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		<title>How Many Technical Fouls Do Refs Call A Game?</title>
		<link>http://allucanheat.com/2013/05/01/how-many-technical-fouls-per-game-do-refs-call/</link>
		<comments>http://allucanheat.com/2013/05/01/how-many-technical-fouls-per-game-do-refs-call/#comments</comments>
		<pubDate>Wed, 01 May 2013 16:39:38 +0000</pubDate>
		<dc:creator>Jae Bradley</dc:creator>
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		<description><![CDATA[<p>I only counted refs that refereed at least 45 games in 2012-2013 Brian Forte called the most technical fouls per game (1.3) Haywoode Workman called the least number of technical fouls per game (0.48) The average official called technical fouls per game: 0.866 Data link: http://vorped.com/bball/index.php/referee Some things of interest: While Joey Crawford has gotten [...]</p><p><a href="http://allucanheat.com/2013/05/01/how-many-technical-fouls-per-game-do-refs-call/">How Many Technical Fouls Do Refs Call A Game?</a> - <a href="http://allucanheat.com">All U Can Heat</a> - <a href="http://allucanheat.com">All U Can Heat - A Miami Heat Fan Site - News, Blogs, Opinion and More</a></p>]]></description>
			<content:encoded><![CDATA[<ul>
<li>I only counted refs that refereed at least 45 games in 2012-2013</li>
<li>Brian Forte called the most technical fouls per game (1.3)</li>
<li>Haywoode Workman called the least number of technical fouls per game (0.48)</li>
<li>The average official called technical fouls per game: 0.866</li>
<li>Data link: http://vorped.com/bball/index.php/referee</li>
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" alt="" /></p>
<p>Some things of interest:</p>
<ul>
<li>While Joey Crawford has gotten a reputation for calling a lot of technical fouls,  Joey Crawford has given out technical fouls at a rate below the league average this year.</li>
</ul>
]]></content:encoded>
			<wfw:commentRss>http://allucanheat.com/2013/05/01/how-many-technical-fouls-per-game-do-refs-call/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Which Teams Give Up The Most Corner Threes Attempts?</title>
		<link>http://allucanheat.com/2013/04/17/which-teams-give-up-the-most-corner-threes-attempts/</link>
		<comments>http://allucanheat.com/2013/04/17/which-teams-give-up-the-most-corner-threes-attempts/#comments</comments>
		<pubDate>Wed, 17 Apr 2013 13:49:47 +0000</pubDate>
		<dc:creator>Jae Bradley</dc:creator>
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		<description><![CDATA[<p>The corner three is generally considered the most-efficient shot in basketball (outside of dunks, layups, and free-throws).  However, as a friend of mine pointed out, the corner three is often a product of good offense rather than a shot teams run sets for (I&#8217;m not saying teams don&#8217;t run sets to get a clean look at a [...]</p><p><a href="http://allucanheat.com/2013/04/17/which-teams-give-up-the-most-corner-threes-attempts/">Which Teams Give Up The Most Corner Threes Attempts?</a> - <a href="http://allucanheat.com">All U Can Heat</a> - <a href="http://allucanheat.com">All U Can Heat - A Miami Heat Fan Site - News, Blogs, Opinion and More</a></p>]]></description>
			<content:encoded><![CDATA[<p>The corner three is generally considered <a href="http://sportsillustrated.cnn.com/basketball/nba/blogs/nba-point-forward/2012/03/29/why-corner-threes-matter-for-defenses/">the most-efficient shot in basketball</a> (outside of dunks, layups, and free-throws).  However, as a friend of mine pointed out, the corner three is often a product of good offense rather than a shot teams run sets for (I&#8217;m not saying teams <em>don&#8217;t </em>run sets to get a clean look at a corner three, just that many times corner threes come from natural drive and kick actions).</p>
<p>How many times have you seen LeBron/Durant penetrate into the lane and kick the ball out to an open shooter if/when the defense collapses?</p>
<p><span class='embed-youtube' style='text-align:center; display: block;'><iframe class='youtube-player' type='text/html' width='640' height='390' src='http://www.youtube.com/embed/qeatXo0FVBQ?version=3&#038;rel=1&#038;fs=1&#038;showsearch=0&#038;showinfo=1&#038;iv_load_policy=1&#038;wmode=transparent' frameborder='0'></iframe></span></p>
<p><span class='embed-youtube' style='text-align:center; display: block;'><iframe class='youtube-player' type='text/html' width='640' height='390' src='http://www.youtube.com/embed/LKgNe2b5e-k?version=3&#038;rel=1&#038;fs=1&#038;showsearch=0&#038;showinfo=1&#038;iv_load_policy=1&#038;wmode=transparent' frameborder='0'></iframe></span></p>
<p>By proxy, the number of corner threes a team gives up can measure its susceptibility to penetrate-and-kick actions.  So one would think that teams that give up more corner three attempts tend to give up a lot of penetration on drives, or also are teams that over-help.</p>
<p>The five teams that give up the most corner three attempts are&#8230;</p>
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" 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dXV1WaziR2011ObpnFdT7vNer2OC21v1Xlq76HG652+ccmQjgUgiAC5MO2pdV3b8dtET63r2rdPu3tcuFqt7Niv/dQNEY/w+Pi4+szDw0OKPCAdC0AQAXJhwlPbtr24uLBDsvN6qjPRtm3v7+/btj06OvKfv07WO2UzIB0LQBABcmHCU/2JRcGcI5PmqXbst7fQGOMeo9pDpU9TwlMTIR0LQBABcmGP39Ik9lPdvCT/795C96TWHarruuVyiafOCOlYAIIIkAsHeqqdZGQ5OTmxM3uPj4/tBn7v1u0SFwYjwHbsN3GmEp6aCOlYAIIIkAu880Ec0rEABBEgF/BUcUjHAhBEgFzAU8UhHQtAEAFyAU8Vh3QsAEEEyAU8VRzSsQAEESAX8FRxSMcCEESAXMBTxSEdC0AQAXIBTxWHdCwAQQTIBTxVHNKxAAQRIBfwVHFIxwIQRIBcwFPFIR0LQBABcgFPFYd0LABBBMgFPFUc0rEABBEgF/BUcUjHAhBEgFzAU8UhHQtAEAFyAU8Vh3QsAEEEyAU8VRzSsQAEESAX8FRxSMcCEESAXMBTxSEdC0AQAXIBTxWHdCwAQQTIBTxVHNKxAAQRIBfwVHFIxwIQRIBcwFPFIR0LQBABcgFPFYd0LABBBMgFPFUc0rEABBEgF/BUcUjHAhBEgFzAU8UhHQtAEAFyAU8Vh3QsAEEEyAU8VRzSsQAEESAX8FRxSMcCEESAXMBTxSEdC0AQAXIBTxWHdCwAQQTIBTxVHNKxAAQRIBfwVHFIxwIQRIBcSPXUuq6rqnp6erL/bZqm+sx6vQ427v00KOy67vj4uKqqu7s7u0Hbtre3t8/Pz4n1TpVYNqRjAeSDKC8QyiHJU63bffz40Xpq13VnZ2ebzcZ+dHp6av+29H4aFy6Xy/V6vd1ub25udrtd13WXl5e73S693ocJLg2ylQDyQZQXCOUw7anb7fbq6mqz2SwWC+upTdO4zqUxZrFY+F3V3k/jQttbdZ7qDp5e7/SNS4ZsJYB8EOUFQjlMe2pd19Yyne3Vde0bpNvA/Tf+NC5crVZ27Nd+Gg8gT9Z7r+2LhWwlgHwQ5QVCOUx4atu2FxcXdkh2Xk91u7Rte39/37bt0dFR79NZx+Pj4+ozDw8Ph8gtD7KVAPJBlBcI5TDhqf7EIje9KDDIYOy399OhXdxjVGvY6dOU6KcmQrYSQD6I8gKhHPb4LY3rp/rzkuI5Sr2f9ha6J7Xu4F3XLZdLPHVGyFYCyAdRXiCUwyGear7sv7rJwMfHx24SU/Bpb2EwAmzHfhNnKuGpiZCtBJAPorxAKAfe+SAO2UoA+SDKC4RywFPFIVsJIB9EeYFQDniqOGQrAeSDKC8QygFPFYdsJYB8EOUFQjngqeKQrQSQD6K8QCgHPFUcspUA8kGUFwjlgKeKQ7YSQD6I8gKhHPBUcchWAsgHUV4glAOeKg7ZSgD5IMoLhHLAU8UhWwkgH0R5gVAOeKo4ZCsB5IMoLxDKAU8Vh2wlgHwQ5QVCOeCp4pCtBJAPorxAKAc8VRyylQDyQZQXCOWAp4pDthJAPojyAqEc8FRxyFYCyAdRXiCUA54qDtlKAPkgyguEcsBTxSFbCSAfRHmBUA54qjhkKwHkgygvEMoBTxWHbCWAfBDlBUI54KnikK0EkA+ivEAoBzxVHLKVAPJBlBcI5YCnikO2EkA+iPICoRzwVHHIVgLIB1FeIJQDnioO2UoA+SDKC4RywFPFIVsJIB9EeYFQDniqOGQrAeSDKC8QygFPFYdsJYB8EOUFQjngqeKQrQSQD6K8QCgHPFUcspUA8kGUFwjlgKeKQ7YSQD6I8gIzouu6y8vL3W73FetQ1/V6vfZLXqlW8YleDp4qDtlKAPkgagtMrNhisaiqqqqq6+vr5+fn165V27ZHR0eVx8nJyWazeQ332m63Hz58cCeyNrZYLO7u7nq3T/fUuq6Dw+5FcKKu646Pj6uqchVr2/b29navcOCp4mhnq0KQD6K2wJSK+QbTNM3snacRYl95DU+9urrabDaHVWmoVovFwn3/2G63Nzc3+1Y7OJH9rzvUYZcCTxVHO1sVgnwQtQVOVqxt24uLizh3N03jOmFPT0/mszktl0vbLbNJ/6effvK3MV7vzfp0sFdwll5PDY4ZHCE4fu9JfXo91Z033tF95K7ADz/8ENjb0EUbunSuD+p65LH2wFMXi4W7pOngqeJoZ6tCkA+itsDJijVNE4/3tm17enpqU7/72w6iOu+xPmH/2zTN+fn5brfzhyutKwR7BfSOfwbH9I8QH3+o0BGM/dpP7Xl7d7QfdV13dnbmzM/WxK/2kKLeS9d7wYfGfu33hsNGC6Y91X2JcN5uvG8BfqFf43iMOyh84cg1npqIdrYqBPkgags8zFObpvE9Y7FY2C6U3+HzByfd3/4jRptsx4deR8Z+3d/+EeLjDxU6RvqpQ0dbr9f+ZYmHYZ2nOitxptt76YJK9nqqo23b+/t798h5L3Od8NSu65bLpVXlNPidbvdFxt/Ffblw3xHiwuVy+ZKRazw1Ee1sVQjyQdQWOFmx3mHM2BhsjzPFU4MO3OyeGncQR3qNQxVwntp7tElPDazH36D30vkX2fXfej3VHcrtuNc0pT3Gfn239wcfnFk6qfF3hLjQfYE6bOQaT01EO1sVgnwQtQVOViwYm3WdpN6x30lPjR16Xk/t/QYw/nRzxFN7d3QfuSsQj/3ai9Zrur2XzndoN7kp9lS/qtaV/I5lCnuM/frT0pw8K8y3w+B7R++XkbquV6vVviPXj4+Pq888PDwkKiwc7WxVCPJBlBc4if/E0R/DDJ5BpniqiR7Yzeup8fFHCp26lDlK8dQh99GnT596p/W6HyBVX/4GKb50/sY//PCDtcnYevwSN/a7b38vtZ9a17Xv867GwRVM9FS/3geMXNNPTYRsJYB8EOUFQjns4anxMK8ZfXRssWO/vYXmBSPXeGoiZCsB5IMoLxDKYcJT/eeg8XQk0/cujN6x7MlnA/uOXOOpiZCtBJAPorxAKIcJT+0d5fdfahX8UsqOO/eOZceFLxm5xlMTIVsJIB9EeYFQDrzzQRyylQDyQZQXCOWAp4pDthJAPojyAqEc8FRxyFYCyAdRXiCUA54qDtlKAPkgyguEcsBTxSFbCSAfRHmBUA54qjhkKwHkgygvEMoBTxWHbCWAfBDlBUI54KnikK0EkA+ivEAoBzxVHLKVAPJBlBcI5YCnikO2EkA+iPICoRzwVHHIVgLIB1FeIJQDnioO2UoA+SDKC4RywFPFIVsJIB9EeYFQDniqOGQrAeSDKC8QygFPFYdsJYB8EOUFQjngqeKQrQSQD6K8QCgHPFUcspUA8kGUFwjlgKeKQ7YSQD6I8gKhHPBUcchWAsgHUV4glAOeKg7ZSgD5IMoLhHLAU8UhWwkgH0R5gVAOeKo4ZCsB5IMoLxDKAU8Vh2wlgHwQ5QVCOeCp4pCtBJAPorxAKAc8VRyylQDyQZQXCOWAp4ojn63kBZoCNMoLhHLAU8WRz1byAk0BGuUFQjngqeLIZyt5gaYAjfICoRzwVHHks5W8QFOARnmBUA6le6p8Y0Zg7gJNARrlBUI54KnijRmBuQs0BWiUFwjlgKeKN2YE5i7QFKBRXiCUA54q3pgRmLtAU4BGeYFQDniqeGNGYO4CTQEa5QVCOUx7al3XVVVVVXVycrLZbGxh0zTVZ9brdbBL76dBYdd1x8fHVVXd3d3ZDdq2vb29fX5+Tqz3fkIHkG/MCMxdoClAo7xAKIcJT+26brlcWp+r69r6X9d1Z2dn1l/btr24uNjtdv4u/qenp6ebzSYuXC6X6/V6u93e3Nzsdruu6y4vL/3jTNb7Bar/RL4xIzB3gaYAjfICoRz2GPtdLBa20znuqU3TuK6n2ysutL1V56mLxeLp6WmveqdvPIJ8Y0Zg7gJNARrlBUI57DH265ti27ZHR0dVVZ2fnwedS9eddf9dr9dx4Wq1smO/9tN4ADnm8fFx9ZmHh4c9VA4j35gRmLtAU4BGeYFQDnv0U+u6vr6+duPA5+fn//73v4+OjnyzNMme6ky0bdv7+3tn0inmauinJoPA3AWaAjTKC4Ry2MNT3ZBv0zTOXLfb7YcPH/xh28A+7dhvb6E9pn2Masd+06cp4amJIDB3gaYAjfICoRwmPNV/Dto0jR3p9T3VTt/1PdXNS/L/7i3cbrdXV1e20HqqPyVqst4vE/5/yDdmBOYu0BSgUV4glMOEp9puqH2e6j86tZOM/F/L+Obq/2zG2W1cGIwA27HfxJlKeGoiCMxdoClAo7xAKAfe+SDemBGYu0BTgEZ5gVAOeKp4Y0Zg7gJNARrlBUI54KnijRmBuQs0BWiUFwjlgKeKN2YE5i7QFKBRXiCUA54q3pgRmLtAU4BGeYFQDniqeGNGYO4CTQEa5QVCOeCp4o0ZgbkLNAVolBcI5YCnijdmBOYu0BSgUV4glAOeKt6YEZi7QFOARnmBUA54qnhjRmDuAk0BGuUFQjngqeKNGYG5CzQFaJQXCOWAp4o3ZgTmLtAUoFFeIJQDniremBGYu0BTgEZ5gVAOeKp4Y0Zg7gJNARrlBUI54KnijRmBuQs0BWiUFwjlgKeKN2YE5i7QFKBRXiCUA54q3pgRmLtAU4BGeYFQDniqeGNGYO4CTQEa5QVCOeCp4o0ZgbkLNAVolBcI5YCnijdmBOYu0BSgUV4glAOeKt6YEZi7QFOARnmBUA54qnhjRmDuAk0BGuUFQjngqeKNGYG5CzQFaJQXCOWAp4o3ZgTmLtAUoFFeIJQDniremBGYu0BTgEZ5gVAOeKp4Y0Zg7gJNARrlBUI54KnijRmBuQs0BWiUFwjlgKeKN2YE5i7QFKBRXiCUA54q3pgRmLtAU4BGeYFQDniqeGNGYO4CTQEa5QVCOeCp4o0ZgbkLNAVolBcI5YCnijdmBOYu0BSgUV4glAOeKt6YEZi7QFOARnmBUA54qnhjRmDuAk0BGuUFQjlMe2pd11VVVVV1cnKy2WyMMU3TVB7n5+e73c7fxd9gvV73FnZdd3x8XFXV3d2d3aBt29vb2+fn58R6HyI3Qr4xIzB3gaYAjfICoRwmPLXruuVyaX2urmvnf46maYLCruvOzs6s+7Zte3p6utls4sLlcrler7fb7c3NzW6367ru8vIy8Obxeu+lcwj5xozA3AWaAjTKC4Ry2GPsd7FYuE6nZbvdfvjw4enpyS8MXNbuFRfa3qrz1MViERxnst7pG48g35gRmLtAU4BGeYFQDnuM/fZ2Uq+vr4PR2qA7W9f1er2OC1erlR37tZ8Gbp1S7722H0K+MSMwd4GmAI3yAqEc9uin1nXtO2hvJ9Uke6oz0bZt7+/v27Y9Ojryn7/GPD4+rj7z8PCQqHAc+caMwNwFmgI0yguEctjDU/1nosaYpmni2Ukm8lQ79ttbaI9pH6Pasd/0aUr0UxNBYO4CTQEa5QVCOUx4qv8cNDDR+PGqxc1L8v/uLdxut1dXV7bQeqo/JWqy3vuL7UG+MSMwd4GmAI3yAqEcJjzVDvDGv5lp2/bi4sLvpNrfxtihYP9nM25wOC4MRoDt2G/iTCU8NREE5i7QFKBRXiCUA+98EG/MCMxdoClAo7xAKAc8VbwxIzB3gaYAjfICoRzwVPHGjMDcBZoCNMoLhHLAU8UbMwJzF2gK0CgvEMoBTxVvzAjMXaApQKO8QCgHPFW8MSMwd4GmAI3yAqEc8FTxxozA3AWaAjTKC4RywFPFGzMCcxdoCtAoLxDKAU8Vb8wIzF2gKUCjvEAoBzxVvDEjMHeBpgCN8gKhHPBU8caMwNwFmgI0yguEcsBTxRszAnMXaArQKC8QygFPFW/MCMxdoClAo7xAKAc8VbwxIzB3gaYAjfICoRzwVPHGjMDcBZoCNMoLhHLAU8UbMwJzF2gK0CgvEMoBTxVvzAjMXaApQKO8QCgHPFW8MSMwd4GmAI3yAqEc8FTxxozA3AWaAjTKC1bkylMAAAqlSURBVIRywFPFGzMCcxdoCtAoLxDKAU8Vb8wIzF2gKUCjvEAoBzxVvDEjMHeBpgCN8gKhHPBU8caMwNwFmgI0yguEcsBTxRszAnMXaArQKC8QygFPFW/MCMxdoClAo7xAKAc8VbwxIzB3gaYAjfICoRzwVPHGjMDcBZoCNMoLhHLAU8UbMwJzF2gK0CgvEMoBTxVvzAjMXaApQKO8QCgHPFW8MSMwd4GmAI3yAqEc8FTxxozA3AWaAjTKC4RywFPFGzMCcxdoCtAoLxDKAU8Vb8wIzF2gKUCjvEAoBzxVvDEjMHeBpgCN8gKhHPBU8caMwNwFmgI0yguEcpj21Lquq6qqqurk5GSz2bjyxWJhy8/Pz3e7nb9L0zTVZ9brdW9h13XHx8dVVd3d3dkN2ra9vb19fn5OrPd+QgeQb8wIzF2gKUCjvEAohwlP7bpuuVxan6vr2vnfYrFwf8e7nJ2dWfdt2/b09HSz2cSFy+VyvV5vt9ubm5vdbtd13eXlZeDN4/XeS+cQ8o0ZgbkLNAVolBcI5bDH2O9isbCdznH/a5rGt1u7V1xoe6vOUxeLxdPT0171Tt94BPnGjMDcBZoCNMoLhHLYY+zXH6T9y1/+cnR0FJS77f2Suq7X63VcuFqt7Niv/dQNEY/w+Pi4+szDw8MKAOCV+fTp0345Fcpmld5Prev6+vr6+fm5bduLiwvbT7WPRf0uZqKnOhNt2/b+/r5tW2vSKeZq5uunvmfkNcoLNAVoRCCAzx6e6p6J+p5qjAmGbQP7tGO/vYXGG0a2B0mfplTCjS6vUV6gKUAjAgF8JjzVfw7aNI2d4rvdbj98+GB91M1Ccrv4Je7v3sLtdnt1dWULraf6U6Im6/0y4Rkgr1FeoClAIwIBfCY81dpn/JsZN1RbVZU1V38Q2P/ZjOvCxoXBCLA9YOJMpb/97W8vUJ0H8hrlBZoCNCIQwGePsV8AAAAYAU8FAACYBzwVAABgHvBUAACAecBTAQAA5gFPBQAAmAc8FQAAYB7wVAAAgHnAUzXZd+08R+J6BpAXSmF1WpREgQzFear/Zqh4UZ18cUvE23UOXsNT/XdJxv+dCyfkHabLl0i2Lxqz0TEv+NIT41aOctHv3eYdXk/Lvk0ST4X3TIme6tKibcxDaSgj/CXim6ZZr9eZemrTNC4cP/744yyWMyMv9NSzs7NvvvnGvctzFk9dLBb+DRz81/Ge7WffJomnwnumaE81X76mOF4p1ia+n376yX9NsVtUx3iL8AT72rMsl8s36G8FywSN1NyKtSUnJycui/lVdXkqeD+z35m4vr7+448//P8+Pz/HV+8AfE91QuI6+9U7OTn59ddffQnxLnZtho8fP9rXVv/2229u7V53oqD+8QUMroCtZO+rrXuxnvo///M/9r3ZgacGZ3dR8O/PeNWmOPRu8aihsPbe5PHlim+eoVd/v5yhJjkU+sBT481er6oAk5TuqeazR/oJy61eZ5urzT5uWR6X992h4n1tq36bgeXYh4Zq3rtXUFWbpybXETJfXsneq3cYduy394uIq7NzDleToattd/n999+Pj4/tMReLhc28viHF9e+9gMEV6L1KQ7pcne395ntqfHantG3b7777zllIoDEOvVszaiis42HyL1d827/S/TzUJIeUjvRT7Wb/+Mc/ZJ7pQHbgqf+XXPyHUi6n+4nP/e2vI2szVLzvKz1r7GXIU+Oam75nb0FVbZ4KEqjNcSOe2nv1Dsb6geuaxHUOJMdXO9jl999/96+AP5YwVP/eCxicqPcqDYkKlh/+7bffeoMSnL2u63/96192AcTYBcc9NQ7rUJhGLpd/2x8fH79Gt2+oScYVG/LUuP6vVFWASUr3VJfp4k6AGXYmt9D6UAfiLT11ZOw3qHlvzyzRU+M0HXjS7D0DN34Q13ncU+NdUjw1qP9hnjrSQff71ovFYrVaxVUK5D89PdmHyj/++KPvwY7Jsd/YU+MTjV+uYIz6NZx1qEkODSQEnjq02et9CQAYoXRPdXM60p3JGNO27ffff//dd9+5cb9g37f01GCUr23b+/v73pr7VuSE9ybfA8Z+46t3AHVd+0/v/FFQ82Ww/IHW2OqCXSY9tdecJj31sLFf83m1YJfue69e0zQ//PCD7aHWdf3zzz/f398HxwxC7/93KKy9Jxq5XPFcKheasUDuw1CT7A29iTx1aLPXqCrAJCV66tDEfTeC5EYdhzw1np0Y7PuWnhqIiqfABD1su5nL173J1wzMvrEy/exWRXOU/Okk++LPN3Ghietsvrzgdo5SMHjo7zLpqSaK4Pjg+cFzlHzn8LtQvfeeewZsPbj3+MH97IZzh8LaG6aRy+WPQve2mpcz0iSHQh+M/Qab/fWvf32lqgJMUpynAgAAvBJ4KgAAwDzgqQAAAPOApwIAAMwDngoAADAPeCoAAMA84KkAAADzgKcWyoxrjQG8c7jb4c0oxVNfb/XKgDd+20N89t43AMQcfAW+rsBe/NflBK8AzO4n/yPvWXy9s7wqwdubLa/04sChiOOp8GYU5KmvsXplzFf31MT3BUp6qsC76CQ91a4653/Da5rm22+/fQ1pveCp8GaU5am9q1dOvsbPvYsuLqmjZVOHFhl9m3d5+7nSfw9q/Aq9YI1Ml+/8dUntK/r8xSl//fXXYA3R97BWpbPSYGWY+vP6mvFqoCaK79sHa0jLkKfGQQwWSR1S+nXvUlvJf/7zn05IUNK7TuphqxTHb9YM3jTpFmd9D/ctSFKWp/auXjm0hItd4CJe2S0uMd6aJIGrvfHYY+/Yb++r3oPXybpC/520Adak//jjj5G1Wb4KTnVQk9pbszpYDTSO5nsQYqIIuow/tKqB/w79caXmK92l9lz225i/uPp//vOfkRf6H7ZKsYt4cBvbdm3Xord1eCfhBj2K89R49cqDPbV3NUo/W739alPx2e3SLvEyn8FoWLAUtn/MYHHKwFPfw4paNrf+/PPPQY72+6mT8X0PQsxwPzVlRdtepV/9LnXnchLszeZ3weN1Ug9bpTheqcZdGdsVdn33dxJu0KM4TzXR6pVDC4+78Si3PnlQ0rsaZdzO37L1xstmDS2Gmuip8eKUgae+vcYYN/Zb13WwWNCQp8bRfA9CzD6eGq9oO+SpX/cudeeybfC///1vsJrv0AKoB6xSPOKpl5eXf//73wOBXz3coEeJnhqsXun6c8aYuq5tedM0waTZuKR3/kjv7I83mzvT209NH/uNFwGNF6fs9dS31Bjjn9qf+TniqXE0e4/29gx5asqKtpML0Q+dxRW+hnD/XPYZtrvr3NeF3gVQD1ilOF79N7gywbeu11MNxVKip5po9Uo3o8H1X63v+lNC4hIzsBqlW2Lz7ddxHPotTfocpVhRvIZl77Kpb6ZxSLXT5X9DGhn7DaL5HoSYg+YojXuq+dp3aTAX3f9m4KT1rpN6wCrFQ8vEBnMPbff3PYQb9CjFU/fFn3Zoh93ikq9XO3gpRBMAXgM8tR+/H+PmTwYlX7uOcDhEEwBeAzwVAABgHvBUAACAecBTAQAA5gFPBQAAmAc8FQAAYB7wVAAAgHnAUwEAAOYBTwUAAJgHPBUAAGAe8FQAAIB5WK1W1S+//LICAACAl/HLL7/8fwrB+3wOpeY/AAAAAElFTkSuQmCC" 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