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	<title>Peachton.com &#187; 2011 Prediction</title>
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		<title>Way Too Early Predictions: AUBURN</title>
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		<pubDate>Mon, 27 Jun 2011 22:01:55 +0000</pubDate>
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				<category><![CDATA[NCAA College Football 2011]]></category>
		<category><![CDATA[2011 Prediction]]></category>
		<category><![CDATA[Alabama Crimson Tide]]></category>
		<category><![CDATA[Arkansas Razorbacks]]></category>
		<category><![CDATA[Auburn]]></category>
		<category><![CDATA[Clemson]]></category>
		<category><![CDATA[College Football]]></category>
		<category><![CDATA[Florida Gators]]></category>
		<category><![CDATA[Georgia Bulldogs]]></category>
		<category><![CDATA[NCAA]]></category>
		<category><![CDATA[Ole Miss]]></category>
		<category><![CDATA[SEC]]></category>
		<category><![CDATA[UGA]]></category>

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		<description><![CDATA[Auburn 2011]]></description>
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" alt="" /></p>
<p>Let&#8217;s face it. Auburn&#8217;s success in 2010 and the difference between 14-0 and 9-4 were squarely dependent on quarterback Cam Newton and D-lineman Nick Fairley. Without them, the Tigers lose to Clemson, LSU, Alabama and possibly Arkansas, Mississippi State and Kentucky. But those two are gone and have left big gaping holes in the team.  That said, it could be a loooong year for the War Eagle.</p>
<p><span style="color: #0000ff;"><strong><a href="http://fastcache.gawkerassets.com/assets/images/4/2007/10/cupcake_timer.jpg"><span style="text-decoration: underline;">Utah State</span></a></strong> <strong>Win</strong></span><br />
<span style="color: #800080;"><strong>Mississippi State</strong> -  this game is a  <strong>toss-up</strong>. MSU is much improved and dangerous but the game is at Auburn.<br />
<strong><span style="text-decoration: underline;">at </span><a href="http://t3.gstatic.com/images?q=tbn:ANd9GcQtZkmXhYcRy3xBcUZMsvRvPiKwXJm_uDAtAzxbYnJSt8jslMHj">Clemson</a></strong> &#8211; another <strong>toss-up</strong>. Clemson will be hard-pressed to forget last year&#8217;s heartbreaking loss, when they missed an easy OT touchdown and an easier field goal. Played at Clemson.</span><br />
<span style="color: #0000ff;"><strong><a href="http://www.conceivablytech.com/wp-content/uploads/2011/06/cupcake2.jpg"><span style="text-decoration: underline;">Florida Atlantic</span></a></strong> <strong>Win</strong></span><br />
<span style="color: #ff0000;"><strong>at South Carolina</strong> is going to have a better team than last year. 19 of the 21 projected starters are seniors and juniors and some of them will probably be leaving for the NFL (Alshon Jeffery, Stephon Gilmore). It is now or never. Plus, <a href="http://t2.gstatic.com/images?q=tbn:ANd9GcQPMklHZANMpnHbQ3UwNUWjgfzmG4QRYazPsFZn2Kgsq0IDyaPu">Steve Spurrier is getting old</a>. Prediction: <strong>LOSS</strong><br />
<strong>at Arkansas</strong> &#8211; on the road against a team that also might be better even without <a href="http://t3.gstatic.com/images?q=tbn:ANd9GcSnaP2qYuC3xpnV3iaeWvOWFvtWEXaJh9sxCj90lPEVbUTh7DnW">Ryan Mallett</a>. Prediction: <strong>LOSS</strong><br />
<strong>Florida</strong> &#8211; what a  tough SEC stretch! Finally, the Tigers get a home game. Too bad the also get another  <strong>LOSS</strong><br />
<strong>at LSU</strong> &#8211; and Baton Rouge makes four straight:  <strong>LOSS</strong></span><br />
<span style="color: #0000ff;"><strong><a href="http://t0.gstatic.com/images?q=tbn:ANd9GcQ0F4HpPPQkAwwbD50ErZXB_MLvmqwcNewZKruagdaI2BQJ34TA">Ole Miss</a></strong> &#8211; finally a  Win</span><br />
<span style="color: #888888;">O<em>pen Date</em></span><br />
<span style="color: #ff0000;"><strong>at Georgia</strong> &#8211; in Athens = <strong>LOSS</strong></span><br />
<span style="color: #0000ff;"><strong><a href="http://t2.gstatic.com/images?q=tbn:ANd9GcRFO4jy-DhU0CkbXwxeA4hB05RPnE1f9ZPHS9eVRom9o8XORLyFRQ">Samford</a></strong> Win</span><br />
<span style="color: #ff0000;"><strong>Alabama</strong> =  <strong>LOSS</strong></span></p>
<p><span style="color: #ff0000;"><span style="color: #000000;">*Bonus Prediction: reports of the deaths of the Toomer&#8217;s Corner trees were greatly exaggerated.</span><strong><br />
</strong></span></p>
]]></content:encoded>
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