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	<title>Peachton.com &#187; SEC</title>
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		<title>Unofficial Incomplete 2013 SEC Football Schedules</title>
		<link>https://peachton.com/?p=375</link>
		<comments>https://peachton.com/?p=375#comments</comments>
		<pubDate>Fri, 19 Oct 2012 20:02:41 +0000</pubDate>
		<dc:creator></dc:creator>
				<category><![CDATA[NCAA College Football 2013]]></category>
		<category><![CDATA[2013]]></category>
		<category><![CDATA[Alabama Crimson Tide]]></category>
		<category><![CDATA[Arkansas Razorbacks]]></category>
		<category><![CDATA[Auburn]]></category>
		<category><![CDATA[BCS]]></category>
		<category><![CDATA[College]]></category>
		<category><![CDATA[Florida Gators]]></category>
		<category><![CDATA[Football]]></category>
		<category><![CDATA[Georgia Bulldogs]]></category>
		<category><![CDATA[Kentucky Wildcats]]></category>
		<category><![CDATA[LSU]]></category>
		<category><![CDATA[Mississippi State]]></category>
		<category><![CDATA[Missouri Tigers]]></category>
		<category><![CDATA[Mizzou]]></category>
		<category><![CDATA[NCAA]]></category>
		<category><![CDATA[Ole Miss]]></category>
		<category><![CDATA[SEC]]></category>
		<category><![CDATA[South Carolina Gamecocks]]></category>
		<category><![CDATA[Tennessee Vols]]></category>
		<category><![CDATA[Texas A&M]]></category>
		<category><![CDATA[UGA]]></category>
		<category><![CDATA[Vanderbilt]]></category>
		<category><![CDATA[Vandy]]></category>

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		<description><![CDATA[All teams are getting two bye weeks in 2013. The Conference games are set in stone. Alabama and Missouri need to add one non-SEC game each. Auburn needs to add three non-SEC games. ALABAMA Aug 31: Virginia Tech Sept. 7: TBA &#8211; non-conference or bye Sept. 14: at Texas A&#38;M Sept. 21: TBA &#8211; non-conference [...]]]></description>
			<content:encoded><![CDATA[<p>All teams are getting two bye weeks in 2013. The Conference games are set in stone. Alabama and Missouri need to add one non-SEC game each. Auburn needs to add three non-SEC games.</p>
<p><strong>ALABAMA</strong><br />
Aug 31: Virginia Tech<br />
Sept. 7: <span style="color: #ff0000;">TBA &#8211; non-conference or bye</span><br />
Sept. 14: at Texas A&amp;M<br />
Sept. 21: <span style="color: #ff0000;">TBA &#8211; non-conference or bye</span><br />
Sept. 28: Ole Miss<br />
Oct. 5: Georgia State<br />
Oct. 12: at Kentucky<br />
Oct. 19: Arkansas<br />
Oct. 26: Tennessee<br />
Nov. 2: <span style="color: #ff0000;">TBA &#8211; non-conference or bye</span><br />
Nov. 9: LSU<br />
Nov. 16: at Mississippi State<br />
Nov. 23: Chattanooga<br />
Nov. 30: at Auburn</p>
<p><strong>ARKANSAS</strong><br />
Aug 31: Louisiana–Lafayette<br />
Sept 7: Samford (Little Rock)<br />
Sept. 14: Southern Miss<br />
Sept. 21: at Rutgers<br />
Sept. 28: Texas A&amp;M<br />
Oct. 5: at Florida<br />
Oct. 12: South Carolina<br />
Oct. 19: at Alabama<br />
Oct. 26: bye<br />
Nov. 2: Auburn<br />
Nov. 9: at Ole Miss<br />
Nov. 16: bye<br />
Nov. 23: Mississippi State<br />
Nov. 30: at LSU</p>
<p><strong>AUBURN</strong><br />
Aug. 31: <span style="color: #ff0000;">TBA &#8211; non-conference or bye</span><br />
Sept. 7: Arkansas State<br />
Sept. 14: Mississippi State<br />
Sept. 21: at LSU<br />
Sept. 28: <span style="color: #ff0000;">TBA &#8211; non-conference or bye</span><br />
Oct. 5: Ole Miss<br />
Oct. 12: <span style="color: #ff0000;">TBA &#8211; non-conference or bye</span><br />
Oct. 19: at Texas A&amp;M<br />
Oct. 26: <span style="color: #ff0000;">TBA &#8211; non-conference or bye</span><br />
Nov. 2: at Arkansas<br />
Nov. 9: at Tennessee<br />
Nov. 16: Georgia<br />
Nov. 23: <span style="color: #ff0000;">TBA &#8211; non-conference or bye</span><br />
Nov. 30: Alabama</p>
<p><strong>FLORIDA</strong><br />
Aug 31: Toledo<br />
Sept 7: at Miami<br />
Sept. 14: bye<br />
Sept. 21: Tennessee<br />
Sept. 28: at Kentucky<br />
Oct. 5: Arkansas<br />
Oct. 12: at LSU<br />
Oct. 19: at Missouri<br />
Oct. 26: bye<br />
Nov. 2: vs. Georgia (Jacksonville)<br />
Nov. 9: Vanderbilt<br />
Nov. 16: at South Carolina<br />
Nov. 23: Georgia Southern<br />
Nov. 30: Florida State</p>
<p><strong>GEORGIA</strong><br />
Aug 31: at Clemson<br />
Sept. 7: South Carolina<br />
Sept. 14: bye<br />
Sept. 21: N Texas<br />
Sept. 28: LSU<br />
Oct. 5: at Tennessee<br />
Oct. 12: Missouri<br />
Oct. 19: at Vanderbilt<br />
Oct. 26: bye<br />
Nov. 2: vs. Florida (Jacksonville)<br />
Nov. 9: Appalachian State<br />
Nov. 16: at Auburn<br />
Nov. 23: Kentucky<br />
Nov. 30: at Georgia Tech</p>
<p><strong>KENTUCKY</strong><br />
Aug 31: WKU (Nashville)<br />
Sept. 7: Maimi (OH)<br />
Sept. 14: Louisville<br />
Sept. 21: bye<br />
Sept. 28: Florida<br />
Oct. 5: at South Carolina<br />
Oct. 12: Alabama<br />
Oct. 19: bye<br />
Oct. 26: at Mississippi State<br />
Nov. 2: Alabama State<br />
Nov. 9: Missouri<br />
Nov. 16: at Vanderbilt<br />
Nov. 23: at Georgia<br />
Nov. 30: Tennessee</p>
<p><strong>LSU</strong><br />
Aug 31: TCU (Cowboys Stadium)<br />
Sept. 7: Kent State<br />
Sept. 14: UAB<br />
Sept. 21: Auburn<br />
Sept. 28: at Georgia<br />
Oct. 5: at Mississippi State<br />
Oct. 12: Florida<br />
Oct. 19: at Ole Miss<br />
Oct. 26: Furman<br />
Nov. 2: bye<br />
Nov. 9: at Alabama<br />
Nov. 16: bye<br />
Nov. 23: Texas A&amp;M<br />
Nov. 30: Arkansas</p>
<p><strong>OLE MISS</strong><br />
Aug. 31: at Vanderbilt<br />
Sept. 7: Southeast Missouri<br />
Sept. 14: at Texas<br />
Sept. 21: bye<br />
Sept. 28: at Alabama<br />
Oct. 5: at Auburn<br />
Oct. 12: Texas A&amp;M<br />
Oct. 19: LSU<br />
Oct. 26: Idaho<br />
Nov. 2: bye<br />
Nov. 9: Arkansas<br />
Nov. 16: Troy<br />
Nov. 23: Missouri<br />
Nov. 30: at Mississippi State</p>
<p><strong>MISSISSIPPI STATE</strong><br />
Aug. 31: Oklahoma State (Houston)<br />
Sept. 7: Alcorn State<br />
Sept. 14: at Auburn<br />
Sept. 21: Troy<br />
Sept. 28: bye<br />
Oct. 5: LSU<br />
Oct. 12: Bowling Green<br />
Oct. 19: bye<br />
Oct. 26: Kentucky<br />
Nov. 2: at South Carolina<br />
Nov. 9: at Texas A&amp;M<br />
Nov. 16: Alabama<br />
Nov. 23: at Arkansas<br />
Nov. 30: Ole Miss</p>
<p><strong>MISSOURI</strong><br />
Aug. 31: Murray State<br />
Sept. 7: Toledo<br />
Sept. 14: <span style="color: #ff0000;">TBA &#8211; non-conference or bye</span><br />
Sept. 21: at Indiana<br />
Sept. 28: <span style="color: #ff0000;">TBA &#8211; non-conference or bye</span><br />
Oct. 5: at Vanderbilt<br />
Oct. 12: at Georgia<br />
Oct. 19: Florida<br />
Oct. 26: South Carolina<br />
Nov. 2: Tennessee<br />
Nov. 9: at Kentucky<br />
Nov 16: <span style="color: #ff0000;">TBA &#8211; non-conference or bye</span><br />
Nov. 23: at Ole Miss<br />
Nov. 30: Texas A&amp;M</p>
<p><strong>SOUTH CAROLINA</strong><br />
Aug. 31: North Carolina<br />
Sept. 7: at Georgia<br />
Sept. 14: Vanderbilt<br />
Sept. 21: South Carolina State<br />
Sept. 28: at UCF<br />
Oct. 5: Kentucky<br />
Oct. 12: at Arkansas<br />
Oct. 19: at Tennessee<br />
Oct. 26: at Missouri<br />
Nov. 2: Mississippi State<br />
Nov. 9: bye<br />
Nov. 16: Florida<br />
Nov. 23: bye<br />
Nov. 30: Clemson</p>
<p><strong>TENNESSEE</strong><br />
Aug. 31: Austin Peay<br />
Sept. 7: WKU<br />
Sept. 14: at Oregon<br />
Sept. 21: at Florida<br />
Sept. 28: South Alabama<br />
Oct. 5: Georgia<br />
Oct. 12: bye<br />
Oct. 19: South Carolina<br />
Oct. 26: at Alabama<br />
Nov. 2: at Missouri<br />
Nov. 9: Auburn<br />
Nov. 16: bye<br />
Nov. 23: Vanderbilt<br />
Nov. 30: at Kentucky</p>
<p><strong>TEXAS A&amp;M</strong><br />
Aug. 31: Rice<br />
Sept. 7: Sam Houston State<br />
Sept. 14: Alabama<br />
Sept. 21: SMU<br />
Sept. 28: at Arkansas<br />
Oct. 5: bye<br />
Oct. 12: at Ole Miss<br />
Oct. 19: Auburn<br />
Oct. 26: Vanderbilt<br />
Nov. 2: bye<br />
Nov. 9: Mississippi State<br />
Nov. 16: New Mexico<br />
Nov. 23: at LSU<br />
Nov. 30: at Missouri</p>
<p><strong>VANDERBILT</strong><br />
Aug. 31: Ole Miss<br />
Sept. 7: Austin Peay<br />
Sept. 14: at South Carolina<br />
Sept. 21: Umass<br />
Sept. 28: UAB<br />
Oct. 5: Missouri<br />
Oct. 12: bye<br />
Oct. 19: Georgia<br />
Oct. 26: at Texas A&amp;M<br />
Nov. 2: bye<br />
Nov. 9: at Florida<br />
Nov. 16: Kentucky<br />
Nov. 23: at Tennessee<br />
Nov. 30: Wake Forest</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Three Classic Football Rivalries We Won&#8217;t See in 2012</title>
		<link>https://peachton.com/?p=358</link>
		<comments>https://peachton.com/?p=358#comments</comments>
		<pubDate>Sun, 26 Aug 2012 20:08:07 +0000</pubDate>
		<dc:creator></dc:creator>
				<category><![CDATA[NCAA College Football 2012]]></category>
		<category><![CDATA[2012]]></category>
		<category><![CDATA[Big XII]]></category>
		<category><![CDATA[College]]></category>
		<category><![CDATA[College Football]]></category>
		<category><![CDATA[Football]]></category>
		<category><![CDATA[Kansas Jayhawks]]></category>
		<category><![CDATA[Missouri Tigers]]></category>
		<category><![CDATA[Mizzou]]></category>
		<category><![CDATA[NCAA]]></category>
		<category><![CDATA[Pitt]]></category>
		<category><![CDATA[Rivalries]]></category>
		<category><![CDATA[SEC]]></category>
		<category><![CDATA[Texas A&M]]></category>
		<category><![CDATA[Texas Longhorns]]></category>
		<category><![CDATA[West Virginia Mountaineers]]></category>

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		<description><![CDATA[college football realignment kills three classic rivalries]]></description>
			<content:encoded><![CDATA[<p><span style="color: #000000;"><img src="http://cas.umkc.edu/nehborderwars/IMAGES/john-brown.jpg" alt="John Brown" width="500" height="300" /></span></p>
<p><span style="color: #000000;">With the Missouri Tigers and Texas A&amp;M Aggies leaving the Big 12 for the SEC and the West Virginia Mountaineers from the Big East to the Big 12, college football is losing a few annual games that date back to the late 19th century. Of course these teams had many rivalries within their old conferences but these are the highlights:</span></p>
<p><span style="color: #000000;">1. <strong>Border War (Kansas vs. Missouri)</strong> &#8211; Believe it or not, these two neighboring states still harbor some ill will between the two that dates back to the American Civil War. The schools&#8217; mascots Jayhawks and Tigers were both derived from the Civil War but that story is another blog. The first meeting was in 1891</span> with Kansas coming out victorious 22-10. The series was the second-most-played rivalry in major-college football history behind Minnesota-Wisconsin (yawn). Mizzou leads the series 57-54-9.<br />
<span style="color: #000000;"> 2. <strong>Lone Star Showdown (Texas Longhorns vs. Texas A&amp;M)</strong> Beginning in 1894, the state of Texas&#8217; two oldest public universities have had a long history of good old-fashion hate. From 1910 to 1940 there was only one instance of a team winning the rivalry game in consecutive seasons. Texas holds an overall 76-37-5 lead with many wins coming from 1940 to 1974 when A&amp;M only won thrice and one tie. Legendary coach Darrell Royal was at the helm for most of those wins. Since then it has been pretty even. Each team had won three of the last six meetings.</span><br />
<span style="color: #000000;"> 3. <strong>Backyard Brawl (Pitt Panthers vs. West Virginia Mountaineers)</strong> This game is so named because of the proximity of the two campuses. The two cities of Pittsburgh and Morgantown are linked by I-79 with around 75 miles between them. They have played 104 times since 1895 with Pitt hanging on to a 60-41-3 lead but WVU has won the last three meetings.<br />
</span></p>
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		<item>
		<title>2012 SEC College Football Spring Games: Dates &amp; Attendance</title>
		<link>https://peachton.com/?p=311</link>
		<comments>https://peachton.com/?p=311#comments</comments>
		<pubDate>Thu, 05 Apr 2012 13:42:15 +0000</pubDate>
		<dc:creator></dc:creator>
				<category><![CDATA[NCAA College Football 2012]]></category>
		<category><![CDATA[Alabama Crimson Tide]]></category>
		<category><![CDATA[Arkansas Razorbacks]]></category>
		<category><![CDATA[Attendance]]></category>
		<category><![CDATA[Auburn]]></category>
		<category><![CDATA[Florida Gators]]></category>
		<category><![CDATA[Georgia Bulldogs]]></category>
		<category><![CDATA[Kentucky Wildcats]]></category>
		<category><![CDATA[LSU]]></category>
		<category><![CDATA[Mississippi State]]></category>
		<category><![CDATA[Missouri Tigers]]></category>
		<category><![CDATA[Mizzou]]></category>
		<category><![CDATA[Nebraska Cornhuskers]]></category>
		<category><![CDATA[Notre Dame]]></category>
		<category><![CDATA[Ole Miss]]></category>
		<category><![CDATA[SEC]]></category>
		<category><![CDATA[South Carolina Gamecocks]]></category>
		<category><![CDATA[Spring Games]]></category>
		<category><![CDATA[Tennessee Vols]]></category>
		<category><![CDATA[Texas A&M]]></category>
		<category><![CDATA[UGA]]></category>
		<category><![CDATA[USC]]></category>
		<category><![CDATA[Vanderbilt]]></category>

		<guid isPermaLink="false">http://peachton.com/?p=311</guid>
		<description><![CDATA[                                             Team Spring Game   Attendance  . . . . . . . . . . Team Spring Game   Attendance LSU 3/31/12 33,000 Texas 3/31/12   46,000 Florida 4/7/12 38,100 Michigan 4/14/12  25,000 Alabama 4/14/12 78,526 Oklahoma 4/14/12  20,509 Auburn 4/14/12 43,427 USC 4/14/12  5,000 Georgia 4/14/12 44,117 Nebraska 4/14/12  canceled + Missouri 4/14/12 [...]]]></description>
			<content:encoded><![CDATA[<p><img 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" 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" alt="" /></p>
<table border="0" frame="VOID" rules="NONE" cellspacing="0">
<colgroup>
<col width="86" />
<col width="86" />
<col width="86" />
<col width="86" />
<col width="86" />
<col width="86" />
<col width="86" /></colgroup>
<tbody>
<tr>
<td align="LEFT" width="86" height="18"><strong>Team</strong></td>
<td align="CENTER" width="86"><strong>Spring Game</strong></td>
<td align="CENTER" width="86"><strong>  Attendance </strong></td>
<td align="LEFT" width="86"> . . . . . . . . . .</td>
<td align="LEFT" width="86"><strong>Team</strong></td>
<td align="CENTER" width="86"><strong>Spring Game</strong></td>
<td align="CENTER" width="86"><strong>  Attendance </strong></td>
</tr>
<tr>
<td align="LEFT" height="18"><span style="color: #800080;">LSU</span></td>
<td align="CENTER">3/31/12</td>
<td align="CENTER">33,000</td>
<td align="LEFT">
<table border="0" frame="VOID" rules="NONE" cellspacing="0">
<tbody>
<tr>
<td align="LEFT" width="86"></td>
</tr>
</tbody>
</table>
</td>
<td align="LEFT"><span style="color: #ff6600;">Texas</span></td>
<td align="CENTER">3/31/12</td>
<td align="CENTER">  46,000</td>
</tr>
<tr>
<td align="LEFT" height="18"><span style="color: #0000ff;">Florida</span></td>
<td align="CENTER">4/7/12</td>
<td align="CENTER">38,100</td>
<td align="LEFT"></td>
<td align="LEFT"><span style="color: #000080;">Michigan</span></td>
<td align="CENTER">4/14/12</td>
<td align="CENTER"> 25,000</td>
</tr>
<tr>
<td align="LEFT" height="18"><span style="color: #ff0000;">Alabama</span></td>
<td align="CENTER">4/14/12</td>
<td align="CENTER">78,526</td>
<td align="LEFT"></td>
<td align="LEFT"><span style="color: #800000;">Oklahoma</span></td>
<td align="CENTER">4/14/12</td>
<td align="CENTER"> 20,509</td>
</tr>
<tr>
<td align="LEFT" height="18"><span style="color: #000080;">Auburn</span></td>
<td align="CENTER">4/14/12</td>
<td align="CENTER">43,427</td>
<td align="LEFT"></td>
<td align="LEFT"><span style="color: #800000;">USC</span></td>
<td align="CENTER">4/14/12</td>
<td align="CENTER"> 5,000</td>
</tr>
<tr>
<td align="LEFT" height="18"><span style="color: #ff0000;">Georgia</span></td>
<td align="CENTER">4/14/12</td>
<td align="CENTER">44,117</td>
<td align="LEFT"></td>
<td align="LEFT"><span style="color: #ff0000;">Nebraska</span></td>
<td align="CENTER">4/14/12</td>
<td align="CENTER"> canceled +</td>
</tr>
<tr>
<td align="LEFT" height="18">Missouri</td>
<td align="CENTER">4/14/12</td>
<td align="CENTER">18,614</td>
<td align="LEFT"></td>
<td align="LEFT"><span style="color: #ff0000;">Ohio State</span></td>
<td align="CENTER">4/21/12</td>
<td align="CENTER"><span>81,400</span></td>
</tr>
<tr>
<td align="LEFT" height="18"><span style="color: #800000;">S. Carolina</span></td>
<td align="CENTER">4/14/12</td>
<td align="CENTER"> 34,513</td>
<td align="LEFT"></td>
<td align="LEFT"><span style="color: #008000;">Notre Dame</span></td>
<td align="CENTER">4/21/12</td>
<td align="CENTER"> 31,582</td>
</tr>
<tr>
<td align="LEFT" height="18">Vanderbilt</td>
<td align="CENTER">4/14/12</td>
<td align="CENTER"><span>8,500</span></td>
<td align="LEFT"></td>
<td align="LEFT"><span style="color: #ff6600;">Okl State</span></td>
<td align="CENTER">4/21/12</td>
<td align="CENTER">11,000</td>
</tr>
<tr>
<td align="LEFT" height="18"><span style="color: #800000;">Miss. State</span></td>
<td align="CENTER">4/20/12</td>
<td align="CENTER"> 22,604</td>
<td align="LEFT"></td>
<td align="LEFT"><span style="color: #000080;">Penn State</span></td>
<td align="CENTER">4/21/12</td>
<td align="CENTER">60,000</td>
</tr>
<tr>
<td style="text-align: left;" align="LEFT" height="18"><span style="color: #ff0000;">Arkansas</span></td>
<td style="text-align: center;" align="CENTER">4/21/12</td>
<td style="text-align: center;" align="CENTER"> 45,250</td>
<td style="text-align: center;" align="LEFT"></td>
<td style="text-align: left;" align="LEFT"><span style="color: #008000;">Oregon</span></td>
<td style="text-align: center;" align="CENTER">4/28/12</td>
<td style="text-align: center;" align="CENTER"></td>
</tr>
<tr>
<td align="LEFT" height="18"><span style="color: #0000ff;">Ole Miss</span></td>
<td align="CENTER">4/21/12</td>
<td align="CENTER"> <span>25,000</span></td>
<td align="LEFT"></td>
<td align="LEFT"><span style="color: #ff0000;">Wisconsin</span></td>
<td align="CENTER">4/28/12</td>
<td align="CENTER"></td>
</tr>
<tr>
<td align="LEFT" height="18"><span style="color: #ff6600;">Tennessee</span></td>
<td align="CENTER">4/21/12</td>
<td align="CENTER"> <span>35,421</span></td>
<td align="LEFT"></td>
<td align="LEFT"><span style="color: #ff6600;">Clemson</span></td>
<td align="LEFT"></td>
<td style="text-align: center;" align="LEFT"> 28,000</td>
</tr>
<tr>
<td align="LEFT" height="18"><span style="color: #0000ff;">Kentucky</span></td>
<td align="CENTER">4/23/12</td>
<td align="CENTER"> 4,500</td>
<td align="LEFT"></td>
<td align="LEFT"><span style="color: #800000;">Florida State</span></td>
<td align="LEFT"></td>
<td style="text-align: center;" align="LEFT"> 40,631</td>
</tr>
<tr>
<td align="LEFT" height="18"><span style="color: #800000;">Texas A&amp;M</span></td>
<td align="CENTER">4/28/12</td>
<td align="CENTER"> 15,000</td>
<td align="LEFT"></td>
<td align="LEFT"><span style="color: #0000ff;">Boise</span></td>
<td align="LEFT"></td>
<td style="text-align: center;" align="LEFT"> 17,123</td>
</tr>
</tbody>
</table>
<p>* Unverified</p>
<p>+ Canceled due to bad weather</p>
]]></content:encoded>
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		</item>
		<item>
		<title>2012 SEC Football Schedule Grid</title>
		<link>https://peachton.com/?p=298</link>
		<comments>https://peachton.com/?p=298#comments</comments>
		<pubDate>Tue, 28 Feb 2012 20:43:51 +0000</pubDate>
		<dc:creator></dc:creator>
				<category><![CDATA[NCAA College Football 2012]]></category>
		<category><![CDATA[2012 SEC Football Schedule]]></category>
		<category><![CDATA[2012 SEC Football Schedule Grid]]></category>
		<category><![CDATA[Alabama Crimson Tide]]></category>
		<category><![CDATA[Arkansas Razorbacks]]></category>
		<category><![CDATA[Auburn]]></category>
		<category><![CDATA[Florida Gators]]></category>
		<category><![CDATA[Georgia Bulldogs]]></category>
		<category><![CDATA[Kentucky Wildcats]]></category>
		<category><![CDATA[LSU]]></category>
		<category><![CDATA[Mississippi State]]></category>
		<category><![CDATA[Missouri Tigers]]></category>
		<category><![CDATA[Ole Miss]]></category>
		<category><![CDATA[SEC]]></category>
		<category><![CDATA[South Carolina Gamecocks]]></category>
		<category><![CDATA[Tennessee Vols]]></category>
		<category><![CDATA[Texas A&M]]></category>
		<category><![CDATA[UGA]]></category>
		<category><![CDATA[Vanderbilt]]></category>
		<category><![CDATA[Vandy]]></category>

		<guid isPermaLink="false">http://peachton.com/?p=298</guid>
		<description><![CDATA[This is the final 2012 SEC Football schedule: 2012 Sept 1 Sept 8 Sept 15 Sept 22 Sept 29 Oct 6 Oct 13 Oct 20 Oct 27 Nov 3 Nov 10 Nov 17 Nov 24 Alabama Crimson Tide Michigan WKU @Ark Fla Atl Ole Miss open @Mizzou @Tenn MSU @LSU Tex A&#38;M W.Carolina AUB Arkansas [...]]]></description>
			<content:encoded><![CDATA[<p><strong><span style="color: #ff0000;">This is the final 2012 SEC Football schedule:</span></strong></p>
<table border="0" cellspacing="0" frame="VOID" rules="NONE">
<colgroup>
<col width="102"></col>
<col width="86"></col>
<col width="86"></col>
<col width="86"></col>
<col width="86"></col>
<col width="86"></col>
<col width="86"></col>
<col width="86"></col>
<col width="86"></col>
<col width="86"></col>
<col width="86"></col>
<col width="86"></col>
<col width="86"></col>
<col width="86"></col>
</colgroup>
<tbody>
<tr>
<td width="102" height="20" align="CENTER" bgcolor="#FFD320"><strong>2012</strong></td>
<td width="86" align="CENTER" bgcolor="#FFD320"><strong><span style="color: #000000;">Sept 1</span></strong></td>
<td width="86" align="CENTER" bgcolor="#FFD320"><strong><span style="color: #000000;">Sept 8</span></strong></td>
<td width="86" align="CENTER" bgcolor="#FFD320"><strong><span style="color: #000000;">Sept 15 </span></strong></td>
<td width="86" align="CENTER" bgcolor="#FFD320"><strong><span style="color: #000000;">Sept 22 </span></strong></td>
<td width="86" align="CENTER" bgcolor="#FFD320"><strong><span style="color: #000000;">Sept 29 </span></strong></td>
<td width="86" align="CENTER" bgcolor="#FFD320"><strong><span style="color: #000000;">Oct 6</span></strong></td>
<td width="86" align="CENTER" bgcolor="#FFD320"><strong><span style="color: #000000;">Oct 13</span></strong></td>
<td width="86" align="CENTER" bgcolor="#FFD320"><strong><span style="color: #000000;">Oct 20</span></strong></td>
<td width="86" align="CENTER" bgcolor="#FFD320"><strong><span style="color: #000000;">Oct 27</span></strong></td>
<td width="86" align="CENTER" bgcolor="#FFD320"><strong><span style="color: #000000;">Nov 3</span></strong></td>
<td width="86" align="CENTER" bgcolor="#FFD320"><strong><span style="color: #000000;">Nov 10</span></strong></td>
<td width="86" align="CENTER" bgcolor="#FFD320"><strong><span style="color: #000000;">Nov 17</span></strong></td>
<td width="86" align="CENTER" bgcolor="#FFD320"><strong><span style="color: #000000;">Nov 24</span></strong></td>
</tr>
<tr>
<td height="33" align="CENTER" bgcolor="#FFFFFF"><strong><span style="color: #800000;">Alabama Crimson Tide</span></strong></td>
<td align="CENTER" bgcolor="#00DCFF">Michigan</td>
<td align="CENTER">WKU</td>
<td align="CENTER"><strong>@Ark</strong></td>
<td align="CENTER">Fla Atl</td>
<td align="CENTER"><strong>Ole Miss</strong></td>
<td align="CENTER" bgcolor="#FFFFCC">open</td>
<td align="CENTER"><strong>@Mizzou</strong></td>
<td align="CENTER"><strong>@Tenn</strong></td>
<td align="CENTER"><strong>MSU</strong></td>
<td align="CENTER"><strong>@LSU</strong></td>
<td align="CENTER"><strong>Tex A&amp;M</strong></td>
<td align="CENTER">W.Carolina</td>
<td align="CENTER"><strong>AUB</strong></td>
</tr>
<tr>
<td height="33" align="CENTER" bgcolor="#8B0000"><strong><span style="color: #ffffff;">Arkansas Razorbacks</span></strong></td>
<td align="CENTER">Jax St</td>
<td align="CENTER">La-Monroe</td>
<td align="CENTER"><strong>Alabama</strong></td>
<td align="CENTER">Rutgers</td>
<td align="CENTER"><strong>@Tex A&amp;M</strong></td>
<td align="CENTER"><strong>@AUB</strong></td>
<td align="CENTER"><strong>Kentucky</strong></td>
<td align="CENTER" bgcolor="#FFFFCC">open</td>
<td align="CENTER"><strong>Ole Miss</strong></td>
<td align="CENTER">Tulsa</td>
<td align="CENTER"><strong>@S.Car</strong></td>
<td align="CENTER"><strong>@MSU</strong></td>
<td align="CENTER"><strong>LSU*</strong></td>
</tr>
<tr>
<td height="33" align="CENTER" bgcolor="#FFFFFF"><strong><span style="color: #00008b;">Auburn Tigers</span></strong></td>
<td align="CENTER" bgcolor="#FFCC99">Clemson</td>
<td align="CENTER"><strong>@MSU</strong></td>
<td align="CENTER">La-Monroe</td>
<td align="CENTER"><strong>LSU</strong></td>
<td align="CENTER" bgcolor="#FFFFCC">open</td>
<td align="CENTER"><strong>Ark</strong></td>
<td align="CENTER"><strong>@Ole Ms</strong></td>
<td align="CENTER"><strong>@Vandy</strong></td>
<td align="CENTER"><strong>Tex A&amp;M</strong></td>
<td align="CENTER">McNeese St</td>
<td align="CENTER"><strong>UGA</strong></td>
<td align="CENTER">Ala A&amp;M</td>
<td align="CENTER"><strong>@BAMA</strong></td>
</tr>
<tr>
<td height="33" align="CENTER" bgcolor="#800080"><strong><span style="color: #ffd700;">LSU Tigers</span></strong></td>
<td align="CENTER">N Texas</td>
<td align="CENTER">Washington</td>
<td align="CENTER">Idaho</td>
<td align="CENTER"><strong>@AUB</strong></td>
<td align="CENTER">Towson</td>
<td align="CENTER"><strong>@Fla</strong></td>
<td align="CENTER"><strong>S. Car</strong></td>
<td align="CENTER"><strong>@ Tex A&amp;M</strong></td>
<td align="CENTER" bgcolor="#FFFFCC">open</td>
<td align="CENTER"><strong>Alabama</strong></td>
<td align="CENTER"><strong>MSU</strong></td>
<td align="CENTER"><strong>Ole Miss</strong></td>
<td align="CENTER"><strong>@ARK*</strong></td>
</tr>
<tr>
<td height="33" align="CENTER" bgcolor="#FFFFFF"><strong><span style="color: #800000;">MSU Bulldogs</span></strong></td>
<td align="CENTER">Jackson St</td>
<td align="CENTER"><strong>AUB</strong></td>
<td align="CENTER">@Troy</td>
<td align="CENTER">S. Ala</td>
<td align="CENTER" bgcolor="#FFFFCC">open</td>
<td align="CENTER"><strong>@UK</strong></td>
<td align="CENTER"><strong>Tenn</strong></td>
<td align="CENTER">Mid Tenn</td>
<td align="CENTER"><strong>@BAMA</strong></td>
<td align="CENTER"><strong>Tex A&amp;M</strong></td>
<td align="CENTER"><strong>@LSU</strong></td>
<td align="CENTER"><strong>ARK</strong></td>
<td align="CENTER"><strong>@OM</strong></td>
</tr>
<tr>
<td height="33" align="CENTER" bgcolor="#00008B"><strong><span style="color: #ff0000;">Ole Miss Rebels</span></strong></td>
<td align="CENTER">Cent. Ark</td>
<td align="CENTER">UTEP</td>
<td align="CENTER">Texas</td>
<td align="CENTER">@Tulane</td>
<td align="CENTER"><strong>@BAMA</strong></td>
<td align="CENTER"><strong>Tex A&amp;M</strong></td>
<td align="CENTER"><strong>AUB</strong></td>
<td align="CENTER" bgcolor="#FFFFCC">open</td>
<td align="CENTER"><strong>@Ark</strong></td>
<td align="CENTER"><strong>@UGA</strong></td>
<td align="CENTER"><strong>Vandy</strong></td>
<td align="CENTER"><strong>@LSU</strong></td>
<td align="CENTER"><strong>MSU</strong></td>
</tr>
<tr>
<td height="33" align="CENTER"><strong><span style="color: #800000;">Texas A&amp;M Aggies</span></strong></td>
<td align="CENTER">LaTech</td>
<td align="CENTER"><strong>Florida</strong></td>
<td align="CENTER">@SMU</td>
<td align="CENTER">SC State</td>
<td align="CENTER"><strong>ARK</strong></td>
<td align="CENTER"><strong>@Ole Ms</strong></td>
<td align="CENTER" bgcolor="#FFFFCC">open</td>
<td align="CENTER"><strong>LSU</strong></td>
<td align="CENTER"><strong>@AUB</strong></td>
<td align="CENTER"><strong>@MSU</strong></td>
<td align="CENTER"><strong>@BAMA</strong></td>
<td align="CENTER">SamHouston</td>
<td align="CENTER"><strong>Mizzou</strong></td>
</tr>
<tr>
<td height="33" align="CENTER" bgcolor="#FFA500"><strong><span style="color: #0000ff;">Florida Gators</span></strong></td>
<td align="CENTER">B.Green</td>
<td align="CENTER"><strong>@Tex A&amp;M</strong></td>
<td align="CENTER"><strong>@Tenn</strong></td>
<td align="CENTER"><strong>UK</strong></td>
<td align="CENTER" bgcolor="#FFFFCC">open</td>
<td align="CENTER"><strong>LSU</strong></td>
<td align="CENTER"><strong>@Vandy</strong></td>
<td align="CENTER"><strong>S. Car</strong></td>
<td align="CENTER"><strong>UGA</strong></td>
<td align="CENTER"><strong>Mizzou</strong></td>
<td align="CENTER">Louisiana</td>
<td align="CENTER">Jax St</td>
<td align="CENTER">@FSU</td>
</tr>
<tr>
<td height="33" align="CENTER" bgcolor="#FFFFFF"><strong><span style="color: #ff0000;">Georgia Bulldogs</span></strong></td>
<td align="CENTER">Buffalo</td>
<td align="CENTER"><strong>@Mizzou</strong></td>
<td align="CENTER">Fla Atl</td>
<td align="CENTER"><strong>Vandy</strong></td>
<td align="CENTER"><strong>Tenn</strong></td>
<td align="CENTER"><strong>@S.Car</strong></td>
<td align="CENTER" bgcolor="#FFFFCC">open</td>
<td align="CENTER"><strong>@UK</strong></td>
<td align="CENTER"><strong>Fla</strong></td>
<td align="CENTER"><strong>Ole Miss</strong></td>
<td align="CENTER"><strong>@AUB</strong></td>
<td align="CENTER">Ga Southern</td>
<td align="CENTER">GTech</td>
</tr>
<tr>
<td height="33" align="CENTER" bgcolor="#0000FF"><strong><span style="color: #ffffff;">Kentucky Wildcats</span></strong></td>
<td align="CENTER">@Louisville</td>
<td align="CENTER">Kent State</td>
<td align="CENTER">WKU</td>
<td align="CENTER"><strong>@Fla</strong></td>
<td align="CENTER"><strong>S. Car</strong></td>
<td align="CENTER"><strong>MSU</strong></td>
<td align="CENTER"><strong>@Ark</strong></td>
<td align="CENTER"><strong>UGA</strong></td>
<td align="CENTER"><strong>@Mizzou</strong></td>
<td align="CENTER"><strong>Vandy</strong></td>
<td align="CENTER" bgcolor="#FFFFCC">open</td>
<td align="CENTER">Samford</td>
<td align="CENTER"><strong>@Tenn</strong></td>
</tr>
<tr>
<td height="33" align="CENTER" bgcolor="#FFFFFF"><strong><span style="color: #000000;">Missouri Tigers</span></strong></td>
<td align="CENTER">SE La</td>
<td align="CENTER"><strong>UGA</strong></td>
<td align="CENTER">Arizona St</td>
<td align="CENTER"><strong>@SC</strong></td>
<td align="CENTER">@UCF</td>
<td align="CENTER"><strong>Vandy</strong></td>
<td align="CENTER"><strong>BAMA</strong></td>
<td align="CENTER" bgcolor="#FFFFCC">open</td>
<td align="CENTER"><strong>UK</strong></td>
<td align="CENTER"><strong>@Fla</strong></td>
<td align="CENTER"><strong>@Tenn</strong></td>
<td align="CENTER">Syracuse</td>
<td align="CENTER"><strong>@ Tex A&amp;M</strong></td>
</tr>
<tr>
<td height="33" align="CENTER" bgcolor="#000000"><strong><span style="color: #ff0000;">S. Carolina Gamecocks</span></strong></td>
<td align="CENTER"><strong>@Vandy*</strong></td>
<td align="CENTER">ECU</td>
<td align="CENTER">UAB</td>
<td align="CENTER"><strong>Mizzou</strong></td>
<td align="CENTER"><strong>@UK</strong></td>
<td align="CENTER"><strong>UGA</strong></td>
<td align="CENTER"><strong>@LSU</strong></td>
<td align="CENTER"><strong>@Fla</strong></td>
<td align="CENTER"><strong>Tenn</strong></td>
<td align="CENTER" bgcolor="#FFFFCC">open</td>
<td align="CENTER"><strong>Ark</strong></td>
<td align="CENTER">Wofford</td>
<td align="CENTER">@Clem</td>
</tr>
<tr>
<td height="33" align="CENTER" bgcolor="#FFFFFF"><strong><span style="color: #ffa500;">Tennessee Volunteers</span></strong></td>
<td align="CENTER" bgcolor="#FFCC99">NC State**</td>
<td align="CENTER">Ga State</td>
<td align="CENTER"><strong>Florida</strong></td>
<td align="CENTER">Akron</td>
<td align="CENTER"><strong>@UGA</strong></td>
<td align="CENTER" bgcolor="#FFFFCC">open</td>
<td align="CENTER"><strong>@MSU</strong></td>
<td align="CENTER"><strong>Alabama</strong></td>
<td align="CENTER"><strong>@S Car</strong></td>
<td align="CENTER">Troy</td>
<td align="CENTER"><strong>Mizzou</strong></td>
<td align="CENTER"><strong>@Vandy</strong></td>
<td align="CENTER"><strong>Kentucky</strong></td>
</tr>
<tr>
<td height="33" align="CENTER" bgcolor="#FFD700"><strong><span style="color: #000000;">Vanderbilt Commodores</span></strong></td>
<td align="CENTER"><strong>S. Carolina</strong></td>
<td align="CENTER">@Nwestern</td>
<td align="CENTER">Presbyterian</td>
<td align="CENTER"><strong>@UGA</strong></td>
<td align="CENTER" bgcolor="#FFFFCC">open</td>
<td align="CENTER"><strong>@Mizzou</strong></td>
<td align="CENTER"><strong>Fla</strong></td>
<td align="CENTER"><strong>AUB</strong></td>
<td align="CENTER">Umass</td>
<td align="CENTER"><strong>@UK</strong></td>
<td align="CENTER"><strong>@Ole Ms</strong></td>
<td align="CENTER"><strong>Tenn</strong></td>
<td align="CENTER">@WakeF</td>
</tr>
<tr>
<td height="18" align="CENTER"></td>
<td align="LEFT"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
</tr>
<tr>
<td height="18" align="CENTER"></td>
<td align="CENTER">*8/30/11</td>
<td align="CENTER"></td>
<td style="text-align: right;"><strong>Bold =<br />
</strong></td>
<td align="CENTER"><strong>SEC game</strong></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER">*11/23/12</td>
</tr>
<tr>
<td height="18" align="CENTER"></td>
<td align="CENTER">**8/31/11</td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="LEFT"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
</tr>
<tr>
<td height="35" align="CENTER"></td>
<td align="CENTER" bgcolor="#00DCFF">Dallas</td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="LEFT"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="LEFT"></td>
</tr>
<tr>
<td height="35" align="CENTER"></td>
<td align="CENTER" bgcolor="#FFCC99">Atlanta</td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="LEFT"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
</tr>
</tbody>
</table>
<p>.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>2012 SEC Fulll Schedule Grid – so far! 12/28/11</title>
		<link>https://peachton.com/?p=267</link>
		<comments>https://peachton.com/?p=267#comments</comments>
		<pubDate>Wed, 28 Dec 2011 17:32:54 +0000</pubDate>
		<dc:creator></dc:creator>
				<category><![CDATA[NCAA College Football 2012]]></category>
		<category><![CDATA[2012 SEC Football Schedule]]></category>
		<category><![CDATA[2012 SEC Football Schedule Grid]]></category>
		<category><![CDATA[Alabama Crimson Tide]]></category>
		<category><![CDATA[Arkansas Razorbacks]]></category>
		<category><![CDATA[Auburn]]></category>
		<category><![CDATA[Florida Gators]]></category>
		<category><![CDATA[Georgia Bulldogs]]></category>
		<category><![CDATA[Kentucky Wildcats]]></category>
		<category><![CDATA[LSU]]></category>
		<category><![CDATA[Mississippi State]]></category>
		<category><![CDATA[Missouri Tigers]]></category>
		<category><![CDATA[Ole Miss]]></category>
		<category><![CDATA[SEC]]></category>
		<category><![CDATA[South Carolina Gamecocks]]></category>
		<category><![CDATA[Tennessee Vols]]></category>
		<category><![CDATA[Texas A&M]]></category>
		<category><![CDATA[UGA]]></category>
		<category><![CDATA[Vanderbilt]]></category>
		<category><![CDATA[Vandy]]></category>

		<guid isPermaLink="false">http://peachton.com/?p=267</guid>
		<description><![CDATA[2012 SEC]]></description>
			<content:encoded><![CDATA[<p>SEC schedule is set. A few teams have some non-conference games to fill.</p>
<table border="0" cellspacing="0" frame="VOID" rules="NONE">
<colgroup>
<col width="86"></col>
<col width="69"></col>
<col width="69"></col>
<col width="69"></col>
<col width="69"></col>
<col width="69"></col>
<col width="69"></col>
<col width="69"></col>
<col width="69"></col>
<col width="69"></col>
<col width="69"></col>
<col width="69"></col>
<col width="69"></col>
<col width="69"></col>
</colgroup>
<tbody>
<tr>
<td width="86" height="17" align="CENTER" bgcolor="#FFD320"><strong><span style="font-size: xx-small;">2012</span></strong></td>
<td width="69" align="CENTER" bgcolor="#FFD320"><strong><span style="color: #000000; font-size: xx-small;">Sept 1</span></strong></td>
<td width="69" align="CENTER" bgcolor="#FFD320"><strong><span style="color: #000000; font-size: xx-small;">Sept 8</span></strong></td>
<td width="69" align="CENTER" bgcolor="#FFD320"><strong><span style="color: #000000; font-size: xx-small;">Sept 15 </span></strong></td>
<td width="69" align="CENTER" bgcolor="#FFD320"><strong><span style="color: #000000; font-size: xx-small;">Sept 22 </span></strong></td>
<td width="69" align="CENTER" bgcolor="#FFD320"><strong><span style="color: #000000; font-size: xx-small;">Sept 29 </span></strong></td>
<td width="69" align="CENTER" bgcolor="#FFD320"><strong><span style="color: #000000; font-size: xx-small;">Oct 6</span></strong></td>
<td width="69" align="CENTER" bgcolor="#FFD320"><strong><span style="color: #000000; font-size: xx-small;">Oct 13</span></strong></td>
<td width="69" align="CENTER" bgcolor="#FFD320"><strong><span style="color: #000000; font-size: xx-small;">Oct 20</span></strong></td>
<td width="69" align="CENTER" bgcolor="#FFD320"><strong><span style="color: #000000; font-size: xx-small;">Oct 27</span></strong></td>
<td width="69" align="CENTER" bgcolor="#FFD320"><strong><span style="color: #000000; font-size: xx-small;">Nov 3</span></strong></td>
<td width="69" align="CENTER" bgcolor="#FFD320"><strong><span style="color: #000000; font-size: xx-small;">Nov 10</span></strong></td>
<td width="69" align="CENTER" bgcolor="#FFD320"><strong><span style="color: #000000; font-size: xx-small;">Nov 17</span></strong></td>
<td width="69" align="CENTER" bgcolor="#FFD320"><strong><span style="color: #000000; font-size: xx-small;">Nov 24</span></strong></td>
</tr>
<tr>
<td height="29" align="CENTER" bgcolor="#FFFFFF"><strong><span style="color: #800000; font-size: xx-small;">Alabama Crimson Tide</span></strong></td>
<td align="CENTER" bgcolor="#00DCFF"><span style="font-size: xx-small;">Michigan</span></td>
<td align="CENTER"><span style="font-size: xx-small;">WKU</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@Ark</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">Fla Atl</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Ole Miss</span></strong></td>
<td align="CENTER" bgcolor="#FFFFCC"><span style="font-size: xx-small;">open</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@Mizzou</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@Tenn</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">MSU</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@LSU</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Tex A&amp;M</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">W.Carolina</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">AUB</span></strong></td>
</tr>
<tr>
<td height="29" align="CENTER" bgcolor="#8B0000"><strong><span style="color: #ffffff; font-size: xx-small;">Arkansas Razorbacks</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">Jax St</span></td>
<td align="CENTER"><span style="font-size: xx-small;">La-Monroe</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Alabama</span></strong></td>
<td align="CENTER" bgcolor="#FF8080"><span style="font-size: xx-small;">tba</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@Tex A&amp;M</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@AUB</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">UK</span></strong></td>
<td align="CENTER" bgcolor="#FF8080"><span style="font-size: xx-small;">tba</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Ole Miss</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">Tulsa</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@S.Car</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@MSU</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">LSU*</span></strong></td>
</tr>
<tr>
<td height="17" align="CENTER" bgcolor="#FFFFFF"><strong><span style="color: #00008b; font-size: xx-small;">Auburn Tigers</span></strong></td>
<td align="CENTER" bgcolor="#FFCC99"><span style="font-size: xx-small;">Clemson</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@MSU</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">La-Monroe</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">LSU</span></strong></td>
<td align="CENTER" bgcolor="#FFFFCC"><span style="font-size: xx-small;">open</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Ark</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@Ole Ms</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@Vandy</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Tex A&amp;M</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">McNeese St</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">UGA</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">Ala A&amp;M</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@BAMA</span></strong></td>
</tr>
<tr>
<td height="17" align="CENTER" bgcolor="#800080"><strong><span style="color: #ffd700; font-size: xx-small;">LSU Tigers</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">N Texas</span></td>
<td align="CENTER"><span style="font-size: xx-small;">Washington</span></td>
<td align="CENTER"><span style="font-size: xx-small;">Idaho</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@AUB</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">Towson</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@Fla</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">S. Car</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@ Tex A&amp;M</span></strong></td>
<td align="CENTER" bgcolor="#FFFFCC"><span style="font-size: xx-small;">open</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Alabama</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">MSU</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Ole Miss</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@ARK*</span></strong></td>
</tr>
<tr>
<td height="17" align="CENTER" bgcolor="#FFFFFF"><strong><span style="color: #800000; font-size: xx-small;">MSU Bulldogs</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">Jackson St</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">AUB</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">@Troy</span></td>
<td align="CENTER"><span style="font-size: xx-small;">S. Ala</span></td>
<td align="CENTER" bgcolor="#FFFFCC"><span style="font-size: xx-small;">open</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@UK</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Tenn</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">Mid Tenn</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@BAMA</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Tex A&amp;M</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@LSU</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">ARK</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@OM</span></strong></td>
</tr>
<tr>
<td height="29" align="CENTER" bgcolor="#00008B"><strong><span style="color: #ff0000; font-size: xx-small;">Ole Miss Rebels</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">Cent. Ark</span></td>
<td align="CENTER"><span style="font-size: xx-small;">UTEP</span></td>
<td align="CENTER"><span style="font-size: xx-small;">Texas</span></td>
<td align="CENTER"><span style="font-size: xx-small;">@Tulane</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@BAMA</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Tex A&amp;M</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">AUB</span></strong></td>
<td align="CENTER" bgcolor="#FFFFCC"><span style="font-size: xx-small;">open</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@Ark</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@UGA</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Vandy</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@LSU</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">MSU</span></strong></td>
</tr>
<tr>
<td height="17" align="CENTER"><strong><span style="color: #800000; font-size: xx-small;">Texas A&amp;M</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">McNeese St</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Florida</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">@SMU</span></td>
<td align="CENTER" bgcolor="#FF8080"><span style="font-size: xx-small;">tba</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">ARK</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@Ole Ms</span></strong></td>
<td align="CENTER" bgcolor="#FF8080"><span style="font-size: xx-small;">tba</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">LSU</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@AUB</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@MSU</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@BAMA</span></strong></td>
<td align="CENTER" bgcolor="#FF8080"><span style="font-size: xx-small;">tba</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Mizzou</span></strong></td>
</tr>
<tr>
<td height="17" align="CENTER" bgcolor="#FFA500"><strong><span style="color: #0000ff; font-size: xx-small;">Florida Gators</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">B.Green</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@Tex A&amp;M</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@Tenn</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">UK</span></strong></td>
<td align="CENTER" bgcolor="#FFFFCC"><span style="font-size: xx-small;">open</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">LSU</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@Vandy</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">S. Car</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">UGA</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Mizzou</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">Louisiana</span></td>
<td align="CENTER"><span style="font-size: xx-small;">Jax St</span></td>
<td align="CENTER"><span style="font-size: xx-small;">@FSU</span></td>
</tr>
<tr>
<td height="29" align="CENTER" bgcolor="#FFFFFF"><strong><span style="color: #ff0000; font-size: xx-small;">Georgia Bulldogs</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">Buffalo</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@Mizzou</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">Fla Atl</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Vandy</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Tenn</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@S.Car</span></strong></td>
<td align="CENTER" bgcolor="#FFFFCC"><span style="font-size: xx-small;">open</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@UK</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Fla</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Ole Miss</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@AUB</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">Ga Southern</span></td>
<td align="CENTER"><span style="font-size: xx-small;">GTech</span></td>
</tr>
<tr>
<td height="29" align="CENTER" bgcolor="#0000FF"><strong><span style="color: #ffffff; font-size: xx-small;">Kentucky Wildcats</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">@Louisville</span></td>
<td align="CENTER"><span style="font-size: xx-small;">Kent State</span></td>
<td align="CENTER"><span style="font-size: xx-small;">WKU</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@Fla</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">S. Car</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">MSU</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@Ark</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">UGA</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@Mizzou</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Vandy</span></strong></td>
<td align="CENTER" bgcolor="#FFFFCC"><span style="font-size: xx-small;">open</span></td>
<td align="CENTER"><span style="font-size: xx-small;">Samford</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@Tenn</span></strong></td>
</tr>
<tr>
<td height="29" align="CENTER" bgcolor="#FFFFFF"><strong><span style="color: #000000; font-size: xx-small;">Missouri Tigers</span></strong></td>
<td align="CENTER" bgcolor="#FF8080"><span style="font-size: xx-small;">tba</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">UGA</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">Arizona St</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@SC</span></strong></td>
<td align="CENTER" bgcolor="#FF8080"><span style="font-size: xx-small;">tba</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Vandy</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">BAMA</span></strong></td>
<td align="CENTER" bgcolor="#FF8080"><span style="font-size: xx-small;">tba</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">UK</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@Fla</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@Tenn</span></strong></td>
<td align="CENTER" bgcolor="#FF8080"><span style="font-size: xx-small;">tba</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@ Tex A&amp;M</span></strong></td>
</tr>
<tr>
<td height="43" align="CENTER" bgcolor="#000000"><strong><span style="color: #ff0000; font-size: xx-small;">South Carolina Gamecocks</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@Vandy*</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">ECU</span></td>
<td align="CENTER"><span style="font-size: xx-small;">UAB</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Mizzou</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@UK</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">UGA</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@LSU</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@Fla</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Tenn</span></strong></td>
<td align="CENTER" bgcolor="#FFFFCC"><span style="font-size: xx-small;">open</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Ark</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">Wofford</span></td>
<td align="CENTER"><span style="font-size: xx-small;">@Clem </span></td>
</tr>
<tr>
<td height="29" align="CENTER" bgcolor="#FFFFFF"><strong><span style="color: #ffa500; font-size: xx-small;">Tennessee Volunteers</span></strong></td>
<td align="CENTER" bgcolor="#FFCC99"><span style="font-size: xx-small;">NC State</span></td>
<td align="CENTER"><span style="font-size: xx-small;">Ga State</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Florida</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">Akron</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@UGA</span></strong></td>
<td align="CENTER" bgcolor="#FFFFCC"><span style="font-size: xx-small;">open</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@MSU</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Alabama</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@S Car</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">Troy</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Mizzou</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@Vandy</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">UK</span></strong></td>
</tr>
<tr>
<td height="29" align="CENTER" bgcolor="#FFD700"><strong><span style="color: #000000; font-size: xx-small;">Vanderbilt Commodores</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">S. Carolina</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">@N&#8217;western</span></td>
<td align="CENTER"><span style="font-size: xx-small;">Presbytrn</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@UGA</span></strong></td>
<td align="CENTER" bgcolor="#FFFFCC"><span style="font-size: xx-small;">open</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@Mizzou</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Fla</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">AUB</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">Umass</span></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@UK</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">@Ole Ms</span></strong></td>
<td align="CENTER"><strong><span style="font-size: xx-small;">Tenn</span></strong></td>
<td align="CENTER"><span style="font-size: xx-small;">@WakeF</span></td>
</tr>
<tr>
<td height="17" align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;">*8/30/11</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
</tr>
<tr>
<td height="17" align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER" bgcolor="#00DCFF"><span style="font-size: xx-small;">Dallas</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER" bgcolor="#FF8080"><span style="font-size: xx-small;">tba</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;">*11/23/12</span></td>
</tr>
<tr>
<td height="17" align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER" bgcolor="#FFCC99"><span style="font-size: xx-small;">Atlanta</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
<td align="CENTER"><span style="font-size: xx-small;"><br />
</span></td>
</tr>
</tbody>
</table>
<p>Times are TBA</p>
]]></content:encoded>
			<wfw:commentRss>https://peachton.com/?feed=rss2&#038;p=267</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>2012 SEC Schedule &#8211; so far!</title>
		<link>https://peachton.com/?p=251</link>
		<comments>https://peachton.com/?p=251#comments</comments>
		<pubDate>Fri, 23 Dec 2011 19:13:41 +0000</pubDate>
		<dc:creator></dc:creator>
				<category><![CDATA[NCAA College Football 2012]]></category>
		<category><![CDATA[2012 Schedule]]></category>
		<category><![CDATA[2012 SEC Football Schedule]]></category>
		<category><![CDATA[Alabama Crimson Tide]]></category>
		<category><![CDATA[Arkansas Razorbacks]]></category>
		<category><![CDATA[Auburn]]></category>
		<category><![CDATA[Egg Bowl]]></category>
		<category><![CDATA[Florida Gators]]></category>
		<category><![CDATA[Georgia Bulldogs]]></category>
		<category><![CDATA[Iron Bowl]]></category>
		<category><![CDATA[Kentucky Wildcats]]></category>
		<category><![CDATA[LSU]]></category>
		<category><![CDATA[Mississippi State]]></category>
		<category><![CDATA[Missouri Tigers]]></category>
		<category><![CDATA[Mizzou]]></category>
		<category><![CDATA[Ole Miss]]></category>
		<category><![CDATA[SEC]]></category>
		<category><![CDATA[Tennessee Vols]]></category>
		<category><![CDATA[Texas A&M]]></category>
		<category><![CDATA[UGA]]></category>
		<category><![CDATA[Vanderbilt]]></category>
		<category><![CDATA[Vandy]]></category>
		<category><![CDATA[World's Largest Outdoor Cocktail Party]]></category>

		<guid isPermaLink="false">http://peachton.com/?p=251</guid>
		<description><![CDATA[SEC 2012]]></description>
			<content:encoded><![CDATA[<p>Originally, the SEC said the 2012 SEC schedule would come out before Christmas. Now they are saying this week. We&#8217;ll see.</p>
<p>One Texas A&amp;M blogger reports that their schedule will be:</p>
<table border="0" cellspacing="0" cellpadding="3" width="300">
<tbody>
<tr>
<td width="150"><strong>Home</strong></td>
<td width="150"><strong>Away</strong></td>
</tr>
<tr>
<td>• Mississippi State<br />
• Arkansas<br />
• Florida<br />
• LSU</td>
<td>• Auburn<br />
• Alabama<br />
• Missouri<br />
• Ole Miss</td>
</tr>
</tbody>
</table>
<p>There are a few games that are written in ink. <strong>The World&#8217;s Largest Outdoor Cocktail Party</strong> will take place in Jacksonville on October 27, 2012. November 24, 2012,  the last Saturday of the regular season, is still preserved for the <strong>Iron Bowl</strong> and <strong>Egg Bowl</strong> as well as Arkansas-LSU playing the day before (Nov 23). Additionally, some sources claim that Florida at Texas A&amp;M is a lock for September 8, 2012. Many sources believe that the 2012 Alabama-UGA game is off in favor of Mizzou playing Bama.</p>
<p>Here in grid form is the 2012 schedule for all SEC teams SO FAR:</p>
<table border="0" cellspacing="0" frame="VOID" rules="NONE">
<colgroup>
<col width="102"></col>
<col width="86"></col>
<col width="86"></col>
<col width="86"></col>
<col width="86"></col>
<col width="86"></col>
<col width="86"></col>
<col width="86"></col>
<col width="86"></col>
<col width="86"></col>
<col width="86"></col>
<col width="86"></col>
<col width="86"></col>
<col width="86"></col>
</colgroup>
<tbody>
<tr>
<td width="102" height="20" align="CENTER" bgcolor="#FFD320"><strong>2012</strong></td>
<td width="86" align="CENTER" bgcolor="#FFD320"><strong>Sept 1</strong></td>
<td width="86" align="CENTER" bgcolor="#FFD320"><strong>Sept 8</strong></td>
<td width="86" align="CENTER" bgcolor="#FFD320"><strong>Sept 15 </strong></td>
<td width="86" align="CENTER" bgcolor="#FFD320"><strong>Sept 22 </strong></td>
<td width="86" align="CENTER" bgcolor="#FFD320"><strong>Sept 29 </strong></td>
<td width="86" align="CENTER" bgcolor="#FFD320"><strong>Oct 6</strong></td>
<td width="86" align="CENTER" bgcolor="#FFD320"><strong>Oct 13</strong></td>
<td width="86" align="CENTER" bgcolor="#FFD320"><strong>Oct 20</strong></td>
<td width="86" align="CENTER" bgcolor="#FFD320"><strong>Oct 27</strong></td>
<td width="86" align="CENTER" bgcolor="#FFD320"><strong>Nov 3</strong></td>
<td width="86" align="CENTER" bgcolor="#FFD320"><span style="color: #ff0000;"><strong>Nov 10</strong></span></td>
<td width="86" align="CENTER" bgcolor="#FFD320"><span style="color: #ff0000;"><strong>Nov 17</strong></span></td>
<td width="86" align="CENTER" bgcolor="#FFD320"><span style="color: #ff0000;"><strong>Nov 24</strong></span></td>
</tr>
<tr>
<td height="33" align="CENTER" bgcolor="#FFFFFF"><span style="color: #993300;"><strong>Alabama Crimson Tide</strong></span></td>
<td align="CENTER" bgcolor="#00DCFF">Michigan</td>
<td align="CENTER">WKU</td>
<td align="CENTER"></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><span style="color: #ff0000;"><strong><br />
</strong></span></td>
<td align="CENTER"><span style="color: #ff0000;">W.Car</span></td>
<td align="CENTER"><span style="color: #ff0000;"><strong>AUB</strong></span></td>
</tr>
<tr>
<td height="33" align="CENTER" bgcolor="#8B0000"><span style="color: #ffffff;"><strong>Arkansas Razorbacks</strong></span></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER">Tulsa</td>
<td align="CENTER"><span style="color: #ff0000;"></span></td>
<td align="CENTER"><span style="color: #ff0000;"><strong><br />
</strong></span></td>
<td align="CENTER"><span style="color: #ff0000;"><strong>LSU*</strong></span></td>
</tr>
<tr>
<td height="33" align="CENTER" bgcolor="#FFFFFF"><span style="color: #0000ff;"><strong>Auburn Tigers</strong></span></td>
<td align="CENTER" bgcolor="#FFCC99">Clemson</td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER">McNeese St</td>
<td align="CENTER"><span style="color: #ff0000;"><strong><br />
</strong></span></td>
<td align="CENTER"><span style="color: #ff0000;">Ala A&amp;M</span></td>
<td align="CENTER"><span style="color: #ff0000;"><strong>@BAMA</strong></span></td>
</tr>
<tr>
<td height="33" align="CENTER" bgcolor="#800080"><span style="color: #ffff00;"><strong>LSU Tigers</strong></span></td>
<td align="CENTER">N Texas</td>
<td align="CENTER">Washington</td>
<td align="CENTER">Idaho</td>
<td align="CENTER"></td>
<td align="CENTER">Towson</td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><span style="color: #ff0000;"></span></td>
<td align="CENTER"><span style="color: #ff0000;"><strong><br />
</strong></span></td>
<td align="CENTER"><span style="color: #ff0000;"><strong>@ARK*</strong></span></td>
</tr>
<tr>
<td height="33" align="CENTER" bgcolor="#FFFFFF"><span style="color: #800000;"><strong>MSU Bulldogs</strong></span></td>
<td align="CENTER">Jackson St</td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER">Troy</td>
<td align="CENTER">S. Ala</td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER">Mid Tenn</td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><span style="color: #ff0000;"><strong><br />
</strong></span></td>
<td align="CENTER"><span style="color: #ff0000;"><strong><br />
</strong></span></td>
<td align="CENTER"><span style="color: #ff0000;"><strong>@OM</strong></span></td>
</tr>
<tr>
<td height="33" align="CENTER" bgcolor="#00008B"><span style="color: #ff0000;"><strong>Ole Miss Rebels</strong></span></td>
<td align="CENTER">Cent. Ark</td>
<td align="CENTER">UTEP</td>
<td align="CENTER">Texas</td>
<td align="CENTER">@Tulane</td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"></td>
<td align="CENTER"><span style="color: #ff0000;"><strong><br />
</strong></span></td>
<td align="CENTER"><span style="color: #ff0000;"><strong><br />
</strong></span></td>
<td align="CENTER"><span style="color: #ff0000;"><strong>MSU</strong></span></td>
</tr>
<tr>
<td height="33" align="CENTER"><span style="color: #800000;"><strong>Texas A&amp;M</strong></span></td>
<td align="CENTER">McNeese St</td>
<td align="CENTER"><strong>Florida</strong></td>
<td align="CENTER">@SMU</td>
<td align="CENTER"></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"></td>
<td align="CENTER"><span style="color: #ff0000;"><strong><br />
</strong></span></td>
<td align="CENTER"><span style="color: #ff0000;"><strong><br />
</strong></span></td>
<td align="CENTER"><span style="color: #ff0000;"><strong><br />
</strong></span></td>
</tr>
<tr>
<td height="33" align="CENTER" bgcolor="#FFA500"><span style="color: #0000ff;"><strong>Florida Gators</strong></span></td>
<td align="CENTER">B.Green</td>
<td align="CENTER"><strong>@Tex A&amp;M</strong></td>
<td align="CENTER"><strong>@Tenn</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong>UGA</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><span style="color: #ff0000;">Louisiana</span></td>
<td align="CENTER"><span style="color: #ff0000;">Jax St</span></td>
<td align="CENTER"><span style="color: #ff0000;">@FSU</span></td>
</tr>
<tr>
<td height="33" align="CENTER" bgcolor="#FFFFFF"><span style="color: #ff0000;"><strong>Georgia Bulldogs</strong></span></td>
<td align="CENTER">Buffalo</td>
<td align="CENTER"><strong>@Mizzou</strong></td>
<td align="CENTER">Fla Atl</td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong>Fla</strong></td>
<td align="CENTER"></td>
<td align="CENTER"><span style="color: #ff0000;"><strong><br />
</strong></span></td>
<td align="CENTER"><span style="color: #ff0000;">Ga Southern</span></td>
<td align="CENTER"><span style="color: #ff0000;">GTech</span></td>
</tr>
<tr>
<td height="33" align="CENTER" bgcolor="#0000FF"><span style="color: #ffffff;"><strong>Kentucky Wildcats</strong></span></td>
<td align="CENTER">@Louisville</td>
<td align="CENTER">Kent State</td>
<td align="CENTER">WKU</td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"></td>
<td align="CENTER"><span style="color: #ff0000;"><strong><br />
</strong></span></td>
<td align="CENTER"><span style="color: #ff0000;">Samford</span></td>
<td align="CENTER"><span style="color: #ff0000;"><strong><br />
</strong></span></td>
</tr>
<tr>
<td height="33" align="CENTER" bgcolor="#FFFFFF"><strong>Missouri Tigers</strong></td>
<td align="CENTER"></td>
<td align="CENTER"><strong>UGA</strong></td>
<td align="CENTER">Arizona St</td>
<td align="CENTER">@Miami(OH)</td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"></td>
<td align="CENTER"><span style="color: #ff0000;"><strong><br />
</strong></span></td>
<td align="CENTER"><span style="color: #ff0000;"></span></td>
<td align="CENTER"><span style="color: #ff0000;"><strong><br />
</strong></span></td>
</tr>
<tr>
<td height="33" align="CENTER" bgcolor="#000000"><span style="color: #800000;"><strong>South Carolina Gamecocks</strong></span></td>
<td align="CENTER"></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER">UAB</td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><span style="color: #ff0000;"><strong><br />
</strong></span></td>
<td align="CENTER"><span style="color: #ff0000;">Wofford</span></td>
<td align="CENTER"><span style="color: #ff0000;">@Clem</span></td>
</tr>
<tr>
<td height="33" align="CENTER" bgcolor="#FFFFFF"><span style="color: #ff6600;"><strong>Tennessee Volunteers</strong></span></td>
<td align="CENTER" bgcolor="#FFCC99">NC State</td>
<td align="CENTER">Ga State</td>
<td align="CENTER"><strong>Florida<br />
</strong></td>
<td align="CENTER">Akron</td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER">Troy</td>
<td align="CENTER"><span style="color: #ff0000;"><strong><br />
</strong></span></td>
<td align="CENTER"><span style="color: #ff0000;"><strong><br />
</strong></span></td>
<td align="CENTER"><span style="color: #ff0000;"><strong><br />
</strong></span></td>
</tr>
<tr>
<td height="33" align="CENTER" bgcolor="#FFD700"><strong>Vanderbilt Commodores</strong></td>
<td align="CENTER">Presbyterian</td>
<td align="CENTER">N&#8217;western</td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER">UMass</td>
<td align="CENTER"><strong><br />
</strong></td>
<td align="CENTER"><span style="color: #ff0000;"><strong><br />
</strong></span></td>
<td align="CENTER"><span style="color: #ff0000;"><strong><br />
</strong></span></td>
<td align="CENTER"><span style="color: #ff0000;">@WakeF</span></td>
</tr>
<tr>
<td height="35" align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
</tr>
<tr>
<td height="35" align="CENTER"></td>
<td align="CENTER" bgcolor="#00DCFF">Dallas</td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"><span style="color: #ffff99;">*11/23/12</span></td>
</tr>
<tr>
<td height="35" align="CENTER"></td>
<td align="CENTER" bgcolor="#FFCC99">Atlanta</td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
<td align="CENTER"></td>
</tr>
</tbody>
</table>
<p>Last updated 12/27/11</p>
]]></content:encoded>
			<wfw:commentRss>https://peachton.com/?feed=rss2&#038;p=251</wfw:commentRss>
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		</item>
		<item>
		<title>2011 SEC Wrap-Up, Week 7</title>
		<link>https://peachton.com/?p=204</link>
		<comments>https://peachton.com/?p=204#comments</comments>
		<pubDate>Mon, 17 Oct 2011 19:57:20 +0000</pubDate>
		<dc:creator></dc:creator>
				<category><![CDATA[NCAA College Football 2011]]></category>
		<category><![CDATA[2011]]></category>
		<category><![CDATA[Alabama Crimson Tide]]></category>
		<category><![CDATA[Auburn]]></category>
		<category><![CDATA[College]]></category>
		<category><![CDATA[College Football]]></category>
		<category><![CDATA[Florida Gators]]></category>
		<category><![CDATA[Football]]></category>
		<category><![CDATA[Georgia Bulldogs]]></category>
		<category><![CDATA[Kiffin]]></category>
		<category><![CDATA[LSU]]></category>
		<category><![CDATA[Mississippi State]]></category>
		<category><![CDATA[NCAA]]></category>
		<category><![CDATA[Ole Miss]]></category>
		<category><![CDATA[SEC]]></category>
		<category><![CDATA[South Carolina Gamecocks]]></category>
		<category><![CDATA[Tennessee Vols]]></category>
		<category><![CDATA[UGA]]></category>
		<category><![CDATA[Vandy]]></category>

		<guid isPermaLink="false">http://peachton.com/?p=204</guid>
		<description><![CDATA[SEC Week 7]]></description>
			<content:encoded><![CDATA[<p><span style="color: #ff0000;">Alabama</span>: Looking good. Real good.</p>
<p><span style="color: #ff6600;">Auburn</span>: Ugly.</p>
<p><span style="color: #0000ff;">Florida</span>: They still have yet to recover from the thrashing the Tide gave them in 2009 (and 2010 and 2011), made Tebow cry and made Urban have a nervous breakdown.</p>
<p><span style="color: #ff0000;">Georgia</span>: Look at their record and they are not bad. Watch them play a game and they do look bad.</p>
<p>LSU: If I am coaching this team, Jordan Jefferson only plays in garbage time or in case of a Lee injury.</p>
<p><span style="color: #0000ff;">Ole Miss</span>: Do ya&#8217;ll remember how excited the Ole Miss fans were when they hired Nutt? He has set the program back another 10 years.</p>
<p><span style="color: #800000;">Mississippi State</span>: I am convinced that nobody can win big here. The state doesn&#8217;t have the recruits and what you do have you split with Ole Miss. It has to be impossible to convince someone from out of the area to come to Starkville. Mullen should start job hunting.</p>
<p><span style="color: #800000;">South Carolina</span>: Spurrier is getting a big helping of karma. Connor Shaw has a big game and he dumps Stephen Garcia. Now it looks like Shaw is just as bad. Additionally, he does not develop any other running backs and now it&#8217;s trial by fire.</p>
<p><span style="color: #ff6600;">Tennessee</span>: Vols fans are getting impatient? Already? They need to realize that is going to take some time to undo the mess that Fat Boy and Lame Kitten left in their wakes.</p>
<p><span style="color: #ff9900;">Vanderbilt</span>: It must be sad to think this is what they consider good.</p>
<p>* Arkansas &amp; Kentucky did not play.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>2011 SEC Wrap-Up, Week 4</title>
		<link>https://peachton.com/?p=193</link>
		<comments>https://peachton.com/?p=193#comments</comments>
		<pubDate>Mon, 26 Sep 2011 20:33:33 +0000</pubDate>
		<dc:creator></dc:creator>
				<category><![CDATA[NCAA College Football 2011]]></category>
		<category><![CDATA[AJ McCarron]]></category>
		<category><![CDATA[Alabama Crimson Tide]]></category>
		<category><![CDATA[Arkansas Razorbacks]]></category>
		<category><![CDATA[Auburn]]></category>
		<category><![CDATA[College]]></category>
		<category><![CDATA[College Football]]></category>
		<category><![CDATA[Derek Dooley]]></category>
		<category><![CDATA[Florida Gators]]></category>
		<category><![CDATA[Football]]></category>
		<category><![CDATA[Georgia Bulldogs]]></category>
		<category><![CDATA[Kentucky Wildcats]]></category>
		<category><![CDATA[LSU]]></category>
		<category><![CDATA[Mississippi State]]></category>
		<category><![CDATA[Ole Miss]]></category>
		<category><![CDATA[SEC]]></category>
		<category><![CDATA[South Carolina Gamecocks]]></category>
		<category><![CDATA[Stephen Garcia]]></category>
		<category><![CDATA[Tennessee Vols]]></category>
		<category><![CDATA[The curse of the "Rebel Black Bear"]]></category>
		<category><![CDATA[UGA]]></category>
		<category><![CDATA[Vanderbilt]]></category>
		<category><![CDATA[Vandy]]></category>
		<category><![CDATA[West Virginia Mountaineers]]></category>

		<guid isPermaLink="false">http://peachton.com/?p=193</guid>
		<description><![CDATA[Alabama: A.J. McCarron may not be as smart as Rhodes Scholar finalist Greg McElroy but he has a better arm and doesn’t make mistakes (outside of the Kent State jitters). Sometimes, that’s all it takes. Arkansas: I can’t help but wonder what this game might have been like if RB Knile Davis had played. I [...]]]></description>
			<content:encoded><![CDATA[<div id="comment_body_78507013">
<p><img 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" alt="" width="190" height="126" /></p>
<p><strong>Alabama</strong>: A.J. McCarron may not be as smart as  Rhodes Scholar finalist Greg McElroy but he has a better arm and doesn’t  make mistakes (outside of the Kent State jitters). Sometimes, that’s  all it takes.</p>
<p><strong>Arkansas</strong>: I can’t help but wonder what this game  might have been like if RB Knile Davis had played. I think Bama still  wins but it would’ve been closer.</p>
<p><strong>Auburn</strong>: They are playing just as bad as everyone  thought they would but still getting W’s. 20 years from now, everyone  will forget the ugly play but remember the record. Time for them to  start losing.</p>
<p><strong>Florida</strong>: Demps &amp; Rainey both had 100+ yards the  week before playing Bama. So did Arkansas’ Ronnie Wingo and Penn State’s  Silas Redd.</p>
<p><strong>Georgia</strong>: Delusional UGA fans think the Ole Miss game was a good win. Sad.</p>
<p><strong>Kentucky</strong>: Speaking of sad…  All Rich Brooks improvements slipping back to the norm in Lexington.</p>
<p><strong>LSU</strong>: Nothing against LSU, but West Virginia is not  as good as ABC/ESPN tries to convince you they are. Kudos to the Tigers  for taking care of business but the Mountaineers had no shot at winning  that game.</p>
<p><strong>Ole Miss</strong>: The curse of the &#8220;Rebel Black Bear&#8221; and Colonel Reb’s excommunication continues.</p>
<p><strong>Mississippi State</strong>: What the bleep? OT against La Tech?</p>
<p><strong>South Carolina</strong>: Stephen Garcia will probably go down  in history as the best and worst South Carolina quarterback of  all-time. What a train wreck.</p>
<p><strong>Tennessee</strong>: I could not believe I saw Derek Dooley  doing CBS commentary on his week off. Do you know what Saban does during  his bye weeks? He prepares for the next game.</p>
<p><strong>Vanderbilt</strong>: We all know Vandy will never win the SEC  East but they do have some good players (the ‘Dores lead the nation in  interceptions with 14). The problem is, they just don’t have the 40+  good players it takes.</p>
</div>
]]></content:encoded>
			<wfw:commentRss>https://peachton.com/?feed=rss2&#038;p=193</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>2011 SEC TV Schedule, so far&#8230;</title>
		<link>https://peachton.com/?p=161</link>
		<comments>https://peachton.com/?p=161#comments</comments>
		<pubDate>Thu, 04 Aug 2011 03:11:35 +0000</pubDate>
		<dc:creator></dc:creator>
				<category><![CDATA[NCAA College Football 2011]]></category>
		<category><![CDATA[2011]]></category>
		<category><![CDATA[Alabama Crimson Tide]]></category>
		<category><![CDATA[Arkansas Razorbacks]]></category>
		<category><![CDATA[Auburn]]></category>
		<category><![CDATA[Boise State]]></category>
		<category><![CDATA[College Football]]></category>
		<category><![CDATA[Florida Gators]]></category>
		<category><![CDATA[Kentucky Wildcats]]></category>
		<category><![CDATA[LSU]]></category>
		<category><![CDATA[Mississippi State]]></category>
		<category><![CDATA[NCAA]]></category>
		<category><![CDATA[Ole Miss]]></category>
		<category><![CDATA[Oregon Ducks]]></category>
		<category><![CDATA[Penn State]]></category>
		<category><![CDATA[SEC]]></category>
		<category><![CDATA[South Carolina Gamecocks]]></category>
		<category><![CDATA[Tennessee Vols]]></category>
		<category><![CDATA[TV Schedule]]></category>
		<category><![CDATA[UGA]]></category>
		<category><![CDATA[Vandy]]></category>

		<guid isPermaLink="false">http://peachton.com/?p=161</guid>
		<description><![CDATA[SEC TV]]></description>
			<content:encoded><![CDATA[<table border="0" cellspacing="0" frame="VOID" rules="NONE">
<colgroup>
<col width="435"></col>
<col width="90"></col>
<col width="115"></col>
</colgroup>
<tbody>
<tr>
<td width="435" height="18" align="LEFT"><strong><span style="text-decoration: underline;">Event</span></strong></td>
<td width="90" align="CENTER"><strong><span style="text-decoration: underline;">TV</span></strong></td>
<td width="115" align="CENTER"><strong><span style="text-decoration: underline;">Time</span></strong></td>
</tr>
<tr>
<td height="18" align="LEFT"><strong>Thursday, September 01, 2011</strong></td>
<td align="CENTER"><strong><span style="text-decoration: underline;"><br />
</span></strong></td>
<td align="CENTER"><strong><span style="text-decoration: underline;"><br />
</span></strong></td>
</tr>
<tr>
<td height="18" align="LEFT">Mississippi St at Memphis</td>
<td align="CENTER">08:00 PM</td>
<td align="CENTER">FSN</td>
</tr>
<tr>
<td height="18" align="LEFT">Kentucky at Western Kentucky</td>
<td align="CENTER">09:15 PM</td>
<td align="CENTER">ESPNU</td>
</tr>
<tr>
<td height="17" align="LEFT"></td>
<td align="LEFT"></td>
<td align="CENTER"></td>
</tr>
<tr>
<td height="18" align="LEFT"><strong>Saturday, September 03, 2011</strong></td>
<td align="CENTER"><span style="color: #000000;"></span></td>
<td align="CENTER"><span style="color: #000000;"></span></td>
</tr>
<tr>
<td height="18" align="LEFT">Utah State at Auburn</td>
<td align="CENTER"><span style="color: #000000;">12:00 PM</span></td>
<td align="CENTER"><span style="color: #000000;">ESPN2</span></td>
</tr>
<tr>
<td height="18" align="LEFT"><span style="color: #000000;">Kent St at Alabama</span></td>
<td align="CENTER"><span style="color: #000000;">12:21 PM</span></td>
<td align="CENTER"><span style="color: #000000;">Ptree TV</span></td>
</tr>
<tr>
<td height="18" align="LEFT">Brigham Young at Ole Miss</td>
<td align="CENTER"><span style="color: #000000;">04:45 PM</span></td>
<td align="CENTER"><span style="color: #000000;">ESPN</span></td>
</tr>
<tr>
<td height="18" align="LEFT">Montana at Tennessee</td>
<td align="CENTER"><span style="color: #000000;">06:00 PM</span></td>
<td align="CENTER"><span style="color: #000000;">PPV</span></td>
</tr>
<tr>
<td height="18" align="LEFT">East Carolina at South Carolina</td>
<td align="CENTER"><span style="color: #000000;">07:00 PM</span></td>
<td align="CENTER"><span style="color: #000000;">FSN</span></td>
</tr>
<tr>
<td height="18" align="LEFT">Missouri St at Arkansas</td>
<td align="CENTER"><span style="color: #000000;">07:00 PM</span></td>
<td align="CENTER"><span style="color: #000000;">PPV</span></td>
</tr>
<tr>
<td height="18" align="LEFT">Florida Atlantic at Florida</td>
<td align="CENTER"><span style="color: #000000;">07:00 PM</span></td>
<td align="CENTER"><span style="color: #000000;">ESPNU</span></td>
</tr>
<tr>
<td height="18" align="LEFT">Elon at Vanderbilt</td>
<td align="CENTER"><span style="color: #000000;">07:30 PM</span></td>
<td align="CENTER"><span style="color: #000000;">CSS</span></td>
</tr>
<tr>
<td height="18" align="LEFT">Boise State at Georgia</td>
<td align="CENTER"><span style="color: #000000;">08:00 PM</span></td>
<td align="CENTER"><span style="color: #000000;">ESPN</span></td>
</tr>
<tr>
<td height="18" align="LEFT">Oregon at LSU</td>
<td align="CENTER"><span style="color: #000000;">08:00 PM</span></td>
<td align="CENTER"><span style="color: #000000;">ABC</span></td>
</tr>
<tr>
<td height="17" align="LEFT"></td>
<td align="LEFT"><span style="color: #000000;"></span></td>
<td align="CENTER"><span style="color: #000000;"></span></td>
</tr>
<tr>
<td height="18" align="LEFT"><strong>Saturday, September 10, 2011</strong></td>
<td align="LEFT"><span style="color: #000000;"></span></td>
<td align="CENTER"><span style="color: #000000;"></span></td>
</tr>
<tr>
<td height="18" align="LEFT">Central Michigan at Kentucky</td>
<td align="CENTER"><span style="color: #000000;">12:00 PM</span></td>
<td align="CENTER"><span style="color: #000000;">ESPN</span></td>
</tr>
<tr>
<td height="18" align="LEFT">Mississippi St at Auburn</td>
<td align="CENTER"><span style="color: #000000;">12:21 PM</span></td>
<td align="CENTER"><span style="color: #000000;">Ptree TV</span></td>
</tr>
<tr>
<td height="18" align="LEFT"><span style="color: #000000;">Alabama at Penn St</span></td>
<td align="CENTER"><span style="color: #000000;">03:30 PM</span></td>
<td align="CENTER"><span style="color: #000000;">ABC </span></td>
</tr>
<tr>
<td height="18" align="LEFT">Cincinnati at Tennessee</td>
<td align="CENTER"><span style="color: #000000;">03:30 PM</span></td>
<td align="CENTER"><span style="color: #000000;">ESPN2</span></td>
</tr>
<tr>
<td height="18" align="LEFT">South Carolina at Georgia</td>
<td align="CENTER"><span style="color: #000000;">04:30 PM</span></td>
<td align="CENTER"><span style="color: #000000;">ESPN</span></td>
</tr>
<tr>
<td height="18" align="LEFT">S Illinois at Ole Miss</td>
<td align="CENTER"><span style="color: #000000;">06:00 PM</span></td>
<td align="CENTER"><span style="color: #000000;">PPV</span></td>
</tr>
<tr>
<td height="18" align="LEFT">New Mexico at Arkansas</td>
<td align="CENTER"><span style="color: #000000;">07:00 PM</span></td>
<td align="CENTER"><span style="color: #000000;">ESPNU</span></td>
</tr>
<tr>
<td height="18" align="LEFT">UAB at Florida</td>
<td align="CENTER"><span style="color: #000000;">07:00 PM</span></td>
<td align="CENTER"><span style="color: #000000;">FSN</span></td>
</tr>
<tr>
<td height="18" align="LEFT">Connecticut at Vanderbilt</td>
<td align="CENTER"><span style="color: #000000;">07:30 PM</span></td>
<td align="CENTER"><span style="color: #000000;">CSS</span></td>
</tr>
<tr>
<td height="18" align="LEFT">Northwestern State at LSU</td>
<td align="CENTER"><span style="color: #000000;">08:00 PM</span></td>
<td align="CENTER"><span style="color: #000000;">PPV</span></td>
</tr>
<tr>
<td height="17" align="LEFT"></td>
<td align="LEFT"><span style="color: #000000;"></span></td>
<td align="CENTER"><span style="color: #000000;"></span></td>
</tr>
<tr>
<td height="18" align="LEFT"><strong>Thursday, September 15, 2011</strong></td>
<td align="CENTER"><span style="color: #000000;"></span></td>
<td align="CENTER"><span style="color: #000000;"></span></td>
</tr>
<tr>
<td height="18" align="LEFT">LSU at Mississippi St</td>
<td align="CENTER"><span style="color: #000000;">08:00 PM</span></td>
<td align="CENTER"><span style="color: #000000;">ESPN</span></td>
</tr>
<tr>
<td height="17" align="LEFT"></td>
<td align="LEFT"><span style="color: #000000;"></span></td>
<td align="CENTER"><span style="color: #000000;"></span></td>
</tr>
<tr>
<td height="18" align="LEFT"><strong>Saturday, September 17, 2011</strong></td>
<td align="LEFT"><span style="color: #000000;"><strong><br />
</strong></span></td>
<td align="CENTER"><span style="color: #000000;"></span></td>
</tr>
<tr>
<td height="18" align="LEFT">Auburn at Clemson</td>
<td align="CENTER"><span style="color: #000000;">12:00 PM</span></td>
<td align="CENTER"><span style="color: #000000;">ABC</span></td>
</tr>
<tr>
<td height="18" align="LEFT">Ole Miss at Vanderbilt</td>
<td align="CENTER"><span style="color: #000000;">12:21 PM</span></td>
<td align="CENTER"><span style="color: #000000;">Ptree TV</span></td>
</tr>
<tr>
<td height="18" align="LEFT">Coastal Carolina at Georgia</td>
<td align="CENTER"><span style="color: #000000;">01:00 PM</span></td>
<td align="CENTER"><span style="color: #000000;">PPV</span></td>
</tr>
<tr>
<td height="18" align="LEFT">Tennessee at Florida</td>
<td align="CENTER"><span style="color: #000000;">03:30 PM</span></td>
<td align="CENTER"><span style="color: #000000;">CBS</span></td>
</tr>
<tr>
<td height="18" align="LEFT">US Naval Academy at South Carolina</td>
<td align="CENTER"><span style="color: #000000;">06:00 PM</span></td>
<td align="CENTER"><span style="color: #000000;">ESPN2</span></td>
</tr>
<tr>
<td height="18" align="LEFT">Louisville at Kentucky</td>
<td align="CENTER"><span style="color: #000000;">07:00 PM</span></td>
<td align="CENTER"><span style="color: #000000;">ESPNU</span></td>
</tr>
<tr>
<td height="18" align="LEFT"><span style="color: #000000;">North Texas at Alabama</span></td>
<td align="CENTER"><span style="color: #000000;">07:30 PM</span></td>
<td align="CENTER"><span style="color: #000000;">FSN </span></td>
</tr>
<tr>
<td height="18" align="LEFT">Troy at Arkansas</td>
<td align="CENTER"><span style="color: #000000;">07:30 PM</span></td>
<td align="CENTER"><span style="color: #000000;">CSS</span></td>
</tr>
</tbody>
</table>
]]></content:encoded>
			<wfw:commentRss>https://peachton.com/?feed=rss2&#038;p=161</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Way Too Early Predictions: AUBURN</title>
		<link>https://peachton.com/?p=150</link>
		<comments>https://peachton.com/?p=150#comments</comments>
		<pubDate>Mon, 27 Jun 2011 22:01:55 +0000</pubDate>
		<dc:creator></dc:creator>
				<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>

		<guid isPermaLink="false">http://peachton.com/?p=150</guid>
		<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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