzsksaycCdOV8CMXj8X4RyU2fOjh/wDpXYsvHcH9fPN43JLVkEABguLYwI6u6G2C0Pi+BgMf7+gbndXw+nwcrP6YU1H1V3ZqucqW0lWVl5tV9ESmQmgo/ZhU1jV8VwZBypXZV5xZUNjPgOldia2lM7IfosCDayUJIKSMCBPj7MZJcAaAnJyoI7+sXmzu2EnfKk0gMN6WFBeDxeP+47LGOpoGGmFB/PB7vG5RcR+tDJfaW530saOgFAOgrSwz1w+Px/jHprSSACde5/sTQW67/CmaGph9MDDND02RA9zHXf4Qh5foVDCXXv4SxuoX/ip8y/eEvUBWHTCb/FFVx6urq/nk7+mFsbMysivMjGR0d/Smq4jQ0NPzzdvTDyMgoODiY3lFMhKOjo42NDb2jmAjGr4rT3t7+81XFSc4owf7kXL58eePGjTdu3KB3IBPBysp65swZekcxEbt370ahUPSOYtIwNjbevn07vaOYCCsrqw0bNtjY2NA7kInYvHnz2bNn6R3FRHBxcWlpadE7iomQlJQUExOjdxQToaenx8HBQe8oJsLMzGzTpk30jmIiduzY8a1cE9OLMD85J06cWLNmzblz5+gdyESsX7/e0NCQ3lFMxM6dO+Xl5ekdxaSBQqE2b95M7ygmwtTUlPGP23Xr1hkZGdE7iolgY2NTUFCgdxQTISgoKCAgQO8oJkJZWXn79u30jmIijh49um7dOnpHMRFbtmz5BbuFf4pi6XJycoxfLD0oKIjeUUwa2dnZDN4tzCyWPikwfrF0JycnZrH074Txi6VramoyJzTRB+aEph8Ms+TcpMCc0PT9MP6EJsZKIvFX/JQTmphy/TEw5fqDYcp1UmDK9fthyvX7YcqVPjDlOino/WJyjYlhyvX7Ycr1+7nGlOt38/PLlVr7zv4qBoPBYCxuvU0YV9scauJeXcJgMBhzh/cZLfXJTzAYDOaita2N9WVLDMbyrltSDwBAb/Rze3MMBoMxv/LIp5p20SB1JL25fe2SBQaDuXjVPbtlFACInWV+D25cssBgMBiM+SXPzNbhtiKfuzcuW2IwGIyNU9R/Ggemt1zbQz2wGAzmqsO7GtqC545s19sWGIz5bVxK/6eNfqhcqS3Bz284+KT3jCskMlIe9tTp1ovkFoDBnKDHY6Pw5hZXr9s9f506AmBEZ7n2J765afvqQ/P//o2kKi/7qxiMhdObiM5Pz9VGP7n+8HVOCwUASFUxN6/SDiaM5eXrN2+8ye8ixSYlKEy5XClFwffNMRgM5oZfdhsAVH54Yo7BWFx6klQ18M2mIxWhdlcxGAvrF4HltGQYP0auHemvLDEYDOaiW2j+1zG1BbtjMRjMVUfvWlpAHVluThYYjPm1e64lnzaln1y/1HPFYMyvXLv12C11CKAi+uVFcwzm6q3ksbz9DCVXUn3ym88zXC5Z2957GN4BYGtz4xLjyJXUHv/K6cpFDAaDwTwkVHQzXuJ+AGhPc7hmjsFYPgvIoaXL/xFybYq/ecUcg7GweRHeTAKAntR3965amWMwGMydd1/XcwVoSn50yxyDsXR+lU1LcjKhXNvTbI+LiqldwGKxWKyZnBCfnl1YBwUAhj6+tVFUNsRgsVjsjdOnjtx46/8Gi8XaGPMsWsGrdOom1sHtfebASKXbNYV9sketsVgs9oq2DI/Mr8JezQAAIABJREFUSY/KIYDhLIzgQs5D5lgs1lBot/B511YS9Oc81+Jer2mOxWKxWDungPyO5vjbkqxrVM9isVhbNSH+4/jcf/+b0FOupAYCFi2icsQGi8WoKR+6HNED/Uk4hzPHzLB2V+RFRa2ixrLk/zC5tuXh7U4cUxNdv0P1cv7n+6PBsrvmSixzEBGbaCJ1qCjmNW36uP1Na+ldM7YavBmlq1z766PvnTmhLcu2RfzIh6ZvXmwJsFDeK26CvXVBQUQE7ZI5CE0+18yMtSTY2LidkkcBgFyX8uiuHRaLxdo5XNTcNX2tdFgTKS0tcYrlOppNwKrrH7vp6Ojo+CiqqLOnLcNOH30Fi72oKb7/rENJ5/iN672sMOcu2tpZHt0vd8gjtxd+iFybU9yMDA5fsHN0dLzjE1f6paYEsc73prGwylFbLPaCqrL69Zh+aPJ3tDpiisFirx3i365yJYZ27NBPrkPlCV60o9TO7qYS9+xNRi5lCY+1+MUMLmFv6O3l07pLS4bOSPVcSc2Z/mMx2zvpC8+fL2LdDYC9acs4LVdyV6ql6DLp4w6Ojo4OryJrexlPrvVx1rqK0qbXsdizalKGN4JLAKByquVKrvA8rKV2ysbO7qKKuLyVe04ftRors1zsiK2jo6ODR0h5J3nc1m2hTtfPnLbC2pyXEZeyT2yCCeVKSb+vzq90IuFTm7E73n7vLj2P0s6uqrcmPCI3ottoz1PaiwqbaQ4vuSqhdMN/bIF5NQEjLn7wRcFYWR5SpZfq7oMX/avIlIJrarxXYkgAQPpgxSZm/KGT2peDMztskDgum11jjJ2GqlZEHwBAqYfu+Fro/wg95docoS0qbOLdDABQ7KrGfjy+b7SxqoXWYnx7QXD3OX/aj/XD5DrYWpwUmx7gqKd21Dr3U8b4Mt8LBqfPndCS0HcMGhifvbIj+piM2qPcfqDrmOtob3VaTFK4i5mGlknM13KlVr6R3CLrlDUEANmPDZQMrfOH+oviYmLDXE8o7r+fOvL1nob9zbW1b/gMUyA5boqLpXfGWwkr3Yj4kmBhZLClunoUACDXiUfs0OuC/nGb91aW0WRbanaIV+tpPkx94n6ACmcFRdPHySP/+0pjqKaI0HGfFgCg5j9X5TyZ2N9fXlzdRQQAKHE9LcBnlk0CYJBu4aG0c/Karh+zXqCVhI68IQFAd8wxcd67H0nAWHIdT/kNVXmrwFIAsLnBQN3CxPakG2q839QAZyi5doeab+I1jh0GAIi6dFT78MtugLqKqZUrpdlfj83Qvw0AIPSs3pGzvk2U2ntaXNjYvzw9B2sqaFVzBp1N+PZfiwUA1b+Xa7GtrNxZXOY439XckVWxfZuR5WOnKmVf/b/7H0nFiMhefF1AAgBofmlySOv8+3FG7PM+pm16JaRttNJWaafu7ci8vLyXZgeUL7i2AvTluJ5Ulr4fmZeXl5dfUNdPgZaEu2ri4g5BeXmF8Y4nFFXtI0j/+4l/Az3lOpBz/ZCK6mXPvLz8lECs7h7Jl2UAMNJYXfQx5j5q30G78Gbahj94zDX7keYBA+u8bgAAUmWMKfrww8TiYHPxQzbj5UoNvizIf/I1gyTur/E5e1DN5JuWa1f41d0Hzke3kgCgNsBSQ8c4uhEAgFj+9rCsyDdy7Uu+LSkj9yJrGKZ+QlNfjovcWsED6vuFhHh3KJwNLxkCAMpgU35e2hNTRcXDj0sHvs7BTe2tKM6LcL8gJ2L4rogIP6Dl2hlquEtMQk5YVGgfp4jmg5jGL/fe/VnWaspqV97m5eUnE2x1eKVffamUMxx/U59f7Wk9FYAx5BqPleA1fTHSln9JR17vWS4AwEChvTa3mW89AOjoMKJcC5+rc6tfLu0BYLAJTdTB4jsoLk4+ISFeXkMb/0Yiw7VcSTnuUrwaDmEZeXlFr80OamjbVcLU13MlDgVc15RXOfXY7arxUbOYaiIFGp4Z8XLs2SfEt0fn4tuqkW/q1QzWlhckB95S3av8KLkHJmq5UjMuSxrdxBeP20HTc1VRqzsREQ5nuZWefdtXB9/IteaZwdETNtFf+p1gKPi8wpETnrWDjXYHVq7jEJKUlBTj4dO18f0/9s4zrKmse/uZ9kyz9zb2XlA6giCBUCSEXhVBVIpdRLBhBRV7A0REBbtgRVGxQOi9hYScnt7oVaTu90NQcR7Ged5rlGT+F/c3Tg7Jyj777F/O2nuvm9/Y3sS+66EyeqE+hUKhmFsdLXgPaoouW00fqaJHoahP0V4XV/Fnb4AvSaFzrl3Vedc32htRKGYmBmQTU71rCAC12Xu9rYyNlphtOp/L6n6KVYyfawPoauE/Dvbbfa4EAJC0fYnrqdRPJzWl+CzWOpTYjX+FwxW+u8XS4c9wrXi+R8PGP0XcBgCQvDrkstoziQsAAHXMm3+Ga1fzk4M2lq4nsXYAvj1cZQ92TFdxj+fV1dYyj9jNpe143NQJkMeHKBRjA8tVx27kCpvaep7fyY53t6YYLTVzO3CXwasHAEi/NVyLI7Vmmx9OFdTVSu5tJ+vbHyj9NOnaVZUXu8HOiEIxo+gvNTH7ZJZex4heYUI+ldadwlI8XFty/Qw19jyUgPqywJXLVl9hAABAE/ecr8bmOBwoJ1zb0GBrTe/TGfIhSangCkBXe2tLY31dbendFap6/jdLuwB4+liJ4ApAZ160twWFQjFxNFWbbLP1CNb57eEK2kVZjw+v0V+qa+QSeJkhagagq6PtfVNDXS07Ya3WYt+I7M9+yAvebHUzNzY0tNp+uQCuAl80S0eOmOmtP5ff43mRtcfQ5cQzRvHdwCX6O1n/TbvP4Fp108fc0edm1aeXZVFuK9aFptZ1wIfs1PwfiQEAoDFttbqq/yO+pDjWf6VzYg87WjH9uCPN7gEfAP59S01aFLse/M9S9IKmbjUUnDOd75DwiQ0daaErNA32szoAUAxcD8DtoBW6YvfHCPvAk8dCDzjrTJxvsubic2YLAAB0FJ1yXOp2HnrXfWmVE66NKSHqBpufid8DADiP/FxW+NIrAOgNru+QuDUmFgeTu9cQfHOz9OcHtVT9M1oBACD/FM3U+wTxkZLSxy7zDPc8Rv7szQgA6BJcXEEx9b5VD0CN9BvDFYoxmbviGvQOACB84k+19UjqrYpJbc5pk/nOTyUAANCCJa6z0V4b/ikXpmi4drIvrTJ0PFzUBEArI8iJ5ihPaDaVhjou3JlQAZQSrpJHgRSLLYmC7lZUMrh+VM1VZ323Xc86AEhMUCq4flRrwg57C7cwGQB8/NvCtR6JcdZbFlMKQJsgzF3LcF1Ej4LaTXdXGztvuNXbvprGpztsF9NO1QDgYvuXcG0pOOmkrbv2mTwZBNpyL6yYpb7hhezd++o3fpqz3S7kyWdTJfl37+VJAADgffb2JWY7b8jh2sl7EEhZYBKW1z3Lx0ncpT7H5nxedVcHY5+NasCzavm7eqnO2xLPFRdd81/pktRjObIo5Zi9hfUdBADQ8nafhZ5nr9+kdykHXPmXbJcs9XtdD8Sv0/LkFmQ5p9zVdXYzFAHXskvLqWsOcwEATazbB4ODdgYEBGymLhozXc/pWHzhOwCA7M2quQv9b5V/BIDC4Sp87G/lvCFH7nhWx7l/8+wTZiOofus2RzckrQmAtqe7l9tuiRK1AQBAB+e+N3XpxY8t2tWUuN96idFe+EPq81vDtYWXsFZX/1QxAEB20kWXtjcO5pUkZEoBAKD+xfI5+rsS8NYmKDbs1H1GA+hAHr5lyk0Xo90pRqtiawGokX1juLaU7TfR3HyPC0B7YpC19vIjUOP79Jsnzz7vCUtuuLW+4bZXDQCIM2+uszbaEpPb8z0UDNearA1qC33D89oAAKDm/lZrinNYLQCg/LrNEof7IgCUa7UwAACAZuigmbrjrmcfp9yVCK5dXdCbB0z5k4vgtr2m7r7HOAAgQbmeXLv1DopxmG+666kIAIB94wVNVY/9p2nvzOkEAIDMw+b6dkHxj1+V17QCAEDFM7fFWv63oDYgfnTp+NUsKQD8RHqhtBkA0JkUZKdtdqwaAJcv+LmCRs6Lo6tUl5rSaDQajWLvHnAnj2gHAIB2zpvzdgYLDWk0Gm0ZxXnLA6QWAADeZ/svMdtxo6z7YbetMvvadn2ysQWNRqOZWdmsDXtb0ggAaCnbZzx6spoxjUajGcwn+4QzatqaoDvuKqM1KDQajUazcjiZLJCmn3awsLoNAQBAXclFi5nmt4j/tV0UCtea1Oi91jQa1Uxz2ZozZRWdANQ8OOFrpmNGoy3T06CFJnHkz1Z9Bteq8ieBNNqSuWNGjJ9usMzh2MtPteuebtN1OSlPC7dkH3NcpLU5Wdr68VUFwrVZQj9kTSOrTh45+o/FJrSgB1AbL8PV/I9VdwQAvEfjd1vpmtFohhTLgHioFgA8doOH+dJF40cMmatnsSr0vrgdtIseu89e5Hsd//hb4ZsXkehszLq8RlvVhGauqWO38w2/vlH00ttYh0ajUXXVrdZHQQ3tHdx48qxxzte5oFN40tfazJhGW6avb+R1m1UJ+iAtDDr5SUEmGktpVLK2kePF3IouIDxgOmbK5kcANKRGB8n7rYXXOWZFB3iHHHGcTPpu9FJrR1srGm3FthuFNUDRZumlFz3VVVY/4XY3UQPvZYiz2RIqzVzHdNPlUvnPMCWDaxf+ZKfeTMuokk8peCWCK+iCr/pqko1pNJqJrunaE/H8RqWbcwWNxWc3uNFoNH0j8uazqZXtAPTBVpxa4sSKxVqmljQaRcPI5mIyn3gQZEAxotFoZnoUt+AbREMXaMx2Vxu55HgBAFUxe1eaLrGg0Sh6Oo5hmULwxQVNctWV5qbT6XQ6PQOWfpZhrsIL0uh0Oj01D/6ww6CrWYJzJLUtPRLGrVhpdiqdTqenlmAfFqp2vpdhjLysNDqdTk/P5tZ1AAC6Wuu5ZQXyY/TUdLa0ub25isfl1r4HAICuzgYJDMl6rrX8ohQK11YZVppKp9NTs4gPJtPt1ZyijFQ6PTWfKfiYZu8zuL6vFxTT6Rk5BYX5uelp6SzRx3bsqBVhPFlDJwAAdFRxIZRX3TNvqUC4drTIylLp6Vl5hQX5mWn0Up6s9PYRF4fQwnr5tGULVpBBp6cxefJO1UjkZ6emZ+cXFuVkpGaz+O86QVeLDGWiNT1mOfuiQlNbDTMrlZ6aAUvlI2mLhJVFp9PpGQXCxk4AAGit42KIsK4VANAkZGal0emp6Uxu963RJ/tc3+GFWXR6WjEuv81bZTwElTYC0Pah32YT8g7S0cBFmCXFBVlpqXQ6nZ5ZxKluBYo2S68VIAjx2QbDRjGUTqen5nzciKt0cG2UETAi7Dl6KhNcAWiW5Wel0en0tBx2zYeWVS64ttdA+Vl0Oj29CPo4O9gH+1zbq1g5aXQ6PS0PkXQAANoqC3PS6XR6ahazUn4525tFBMytegcAeF+B5qen0ulpRZBUTsD+Ck0Kk/JXaFJ4WviTumqTY4JOJsn+/sy/Vn/5w68iRc+5/r2UDK69SLng2puUC6696V9ZoanfFadv1O+K08fqd8X5Kup3xfnn6nfF+ef6V7ri9Pu59o36/Vz/vxQYuCMw8B+9Q7+f61dRv5/rP1e/n+s/17/SzzWrAOojp/ZvpqCgoClTphw6dEjRgXxJ06dP37Jli6Kj+JLU1NRcXFwUHcVXk5eX1+zZsxUdxZe0e/fuyZMnBwcHKzqQL2natGlbt25VdBRf0qJFi1xdXRUdxZdEoVDIZLKio/iSVq5cqaKiougoviR/f/+pU6cqOoovae7cuf8H08IdHR3KnxZetmwZn89XdBRfkpeX19OnTxUdxVdTUVGRkqeFW1tb/xVpYaFQ+PfnKU6enp6JiYmKjuJLOnHiRHBwsKKj+JKUPy1cWVmp5GlhJyen/gVNilH/gqY+Vv+Cpq+i/gVN/1z9C5r+uf6VC5r64do36odrH6sfrl9F/XD95+qH6z9XP1wVo364fhX9X4Nrv1n611A/XP+5+uH6z/Xvhmtl0b3Du7dHZXQvu2/npkU+TCJquqvJwS8ubfLx9vb29t26+zG7BQDQwaWfD7mSLvxUiISfevUxvayuqfLFucBN67zlOplY3ljLiQsOCL6SIP7kytFU9OTs9u3ns3jNANQkX9q3daOvt7f3+k1nM3jNAIC2SuatYL8Nvt7e3t7evhujs8XvJCUxB7ZtXOft7e2zfe/jnpsDFAzXdv7dsN0+3t6+fnufoB2gQ3A/fI/8u/us27DVb9+1p8x2AMz7Eq7vufdO++2JSauW1196L35+KdDb29t3o18CW369ql7fCPH19vZZ73+jsLsgtKLhWp0Uud0/IlHwZ5dxAFrKL+/e4u3tuzfykeRD2Qsi6Yyvt7e39+bo10gDh77Hz7e7yTdt9feLLKxqS83qA7P0L6mh+Lb/Bh9vb++jV5KrAQCVmcE7N3h7+2wKvVJWCwAA4j6Aqyhlr/86b2+fraduwQ2fv1RZfOnwem9vn10hz3tuKMafhQTsDXne3U8UCdcmQd7loK3rfb29vX123s5rBwCA2rexh3y8vdf5nSv84MClaLhWvbi43T/iufCDaYkk/17gOm9v3423crvbVcng2oW9Oufr7e29buP5Z8XyQVPJ4PquIO6U/8Z1Pt7e3jvPJuPNoO/hyntz7EDAxWTuxwNtUMKBfbtiMrttTjq4b0N3+nj7rDsckSmvwvIluLKi7ecNIg3QCGV2AgBACz1k4YptbzidALzLvOKtQ7HZeTYqKirqhB9VfenqO4y2rsp07znTvS8WdBfQa2QEUAx9ruXV1mb5LxnruDtKrqdFwmo80ecPEmmS3em07sjapHmXXAeQxjgdfiMEoHyn/nDtVUeioqL8zDU1fS8IWkFTyWU3zRlrjkRFRUVFXb6ajNRI0k6ZzJ688kBUVFSkp6m2+41PhoQKhWtzbsRed6ct56OjT/nZm9ufKq6vykm6K487+liA2owhdmcLOwEw7Su4yorvHFjr5UyZsdAhqKweANBU+CTCd21gVFRUyAoNVdNjTNCCJJz1onkdj46+tHcFxWRnmrQLKBSuDbyXx3y83GiL5lFWJ/95U6XgznpzPVpg1KUjLkb6bufSmgEgXpx0XrXlTGxsbMxNepnkXQXrbuzlqKioqOgroZ7qv0ynvpV0fHuz9C+pruD6Wk/vfeFXYmNinqayGgH/ga+H27aT0dERG2yXeQYlVgNQ/a1rCwP8lofbyh3noqPPr6Va+B5528O+vS7z+oVdWw9ERV10M9Hxvl/64T9e2FFmjZowYsvj7mFBgXDlvzpkp63ufyE2NjbmXibW0SlLPLlO39r7VFTUOV8nE89rcCcACoVrA+dFqI/XCkuVeZQ1csOJatYdr8W6LkFRUQed1A297rDqAQCHlMnPtR5/GeC55VhUVNT+5RoqdhdzJQCAJ8oFV+lF56kmXqHXYmOvxSWxpO9Bn8K1tehGiN/aNWaqo82DX7UBAEBz5sU9m9asMpo/yu6svPK27OmJw3v2noyKCLY2Mdz3hg++DNfyWPflm1bZ6+k5hmUCANqyTi313ZcpBR38Z76URX4PeR8+WxC91lp/TXw9AMUnzNU8T8u9H2qS9+tQHOOwDlD95sAKs/s9fgzXsx8Ge2nb2Gzx332vEgAAWovvnd5mYWe1dVfISz4ArIP2mkHJbQCAztQ9C4y83lZ1NpRGB3i6p/fwfhenHHe2dU5qAAAA6Kr79JWXP9RXVCxchdHuHuv2vQUAdDCj3DV8XvewtK1IOWNH3Zhc1wn6MC3cUsNlFLNfnl5pu2Z/aS0AoL1aKhLLG4u4aTrVNk4gTNq/yc3zVhsAoPqx16IV8UQHUChc25vErMKy1Gv+ji7/ZZYOxxrOtLpQ1gIAYESttvc8wGjgnzOlbYvJqWpsavmzWVPtrS3Oq44+be0Cmd/YLP2LEt1wc1wVdI+oqW+WV2RsTt+k6hye2QAAyD25YaVrhACA2opvDNfaN94LXK4xOgAAKfvWrlob06OISVultFaeBUjcY7jA904TAAA0PD1g6b77yAZrvd1Puy+DAuHKfbF/taPrU25jk7yF6gr9LPWsz5cDAEBT4qo5y+P5nUChZultTWJWYRn9ylZHV98UKQCgOfXYqvlGR/kAACA5Yb/Q7zYEAAgJViK4tjVKcb48LcHeqUf2CssBSmc5J4lyX7D5Wkl90ycL0z6Ea2cNh1lSXha9Tm/FidetAADQUYmWlsKF5z00V1+Uw7VFIpJXZmw4v0aLfDAVfLm2MPPqCvcjFzMfX6Bpuz6q7AJFZ5f6HsiTtogSDlGX7ijqUd8Tf3p0uf62/DYAyiP05jrdwdsAaE0IsrdedY4PAJC9DbJS236VTqfT6fQScXN7PRy/19st8tI577XrX4o7QBc3wn914Nmre/0273shAAA6RJvjcCCOTqef91pqt+tGNQCNZTEbqEtD4uS1h8urO4As67yDgd6+m3R6RkLwenv38ykfyatQuHZW5sd46uquCz2xabXjmVc9hq8WbqjrXJtzJfK/+njOtSjM2XxVt1n6RzW83KupvS2tpaMVf7HVSMdz/+nt6xwO3iuTE0rRaWHAid9K/S/LueqkvWrLtiVL2wEA/Ke7XFZtfJuduFrF0NjKcKnB4jm6DhfeCD/2zVr6EbKp5S1mK1DsgqaWbH8D8yVL9YyXGqiqLd14rehdR0fhdX8rA5u9Z3d7rlr/HOno6oM5186OrEvrLY2cDp4LXLVmWzIHfP5TpAkty05+ftxRj3bqlQgAIHocarHlWE55RrC9VuATxcO1mhG3wUhj8RIDzTmGQQ+J90ASu2kF2f3oWzo9JeG0h4bWuZwOoFC4yoXf3UR19E2tAABUxW6nGexI7AAAgMZ7W7RXnE4GAIQEH1IeuH6S5MkKXdv9zwkAQIJyPbnWPwmy1dXRM1i8yMT1cGZ1Hz+5ytV43VfL6djrT8YmQBrutsgj4oNnVEcNIz/t2fWdlktcY4ubwZefXJlXXV0OXJbW1cRsUjfwvs3NvWS+4UCetJkbH2JnfhLp8bHEqxB3bY9X9QAA4rydjudtCWjIDVy/fE+CCADQXpGxw2C0ylIajUaj0fYk8ZsaOA93rrBPYrN3GVP8rxdJ0fjlpgdwUV6gz/p9LwQAYCGm46eoG9NoNEsDfdc9t6CatkbonqfqWE0KjUaj2TieLHwPaoqjbWaNUTem0XSmanjd62Ecq+A513os+37IWgcbSwOrjVfprI8TW1WMMJqGZRze/adCzNI/g2tVVqC1+oZrBe8BaBGVvDi11c3RUt9szbmEArnvhMLh+pdm6dYfzNKTDi33Xf/i9jk9VYco9ruOjpq4rUuWuh5ly/HUWR8XZGXlHsbrBECxcOU9sFxotPUx1tHRURDprqe/MrmxU5aXdMHflmpuZuN1JLlM1gmA7JvPubby0p6c3mpFNVvmsOFkOrvqM3/ZutLTAStolsssNh5PLuDJZC9C3APiy1sBwEPsNQ+kdN9NCl/Q1NnRwUs6YDDL+p64vZOfGupLs6TRLKnWZvrzzmQr+MlVLvatjZbdcK28GkA12vO8AwAAWp/sWeJy+hVQTrh21twJNLbYeA5pAEDp5lwBAAB0dXbUlB220rXxi2sAgIf1MVyrY3y0nD+DK/9CT7gKU3astbG0sHAIuJhWLAJ/9+Tq6hQUJuwC73lxHtp26/22mO8Nza9ok73eT1XzSO1BrtKru5eZHoUBAABwEoOM1pynPw7bvNznTRUAADTzkw64Gt/AP51fx7q3w5n6sBpAZ10st1y6c3yF5bEs0Jy71WvdvhcCAFgH7dS3P6sCAICOPB+1+ZvuEeLSGwEerkk92CCmn3Sysn8iAaD6paO22ZniT/NHioRrHRTqYehx6G0HALLne/Q0KNEseRhVt9cssTxI/xhTH8M174LzslUHyj465lYXHFujaxl4lfsegHeSq9uX2a6/Xg9AW+EFU1WtI+k1QAngitzbaungS5d8drA57ai63sYE0XsAAPFw6wpP/5Q3d6zVVsfx2gEA+C0vC+eNmTIAAGhkXfcwooZmdncMRcK16vlKdbvgJAEAoCHv/Apr++ikRxtNjU+nNAPQnrjbTMNmZ2kDaKyWfVO4NqE3HXSNI/MBAM1xWw20XQ8xGno5rfzyej2TbefPeurNVl29Y2fgZlftaaO07Pc9yBMDAIwVDVcAAGhO2TBf52hyj+gFN6mzrW4SSgFX6PYmS8d1aZUAgNr7Oxw0veObAQCg7paP2trwXKCMcG18dcpF337TS6R7fFJGuAIAQHvyQWcbu+M8AIScPoZrTayvlvPxNz18tgRhbos8LuZ9flp70m4bzb/1cy2LdrLffY5oBgC05lwKUBk4eJDD/pIa0F6dun3JXIejb+UDdQsat0JD2/VCiRzpbZKUXUsmqxg4ugd2mwO/47/c62gQXf7p8+tYd7Y7UG5zAah5Ym2gPWeK8XV+C2jK3rjaO+g5HwDWfiuVzQ+EAABQR/dUXeT3gCspjd223D6hxzgrpp+wN6fehAAAbZlHbDWcLn8sd6RIuFalrDGy9LqJAABamdG2aqons1sAALWFp5ZOMIwu/zRu9jFcC8OczFcdKG8CAIBG/NUeB0PrXTHd+dMWxn67ZZahOQAAIH3uqTljx9NqoARwJeK3UO190uQVw2rQmMj9twrrQV3aWhWdfUnVANTH+bvYB96ubOSEmGv6PRACUHXVx1jfJ5z3HoCuugcBy/RMQ/APqU9FwrVLetld3/XoawA6c856aNjszXx1cYm2121eOwCg9JLbEuPVGfWgqUb6TeHanBI8T33D00oAAMg+ZaNvuS2vtvX1xd37H5QBIH31JjkfawUAFISv1dHflliUfefC+ROhR0OCfPRnjlrifuJlqQwoDq7vZbz0hLtoBwAAQDdXqequS636OBEkvO5qoOeQkg+gAAAgAElEQVQVL/8ZpejVwgC9s5Hq4JteBQDoZN7yN1T3ymoBoPKVhz71bI4MABCsTAuawHvenV2uho5bknmfEhlKBVfOm7hUNhcAAKoyNpupup/OagOAg/YxXBuu+2g4HU/ucUQSvkLFPbIQAADa0fjEdKISAND8JMB6seWpGgBcbL+wWjhm5fL9EdwmAADoai46ZDLte43txVVdAHRJGPc3OhkvplAoFArF0P7Q3WzxJ5A1PN48a/Bs06iy7kNtlVm7yOPmd59N2XazQFL+ZN9K2l0cAFAVtXzBBOqZCgBAQ7af76aDSUIAiKMWk6YsXEKhUCg6c5f5XUMa2t+h99eoj1fVp1AoFIop9cgrriwrzM3W/g4EAAANrKsO8y1uYt0RKHa1cOn1ILPFmhQKRV9HzeP4q8r3AADprVUGBu5XhZ2fJrn6DK6VzAdbKBTtuePHTJyx2MT29NPi9Auu//nut1m65pbmJhRTK7+HbPHrSAf9RUYUipH2Atvd9+SWr4o0Sxe/DTKl6C2cMnb8JE0DSuC98vecdFezKV5xAgDaBS+P2C0mUyi6Jvb7EvlNAHTxkvZTVPUoxjo6Vuvj2fUAgEbeg1ULtLfFCz62uGKLSNQzo5cb6BkbG+oYWJxKrQAddfGBltpLDCkUstpSi+MJnBYAZNJvnBZ+J4vdTNHUJ1MohmpGNmFvRe+B9LDVlDn+CQA0pUQHmGkYUCjGOuq0E6+Fn9YOdrEOO+sG0xWcFu5o4t/bTV1kSKFQKKpG7tHZ/FbwvvBusBWFQqFomKw5VSLtbjcFwrVJ9CbIlKKrMlneb7ffZrY1cR8FueroUyjaeqtPpMjaOoGSbcVpyDo9beB3Q2foWdPMKRSK+f57DQA8f/pEeeBam3LKwnSxEYVirGPktOcKXtMG+nTO9X3x7aNOFMMFk4aPn6Vh7LL5Kb+KcW2/HUV/7h/D/pinbeqx442g4umx1cbaRhSKvp6+e0xJBQDA9gtp4bamysq6hvYPg9P7ehlPXN364Z5rqeIxGQwGg8FCxD29iwEA7+ulAons0+NzZ2uNiIBYDLlwWWN727u6qoqm9u63lTS8AwCAzvc11dV1LR0AdNRLeSibyWAwGEx2xbsuAABof1fBw+THGAwmv+Z9Z2tjZUVFUxsAAHR1tdSJhHUfBiUF73PtapLgLAaDUQYRdd3N1VYtFFQ2tPU8q8/g2tZciTEYLAjDUYTFZAmrm5qqxQSHg3S3JguvagWgrYpXLr+cVR9mFRQI187WWm4Zg8lGcQwtZzIIWVVBzH5n53OsZnlfa5egLAaDyav8uHqwVYywGAwmt7LbCr7jfa2YJ2nuMamo6ApNXdU8lMEoQwQV3bdUiwQrL2Mwyti8CnnP6It9ru9ECLOMwSiDBNUdAADQXlcpltS+AwB0NVdx2GUMBgPiVPSci+3qfF9bIal9192VFTfn2tVSJykvYzAYjHKePGvW2VghH4VYwqZPP1sVCNeO1loOo2e/bQIAgPfVcBmDwcQbPjSrUsG1o7GS4HAIhF3GYDAYjDJuRQcATx4/Vh64gq53PIzNYDAYTKzqw83Rl6uFmyr45YwyCCUwuJzBxqrftzVJuSwGE8IIFGIxYKK2FXQ1ShAmg8Eow4Xdc2/9FZoUpv4KTf8f6qxNv3PkYlr135/511I0XP9e/RWavooUnhb+WykVXHuVUqWFe9W/skLT/wFXnH6z9K8ib2/vflecvlS/WfpXkfKbpZ84caLfLP0fSvnN0ntxxUnPZa37l2vVqlXjxo3z8vJSdCBf0oQJE5ycnHx9fRUdSO/y9fWdNWsWhUJRmgjXr/8H/+zr62ttbT1p0iSl+Tq9yMPDY+zYsd7e3ooO5EsaP368s7Oz0jajr6/vjBkzTExMlDlCTU1NNTU1ZY7Q3Nx8+vTpyhzh8uXLx48fr+hA/lK+vr5Tpkz5M1wz89n7/80KDg4OCAiYNGnSnj17Dh48qOhwetGBAweCg4OnTp26bt26w4cPKzqc3nX8+HEVFRU7O7tjx44pOpavoCNHjnh4eMycOTM0NFTRsfSu4ODg7du3T5w4UZn77aFDh6ZMmbJ+/Xpl7rcLFixwcHBQ2gt94sQJMpmsr69/8uRJRcfSu0JDQ11cXObPn3/8+HFFx9K7QkJCNm3aNHny5AMHDijnzXLs2LHZs2f/Ga5lsEjyb1ZVVRWTydTR0SEIoqKiQtHh9CKpVFpVVWVgYJCcnFxXV6focHrX+/fvHRwcIiIi3r17p+hYvoIaGhru379PoVCampoUHUvvqqqqYjAY2traHA5HafttZWXlkiVL6HS6MvdbW1vbyMjI5uZmRcfSu1pbWwMDA7ds2dLW1qboWHpXU1PTtWvXrK2tW1paFB1L76qpqcnKytLT05NKpTKZTNHh9KJ3794tW7bsz3AtZQugf7NwHM/KytLQ0CgpKUFRVNHh9CIYhnEc19XVTUhI4HK5ig6nd0mlUmtr65MnT4rFYkXH8hXE5/NjY2MNDQ2FQqGiY+ldOI5nZGSoq6uXlpYqbb/FMExHR+fZs2fK3G8tLS1Pnz4tEokUHUvvkslkmzdv9vX1raioUHQsvUsoFIaHh1tYWEgkEkXH0rs4HE5SUpK2tjYMwwiCKDqcXiQWiykUSj9c+1r9cO179cP1n6sfrl9F/XD95/p3w5XNhgm+UCqVSiUSiUQqFQkJFGaz2RCM8yUfDkskEgEHgdlsCOHwRd3HhFwUghCcK5J9PE0sIDCE4IllUqlUKuBgMMSGIDYbQrkCkVQqlUp4KBtCu0+QSCRSiZiHwRC7HMY/xSCRiAUcFMX5ou4jUqlYyMcQNvvzb6VQuHY3hTxeqVQqlYg4GMRGcIFILJFIpRIxD0f6HK5sCMX5IqlMIsARmM1msyGE4AklUolUKhVycUje+B8aWiziosoNV5TgSyRSiUQqlYi4GMJmsyEY4Qgk8n7C52AQG0IIvlQqlUilYgEXhdm8voArG0IwnrC7FXk4AkEwwRNJpRKJVCoV8TAE+ryzwgRf3H0b8QgOjqV/e7iiHMGHphNyP7t52GwE5wvlvVTCJ1A2mw1jHJFYfqtJBBwMgiAFwpUNwThX8OnOkkr4BMJms9lsGOcJpVKpVCzAEUiiXHBlQzDKFYi7+4CAi8CQVMngyoYgFOeJpVKJVCoR8DAEEigerjDGFcpkEiEXg9hsNgTBKEcov/AiAYFCxLeAKwzjXJFMJhFwse4bFUYInlgmE/M5qDwMlODLL6VIwEXhP6MH5QikUqmYT8DsL8EVJfhFcUcDl9vb0KhUCyrVdt2+x3kcqYBgFSccWeliZ2NFtbCgUqm0wItZZdxqLuP+WT8rS6qFBdVuU1g2BuU8u7jJwc6aZmlhYUG1dPS79izz/nlfB3s7O7vDt9LYKAdBcB6aHXNok52dvYvnybd4eXr8WV8HO2salUq1cl8flk5wBcKS+8d3utnb0CypFhZUqsvmi69TnoQGuNjZWFItqJZWa/acpTPFHPSz76hIuKKEsCwtfO9aKtWCSrW0trW3X7Xp0mu4quTpTh9HC6qltZtvxPMyAQftS7giHCG35NVxPwcHj0OPsxgYhyvkMZ+G77aztKBa2e6+SueJsbS4M772tvIr6OJ58jWMVFXIlBOuKMEteHhypYMllWpps3pnzFuGmM8lUNbtEGdLqgWVarc7IoHFE5Y+OW1nRaVaWm04GpMHS2Sibw5XBOfirJzIHTR5Zz16Jw0l0MSwLdY0KpVmbbcjIr0E5mBw99kwSnCIhLNrrKhUKpW2JfRWMVecm/lt4Yri3PwHx93sLalUms3q3deTGSLOh4EJ44qKnh/c5GpBpVq5rD77pEggFMOptwPXWFOpVCvHNYfuZoq4mMLgimB8qOjhuW1UKtWCSrWysbN3cT9yNxNDMYKPPI8IdLWzd1lz8HE+XFUho9GUBa4wSnDK828eWWtlaUGl2bgE3yguR6orK5QJrjDBwYtfRnrRqBaWVh4HorOZ3EqpSJFwhREul5MWu8fewW1H+DM2B8NwDpp3f4erDZVqab855Fk+IRNyvzJcYZTLwd5EB9g7eOy7nARzcQTBeQScGLbJ3mHt0RvJCI/g4ljho1N2NCrV0mpj6PU8WEJ8uk1hgicofBDq6uy8/ui9UhyT/jVccUFF1mHTGaTvFmw4HnHl9J5lKkP+MNgQlwlxiiL0Sd+P1PY4fTky/MKF8Pi3TGbx3UDK+DHTTDcevRF9caeva8CdF8/PrRpKGrBk9b7IK5FhFy4/yM14dNhxCIlE+ok02nTb8xKMI5Dg9AiL6aNJJNIPg2zucJgJIba/kYYu23I07JDLuO//MAu8jTcWnaTOJpHmeoecuRgZERZ1l17+6uDSyaSfNbefu3hyp9P0nwfQdt8twvl4j+ZVJFxhlCgvfBF/LSws4uKF007zSaShs0/efB56eMemQ+evnN+tP5I0Zol7XI5QzCf6BK4wxsEL38T46k3+nUQi/W58/lWpVIq8DvOeNHGhfeC5PVbjBk9WOfm25GmI7S+kSU47T12Lirh09WkeBFfIlBGuMM4l3kRZqI2cahsUdthPfQRpzvLQHER6bzdVfb7xnuhrV6OvPk7OZ6RecVWfrr36YMg6yvhfR646k0TIKm/d+IZwhREMZRedXa2npmV39Gbs1csxSRlF6Ze3TJ4yztz/8rnNRkMHDHQ6+rwc46EIBMEwxuE8ObZCe6b2lvNRV69eufeUXk7wsr4lXBGci7+6aLZoxHT7veGHt6oN/26u27HMcikHhSCUIyp+eTg4wGf/2ZiLB0wmkEboLH+YRA+ynTpI0yn01FnneaRBWs4P8sQiroLgCiM4VJaeePvChbCLly5voIwgkUgrI/K4Aokk/6aj2kwSifTdsCVnU5G6qgplgSuC8tDyZ0ecRk6atuLA9VCP+b8MGb7pcnZ1Te3WLUoCVxjFMOar8+YqMxc47j+3zXLCsGG2hx5zJDWRFxUEVxjFieKYAHuVUT+SSN+rrr3Elop5BfHrKPPHGaw7vX/9wlE/a3mdK8SrUt58NbjCMIrjBVFbLGeP+I5E+mXJluuIVIjDWefXGk0ZQiKRhlgExXMqxUhKlLPadG3PgyHrjMf/OsrzTBKT4KIwBEEoh19+/4jX4vG/kUik8bSjBTxC9gW48qXZx60XDRrrHF/Gr6uvy7sZqDKIpLEhOivn+rLBY3TW36rsam1uqK+rEpYln9T58efpZsHZsooqiRhn5hfAJS/Pe44lzd0Wx2gFrY119XV10KNQl7Gkqctslk6epbXrXlFFNXwv0GL0zKXLdGZNG+9wh2AmhjqPIKmFvOU0y+6b/zRgvM6+wubS8/Zqg0Y5P0Kr3re+q6uqrqxM20+ZM2SaV1pNe1XxdZNBpLHUvW8hGbfHWKTwtDDBFUhl1cLcKPIfg2fZHSmAWRnZuWW4uEaCRbmNIw2fve8hXCni9gVcYYTLYT07H+BoRLU2VvlpmGl4SrkYzQoyG/SzivMjdpv40bbhg35T3xv7MtRl2GizyFwpaH9XUyFAIUiilGlhlCMqvuM36VeSmt9drPCFp8r346m73qbE28wYquVxNikjKyefxRWIXoVaDB0yLOCJtDovljaVNNRiby5Wee/2jW8GVxjD8dKEEM3Rw823xabmZOcWwwI+/nC3HumH0RtusfCnwYuGkci74sswAYZAMMrhFcevUBk+x3Lf4+TMnDwGhBJ8Lp6e/g3hinGERbc2T/iZpLE9jih87j7/u3EWO14xK3gYBMEIyipOy8opQYQ1FfxbvjNJI+fuPHvReTbpN8rOLEb5eecJv880is6USHiKTAtjBE8kranFnq/VHjtUzetZKU9aWRK1hqxm5OayZPK4ieQLaUit0sAVRnEuXBSxajpp4PzDL7llMesmDf7B+Qy9sqZOWeAKIziOPQxa+vvQCYFPK9pY9xwW/EZavDUPlV65dFEhcIURDqf0kZ+pmesKq/G/jtNbHw1XVeVFe08c/L3N+aImXu5By3GkibSbGXh26tuvBleEwAvvbTQ2W76COuqn8SbbbyJSEZoZ473UZPkK88HfT7Y79JBbJXl5xGLY0BGBCbLqvFjqFNJQi710BpeLwRDCEcCv9tnRXFztZg8fO8fhRAH3f4HrGLvYLCZHJBNk3XZS+WGwxZ4XKddshw2fSvY6ExUZfiH6ZXrB86NWpF/H0469rBARbDYEo1xxBZIU7jWRNM7E50BkdOTFS3G5BDPhhOto0mSv4H22OlOWbnsghl5vXjJq9vLAQGe9SSNt7hDMxBMrxpIm2fqHXjjgOmHoRJsT6Q2NhacdNQcN0txw+MzFyIhrd16Xi7MOm88fOHLpzvCwYwHL1WYabI9MLBP0ZKsSLGiCEZwP3/c3HvDziBXh6TwugWMYwRHwil94aJF+n0u7mSvqqydXCILY5eUoH6YfdlxAGmgSQYc4jNfei0gjdN0fltQL0k5rjR2nvvPSs8P2v5ImOe04ffvW7YdpDC4GK+ecKwxhKDfjwmrT2QN/U9XWGjZKOyi+DE/YOXPM77P1afoaC8aMmu159vn17Wq/DRns90gGiJerFw8cYLIzG674hnCFYRzHM8LcRw0fssjYTl915rDxmgHXU1jMJ37aM6dNmqw6d86YhZ53siEuB4UgCCaEeGKo5uTfJ2uaLdVSmzhiosXOmHKBKCfrG8IVhjGMk35uFWX2oN9VtbWGjlocdCefL8TleWo2hGAYhhN8AZO+3vDnX6dRYoqRl6fXaY74ba7u4jHDptsdTMBEHELBC5pgTMRLO7928u/f6e6Ix2VV6KsTxlPUfSPuhjjMGDVmqVLBFYJgjIsW0qPdFk6aPmfugqnTphrtSGKgtTWVSpIWhmEEx9AIzwkDR0/Y+0RYSyRtM5ryvfq6LESsKLhCEASxyyEIyo/fOeWnEYvXRaM1tYmHTMcOJLmFF0qFxZFrtUjjll1Nhb8iXOWfikDsrOtbxn43ynj7TUjERdkQirDeXlwzmDTB9tAjXrX09sZ5Pw8e4ve4AhAvV+kMGGCyM7mYw5VP9LDZ5eUI6/UJzaHDZ9gd//+AKyEQS/Li3bQGDDDb+TwlxnH4oKFT1JdZ0SypbqfvpdzfZ0Ia9IfN6ddVfJwNQRCE8iRQUsS6aaSB0zTJNGuarVPgY2bZs5PLR5MmeF18cGaD7oylG69dC5o37A/PC/fPe2uMHWZzh2AmnvT4gzRktq4JjUaeOXaYw54bxYLSC67aA38er0VZRqNZrgmIzBXnH7NQ+X3gVH0jw9kjhyz0PJWHC7ift63i4YpwReX37KYP/89kx/g8hEARCCFEnNzI1dok0qxVF55jfILowzlXGOXJOGkhdvPkcCVKX3mpkIYvXnm/uI6ffkZ37FiVrVFZj8I3ONjbWBnPGvrDsKVrn+fh1VUVSghXCEG5jIzL5zcvnjxPQ2Pq6D80994renth9bjhP5sdSalkv966dPD36t5RYXt0J/w4xdRnl6/DnJGkUZZB2bDsW8IVwXHsUZDRL8PHeEYzakpuOy34ZYDxbnra8wNbHTVmqSycMnyGwYorbyAUwxEYwniigut+s0aSVP3i+EheqP140mRqNB1nFGR/wzlXBOWWpl86t0ln8jwN9amjJ2rvuZFZjsrzWnIRIl7xjc1kEmmy44kEHof54sFhy3mqi3Tnj/h1xIpDdwohAQdXJFzZMFfGSw40nUYarH0uqVzIyzrqpK5DPZRfwwuznjRiHOVKobCxWmapJHCFYRyBy7LubnM1V1u4aM6o3xdZbrifiVVXVW1RJriGe4wdNHr8nkeCGs6rAONp36uvy4JFioQrhHB4RGFc4OQfu+H69ABl7ADS8gv5EmFxlJc2adyyK18drjDK4+HZsRvHfIQrjPH5SHL4qkGkCbaHHnIqJbm3d6qM+n6Kmc8uX4c5I0ijaEHJxUQ3XCEE5/CgN8c1hgz73+FqfyOnXFhRh7wJMxlLmrv6Qmr2NYvBY7R8YgTv6qsrKyqERGaU52/fDTPYeAOrFGAIguI8aSWSdMFzLGnO5pv59e/rK6UyWWX5o2Muo0jj1ka8yXgQsGDE6Nmzxo9U9bxdwohyWzBaDtdjziNIi/Ylst81YWdtRpGGzDqSnHd5hcagUQ5xTGFdfY1UJBZLUw9Q5g6d7pOCMG/5qZJ+Vd1zt1AkwuEeraRouMK4gJN61mPsAJJqwAMM4yAwLqhgP9zrOJo02WXvXaZMwEH6drUwypUSaSH280gDTSPSYBGbvkX3x2G67k/KmoQvD80cPUzbP04kq6qpramtFV9dM/mn//xn5cX8htoqGxulgyvGE2dHuo/6z+9GB58gRXEecwf+R2VlZOjWmX8MMQt5XScrCffQIE2wik0vpl85tHXzZt8V1BnDSFOdjhQQNfduXf+mT67JJ+x+HTneM6ronTgtyHzWdws997rO/WGQ6p7nxay4fXMHk4Y7nMiHRFKZWCiRIQ/2zxv/k+rWO2IxHL/DhDRE73hiKaso5xumhXnirPAVw3/63SQkASm85zZnwE9znW6k86oqJUIBB2Fj/Ar0xXGP8aTxVn7XGHUN3Fen9EeSJlkfz0WyT5lNIw2ctSOOWSXiKA6uMCYQMOIPaY34bqzT6RJuVXnSmSW/kobNpriuddSc8Psvv4213HyhRFxra0VTBrjCKM4pzwm1GfX9CMr57PK8MJ+R/yHN3hArra7127pFGeAKwQiOo7Eb5w8cO2n/M2kTlLBad/SvhgEFmCxakXCFCS5eGL9j8o8jdNdfxWpr6accxw/5fuXF4mpewYnlc0gz7O9mc7Pob77ygiYuln1905jvRlECbiMSHoZgPB6cHOE5iDTBNvgRIRMQOPNp+D75qDJ9GGmK05F0llQqEwn4BMyGMZwLvTmuOWTYDPsTRXxuheSLcA2lzv91OO1aNpvPyji2cs7AkaoH4wvw0stGPw9ZsPxsMReDWOUQirMy49znkH4ZZxySWCgmoJyHYaGP3iae8xxNmrI6LAnjY2wWzJUwHx11HEoa4X4hCcKeeUwhkUg/Ufxv4XXwabuZwwZa3iaYz446DiHN2nojnc8tO243auA0q9iy/AjHRb8OXnYptQTF4HIWypOk7ifP+HWcywMWpzThuOagH+avPJ4BSzjKMucKQQhHiL4JMJpIIs08mFiMcng8UWn8kZVTv59oFxhbJOZh7HI2BPUlXNkwLoDf7qfNJP1seCapVCIovbZJ+/uxBsdfoCkhlGEjZu+NeRZ/Pfzic6aQmxKoNeqXAQv2PSmtq660Ub4nV4wnSbngNmnwr57RxeKy5EDTQaS5y2/dOmU0cfgM57DSwic+i38bSd72vEgokVTUNlfkXtk68/eJnheeCyqrbl7/dguaYAzHS+N3Tvp9mO7WOCjnms2cX2YtP37YQ2XUFM3zGbWSt6d1J303wik05c0176XLvIMfIeV3rGYMHU7el1nwdp/lqAGqbvH5kuK8zG8HV5wnfnvWdeLgX9deLZWUvfU3HkCas/wm/eVJJxtrx+PpUvaLMJ9ZP49btikyV8Tj8sSlCccNxpC0t9xgYdzbW1RIwxYE3iqoEnEVBlcYF/EKwtfpfkcasToiCRILywvp8dEXzp46fiQkkDpzwH9+nbr6eDwqrbGxUoonVxglcGbOQerQwQus7pS+4zwImDLyx+lel6WVSrSgCcPx7JiNfwwda30mC3myX2PEDwaBt3FZzSVFLWiCIAiCUAzKubVtPGmwhlckUyJGX59a8sfg+RvvlKfedJr1w1T7w9mcSvrXW9AEQRAEwzjGTov2HU4aarA1hiUgEAghcGbS2RW/kEZT992DhQQMwQRfKh9VZvw+ec3FV+XlCX5LzZdvjMzmc3AUK3txeOFvAybTjuTimFT013DlSXPOu5HHDZ84X0NbR23+lEVLAq9mcHg8uOCay4SxYybP0dDW1tLU1PE9k8XiQW8iV5tM/2PWIl0dbR3a5ht5RcnXtqsPHjVl7iJtHW0tbaM1UQ+TLnhNHzzTN/I1JoGu+CwaPEV7773SygrGOXftGZOXxxHMF+d95w8ePX2Bmra2xuw5c/yj8gTVxRGelPHD/5inpqGlraVpsursq8RwF70/5q+5X8qtguj77aYPWeR2gw4Je9BVsXBFOELkTQRNZfg026PpLJzDF+I5t1frjf7t9zEL9PT0FmtralkGRCZxpQK9PlnQxMHLk68foGqpzpw4evDQ8XMWLbYLfcTLfbTBWmvafPUFU8c47b1binILnkV42unr6syfNFrLL/wFAyMqZEo554pgGCt5v+OCabPUtNQXztCm7L2VzcOZiaGrJkycoao6T93c9UoKgWbf9KIs0VmsMXemluvOm6UcQiISfNOtODCCclg5MQE2IyfOUVs4W89p88M8ATP1ipvmmJkLF2uqzFCx3hiXzS56FaxGGqi9Iqy4mpcdsXnm1GkqqioL9c1OJpTxefzMb7nPFUZwhPlmn928qbPUtNQWztA2PXg3n8AeuI8ZOW7mluelT/3NJv7228h5Onp6ujpaWlT/8LhrB2wXTJ6trqE1Z9589+OPWDBOKC4tDON8Tv7jzSZjhi3xvZ+NcjkIjOB8kUQqq6yqZJ1xnDd1llVMIb+hSmnSwhCCc7DMB0ct542dq6arPm+yllvQsyx2TZWyzLlCEAQjKLc898p2m9HTVdTnTVlsv+1JPq9CJlbUVhwYITilz/YuX6a+YPrIIcPHTp2nabfldkpRVvj6yTNmqy2crWJgG/UGE4n4r77eVhwYIfCiRzscTNTmTR0+ePj46fM1XXfFPbmx08540ZzJwwaP+GOmitaqQ48fX9m0bKnOYo25M7Vdd99mivhQQYQJadBso5A8cc65dQ6ai2aNGTZs1MTZ6stWRSfDtpbmvReRgGF2WUlRXm5WGj0lhZ6amV+K4BwchdlsZkl+Xk5mOj0lhTtnu4kAAB60SURBVE6n07MLWBBCEAS7NC8zjZ6SkpKWU4KgCJtZWpiXk5mempKSQqenZhUxystK8vMKSsrKYRguLyvKKyxismEEZpcVF+bnF7MgqLystDAvJyONnpJCz8gtZKMEhrDLSoryc7PSUukpKSn0tKwCBpNZUphfUMJiQygMMUsLc/IKy1hsuEdeWMFPrjDMZpYW5OUUMtkIDMMwDDEZBfk5uXk5Gal0ekoKnZ6eV8zEOX20oAmGIWZJXlpKakZWTl5udnpqano+A8MwiFGQkUZPzcgpgzAUxTC4vCgnNSUlNTO3iI0TGKK8RSRgFIMYRdnp9BR6amYBA8EIDMVwhJmXnU6np+UWszCCg7CK5R03LTOfiWA4hvB533yfK4xgGMTIyUyjp6YXMCAcxzEMYRbmpKempKRm5JdCBI7B5YzCvPzCkjI2ghFoeWFuZio9NbuAgeIcLoF96wpNPZsuS950CKs4P7+gkMFilRXKe6n8ZktJyy0pRyBmfmY6nZ6Snl1QjhAEhqAKXNAEw1A5syg/J7+UCcEI/NlrbEZRQX5+URlbySo0wTCCwIz87DR6Mj0ts5CJEBhaoWRFJBAEwyBGdkYqPS2jsAzCMEwkFChunysMs8vyMtPoaRk5ebnZmen09OwSFspBy/Oz0+mpabnFTATDeRziq+5zheFyRm5GWmpaZm5ebnZGGj0jt5RRkpuelpqemZuXm5WRlpKZz2AU56Sn9hxV2OVlRXn5BUVlEMwqzM6gp6Zn5+bmZKXT07JQrtDUxOSvyh/CCIrhRLdwHPvQnREM/3iYwDH5egj447nyIzCCfjqJwDEEhhEUJ3AUgSEIQlCc+PCGCIrhOPanf8Fx/NOrn30YjGAYjqMwBLEhGME+vc9HKXrOFeqOC0U+/tnzSxAEjqFIX6aF/3Qt8M+vj/yKQPCHK/ihPZUWrhAEIWh3F/zULT8cwjEU7u4aePfXRWCor8ofwggqb1UMRWCI/fl9gcAQBMEIRuAYishfxHGcIAgcwxC4j8of/lfTwSiO4zgKw/Cfe2n3PUt8bEbFlz+EYRT7OOZ89gKC4fJvpFxwhbpHg4+9AlLK8ocwgvXotwovf/h5V5R3VLjnDf4tyh9++IBPDYH86Qj8X6MKBCEYgeMY8t8xyySSXtLC/3ZXnOrqarkrDofDqaysVHQ4vUgqlVZXVxsYGKSkpCitu0hra6ujo+P/MVccExMTpXXFqa6ulrvicLlcpe23VVVVS5YsSU1NVeZ+q+SuOG1tbXJXnPb2dkXH0ruamppiYmKU2RWntrb2oyuOclpI9e6Kk5JZSv03y9LSkkKhDBs2zNzc3NLSUtHh9C5LS8sRI0YYGBjQaDRFx9K7bGxsxo8fv2jRIhsbG0XH8hVkZWWlo6MzatQoa2trRcfSu/4t/Xb48OFK3m/HjRunqqqqtBfa1tZ25syZ06dPt7W1VXQsvcva2lpDQ2PcuHFKe+/TaDRDQ8Phw4crOpC/lI2NzZgxY/4M15wi5MK/WREREUePHp02bdqpU6fCw8MVHU4vCgsLi4iImDVr1q5duyIjIxUdTu+6evWqlpaWh4dHdHS0omP5CoqKitq0adP8+fMvX76s6Fh6V0RExOHDh6dNm3b69Gll7rczZ87cvXu3MvdbDQ0NT09Ppe23V69epVKpZmZm165dU3Qsvevy5cteXl5qampXrlxRdCy9KzIyct++fTNmzAgLCwsLC1N0OL0oOjpaRUWll7Twv1oVFRXy9BqGYVKpVNHh9CKxWFxRUaGvr//mzZvq6mpFh9O73r175+DgEBYW1tTUpOhYvoJqa2vj4uIoFEp9fb2iY+ldFRUVJSUlWlpaOI4rbb+VyWR6enopKSnK3G9tbGwiIiIaGhoUHUvvamlp2b59++bNm9+/f6/oWHpXfX391atXraysmpubFR1L76qqqsrIyNDV1RWLxRKJRNHh9KKmpiZz879YLfzvleIXNP2d+v1c+179fq7/XIpf0PQ/SOkWNP2XlHBB05+k6AVNf69/t5/rv1f9cP0q6odrH6sfrl9F/XD95+qH6z/X38GVjXAEQqGouyw+mw1jXL5IJBIJPxTKZ8M4VyASi4UCDgpBbDaEcfhCkdxmg+CLhTwChdhsNhuCUUIgFvE4WPefCMYTikSiP58gEgoFAoFQJOLiiPwcIY9AIDYbgjEOXyQScDAEYvf+ZT5K8XBFMC6PLxAIhfIvKPcqFwiEQqFQKOBgsOLhCiMElycQCEUiEY9AIQjGCJ5AIJA3vkgk5GCwcrriQBAk3zjAFwgEQqFIwCdQWO6XIhQKBUKhSCg/AqEEVyhvcR4HhfsCrjBK8OVtKBSKRGIBB4NhBOcKhEKBQCgSCbi9dF4Y4wpEIpGYz8UJ/Fvvc2VDCMb7EKJIJBbyOD0Nn2GU4MuDFYr4HOzDMZ5IJBLycFgZ4AqjBJf/sd9+sByAcS5fJBKLhDxMKbfi4Bxed2/lEgisjHCFEZTDE4o/DLDKCFcYIXhCoUAgEAi4BMb9yvtc/4ePx7lCkVjEJ7o/DMG4fPmQLuTiCASxIQjGOXyBUCAQCHhcXCoW/SVcYRjFidSzq11sLIOesiAURQle+aOTvmaGZKsVJ96iGIagGF5y++AqirGxk3dYBo/H57Lij/rYU7c9KIOL30R5U2x2X0piCblcLpzz/Lw7heZ/9glDyCUInJX7ZP9yMpnscPDKq3IRj8OFc19c9KEYGxmRyWRDsgn1dGJZydvYdSbk5XuvZMNSCcF6HbnViOy4P+Ytxif+a5fbZ1IwXFEOP+/xjrU2ZDKZbG4bfCebyxcK8x76eViSyYamdh5XU3Ae0adm6f8VISEsSwvbtZJMJhsZmxy8myeAi24c9iKTyWSyMYVCMaY6hNzNqa2uVMLawhAEoyha+uSMjYURmUw29Qi4l4FK+Hjy1R0WFDKZTDZy8Y99W1YpwHPuBJsYGRqSySt3h2eWi2XibwlXGEZRtOTRSZoZmUw2MjamUChGK4NvFTNZD0+sMTIiG5LJxuuOvy2AuD2chxGMgBlvjq4yNjKmrA++XsSVfFOzdBjj4Ckxno7yECkmFGOrTaEvCzB55XGEEMCpt/xWmpDJZLKJ1YaLL7kEjnP5efdCrJdRHAKuFqAohiCKhCtKCMtSL+x0I5PJRsamh25nwSiOQAhHAD0+uX6ZkfEyx8D4PLi6UonM0iEE55fn3DziQyaTDclGq0PvlUKEkpmlQzDG4bCyo3baGlNWn3mQifNwkZLBFUZxAmFe32tlSCaTyaabj98rE0jfvuozuMIYV1CacGa5lTF1Y3gWG8FwLp/9JtTHydDQkGzpcvJREZ+D41ze8/NrqcZkMpm8ctv5InHtMpO/hCvO4Sf6Thn6I2nZ1TKI4AhE0NMN2mMH/fg9aYjKgWewgCAIXsFxu0kkEon0y/xdcYyqmvLzrrN/Iy0OL0HyHuycSfrRZMddZoVIKEJSbm4YRyLp+V4urhILuWjqtc2Lfib98P0P0+33p8IVUilCj904jvSbzpqj8QnXVqsPHLfAMfbt6wMWU0i/LD6RxBKUP/WY+eOv0+2vZEAc4m+aUpFwRTni4hfBwTs3H7v25O45u2mkwQssb6bkRqxSn7TY7WTEMcsJP0yn+D9j8oTcPrOc+1wwykUKH14/tX1f1LPbBwyG/zRorGd8aVlecsLNm7fu3r21yXAg6T+Dt9wsa6hRxtrCMMbB3lxyDzhwIfbOtVDfuT//sMDjVEr8Bd05w1S9Iu6e3646jKSyJizjday9ypSlm8+FBVpP/HmQ89GnmKzq25qlwzAr9+2dWzfuPngcFmg7mkRSXXf56YXNEyZNsDv44MZe2ujff7Y69JSF8buLi8AIhwOnXFg/YeDgH0mkubYhmfyq/G9pOQfBCFKc8TDu1p24B9dO+Kn8TBpi7Pe8VMrHIAjjiktf77ae8oua47mr97YYfP/LLKPYXG7isTXaoweQSKRhRvuyMBz/f+2deVBURx7HHxglIkROuZVDbmE4R0EOFYcjRkHjSbzigdGo4BUxRkWM97HRIALiQTAaFPEA4wEIoiAy97w5uvu9N/PmZgZQY1LJbu1W7f6BuCZLsqlaZWar+PxHDzPze+/9ur/V07/uL2E6cYUEjbjVFUc37yqru7gr0X6oncfHVTiSq7Xq1vIZjKChltg7TgnHH5iT5RwkaBn/WtnOudtO3Ky9uHVGoI2N8+rS1m4zMksHiCRl3LqtaYFO1hiG+a0qrlfoFDqzEleISApWbEljhGbsv3ztxrWaO81PEP0mjz/8QxCthnUncpM9RmIYNiwmrwEqO8mHR5eOtw3K2v91ybJYzIk55xKnu6VkJdM3ZkPxxRu11+vutsi1htTfn7lSCuXt3LDRDrazvsGBUq/jfrM52nvyhsK1DHf35E2X1TqVQsE9+hHD2XeM1/DhQdP3dTyVn1se4zIipVSI2Nd3RmEOmTuuiA0atQY9uLQxAHuPlXtO2K1XwceH5yZEpa/bviZ+qGt6aaOs+6m8pTLPB/NZWtbxj3++OJftaTnEpaDRKKsrjLWziFx26urhj94Z4Trr6N1ODf3H01Zg4pkrRFJRB5cnJlXGTnXV2iALl5C8vcc+DMDCVpYDpbZyVQg2KmL3NckAmaX3GyKQCEQipH7xjxcP10W5WVhlXhAApUql0XV3Ci9kBjq4T8l/AKhuo1lazkEIcF4bD1fonxrF9z6NwSyZOaXH8vxGWCTkX5Y+uDjd1yJ0ybFzhXNdnR22XNf3sC9kBWAj07e3E2/VLB0AACBBKTWGHzrxstXMISOTjt3i1O1jYRaOK888wasLwhwsU3de7TVLBwAgggacs9lhjIycNVPtLSIWHHys6nq74gpkAJG0StdjoO8dmzPCym/F1/fkGiUCAMrVNPvyonALi6iltU/w0qUhNn7JZ1s6inIWLv84O8rDwzu9wMTiCgCUSfgiEVK/+PsPDz6NcBtiPfNbXGE0co9nJ0Snfbwo2dfdy7zM0gEAEEiFfA4bR/qnPwkrVvvYYMxN1YZuszFLB5AgCe6topUZH65YPHWYZciaskaF1rzEFZK0ou3MNH+HiDmFl67X3a5vwwGpUdN37gyIuEJKTbUVrV22bPHChAAvl7iN9+UG+f2S1NGY/5JioO6qL5yK2YbkFVfsTPf2iss5VXXz9t1mNo56uvUpKX9GXMXyHv2TA7PHDWfk1LY2bp/o7BK1/JpMrVdxDs5j+Cd+nL8qaogtY/e1x9/kxbta/4G4nhc/60SNhyOdPNIO3RNc3BA8zC7rwA2qR912aUsw5hDz4fpDRZ+lB8fNmLf3HqnspNlfL40b7hDBDLEOSFlfJ6QVf2LMMfWaKyQQQcrVamH98oRhtoy5xWVHJo3C/FeUKww/1O9KxtwiC6pxE4orQBSJt9dUHD+4bpabo0/i7mq5giIgpLTU9wUfjhr27rQDdyi53Gg0mKO4AgAgIglSpdbyr+1l2luGLDj0WCkpz0kNsrEKCAmxG5P+dQN1fRvD6r33cms6/ym/8/EEWxtW/mP0Ns3S+yIjVUpJfel0H8yO9Vm9TEeDW59PCfcd5ezv4+Meu7qGQ9C9v7vIEK0jL29KDWaurbjxVdp7GGP+AIgrAAAguQLxb+XFWg8NyjrzSKFToJfNWtBUWZDiZTsmLMxxpHfmjpuEmiIoJdVWPMnN0TPV9OLam7dXzx8/8OlMF0ef5MIaTY9RVrs32Zu5vrxm3+yxzmZnlg4AABAhglR0KlHp+ljrd53Wn33c8+xZrrmIKwAAAEhqlHj1rmmWWJAZiiuhUEuvbA/2sA5IyGJNjHa3c0vfViHT6O/XD9yaKySUKn7lLP9RDswND5Td/Kt7JjhgEStLhbT+UcnHto4xq3fu/mi8g0t4SuqUxEDnkeHZ+4S67ozUPyGuF5Be+6j8A/9hoavOyruftxz7YNgIv5xTrcYu4cE5oT4pG27Xn57l7ei3cNuulcneNlP7xNVx5q6rEqNGrUEPvtsUgNmmrDsned51b/fUkR4RhQ3Gvytu58TZWUXnNiLqSfW2MMxm7MTpmQl+w30T99/iqyiSkGupjvKZvtYWWPC269y+Iov/gqnFFQCo0CrYZSviMcx/SXEjTdzfNs3TyiVq/uJl6Qx7zCPatOIKSQXJu39yx4rsxdMYjlFzPs2vbgOIVHUStctjXTHXjIoWCUWRBjMuaCLlSppzaXGU87tumcUPxHpJw74dS2IDYidNDPTwi/viYnvbtUPxnkM8E+Z/siDdzwFzmf6WzdJfxkXp1OKre6ZbW4xaePimXKuBrd/lLsscHxkfH+I6dsKsols4IuUIQVKu5dfvzxgdvO5bNsk+l26DRS0+wTc857Q9fMviimiabL+Y64qNiMspxmk1CQGEECJSJeXdqir4gDEhIS1ujLXNtPXHm4UqhUJJPCxKdjULcYWkguQ1Fn2xPHvR+wzHqHm5hTfbmnZnhsdl7uc9o0/MGOPknnKaozIjs3QAAAAyQKo1VGvJJ25WNuEL/9JGkE+7zWvNFUBKqxRe/iLDPMWVpDWtpStHOwxJKqh/SrfvmeGKjZ116Y37uf4hiFTSnIqssc4vxbW6cII9xlhRIlDoWkuW2TnFZuflZQZjXouKES2v2hiDOUQdvE3Onv47+1wRoVBr720IH203fFaVStFcti7QAnMNSfhgVhZrvJ8lZhW/vEhggMfmBnvGr2+Vk7UHs5zsGFMSgn1Gp5cJUEfNDgb2TsqmSpHe2GmQt1Zt9sOcpu+qkT/n70p0HzbMMSY168PMKUGjRmBDYo808dqufOaHeS8p7TAKiiY4DR2ddZQvlxNIrups/jx2rJ3VrEoJpKg/NeKYWlxJlUF2bddcd8x3wa4qiUGrUtOCppqTewq+2LpxZoz90DHjj95RGDUKE1YLQ1KhMzz76Rd9xbIgDMOmH2zWGHVPyjcE2mD+q87gSEkR5rsVB5IKWt6wc/I4O3vW4Vsc3YtnTfvSrS0d55c+0vC+mxtgNSR8yTUO1V51orCgIP+TOUGO2Nj5B7mKZ2/RLB2AXrMsouP6mghbq+Csc626pyrZ6WVjMevIwvtQfnNvmD1mm7mvQ6bWatX6LnXV5qT3sBERaR9kpES7DMHsRsdtr2hqfsJhxrxNVxxEUvDx0UwPbFTI51ehUYlkAFE0rdZ3UY0n09wxj7QvO5TSC0uisKEuS8uedOl18tbiSa6OnmmFT2haQZp05tqbt8ZnP/6sO780wALDWKvzU+0xh4CEGXMzwlytrd4dlZpzhKt9Pss8zNIBAAAgWkfza/dOdHVizCy4r1CpVJSx08yqhZFcpxZX73zfEgtee6ZZ3ak0K3ElFGrJpa0+LtYJn9d2G8TnV0/EnFmnm0H7g8aBE1dKreZXzvR3dhi/6aG6h7jz1SR3LHxlmVTZ2Xgwc4jbhO0HD8+OGO4+/yupUvngq4/esQ7NrxbOzfyPs4WFMjWEQIpLcPzyigB35/C8FumD/XMDLMak5B85faasrOzEwYXMdy0DZ51v452YF+gSk/M9VOukdRsTgyyHYBY26aVcimr7dmHYUOvwj87VCyjRw2PLQoe7T/zyBtA2fjnO0SZ0/o6ykuKTpeeL8ud4WFtO3FZZf2GTN+Y6c3+txgiPzvYa5uhXcF1Ky2lafTcvzP1dLP00X/r/IK4krRFeOZDtZTEqI7f4ESkT8Xh8IS6VQVKpRLxL2X5e4fP2PCbVKoWJqoURSYtar5w5tO/SIwQ5R+YH2o0Myq/Gu9Tte+eGYNiYjd8+RCoames+Vwgpkry7I4Nhh8Vsq6wXEhIRDusOZHk5jlx1li9/VLWYafUOc9X1NqiU0xqjvOH4Kj/bgDVl9dqurrdplg4ARLQCNp1d44xhkfMPP9EZ1ISsfFWovRfj4F0NcXMvc8w7nouONt8rWRAel51/rpnbeLWy4kx56aHtiwIxzH38kooWaVt7e+xbFFdIUBRefyjSEnNlrLpFaRQkhUDtZ8mJKTMO3Wk5/6E/FpR96JGIuryZiTkFrT3zSE0C7q0DTLsRTglb7gpEUhmkTOXnikha9LCq/ND+S60EYB+eF2DvGPpZ5b36mgvnzpSdKto7O8Rm2HD/T4vqFIaeTPMwSwcAyWnU/v3+ZGe7sYnrqgViqVjA5Yn0ZrYVRyaTQdHDMxuSMWzM0mM3RCTUqM1IXCFJ061lLB8HV9bu5pbqNYm2LlPy6iXGlvv3BkZcIZCJxVLR/aJUD1vrsJzrPEDjtz9jeVnFflLT0LznfUfHmOV17Q2bp3gN8V/8XUP9kYVj3wuZdpHTk/l+P5ZzelqHXz+SNzWGEeCTuL3qsaCpfF6ge9InJ7na591G41MDunFgnrtndF7JlROb0pjTt97DCY3e8ODsulhvV9cxiyvYEoWSJhpKFrCiQsKjYqMjw8cnFlwRKDTwcv6MYB/m7lpxp8GgN/QYJdXLJwYHxq4pvfBFojtz5YnbSqOef37taP+A6Xvr1LSSVt0vSGUGei+6IJCSpLmLK6JUcs6NjR8EODl7hTEnTGDGRMdkbPpL+cnti5kx0ZERIbFZBXcFUCEfUMu5XwEhQZCixsrcBcnM2Mgg34mbS+5IlAbF46qcFE/fGdvv8sjedUHzFFckV/Ov7Uka6+zqGRSTEBcbHR09ZWXJjZq9i2IDQ6KiI8JCWdknb4vJtm+WT4mLiY0MDU5csfeqVKnQa97uPleICAUUfbs1xTV00u7veGoVQVCUsKUyJ8k7KDw2Kjwodv7WWi4SNByYaOM2aVkx/1lXp1Zn6OmCbWfn+bmlri0V6HvYrW/zZ2EISYq6//XSgICQpUcb5DSJCDkBri739R47bv09HVl7ZNkE/6CIqJhxYYylx76nUdvJDfNjIkJ9PD29fIMiJ8/98kq7UUObqFoYEgQhbKhctyCJGRsZ5DdxS+kdsVyl1mp1+k5Dp/jERzGhEXO+4Sp/MBuzdIhIBeBX5KeNsh/lNy46Ln58TFQ0K+e4zNC1IS/XPMQVEiQpbDi1MCE2LMjX3W10QGjE+E+OCkjd6ZJTZiKuACCKkLWU5AUHBDIYYcz3F55rIrWagaoWRpSabD/3xdLxkeP8Rnt6eAcyEqZvvdiubzqVkcAIYzBCI8cXfieQq2nJtQPJUSGhDEZE3OQDNUKjsYvVb7UwhEAi4nPYHL5QDAkCSMUigVAqA7DXlBwCAGS4UCgSSyQSsVgskQEAIEJQJsFxHJdIZTIAEUWRQCLkctgdbDZPKCEoOYlkuEgoEolBn7k5hEAqFosEIrFUIsZxiVQGAEAAiHBcJJYAAACQScQ4jkukf/pumLZaGEgluEgowoX83itncwUiHBfy2Gw2m80TyRBFEiY+RAIiAkGJkNPRweYJcEhSBHoZNi4DqO/RmKe4AgBlYlwoEolEAi6bzWaz2RyeGCAkE/O57A42RyAGJEkiGc7jsDs62ByeCBAkScCBOaFJggtFYglAr0xmCSAW8jgdbA5PJEUUSUCZVIzj4tfTua+FHJATmqRikUiMy+CrAelln5UhREAgFvDY7A4uXwQIikIyEZ/L5nAFIpFIwGNzuCIJMNnMFfwmb8WQpF63dZWKcRwXS83NLF0mk+BCIS4S8Lnsjg42m83hm9/MVYrz2GwuT4D3jlp8kcqcZq4A9NYwQlzI4/R18Ddtlv6HXw5kuJDHZnMFQpFIyOdwOHwxoEhChgs4HDZPKEEEiSAiCSTFBRwOhyeUECRl0P/uIRIQIoIkSZLs9UhGBEkSxCtX8pevEggiRJB97X3v+fffRO9nvNaIEEGS5KsRHEDY9xZE9P0ThOj1T+n9Kvhft+D0YeI1119dde+1IfSqiUDQHI4/fPV4Xz2L3rCJfz8ZcxXX12N/dU9fayIICPuy5uXtHzCzdNiXxb/pKK8/+t90pX+3yAdEXF/13FcNRG8WvH7P+oJFv0plgjDtIRKgv7z9j8syL3HtLRb+dbYazUxcf9uhCKTVmpm49onCqw4+sMcf/qYjkASCr43zv1aqvpb+jz/EoVb3/0xXV1evKw5FUQaDwdTh9INer+/q6kpKSmpsbHz69Kmpw+mfX375Zfbs2SdPnvzpp59MHcsb4Pnz51euXJk6deqLFy9MHUv/dHV19briyOVys81bo9GYkJDQ1NRkznk7c+bMU6dO/fjjj6aOpX/++te/btmyJTc3929/+5upY+mfFy9enD17NjMz8+effzZ1LP3T09PT2toaHx+v1+s7OztNHU4/9O+Kc/+RYOr/MywWKykpyc7ObvLkySwWy9Th9A+LxXJwcJgwYUJqaqqpY+mfjIwMNze3cePGpaenmzqWN0BaWlpUVJSTk1NaWpqpY+kfFouVmJg4mLf/IxkZGa6uruactxkZGb6+vj4+PhkZGaaOpX/S0tIYDIaLi4vZ3sPU1NT4+Hh7e3tTB/K7pKenOzs7/1Zca++2YoMMMsgggwwyyP/Gr8R1kEEGGWSQQQZ5UwyK6yCDDDLIIIO8Yf4FouclYn0+xzsAAAAASUVORK5CYII=" alt="" /></p>
<p class="MsoNormal"> <em style="mso-bidi-font-style: normal;">*The Cowboys only played 1 game in January; 1/1/12 VS. The Giants</em></p>
<p class="MsoNormal"> I wonder if you’re beginning to notice a pattern emerging here.<span style="mso-spacerun: yes;">  </span>How long have we been hearing these same arguments?<span style="mso-spacerun: yes;">  </span>Are they relevant anymore?<span style="mso-spacerun: yes;">  </span></p>
<p class="MsoNormal"> I want you look very carefully at that table.<span style="mso-spacerun: yes;">  </span>The month of December was Romo’s highest rated month of the whole season last year.<span style="mso-spacerun: yes;">  </span>In the last month (including the Giants game on 1/1) of the season, he threw 10 TD’s and 1 INT, but that’s not the only statistic that sticks out to me.<span style="mso-spacerun: yes;">  </span></p>
<p class="MsoNormal">  <img src="data:image/png;base64,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alt="" /></p>
<p class="MsoNormal"> In December and January combined, Tony Romo was sacked on 11.3% of his Pass Attempts.<span style="mso-spacerun: yes;">  </span>Despite this alarmingly high rate, let’s remember that he had a 10 to 1 TD/INT ratio during this same timeframe.<span style="mso-spacerun: yes;">  </span><span style="mso-spacerun: yes;"> </span>Despite repeatedly ending up on his back play after play, he still took care of the ball and scored prolifically.</p>
<p class="MsoNormal"> What do all these stats mean?<span style="mso-spacerun: yes;">  </span>It means that many of the hard feelings and reservations about Romo’s performance are antiquated and only derived from emotion.<span style="mso-spacerun: yes;">  </span>Earlier in Tony Romo’s career, some of the knocks on him may have been true, but as he’s gotten older and more experienced, his performance late in the game and deep into the season has improved to an elite level.<span style="mso-spacerun: yes;">  </span>It is very difficult to be quarterback for America’s Team, but I think the undrafted free agent from Eastern Illinois has done remarkably well.</p>
<p class="MsoNormal"><strong style="mso-bidi-font-weight: normal;">Tony Romo is a good quarterback statistically, but he is not a great quarterback/leader.</strong></p>
<p class="MsoNormal"> Unfortunately for this one, I don’t have a table to dispel the idea.<span style="mso-spacerun: yes;">  </span>The concept of what a leader is, and its corresponding importance to football productivity, is so nebulous as to be rendered virtually meaningless.<span style="mso-spacerun: yes;">  </span>I think that those of us that are in love with the sport have been weaned on the larger-than-life epic presentation of NFL Films, and have romanticized the quarterback position.</p>
<p class="MsoNormal"> From the dawn of humanity, we have passed on tales of heroics against all odds and revered the men who seize the day at its most crucial moment; that transcend their own mortal constraints.<span style="mso-spacerun: yes;">  </span>They become larger than life, emblazing their legacy into the annals of history, and freezing that momentary triumph forever.<span style="mso-spacerun: yes;">  </span>Football is a game of inches and seconds, and those that rivet us and reward our attention with greatness live on forever… until they don’t anymore.<span style="mso-spacerun: yes;">  </span>Talent fades.<span style="mso-spacerun: yes;">  </span>Moments pass.<span style="mso-spacerun: yes;">  </span><span style="mso-spacerun: yes;">    </span></p>
<p> I don’t think the ever-discussed closing window has closed on Tony Romo just yet.</p>
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		<title>Is Tony Romo A Super Bowl Quarterback?</title>
		<link>http://thelandryhat.com/2012/08/09/is-tony-romo-a-super-bowl-quarterback-2/</link>
		<comments>http://thelandryhat.com/2012/08/09/is-tony-romo-a-super-bowl-quarterback-2/#comments</comments>
		<pubDate>Thu, 09 Aug 2012 16:00:42 +0000</pubDate>
		<dc:creator>David Lewis</dc:creator>
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		<description><![CDATA[<p>Love him or hate him, Tony Romo is one of the best quarterbacks in the NFL. For years, Dallas Cowboy fans cried out for a Brett Favre-esque player in a blue and silver uniform. Heck, we wouldn&#8217;t have minded number four himself but it never happened. The Boys tried out a few guys you might [...]</p><p><a href="http://thelandryhat.com/2012/08/09/is-tony-romo-a-super-bowl-quarterback-2/">Is Tony Romo A Super Bowl Quarterback?</a> - <a href="http://thelandryhat.com">The Landry Hat</a> - <a href="http://thelandryhat.com">The Landry Hat - A Dallas Cowboys Fan Site - News, Blogs, Opinion and more.</a></p>]]></description>
			<content:encoded><![CDATA[<p>Love him or hate him, Tony Romo is one of the best quarterbacks in the NFL. For years, Dallas Cowboy fans cried out for a Brett Favre-esque player in a blue and silver uniform. Heck, we wouldn&#8217;t have minded number four himself but it never happened. The Boys tried out a few guys you might remember: Quincy Carter, Vinny Testaverde, Drew Henson and who can forget Ryan Leaf. Quite a cast, wouldn&#8217;t you say?</p>
<p>Then we tried out a guy by the name of Drew Bledsoe. He did well but never delivered the glory that was expected and ultimately that belongs in Big D. Father time got the better of Bledsoe and soon it was time for another change. So why not take a chance? Then head coach Bill Parcells handed the reins to a unknown, unproven guy from Eastern Illinois University. Really? Tony Romo? Talk about the epitome of desperation. Yet, Tony wowed us with his Houdini-like escape tricks and underhanded touchdown passes. He was our quarterback.  <a href="http://thelandryhat.com/2012/08/09/is-tony-romo-a-super-bowl-quarterback-2/#more-17532" class="more-link">(more&#8230;)</a></p>
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