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		<title>Charge-Block Ratio: Which Refs Call More Charges Than Blocks</title>
		<link>http://allucanheat.com/2013/05/02/charge-block-ratio-which-refs-call-more-charges-than-blocks/</link>
		<comments>http://allucanheat.com/2013/05/02/charge-block-ratio-which-refs-call-more-charges-than-blocks/#comments</comments>
		<pubDate>Thu, 02 May 2013 14:53:13 +0000</pubDate>
		<dc:creator>Jae Bradley</dc:creator>
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		<description><![CDATA[<p>Yesterday, I looked at NBA refs and the rate that they call technical fouls.  Today, I&#8217;m looking at which refs tend to call more charges and which refs tend to call more blocks.  I only looked at refs that refereed at least 45 games to make sure there was a decent sample size of charges [...]</p><p><a href="http://allucanheat.com/2013/05/02/charge-block-ratio-which-refs-call-more-charges-than-blocks/">Charge-Block Ratio: Which Refs Call More Charges Than Blocks</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[<div id="attachment_5535" class="wp-caption aligncenter" style="width: 385px"><a href="http://cdn.fansided.com/wp-content/blogs.dir/115/files/2013/05/6157774.jpg"><img class="size-full wp-image-5535 " title="NBA: San Antonio Spurs at Cleveland Cavaliers" src="http://cdn.fansided.com/wp-content/blogs.dir/115/files/2013/05/6157774.jpg" alt="" width="375" height="550" /></a><p class="wp-caption-text">Mandatory Credit: David Richard-USA TODAY Sports</p></div>
<p>Yesterday, I looked at <a title="How Many Technical Fouls Do Refs Call A Game?" href="http://allucanheat.com/2013/05/01/how-many-technical-fouls-per-game-do-refs-call/">NBA refs and the rate that they call technical fouls</a>.  Today, I&#8217;m looking at which refs tend to call more charges and which refs tend to call more blocks.  I only looked at refs that refereed at least 45 games to make sure there was a decent sample size of charges and blocks.  Basically the intuition of sample size is that in one game a ref might call seven charges and one block &#8212; and if all the data you have is that one game, then your data is skewed.  But if you have data from over the course of a season (or 45 games) your data does not end up being skewed.</p>
<p>(In case you&#8217;re curious&#8230;here&#8217;s the data source: http://vorped.com/bball/index.php/referee).</p>
<p>The charge-block ratio is basically the rate at which refs call charges relative to the rate at which refs call blocks.  For example, Scott Forster has a very high charge to block ratio of 10.25.  This means that this season he has called 10.25 times as many charges than blocks.  Dick Bavetta on the other hand has a charge to block ratio of 1.8.  This means that Bavetta has called 1.8 times as many charges than blocks.</p>
<p>What is astonishing is that only one NBA ref that has refereed at least 45 games calls more blocks than charges.  That ref would be Tony Brothers, who has a charge to block ratio of 0.889.  This suggests that experienced NBA refs tend to call more charges than blocks, in general &#8212; that&#8217;s why the average charge to block ratio is 2.41.</p>
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" alt="" /></p>
]]></content:encoded>
			<wfw:commentRss>http://allucanheat.com/2013/05/02/charge-block-ratio-which-refs-call-more-charges-than-blocks/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<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>
</ul>
<p><img 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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>
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		</item>
	</channel>
</rss>

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