<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-1257462975940584527</id><updated>2026-10-04T16:30:36.543-05:00</updated><category term="#football"/><category term="#accfootball"/><category term="#bigten"/><category term="#collegefootball"/><category term="#crimsontide"/><category term="#sec"/><category term="#nfl"/><category term="#packers"/><category term="#predictions"/><category term="#dallascowboys"/><category term="#steelers"/><category term="#upsets"/><category term="#golf"/><category term="#longhorns"/><category term="#pgatour"/><category term="#LIV"/><category term="#againstthespread"/><category term="#bills"/><category term="#bucs"/><category term="#chiefs"/><category term="#nflplayoffs"/><category term="#presidentscup"/><category term="#rydercup"/><category term="#tigerwoods"/><category term="#tuckercarlson"/><title type='text'>          KEVIN KREST&#39;S           BEYOND THE COMMENTARY</title><subtitle type='html'>Going Beyond the Commentary with insightful daily thoughts from Kevin on the sports events of the day.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://kevkrestsports.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://kevkrestsports.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Kevin Krest</name><uri>http://www.blogger.com/profile/03911856510542339044</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>513</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1257462975940584527.post-6679348582330678682</id><published>2026-02-05T16:53:00.002-06:00</published><updated>2026-02-05T17:05:38.344-06:00</updated><title type='text'>LIV Gets World Ranking Points: Who Cares? Dead Tour Walking</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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   Name=&quot;No List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Contemporary&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Elegant&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Professional&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Balloon Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Theme&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; QFormat=&quot;true&quot;
   Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;41&quot; Name=&quot;Plain Table 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;42&quot; Name=&quot;Plain Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;43&quot; Name=&quot;Plain Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;44&quot; Name=&quot;Plain Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;45&quot; Name=&quot;Plain Table 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;40&quot; Name=&quot;Grid Table Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot; Name=&quot;Grid Table 1 Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3&quot;/&gt;
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&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;After a long battle that included changes in format and
certain accommodations to the Official World Golf Ranking (OWGR) committee, LIV
was finally awarded inclusion in the points system that determines inclusion in
major championships, among others. I can’t remember a sports decision that is
so potentially impactful yet no one seems to be pleased with it.&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;Initially, the OWGR committee declined points for LIV
because of 54-hole events, field spots that were selected as opposed to being
earned and shotgun starts. LIV agreed to go to 72-hole tournaments and is
reportedly instituting changes that will necessitate qualifying for the tour
and also staying exempt from year to year. Apparently, those resulted in the
top ten finishers in LIV events being awarded OWGR points beginning this
season.&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;LIV isn’t pleased with the ruling, because it’s limited to
the top ten. PGA Tour players aren’t happy about it because 48 player fields that
are hand-picked without any qualification criteria don’t come close to PGA Tour
or even DP Tour events. The real question is “does it really matter”? With
recent defections from LIV, most notably five-time major champion Brooks Koepka
and former Masters winner Patrick Reed, questions have arisen about the
viability of the LIV Tour itself.&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;I’ve never thought it was much of a threat to the PGA Tour
or the golf establishment from a competitive perspective. Greg Norman and Phil
Mickelson, both with significant bones to pick with the PGA Tour, had a motive
to bring about change in the Tour that they thought was not providing players
their fair share of revenue. Norman has issues that go back 30 years, when then
PGA Tour Commissioner Tim Finchem supposedly stole Norman’s Idea for what would
become the WGC events that provided global entry into a select number of
tournaments with elevated purses.&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;The last four years, however, have actually resulted in the
PGA Tour implementing many changes for which Norman and Mickelson were
proponents. Most notable were a handful of signature events that have purses in
the $20 million range as well as a program that rewards players with Tour
equity as well as substantial bonuses.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;Add to that the lack of any meaningful television contract for LIV and
no additional PGA Tour defections beyond Jon Rahm two years ago and the result
is a Tour on life support, albeit one that is incredibly well-funded.&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;LIV needs to face the reality that, and I’ve maintained this
from the beginning, it’s nothing more than a travelling golf exhibition with
players paid to appear, not really compete. The quick reaction of the PGA Tour
to funnel more money to its players along with the resistance of most high
profile players like Rory McIlroy, Jordan Spieth, Justin Thomas, Scottie
Scheffler, Xander Schauffele and others, resulted in dooming LIV to failure
with traditional golf fans, not to mention sponsors and advertisers.&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;The last dominoes to fall will most likely be Bryson
DeChambeau, who went public last week with his dissatisfaction over LIV’s
changes, and Jon Rahm, who at his age is still able to rescue his legacy. DeChambeau’s
importance to LIV can’t be overstated and whether he returns to the PGA Tour or
not is irrelevant if he departs when his contract is up at the end of the
season. At this point, however, nothing LIV can do will secure any kind of
relevant future for the Saudi investment fund backed endeavor. &lt;/p&gt;

</content><link rel='replies' type='application/atom+xml' href='http://kevkrestsports.blogspot.com/feeds/6679348582330678682/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kevkrestsports.blogspot.com/2026/02/liv-gets-world-ranking-points-who-cares.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/6679348582330678682'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/6679348582330678682'/><link rel='alternate' type='text/html' href='http://kevkrestsports.blogspot.com/2026/02/liv-gets-world-ranking-points-who-cares.html' title='LIV Gets World Ranking Points: Who Cares? Dead Tour Walking'/><author><name>Kevin Krest</name><uri>http://www.blogger.com/profile/03911856510542339044</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1257462975940584527.post-3128437321429548110</id><published>2022-08-04T20:41:00.005-05:00</published><updated>2022-08-04T21:44:44.053-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="#golf"/><category scheme="http://www.blogger.com/atom/ns#" term="#LIV"/><category scheme="http://www.blogger.com/atom/ns#" term="#pgatour"/><category scheme="http://www.blogger.com/atom/ns#" term="#rydercup"/><category scheme="http://www.blogger.com/atom/ns#" term="#tuckercarlson"/><title type='text'>The PGA and DP World Tour vs. LIV Golf: Who is on the Right Side?</title><content type='html'>&lt;p&gt;The golf world, once a place of civility, whispers and etiquette has suddenly been turned on its head. If you thought the Ryder Cup celebration at The Country Club in 1999 following a mile and a half made Justin Leonard putt was disruptive, then what LIV Golf has done is nothing short of an eighteen hole tsunami. The closest golfers usually get to a courtroom are when they try to set up a tee time with the local judge who happens to be in their foursome.&lt;/p&gt;&lt;p&gt;But now, we have Jay Monahan of the PGA Tour and Keith Pelley of the DP World Tour (formerly the European Tour) on one side and Greg Norman and eleven LIV and now suspended PGA Tour players on the other side. The battle lines have been drawn and the dispute appears to headed to court as the players have filed an antitrust lawsuit against the PGA Tour. We&#39;re not talking about the Joel Dahmen&#39;s and Beau Hossler&#39;s here, but instead they&#39;re the likes of Phil Mickelson, Dustin Johnson and Bryson DeChambeau, players with 77 Tour victories and nine major championships between just the three of them.&lt;/p&gt;&lt;p&gt;On the one hand, this dispute between the established Tours and LIV appears to be somewhat complex, especially when considering that the source of the funding is Saudi Arabia. We&#39;ve heard talk of human rights violations, appearance money instead of purses distributed on the basis of performance and even that the startup is somehow damaging the integrity of the game.&amp;nbsp;&lt;/p&gt;&lt;p&gt;In order to keep this piece to a length that won&#39;t require the consumption of a meal while reading it, I&#39;ll try to be brief on my take on the entire dispute. First of all, the PGA Tour is comprised of players who are all independent contractors, as much as the Tour would like to think differently. With the exception of the four World Golf Championship events that don&#39;t have a cut, thus guaranteeing players a minimum payday, a player has to make it to the weekend to be compensated for that event.&amp;nbsp;&lt;/p&gt;&lt;p&gt;If a player doesn&#39;t finish in the top 125 in FedEx Cup points at the end of the season, they lose their fully exempt status on the Tour. If they finish outside the top 200, they basically lose all status whatsoever. So these guys have travel expenses, caddies, coaches and whoever else they wish to employ, with no guaranteed money outside of any sponsorships or exhibition pay they might be able to negotiate. None of that, however, comes courtesy of the PGA Tour or any of its 45 or so events.&lt;/p&gt;&lt;p&gt;Then along comes LIV Golf, which is offering some players more than $100 million over several years to participate in their Tour. Now let&#39;s take Dustin Johnson as an example. He&#39;s been on Tour for 15 years with 24 victories, including a pair of major championships. Johnson&#39;s career earnings on Tour stand at just under $75 million. He signed with LIV for at least $125 million, and that&#39;s in addition to any tournament winnings he amasses with his play on the course. At the time he was suspended from the PGA Tour, he&#39;d earned $1.6 million in the current season.&lt;/p&gt;&lt;p&gt;In last week&#39;s LIV event in Bedminster, New Jersey, Johnson finished second in the individual&amp;nbsp; competition and he was a member of the winning team, handing the 38 year old a total paycheck for the week of just over $2.5 million. That brought his total LIV winnings to over $5.2 million, and that&#39;s for playing 54 hole events with no cut. The winner of the event, Henrik Stenson, won $4 million individually and another $750,000 for his team&#39;s second place finish. Stenson was forced out as the European Ryder Cup captain after signing with LIV.&amp;nbsp;&lt;/p&gt;&lt;p&gt;To say it&#39;s all about the money would probably be accurate, although some players have also expressed that part of their motivation was the way they&#39;ve been treated by the PGA Tour. Don&#39;t get me wrong. Many of these players have been highly compensated for years and I&#39;m not painting any of them as lacking financially. Nonetheless, guaranteed money, shorter golf tournaments, a team component and bigger purses all add up to a huge incentive for players to make the jump. After all, even though they&#39;re competitors, golf is a business and it&#39;s their livelihood.&lt;br /&gt;&lt;/p&gt;&lt;p&gt;What&#39;s interesting about this situation is that shortly following the inception of the LIV season and in response to the continuing exodus of players from the PGA and DP World Tours, the PGA Tour announced big changes to the Tour schedule, tournament formats and purse sizes. They&#39;ve increased the number of events without a cut and radically raised purse levels for a number of tournaments. For an organization that wanted to stand by the &quot;don&#39;t make the cut, don&#39;t get paid mantra&quot;, it smacks somewhat of hypocrisy.&lt;/p&gt;&lt;p&gt;I&#39;m no legal expert, but when a non-profit organization suspends or kicks out independent contractors who get no guarantees on a week to week or season to season basis, it would appear the PGA Tour has a pretty thin case. In conversations with a longtime friend who also spent his career in the golf business, it doesn&#39;t make a lot of sense for the Tours to suspend these players for simply pursuing a living. LIV Golf could easily have coexisted with the PGA and DP World Tours. Both of those organizations have minimum participation requirements in order to retain membership.&lt;/p&gt;&lt;p&gt;LIV golfers could have chosen to play the minimum number of Tour events while still participating in LIV tournaments. The goal of LIV, as explained this week on &quot;Tucker Carlson Tonight&quot; during interviews with Norman and DeChambeau, is to bring a different type of fan experience to the sport. It&#39;s as if TopGolf suddenly came to a country club near you. Now the PGA and DP World Tours simply look jealous and vindictive, and may very well lose in court or need to come up with some compromise to avoid legal embarrassment.&lt;/p&gt;&lt;p&gt;There are still some issues around how long LIV Golf may survive, especially without a television contract or Official World Golf Ranking (OWGR) points awarded for tournament play. The earliest OWGR points could be granted would be July of 2024, so even if the other bodies such as the PGA of America, the USGA and the Masters allow LIV golfers to play in their major events, it&#39;s doubtful they can qualify, except for the players who have exemptions already in place.&lt;/p&gt;&lt;p&gt;Where will this go? My prediction, and if you&#39;ve ever seen my football prognostication, could be spot on or wildly inaccurate. I am guessing that LIV could end up going the way of the original USFL, while many of the new ideas generated finding their way to the major Tours. They already have to an extent. I find it hard to believe that top players, despite the money, will want to be on the outside looking in when it comes time for the Masters, the PGA Championship, the U.S. Open and the Open Championship.&lt;/p&gt;&lt;p&gt;What&#39;s really interesting is that a victory in court for the players could actually end up being the best thing to happen to the PGA and DP World Tours. It would mean they would retain the top players for many of their events, making it more difficult for LIV Golf to gain additional traction. I believe the players will prevail and the Tours will work out some sort of compromise with LIV Golf to return civility to the game.&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 107%;&quot;&gt;The latest novel in the PK Frazier series is now available. &quot;Unplayable 
Lie&quot;, as well as the first three installments, can be found at &lt;a href=&quot;https://www.amazon.com/s?k=kevin+krest+pk+frazier&amp;amp;ref=nb_sb_noss&quot;&gt;PK Frazier novels&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 107%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://kevkrestsports.blogspot.com/feeds/3128437321429548110/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kevkrestsports.blogspot.com/2022/08/the-pga-and-dp-world-tour-vs-liv-golf.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/3128437321429548110'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/3128437321429548110'/><link rel='alternate' type='text/html' href='http://kevkrestsports.blogspot.com/2022/08/the-pga-and-dp-world-tour-vs-liv-golf.html' title='The PGA and DP World Tour vs. LIV Golf: Who is on the Right Side?'/><author><name>Kevin Krest</name><uri>http://www.blogger.com/profile/03911856510542339044</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1257462975940584527.post-6684335496302677171</id><published>2021-01-26T18:26:00.004-06:00</published><updated>2021-02-03T00:40:32.604-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="#bills"/><category scheme="http://www.blogger.com/atom/ns#" term="#bucs"/><category scheme="http://www.blogger.com/atom/ns#" term="#chiefs"/><category scheme="http://www.blogger.com/atom/ns#" term="#nfl"/><category scheme="http://www.blogger.com/atom/ns#" term="#nflplayoffs"/><category scheme="http://www.blogger.com/atom/ns#" term="#packers"/><title type='text'>COACHING GENIUS IN THE NFL</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Definition&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Keyboard&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Preformatted&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Sample&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Typewriter&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Variable&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal Table&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation subject&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;No List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Contemporary&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Elegant&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Professional&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Balloon Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Theme&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; QFormat=&quot;true&quot;
   Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; SemiHidden=&quot;true&quot;
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&lt;/p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 107%;&quot;&gt;Today we’ll
be looking at what it takes, or more accurately, what it doesn’t take, to be a
head football coach in the NFL.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 107%;&quot;&gt;In case you
missed this past weekend’s conference championship games, you failed to witness
coaching genius on display at the highest level. Buffalo Bills coach Sean
McDermott led his team to a 13-3 record and two additional victories in the
playoffs. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 107%;&quot;&gt;Of course,
McDermott never played a down or took a snap on the field, but his genius has
been on display for all to see since September. The Bills were taking on the
defending Super Bowl champion Kansas City Chiefs, led by veteran coach Andy
Reid, who is also a genius.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 107%;&quot;&gt;The third
genius on display Sunday was Green Bay head coach Matt LeFleur, who gets that
label because he had the smarts to take a job with a team on which plays what
many so called experts consider the best quarterback in the Solar System, if not
the universe.&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 107%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 107%;&quot;&gt;Of course,
because of Covid-19 there is no intergalactic play, so we’ll have to let you be
the judge on whether Aaron Rodgers and his single Super Bowl win qualifies for
the lofty title. Lastly, the fourth genius, and probable the only genuine one of
the bunch, was Tampa Bay Buccaneers head coach Bruce Arians. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 107%;&quot;&gt;He convinced
his general manager to sign the best quarterback in whatever is bigger than the
universe is called. His name is Tom Brady, a 21 year veteran, winner of six
Super Bowls and four Super Bowl MVP’s. Arians basically said in an interview
last week that he just lets Brady do whatever he wants, that the 43 year old is
a coach on the field.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 107%;&quot;&gt;Now let’s
rewind to the first game of Sunday’s doubleheader that produced the NFC’s representative
to Super Bowl fifty-five. It was a terrific contest, with the Bucs jumping out
to an 18 point lead early in the third quarter, partially due to LeFleur’s
inability to manage the clock at the end of the first half, which enabled the
Bucs to score on a 39 yard touchdown pass with one second left.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 107%;&quot;&gt;The Bucs
took a 21-10 lead into the locker room, then came out in the third quarter and
scored again in just over a minute. The Packers scored a touchdown to make it
28-17, then got into the end zone again to cut the lead to 28-23 with 24
seconds left in the third quarter. This is where LeFleur’s genius really began
to shine, and why he’s the coach and we’re not. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 107%;&quot;&gt;His team has
all of the momentum and if they make the extra point, the Packers would be back
within four. A stop and a touchdown puts them up by three, or even a Bucs field
goal leaves Green Bay within a touchdown and a made extra point from a tie. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 107%;&quot;&gt;But LeFleur
is smarter than the rest of us, so he goes for two, thinking rightfully so that
it would leave him within a field goal of tying the game. But he didn’t think
of the ramifications of missing such a conversion. Well, the greatest
quarterback in the universe didn’t get it done, the Bucs get a field goal and
the Packers find themselves down by eight, not seven. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 107%;&quot;&gt;Rodgers,
because he’s, well, you know, drives the Packers down to the Bucs eight yard
line with two minutes and twenty seconds left on the clock. It’s third down and
Rodgers gets chased from the pocket with nothing but green Lambeau Field turf
in front of him. Instead of taking off for the end zone, he throws an errant
pass for an incompletion, bringing up fourth down.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 107%;&quot;&gt;The Packers
still had all three timeouts remaining, and I’m sure that Rodgers threw the
ball thinking they would go for it on fourth down. A field goal would still
leave the Pack needing a touchdown, even if they could get the ball back from
Brady, the greatest quarterback in, well, you know, that really big thing
beyond the universe. A touchdown and a two point conversion is all they needed
to tie the game. It would be a great, dramatic fourth down play, right?&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 107%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 107%;&quot;&gt;Well,
instead, out trots Mason Crosby, Green Bay’s field goal kicker, and hits the
kick and cuts the lead to five. And guess what? Rodgers never gets his hands
back on the football and the Bucs advanced to the Super Bowl, Brady’s tenth.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 107%;&quot;&gt;Just when we
thought we’d witnessed the ultimate in coaching genius from LaFleur, McDermott
showed us that we really are just neophytes when it comes to football acumen
and higher algebra. The Chiefs let their opponent jump out to the obligatory
nine or ten or seventeen point lead, it doesn’t really matter to them. Anyway,
the Bills led 9-0 early before the Chiefs showed them who was boss, and that’s
clearly Kansas City quarterback Patrick Mahomes, injured toe or not. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 107%;&quot;&gt;By midway in
the fourth quarter, the Chiefs were clearly in control, 38-15. Buffalo had
missed the extra point following their fourth touchdown, which didn’t seem to
matter until it did. But with just over four minutes left in the game, Buffalo
scored a touchdown to cut the lead to 38-21. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 107%;&quot;&gt;No brainer
for the Bills, kick the extra point, cut the lead to 16 points, recover an
onside kick and maybe get the thing to one score with a couple of minutes left.
But somewhere on his big sheet of paper coaches carry around for just such
occasions, McDermott saw something to this effect: seventeen points behind,
four minutes left, need to recover an onside kick no matter what, maybe two. 15
points down, great, 17 points down okay, even though it would essentially
negate the touchdown we just scored and still leave us three possessions
behind, and 16 points down apparently unacceptable. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 107%;&quot;&gt;So with the
16 points option apparently off the table, McDermott goes for two, doesn’t make
it and essentially the game is over. But he continues to defy logic by trying
an onside kick. If that was the strategy all along, then why not get the extra
point? Was it because the guy had missed one already? Really? How many NFL
kicker miss two extra points in the same game? &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 107%;&quot;&gt;And here’s
the real “kicker”, pun totally intended. They attempted the onside kick and
miraculously, the Bills recovered. But instead of being down two scores with
four minutes left and possession of the ball in great field position, they were
down three. Essentially, the game was over. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 107%;&quot;&gt;A quick
score, which the Bills are totally capable of, would have made it interesting,
if not downright compelling. Instead, the genius of Sean McDermott, something
we will never comprehend, didn’t let that happen. But hey, these guys are savants,
worth millions of dollars a year. What do we know? &lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 107%;&quot;&gt;The latest novel in the PK Frazier series is now available. &quot;Unplayable 
Lie&quot;, as well as the first three installments, can be found at &lt;a href=&quot;https://www.amazon.com/s?k=kevin+krest+pk+frazier&amp;amp;ref=nb_sb_noss&quot;&gt;PK Frazier novels&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 107%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 107%;&quot;&gt;&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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</content><link rel='replies' type='application/atom+xml' href='http://kevkrestsports.blogspot.com/feeds/6684335496302677171/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kevkrestsports.blogspot.com/2021/01/coaching-genius-in-nfl.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/6684335496302677171'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/6684335496302677171'/><link rel='alternate' type='text/html' href='http://kevkrestsports.blogspot.com/2021/01/coaching-genius-in-nfl.html' title='COACHING GENIUS IN THE NFL'/><author><name>Kevin Krest</name><uri>http://www.blogger.com/profile/03911856510542339044</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1257462975940584527.post-3193258278880057045</id><published>2020-09-27T00:46:00.004-05:00</published><updated>2020-09-27T00:46:52.538-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="#dallascowboys"/><category scheme="http://www.blogger.com/atom/ns#" term="#football"/><category scheme="http://www.blogger.com/atom/ns#" term="#nfl"/><category scheme="http://www.blogger.com/atom/ns#" term="#packers"/><category scheme="http://www.blogger.com/atom/ns#" term="#predictions"/><category scheme="http://www.blogger.com/atom/ns#" term="#steelers"/><title type='text'>NFL WEEK 3 PREDICTIONS: 80% SUCCESS RATE IN JEOPARDY</title><content type='html'>&lt;p&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;footnote text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;header&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;footer&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;table of figures&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;envelope address&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;envelope return&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;footnote reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;line number&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;page number&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;endnote reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;endnote text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;table of authorities&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;macro&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;toa heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Closing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Signature&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Message Header&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Salutation&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Date&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text First Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text First Indent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Note Heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Block Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Hyperlink&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;FollowedHyperlink&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Document Map&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Plain Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;E-mail Signature&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Top of Form&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Bottom of Form&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal (Web)&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Acronym&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Address&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Cite&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Code&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Definition&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Keyboard&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Preformatted&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Sample&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Typewriter&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Variable&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal Table&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation subject&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;No List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Contemporary&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Elegant&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Professional&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Balloon Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Theme&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; QFormat=&quot;true&quot;
   Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;41&quot; Name=&quot;Plain Table 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;42&quot; Name=&quot;Plain Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;43&quot; Name=&quot;Plain Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;44&quot; Name=&quot;Plain Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;45&quot; Name=&quot;Plain Table 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;40&quot; Name=&quot;Grid Table Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot; Name=&quot;Grid Table 1 Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot; Name=&quot;Grid Table 6 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot; Name=&quot;Grid Table 7 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot; Name=&quot;List Table 1 Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot; Name=&quot;List Table 6 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot; Name=&quot;List Table 7 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 3&quot;/&gt;
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   Name=&quot;List Table 1 Light Accent 4&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 4&quot;/&gt;
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   Name=&quot;List Table 6 Colorful Accent 4&quot;/&gt;
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   Name=&quot;List Table 7 Colorful Accent 4&quot;/&gt;
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   Name=&quot;List Table 1 Light Accent 5&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 6&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt; &lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
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   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
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&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  LatentStyleCount=&quot;371&quot;&gt;
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   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
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   Name=&quot;index 4&quot;/&gt;
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   Name=&quot;index 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 8&quot;/&gt;
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   Name=&quot;index 9&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 6&quot;/&gt;
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   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 8&quot;/&gt;
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   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 9&quot;/&gt;
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   Name=&quot;Normal Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;footnote text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;header&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;footer&quot;/&gt;
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   Name=&quot;index heading&quot;/&gt;
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   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;table of figures&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;envelope address&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;envelope return&quot;/&gt;
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   Name=&quot;footnote reference&quot;/&gt;
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   Name=&quot;line number&quot;/&gt;
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   Name=&quot;page number&quot;/&gt;
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   Name=&quot;endnote reference&quot;/&gt;
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   Name=&quot;endnote text&quot;/&gt;
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   Name=&quot;List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number&quot;/&gt;
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   Name=&quot;List 4&quot;/&gt;
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   Name=&quot;List 5&quot;/&gt;
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   Name=&quot;List Bullet 5&quot;/&gt;
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   Name=&quot;List Number 2&quot;/&gt;
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   Name=&quot;List Number 3&quot;/&gt;
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   Name=&quot;List Number 4&quot;/&gt;
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   Name=&quot;List Number 5&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Closing&quot;/&gt;
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   Name=&quot;Signature&quot;/&gt;
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   UnhideWhenUsed=&quot;true&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
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   Name=&quot;Body Text&quot;/&gt;
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   Name=&quot;Body Text Indent&quot;/&gt;
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   Name=&quot;List Continue&quot;/&gt;
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   Name=&quot;List Continue 2&quot;/&gt;
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   Name=&quot;List Continue 3&quot;/&gt;
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   Name=&quot;List Continue 4&quot;/&gt;
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   Name=&quot;List Continue 5&quot;/&gt;
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   Name=&quot;Message Header&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Salutation&quot;/&gt;
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   Name=&quot;Date&quot;/&gt;
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   Name=&quot;Body Text First Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text First Indent 2&quot;/&gt;
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   Name=&quot;Note Heading&quot;/&gt;
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   Name=&quot;Body Text 2&quot;/&gt;
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   Name=&quot;Body Text 3&quot;/&gt;
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   Name=&quot;Body Text Indent 2&quot;/&gt;
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   Name=&quot;Block Text&quot;/&gt;
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   Name=&quot;Hyperlink&quot;/&gt;
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   Name=&quot;E-mail Signature&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Top of Form&quot;/&gt;
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   Name=&quot;HTML Bottom of Form&quot;/&gt;
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   Name=&quot;Normal (Web)&quot;/&gt;
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   Name=&quot;HTML Acronym&quot;/&gt;
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   Name=&quot;HTML Address&quot;/&gt;
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   Name=&quot;HTML Cite&quot;/&gt;
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   Name=&quot;HTML Code&quot;/&gt;
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   Name=&quot;HTML Definition&quot;/&gt;
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   Name=&quot;HTML Keyboard&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Preformatted&quot;/&gt;
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   Name=&quot;HTML Sample&quot;/&gt;
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   Name=&quot;HTML Typewriter&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Variable&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal Table&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation subject&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;No List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Contemporary&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Elegant&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Professional&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Balloon Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Theme&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; QFormat=&quot;true&quot;
   Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;41&quot; Name=&quot;Plain Table 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;42&quot; Name=&quot;Plain Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;43&quot; Name=&quot;Plain Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;44&quot; Name=&quot;Plain Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;45&quot; Name=&quot;Plain Table 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;40&quot; Name=&quot;Grid Table Light&quot;/&gt;
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&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;Week 3 shapes up as a tough one for predictions. After a
pretty strong start to the season, I could take a real beating this after a
difficult slate of games. Sunday night has the 2-0 Packers visiting the 1-1
Saints and the week ends with Monday’s clash between heavy weight Baltimore
hosting defending champion Kansas City. This could be a real blood bath.&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;Last Week: &lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;Straight up:&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;14-1&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;93.3%&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;Against the Spread (ATS): 9-6&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;60%&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;Overall:&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;Straight Up: 24-6&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;80%&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;ATS: 19-11&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;63.3%&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;u&gt;Chicago (2-0) 26&lt;/u&gt; @ Atlanta (0-2) (-3.0) (47.5): I can
understand why the winless Falcons are favorites over the undefeated Bears, but
for some reason I like the Bears. &lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;u&gt;Los Angeles Rams (2-0) 27&lt;/u&gt; @ Buffalo (2-0) (-2.0) 24
(47.0): The Rams have been impressive with wins over the Cowboys and Eagles.
They play their second consecutive game on the east coast, but this team looks
like the 2018 version to me and can squeak one out in Buffalo.&amp;nbsp;

&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;u&gt;Washington (1-1) 23&lt;/u&gt; @ Cleveland (1-1) (-7.0) 20
(45.0): For some reason, I just can’t buy into the Browns winning consecutive
games. Washington looked great in the final three quarters of Game 1 against the
Eagles, but struggled in Arizona last week. That Cardinals loss won’t look that
bad as the season progresses.&lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;&lt;u&gt;Tennessee (2-0) (-2.5) 26&lt;/u&gt; @ Minnesota (0-2) 23
(49.0): It’s been a rough start for the Vikings and the Titans don’t intend to
make it any easier for them. This is my fourth straight road team I’m picking
to win. Am I crazy or what?&lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;&lt;u&gt;Las Vegas (2-0) 30&lt;/u&gt; @ New England (1-1) (-6.0) 28
(47.5): Why stop now? I like what Jon Gruden has done with the Raiders and I
think they’ll roll into Foxboro with a little bit of an edge. The Patriots are
still lacking skill player depth, despite the addition of Cam N:ewton at
quarterback.&lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;San Francisco (1-1) (-4.0) 24 @ &lt;u&gt;New York Giants (0-2) 27&lt;/u&gt;
(41.5): The Giants have competed well in their two losses and despite losing
running back Saquon Barkley for the season, they have a good chance to get
their first win over a banged up Niners team playing their second consecutive
game in the Meadowlands.&lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;Cincinnati (0-2) 24 @ &lt;u&gt;Philadelphia (0-2) (-5.5) 31&lt;/u&gt;
(46.0): After taking a 17-0 lead over Washington in Week 1, the Eagles have
pretty much disappeared. It’s time for them to show up.&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;Houston (0-2) 20 @ &lt;u&gt;Pittsburgh (2-0) (-4.0) 27&lt;/u&gt; (45.0):
The Texans have been victims of a brutal beginning to 2020, with losses to conference
leaders Kansas City and Baltimore. Even so, they haven’t looked good, and
Pittsburgh has. &lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;New York Jets (0-2) 24 @ &lt;u&gt;Indianapolis (1-1) (-10.5) 30&lt;/u&gt;
(44.5): The Colts stubbed their toe against the Jaguars in their first game,
but enter their third game as the biggest favorites of the week. I like the
Jets to keep this closer than expected.&lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;Carolina (0-2) 22 @ &lt;u&gt;Los Angeles Chargers (1-1) (-6.5) 30&lt;/u&gt;
(43.5): The Chargers got a great game out of rookie backup quarterback Justin
Herbert last week. He will start again against the Panthers, who will have a
tough afternoon in Southern California. &lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;Tampa Bay (1-1) (-6.0) 20 @ &lt;u&gt;Denver (0-2) 24&lt;/u&gt; (43.0):
The Broncos might be the best 0-2 team in the league. Tampa Bay quarterback Tom
Brady has a lot of fond experience as a visitor in Denver, but this one might
not be as pleasant.&amp;nbsp;

&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;Detroit (0-2) 17 @ &lt;u&gt;Arizona (2-0) (-5.5) 27&lt;/u&gt;
(55.5):&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;The Cardinals have been impressive
this season and there is nothing to lead anyone to believe Detroit has enough
to give them big trouble in this one.&amp;nbsp;

&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;Dallas (1-1) 23 @ &lt;u&gt;Seattle (2-0) (-4.5) 27&lt;/u&gt; (56.0): The
Cowboys could easily have won both of their games, or lost them both. Instead
they split, but will have to play better as they head to Seattle. The Seahawks
have played great in their first two games.&lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;&lt;u&gt;Green Bay (2-0) 31&lt;/u&gt; @ New Orleans (1-1) (-3.0) 27
(52.5): For some reason, despite scoring more points than any other team, heads
to the Big Easy as underdogs. That’s not my opinion, as I think the Packers are
the most dangerous team in the league.&amp;nbsp;

&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;u&gt;Kansas City (2-0) 30&lt;/u&gt; @ Baltimore (2-0) (-3.5) 28
(54.5): In what is easily the most anticipated game of the week, if not the
season, we’ll get to see the two most exciting players in the game. Patrick
Mahomes of the Chiefs and Lamar Jackson of the Ravens will feature their
quarterbacking skills on Monday Night Football. I’m sticking with the defending
champs.&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&amp;nbsp;The latest novel in the PK Frazier series is now available. &quot;Unplayable 
Lie&quot;, as well as the first three installments, can be found at &lt;a href=&quot;https://www.amazon.com/s?k=kevin+krest+pk+frazier&amp;amp;ref=nb_sb_noss&quot;&gt;PK Frazier novels&lt;/a&gt; &lt;/p&gt;

&lt;p&gt;

&lt;/p&gt;

</content><link rel='replies' type='application/atom+xml' href='http://kevkrestsports.blogspot.com/feeds/3193258278880057045/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kevkrestsports.blogspot.com/2020/09/nfl-week-3-predictions-80-success-rate.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/3193258278880057045'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/3193258278880057045'/><link rel='alternate' type='text/html' href='http://kevkrestsports.blogspot.com/2020/09/nfl-week-3-predictions-80-success-rate.html' title='NFL WEEK 3 PREDICTIONS: 80% SUCCESS RATE IN JEOPARDY'/><author><name>Kevin Krest</name><uri>http://www.blogger.com/profile/03911856510542339044</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1257462975940584527.post-1983756192142538495</id><published>2020-09-19T20:55:00.002-05:00</published><updated>2020-09-21T15:16:25.613-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="#dallascowboys"/><category scheme="http://www.blogger.com/atom/ns#" term="#football"/><category scheme="http://www.blogger.com/atom/ns#" term="#nfl"/><category scheme="http://www.blogger.com/atom/ns#" term="#packers"/><category scheme="http://www.blogger.com/atom/ns#" term="#predictions"/><category scheme="http://www.blogger.com/atom/ns#" term="#steelers"/><category scheme="http://www.blogger.com/atom/ns#" term="#upsets"/><title type='text'>NFL WEEK 2 PICKS: THERE&#39;S DESPERATION IN THE AIR</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  DefSemiHidden=&quot;false&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
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   Name=&quot;index 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 5&quot;/&gt;
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   Name=&quot;index 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 8&quot;/&gt;
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   Name=&quot;index 9&quot;/&gt;
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   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 4&quot;/&gt;
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   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;footnote text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;header&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;footer&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index heading&quot;/&gt;
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   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;table of figures&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;envelope address&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;envelope return&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;footnote reference&quot;/&gt;
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   Name=&quot;annotation reference&quot;/&gt;
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   Name=&quot;line number&quot;/&gt;
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   Name=&quot;endnote text&quot;/&gt;
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   Name=&quot;List&quot;/&gt;
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   Name=&quot;List 4&quot;/&gt;
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   Name=&quot;List 5&quot;/&gt;
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   Name=&quot;List Bullet 5&quot;/&gt;
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   Name=&quot;Closing&quot;/&gt;
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   Name=&quot;Body Text Indent 3&quot;/&gt;
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   Name=&quot;Block Text&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
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   Name=&quot;HTML Address&quot;/&gt;
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   Name=&quot;HTML Cite&quot;/&gt;
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   Name=&quot;HTML Code&quot;/&gt;
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   Name=&quot;HTML Definition&quot;/&gt;
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   Name=&quot;HTML Keyboard&quot;/&gt;
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   Name=&quot;HTML Sample&quot;/&gt;
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   Name=&quot;HTML Typewriter&quot;/&gt;
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   Name=&quot;HTML Variable&quot;/&gt;
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   Name=&quot;Normal Table&quot;/&gt;
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   Name=&quot;annotation subject&quot;/&gt;
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   Name=&quot;No List&quot;/&gt;
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   Name=&quot;Outline List 1&quot;/&gt;
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   Name=&quot;Outline List 2&quot;/&gt;
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   Name=&quot;Outline List 3&quot;/&gt;
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   Name=&quot;Table Simple 2&quot;/&gt;
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   Name=&quot;Table Simple 3&quot;/&gt;
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   Name=&quot;Table Classic 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 4&quot;/&gt;
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   Name=&quot;Table Colorful 1&quot;/&gt;
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   Name=&quot;Table Colorful 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 3&quot;/&gt;
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   Name=&quot;Table Columns 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 3&quot;/&gt;
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   Name=&quot;Table Columns 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Contemporary&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Elegant&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Professional&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Balloon Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Theme&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; QFormat=&quot;true&quot;
   Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;41&quot; Name=&quot;Plain Table 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;42&quot; Name=&quot;Plain Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;43&quot; Name=&quot;Plain Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;44&quot; Name=&quot;Plain Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;45&quot; Name=&quot;Plain Table 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;40&quot; Name=&quot;Grid Table Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot; Name=&quot;Grid Table 1 Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot; Name=&quot;Grid Table 6 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot; Name=&quot;Grid Table 7 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
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&lt;/p&gt;Week 1 was pretty good, but if Titans kicker Steven
Gostkowski had made just one of the missed three field goals and an extra
point, it would have been even better ATS. With no preseason and almost no fans
in the stands, correctly picking 66.7%of the games is a good start to the 2020
season. To continue the success, perhaps it would be better to just use a dart
board or flip a coin, but I’m just not that smart. Week 2 awaits with the 0-1
teams already in desperation mode, with only 11% of 0-2 teams going on to earn
a playoff berth since 2002. 



&lt;p class=&quot;MsoNormal&quot;&gt;Straight up: 10-5 66.7%&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;Against the Spread (ATS): 10-5 66.7%&lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;Atlanta (0-1) 21 @ &lt;u&gt;Dallas (0-1) (-4.0) 27&lt;/u&gt; (52.5): The
Cowboys couldn’t find a way to win a game they probably should have last week
at the Rams, continuing losses in close games that extends to last season. The
Falcons got soundly beaten by the Seahawks at home and will be dealing with a
small but hostile crowd, estimated to be around 20,000, in AT&amp;amp;T Stadium.&lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;&lt;u&gt;Buffalo (1-0) (-5.5) 24&lt;/u&gt; @ Miami (0-1) (41.0) 16 : The
Bills got off to a good start to the season with a 10-point win over the Jets
while the Dolphins struggled offensively in a 21-11 loss to the Pats. If the
Bills are going to challenge New England for the AFC East title, this is a game
they need to win.&lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;Carolina (0-1) 26 @ &lt;u&gt;Tampa Bay (0-1) (-9.0) 33&lt;/u&gt; (47.5):
Tom Brady wasn’t sharp in his Buccaneer debut in New Orleans, despite playing
in an empty Mercedes-Benz Superdome. He threw two interceptions, one for a
Saints touchdown and will need to improve for the Bucs to contend for the
playoffs. The Panthers gave the Raiders a good battle, giving up a go ahead
touchdown in the last five minutes.&lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;Denver (0-1) 20 @ &lt;u&gt;Pittsburgh (1-0) (-7.5) 28&lt;/u&gt; (41.0): After
two years out of the playoffs, the Steelers got off to a good start against the
Giants, but they’ll take a step up in class against a Broncos team that struggled
offensively in a last second 16-14 loss to the Titans. Pittsburgh quarterback
Ben Roethlisberger was in decent form after returning from an elbow injury that
caused him to miss almost all of last season. &lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;Detroit (0-1) 21 @ &lt;u&gt;Green Bay (1-0) (-6.0) 30&lt;/u&gt; (49.0):
The Packers are coming off an upset of the Minnesota Vikings, scoring the most
points of any team in Week 1. A dropped pass inside the five yard line could
have given the Lions a win over the Bears, but instead faces an early season
must win situation in Green Bay.&lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;Jacksonville (1-0) 16 @ &lt;u&gt;Tennessee (1-0) (-9.0) 23&lt;/u&gt;
(43.0): Tennessee barely escaped Denver with a win last week after kicker
Stephen Gostkoswski missed three field goals and an extra point before nailing
a 25 yarder with 17 seconds left to secure the victory. They’ll need Gostkowski
to find his form against a surprising Jaguars team that upset Colts last week
behind quarterback Gardner Minshew. &lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;u&gt;Los Angeles Rams (1-0) 26&lt;/u&gt; @ Philadelphia (0-1) (-1.0)
24 (46.0): The Eagles are probably still reeling from watching an early 17-0
lead disappear in an ugly 27-17 loss to Washington. On the other coast, the
Rams held off Dallas to win 20-17 in an attempt to return to their Super Bowl
form of 2019. The Redskins were able to get to Philadelphia quarterback Carson
Wentz, something the Eagles will need to fix if they hope to avoid starting 0-2.&lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;&lt;u&gt;Minnesota (0-1) 27&lt;/u&gt; @ Indianapolis (0-1) (-3.0) 24 (48.5):
Neither of these teams had a good start to the season as they suffered big
defeats to division foes. The Vikings gave up 43 points to the Packers last
week and will need to play better against Phillip Rivers and the Colts. &lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;New York Giants (0-1) 20 @ &lt;u&gt;Chicago (1-0) 27&lt;/u&gt; (-5.5)
(42.0): The Bears escaped Detroit with a big divisional win and is looking to
continue the good play at home. They gave up a lot of yards, but limited the damage
while the Giants never really got their offense going against the Steelers. &lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;&lt;u&gt;San Francisco (0-1) (-7.0) 30&lt;/u&gt; @ New York Jets (0-1)
(42.0): The 49ers are one of only three road favorites this week, coming off a
tough 24-20 loss to the Arizona Cardinals. They’ll need to get past the Jets as
it appears Arizona might turn the NFC West into a four team race. After a
double digit loss to the Bills, the Jets still don’t look like anything close
to a playoff team.&lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;Washington (1-0) 20 @ &lt;u&gt;Arizona (1-0) (-6.5) 24&lt;/u&gt; (48.0): Both
of these teams pulled off surprising upsets last week against divisional
rivals. Washington’s defense stiffened in the last three quarters against the
Eagles and Cards quarterback Kyler Murray will be a stern test, as he was able
to erase a ten-point deficit. Murray and wide receiver DeAndre Hopkins lit up the
Niners secondary for 150 yards on 14 catches.&lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;&lt;u&gt;Baltimore Ravens (1-0) (-7.0) 31&lt;/u&gt; @ Houston (0-1) 20
(51.5): Someone in the NFL front office must have something against the Texans
as they’ve had to open the season with consecutive games against the Super Bowl
Champion Chiefs and last year’s best regular season performer. Houston lost
last week’s game 34 – 20 and they should expect more of the same in Week 2.&lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;&lt;u&gt;Kansas City (1-0) (-9.0) 27&lt;/u&gt; Los Angeles Chargers (1-0)
24 (47.5): The Chiefs successfully began defense of their title while the
Chargers headed east and came away from Cincinnati with a close victory. I just
have a gut feeling that Tyrod Taylor and the Chargers will give Kansas City a
tougher battle than most people think. &lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;New England (1-0) 24 @ &lt;u&gt;Seattle (1-0) 28&lt;/u&gt; (-3.5) (45.0):
Week 2 comes to a close with the Patriots making one of the longest road trips
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;footnote text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;header&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;footer&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;table of figures&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;envelope address&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;envelope return&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;footnote reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;line number&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;page number&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;endnote reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;endnote text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;table of authorities&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;macro&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;toa heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Closing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Signature&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Message Header&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Salutation&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Date&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text First Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text First Indent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Note Heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Block Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Hyperlink&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;FollowedHyperlink&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Document Map&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Plain Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;E-mail Signature&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Top of Form&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Bottom of Form&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal (Web)&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Acronym&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Address&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Cite&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Code&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Definition&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Keyboard&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Preformatted&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Sample&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Typewriter&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Variable&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal Table&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation subject&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;No List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Contemporary&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Elegant&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Professional&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Balloon Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Theme&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; QFormat=&quot;true&quot;
   Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;41&quot; Name=&quot;Plain Table 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;42&quot; Name=&quot;Plain Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;43&quot; Name=&quot;Plain Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;44&quot; Name=&quot;Plain Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;45&quot; Name=&quot;Plain Table 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;40&quot; Name=&quot;Grid Table Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot; Name=&quot;Grid Table 1 Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot; Name=&quot;Grid Table 6 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot; Name=&quot;Grid Table 7 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot; Name=&quot;List Table 1 Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot; Name=&quot;List Table 6 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot; Name=&quot;List Table 7 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
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&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;New Orleans (1-0) (-6.0) 28 @ &lt;u&gt;Las Vegas (1-0) 30&lt;/u&gt; (49.0):
The Saints struggled on offense last week and the Raiders are coming off a road
win at Carolina. This should have been quite an event for Monday Night
Football, with the first ever NFL game being played in Las Vegas, place prior
commissioners of league deemed as off limits. Leave it to the Raiders to break
that claim, but the game will be played in a brand new stadium without fans.
Look for the home team, if they can limit their turnovers, to hand the road
favorites a tough loss.&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;The latest novel in the PK Frazier series is now available. &quot;Unplayable 
Lie&quot;, as well as the first three installments, can be found at &lt;a href=&quot;https://www.amazon.com/s?k=kevin+krest+pk+frazier&amp;amp;ref=nb_sb_noss&quot;&gt;PK Frazier novels&lt;/a&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt; &lt;/p&gt;

</content><link rel='replies' type='application/atom+xml' href='http://kevkrestsports.blogspot.com/feeds/1983756192142538495/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kevkrestsports.blogspot.com/2020/09/nfl-week-2-picks-theres-desperation-in.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/1983756192142538495'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/1983756192142538495'/><link rel='alternate' type='text/html' href='http://kevkrestsports.blogspot.com/2020/09/nfl-week-2-picks-theres-desperation-in.html' title='NFL WEEK 2 PICKS: THERE&#39;S DESPERATION IN THE AIR'/><author><name>Kevin Krest</name><uri>http://www.blogger.com/profile/03911856510542339044</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1257462975940584527.post-1978476922223159494</id><published>2020-09-16T16:05:00.017-05:00</published><updated>2020-10-23T15:46:30.376-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="#accfootball"/><category scheme="http://www.blogger.com/atom/ns#" term="#bigten"/><category scheme="http://www.blogger.com/atom/ns#" term="#collegefootball"/><category scheme="http://www.blogger.com/atom/ns#" term="#football"/><title type='text'>COLLEGE FOOTBALL UPDATE: ARE THERE ANY ADULTS IN THE ROOM?</title><content type='html'>&lt;p class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;From the same people who brought you athletic conferences
with names that don’t coincide with the number of member schools and a complete
shutdown of fall sports two months before having enough data on which to base a
decision, we now get a reversal of policy and an October beginning to the 2020
Big Ten football season. It appears that all it took was for Notre Dame, smack
in the middle of the Big Ten’s geographic footprint, to play a game in front of
thousands of students, faculty and staff to convince the conference presidents
that it’ll be okay to get underway next month.&lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;The SEC, ACC and the Big 12’s 10 teams (this failure to
count is almost an epidemic) began play last weekend, thus Notre Dame’s home
win over Duke in South Bend, Indiana, a state where two Big 10 schools are
located. Not that anyone is actually keeping track, but the Big Ten has 14
schools but apparently a name with the wrong number doesn’t strike anyone in a
conference comprised of institutions of higher learning as anything but totally
normal. &lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;The Big 12 schools are playing a round robin conference
schedule plus a patsy game designed to make sure its teams play the same number
of games as the SEC, which has limited its teams to only conference games, but
expanded that number to 10 for this season. The SEC has vehemently opposed the
move to even nine conference games in the past on the basis that its teams are
so good that it would be too punishing for them to face each other that many
times in a single season. But enter COVID-19 and the prospect of less
television revenue, and all of a sudden the conference must have decided they
don’t have such a tough bunch of teams after all, in spite of what Alabama
coach Nick Saban says.&lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;With the non-conference game, the Big 12 was probably
thinking its teams would be able to schedule a game against a non-Power Five
team, thus getting an extra win that the SEC teams won’t be able to grab. Oops!
Sun Belt members Arkansas State and Louisiana (not to be confused with LSU,
although don’t tell Iowa State that) went into empty stadiums in Manhattan,
Kansas and Ames, Iowa to deal Kansas State and Iowa State upset losses. Maybe
the conference should add those two teams to their membership so it doesn’t
look so bad and, in the process, get the name to match the number of schools.&lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;After centuries (okay, it’s really only one century and a
third of another) of refusing to include their football team in a conference,
suddenly Notre Dame is all in with the Atlantic Coast Conference. If you
thought math wasn’t necessarily a strong suit of athletic leagues, it appears
that their understanding of geography is equally as weak. At last count, and
this isn’t taking into consideration the two centimeters the ocean has risen in
the last 30 years due to climate change, South Bend is roughly 700 miles from
the Atlantic Ocean. It apparently makes no sense for Notre Dame to be in the
Big Ten, where they would be within five hours from at least nine of the
conference’s other 14 schools. But I guess 14 schools in a 10 team conference
is okay, but 15 is just out of the question.&lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;And then what about that pesky Atlantic Coast Conference? They
also expanded their conference schedule from eight games to ten, and also
allowed a non-conference game, but it had to be played in the same state as the
school. Just so I have this straight, teams of member schools can travel
outside the state to play schools in the same conference, but not to play
schools in other conferences, but schools from outside the conference can
travel from outside their state to play in the state of the ACC member school.
Perhaps the President’s task force on COVID-19 would be interested to
understand the nature of the interstate interconference cross contagiousness of
and the intrastate intraconference immunity from the virus, because frankly,
I’m a little confused. &lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;Meanwhile, the Pac-12 (which by some miscalculation actually
consists of 12 member schools) has not announced any change to its cancellation
of the football season. California Governor Gavin Newsom said Wednesday that
there are no state restrictions prohibiting the conference from playing
football games. Once again, that crazy math enters the picture, as California
guidelines put forth by the governor limit gatherings to no more than 12
people. Yes, there are only 11 players from a team on the field at the same
time, but my minimal knowledge of the game suggests that there needs to be
another 11 players from the opposing team somewhere in the general vicinity.
Even using conference math, where 12 added to 14 equals 22, or is 10 added to
12 equals 26, or is it…oh, forget it, you get my point, there needs to be more
than 12 players on the field to play a game. Whether Newsom isn’t aware of his
own guidelines, he can’t count, or because it isn’t a church he doesn’t really
care, there’s a huge disconnect somewhere between Sacramento and Pasadena. &lt;/p&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;What should distress you about this piece is not the corny
attempt at humor, although I wouldn’t blame you for feeling that way, it’s that
the information about the conferences and their respective decisions are all
factual. This is really happening, right now, in September 2020. After almost
eight months of the COVID-19 reality, we have decisions being made based on a
variety of data points, for different reasons and for the benefit of
conflicting constituencies. &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;The latest novel in the PK Frazier series is now available. &quot;Unplayable 
Lie&quot;, as well as the first three installments, can be found at &lt;a href=&quot;https://www.amazon.com/s?k=kevin+krest+pk+frazier&amp;amp;ref=nb_sb_noss&quot;&gt;PK Frazier novels&lt;/a&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&amp;nbsp;&lt;/p&gt;

</content><link rel='replies' type='application/atom+xml' href='http://kevkrestsports.blogspot.com/feeds/1978476922223159494/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kevkrestsports.blogspot.com/2020/09/college-football-update-are-there-any.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/1978476922223159494'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/1978476922223159494'/><link rel='alternate' type='text/html' href='http://kevkrestsports.blogspot.com/2020/09/college-football-update-are-there-any.html' title='COLLEGE FOOTBALL UPDATE: ARE THERE ANY ADULTS IN THE ROOM?'/><author><name>Kevin Krest</name><uri>http://www.blogger.com/profile/03911856510542339044</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1257462975940584527.post-7320566661213596218</id><published>2020-09-12T20:58:00.014-05:00</published><updated>2020-09-16T16:04:16.650-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="#againstthespread"/><category scheme="http://www.blogger.com/atom/ns#" term="#dallascowboys"/><category scheme="http://www.blogger.com/atom/ns#" term="#football"/><category scheme="http://www.blogger.com/atom/ns#" term="#nfl"/><category scheme="http://www.blogger.com/atom/ns#" term="#packers"/><category scheme="http://www.blogger.com/atom/ns#" term="#steelers"/><title type='text'>NFL Week One Picks: Brady and Brees Face Off in The Big Easy</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;line number&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;page number&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;endnote reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;endnote text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;table of authorities&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;macro&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;toa heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Closing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Signature&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Message Header&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Salutation&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Date&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text First Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text First Indent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Note Heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Block Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Hyperlink&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;FollowedHyperlink&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Document Map&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Plain Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;E-mail Signature&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Top of Form&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Bottom of Form&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal (Web)&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Acronym&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Address&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Cite&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Code&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Definition&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Keyboard&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Preformatted&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Sample&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Typewriter&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Variable&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal Table&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation subject&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;No List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Contemporary&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Elegant&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Professional&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Balloon Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Theme&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; QFormat=&quot;true&quot;
   Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;41&quot; Name=&quot;Plain Table 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;42&quot; Name=&quot;Plain Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;43&quot; Name=&quot;Plain Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;44&quot; Name=&quot;Plain Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;45&quot; Name=&quot;Plain Table 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;40&quot; Name=&quot;Grid Table Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot; Name=&quot;Grid Table 1 Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot; Name=&quot;Grid Table 6 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot; Name=&quot;Grid Table 7 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot; Name=&quot;List Table 1 Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot; Name=&quot;List Table 6 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot; Name=&quot;List Table 7 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
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&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;

&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;Week 1 began with the Kansas City Chiefs replicating their
come from behind playoff victory over the Texans, this time spotting Houston a
7-0 lead on their way to a 34-20 win in front of about 17,000 fans. Only one
other game will played with spectators in attendance, with the other 14
stadiums empty this weekend and for the foreseeable future. There is still a
possibility that one or more stadiums, including AT&amp;amp;T Stadium in Dallas,
will host some fans in Week 2. With no preseason and a lot of uncertainty
surrounding the NFL and other sports, I present my Week 1 predictions.&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;Miami 14 @&lt;u&gt; New England (-6.5 spread) 23&lt;/u&gt; (42
over/under): The Patriots begin a season without quarterback Tom Brady for the
first time since 2000 after parting ways with the future Hall of Famer. He’ll
be replaced by former Carolina Panther Cam Newton, who will give offensive
coordinator Josh McDaniels a new dimension to his attack. These teams ended the
2019 regular season in Miami, where the Dolphins came away 27-24 victors to
complete a dismal 5-11 season. The Dolphins will start journeyman Ryan
Fitzpatrick behind center, with rookie &lt;a href=&quot;http://www.espn.com/nfl/player/_/id/4241479/tua-tagovailoa&quot;&gt;Tua
Tagovailoa&lt;/a&gt; waiting in the wings. The Pats will again rely on their defense
as they made minimal changes at the offensive skill positions. &lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;Cleveland 17 @&lt;u&gt;Baltimore (-7.5) 31&lt;/u&gt; (47.5): The Ravens
ended a great 2019 campaign with a disappointing 28-12 loss to Tennessee in the
divisional round of the playoffs. After a 14-2 season, much more was expected
from Baltimore in the postseason. They should be able to feast on a Cleveland
team that will be playing its first game under new coach Kevin Stefanski, who
hasn’t had chance to work with his staff under game conditions due to the
cancellation of the preseason. &lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;New York Jets 16 @ &lt;u&gt;Buffalo (-6.5) 20&lt;/u&gt; (39.0): Neither
of these teams were able to generate much offense last season but the Bills’
defense led them to a spot in the playoffs, where they lost to the Texans 22-19
in overtime. Third year quarterback Sam Darnold is looking to continue making
progress for the Jets after leading them to a less than satisfying 7-9 season
in 2019. Don’t look for many touchdowns in this one so the Jets should be able
to keep it close. &lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;u&gt;Las Vegas (3.0) 27&lt;/u&gt; @ Carolina 17 (48.0): The Raiders’
move to Sin City is now complete, but they open the 2020 season on the road
against a Panthers team with a new coaching staff headed by former Baylor head
coach Matt Rhule, who inherits a team coming off a 5-11 season. Las Vegas,
despite much speculation about the future of quarterback Derek Carr, will begin
the season with him as their starter. It’s tough for west coast teams to head
east for an early game, but the Raiders are a couple of years into a rebuilding
effort that should begin to show results this season.&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;Seattle 21 (-2.5) @ &lt;u&gt;Atlanta 24&lt;/u&gt; (48.5): Another team
from the west heads east as the Seahawks travel to Atlanta. The Falcons are
coming off a disappointing 7-9 season, but the offense still has Matt Ryan at
quarterback, Julio Jones at wide receiver and added Todd Gurley at running
back. A healthy and effective Gurley could give Atlanta hope of contending in
the NFC South. The Seahawks were an 11-5 playoff team last year and should
again contend for a playoff spot, but I just have a feeling about this one.&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;u&gt;Philadelphia (-5.5) 20&lt;/u&gt; @ Washington 17 (42.5): This
game will most likely look a lot like a large number of Washington’s games last
season, where they played very good defense, but lacked enough offense to get a
victory. Judging from the depth chart, it doesn’t look like they made enough
moves to make any significant improvement except hoping that second year
quarterback Dwayne Haskins will somehow suddenly take big strides forward. Washington
also has a new head coach, Ron Rivera, late of the Carolina Panthers. The Eagles
were gifted a division crown by the inept Cowboys last year and will once again
depend on the Carson Wentz remaining healthy at quarterback, although they have
rookie Jalen Hurts on the roster.&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;u&gt;Chicago 27&lt;/u&gt; @ Detroit (-3.0) 23 (42.5): Despite just
three wins in 2019 and losing their final nine games including two against
Chicago, the Lions are three point favorites against the Bears, who went 8-8
last season. Perhaps there is a lack of confidence in Bears quarterback Mitch
Trubisky, but he is now backed up by the very capable and former Super Bowl MVP
Nick Foles. &lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;u&gt;Indianapolis (-7.5) 24&lt;/u&gt; @ Jacksonville 20 (45.0): In
one of only two games that will be played in front of fans, Jacksonville will
be looking to provide a good start to head coach Doug Marrone’s fourth season
which will likely be his last unless they improve on last season’s 6-10 record.
Quarterback Garner Minshew performed well enough in his rookie season to get
him the starting nod for 2020. Former Chargers signal caller Philip Rivers
arrived in Indianapolis after 16 years in San Diego, giving Colts’ fans hope
that he can lead the team to the playoffs.&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;Green Bay 27 @ &lt;u&gt;Minnesota (-2.5) 28&lt;/u&gt; (45.0): The
Packers are coming off a 13-3 season that ended with a 37-20 loss at San
Francisco in the NFC Championship game. Despite still being led Aaron Rodgers
at quarterback, many experts feel that Green Bay could take a significant step backwards
this season due to the front office bungling the offseason, including the
draft. The Vikings are also coming off some postseason success, also getting
eliminated by the 49ers after upsetting the Saints in the Mercedes-Benz
Superdome in New Orleans. With a drop off by the Packers, Minnesota is expected
to challenge for the NFC North title.&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;u&gt;Los Angeles Chargers (-3.0) 23&lt;/u&gt; @ Cincinnati 21 (41.0):
The Chargers turn to veteran Tyrod Taylor to replace the departed Philip Rivers
at quarterback. Rookie quarterback and Heisman Trophy winner Joe Burrow takes
over at quarterback for the Bengals, so both teams will be breaking in new
leaders as they try to rebound from poor finishes in 2019. They combined for a
just seven wins, so a victory for either one would be a welcome beginning to
2020. &lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;u&gt;Arizona 27&lt;/u&gt; @ San Francisco (-7.0) 24 (48.0): Former
Patriot backup quarterback &lt;span class=&quot;fw-medium&quot;&gt;&lt;a href=&quot;http://www.espn.com/nfl/player/_/id/16760/jimmy-garoppolo&quot;&gt;Jimmy
Garoppolo&lt;/a&gt; led the resurgent Niners to the Super Bowl, where they fell short
against Patrick Mahomes and the Kansas City Chiefs. Despite being big underdogs
on the road, the Cardinals are my big upset pick of the week as they began to
show some promise late in 2019. Second year quarterback Kyler Murray should be
ready to take the next step in development and the 49ers might be a little
hungover from that Super Bowl beat down.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span class=&quot;fw-medium&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span class=&quot;fw-medium&quot;&gt;Tampa Bay 27 @ &lt;u&gt;New Orleans (-3.5) 30&lt;/u&gt;
(48.0): The total age of the starting quarterbacks in this game is 84 years old
and they’ve combined for 151,987 yards and 1088 touchdown passes in their
careers. Tom Brady, the older of the two at 43, will be starting his first game
for the Bucs after spending 20 seasons in New England, where he won six Super
Bowls in nine appearances. For the Saints, 41 year old Drew Brees has intimated
that he is nearing the end of his career after signing a two-year contract
extension. The two legends have met five times, with Brees coming out on top in
the first three and Brady prevailing in the two most recent matchups. If they
both play the next couple of seasons and stay healthy, this will be the first
of at least four more NFC South meetings on the field. Even with the reunion of
Brady and his tight end from New England, Rob Gronkowski, the home Saints probably
have too much for the Bucs.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span class=&quot;fw-medium&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span class=&quot;fw-medium&quot;&gt;Dallas (-2.5) 34 @ Los Angeles Rams 27
(51.5): This Sunday night gem was supposed to showcase the opening of the $5
billion SoFi Stadium, home to the Rams and the Chargers. Of course, the new venue
will still get its debut, but without the benefit of the fans and the
atmosphere that comes with them. &lt;/span&gt;Neither of these teams made the
playoffs in 2019 but have expectations of making the postseason in 2020. The
Cowboys lost six of seven of their one-possession games last season, so they’ll
need to turn that statistic around in what is expected to be a close game on Sunday.
With quarterback Dak Prescott, running back Ezekiel Elliott and wide receiver
Amari Cooper in place for 2020, it’s not surprising for a Dallas team that was
fourth in the conference in scoring in 2019 to be expected to put up some big
offensive numbers for new coach Mike McCarthy. Behind quarterback Jared Goff,
the Rams are looking to return to their 2018 form that resulted in a Super Bowl
appearance.&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;u&gt;Pittsburgh (-6.0) 31&lt;/u&gt; New York Giants 20 (46.0): The
big question for the Steelers, who are coming off an &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;atypical 8-8 season, at least for one of the
most consistent franchises in the last 25 years, is whether quarterback Ben Roethlisberger
can fully recover from the elbow injury that shortened his 2019 season. This
first game of ESPN’s Monday Night Football doubleheader will feature the third NFC
East team with a new head coach, the Giants’ Joe Judge. Second year quarterback
Daniel Jones will try to build on his decent rookie campaign which ultimately
resulted in the retirement of Eli Manning. With Giants Stadium empty, the home
team coming off a four win season and a new head coach, it’s hard to see a
stunning upset over the Steelers.&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;u&gt;Tennessee (-2.5) 27&lt;/u&gt; @ Denver 23 (41.5): Week 1
concludes in Denver as the Broncos try to work their way back to being a
playoff team. After leading the Titans to a great playoff run, Ryan Tannehill
is entrenched as the starting quarterback, resulting in the departure of Marcus
Mariota. Tennessee is hoping to build on the end to their 2019 season when they
defeated the Patriots and Ravens on the road before falling to the Chiefs in
the AFC Championship game. Now they go back on the road to what would
ordinarily be a very hostile environment, but will be far more benign with the
absence of fans.&amp;nbsp;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&amp;nbsp;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;The latest novel in the PK Frazier series is now available. &quot;Unplayable Lie&quot; as well as the first three installments can be found at &lt;a href=&quot;https://www.amazon.com/s?k=kevin+krest+pk+frazier&amp;amp;ref=nb_sb_noss&quot;&gt;PK Frazier novels&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;

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  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Closing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Signature&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Message Header&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Salutation&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Date&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text First Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text First Indent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Note Heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Block Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Hyperlink&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;FollowedHyperlink&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Document Map&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Plain Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;E-mail Signature&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Top of Form&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Bottom of Form&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal (Web)&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Acronym&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Address&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Cite&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Code&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Definition&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Keyboard&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Preformatted&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Sample&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Typewriter&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Variable&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal Table&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation subject&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;No List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Contemporary&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Elegant&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Professional&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Balloon Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Theme&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; QFormat=&quot;true&quot;
   Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 4&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;41&quot; Name=&quot;Plain Table 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;42&quot; Name=&quot;Plain Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;43&quot; Name=&quot;Plain Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;44&quot; Name=&quot;Plain Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;45&quot; Name=&quot;Plain Table 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;40&quot; Name=&quot;Grid Table Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot; Name=&quot;Grid Table 1 Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 1&quot;/&gt;
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   Name=&quot;Grid Table 6 Colorful Accent 5&quot;/&gt;
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   Name=&quot;Grid Table 7 Colorful Accent 6&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
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   Name=&quot;List Table 1 Light Accent 3&quot;/&gt;
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   Name=&quot;List Table 6 Colorful Accent 3&quot;/&gt;
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   Name=&quot;List Table 7 Colorful Accent 3&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 4&quot;/&gt;
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   Name=&quot;List Table 6 Colorful Accent 4&quot;/&gt;
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   Name=&quot;List Table 1 Light Accent 5&quot;/&gt;
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   Name=&quot;List Table 6 Colorful Accent 5&quot;/&gt;
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   Name=&quot;List Table 7 Colorful Accent 5&quot;/&gt;
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   Name=&quot;List Table 1 Light Accent 6&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 6&quot;/&gt;
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   Name=&quot;List Table 7 Colorful Accent 6&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
	{mso-style-name:&quot;Table Normal&quot;;
	mso-tstyle-rowband-size:0;
	mso-tstyle-colband-size:0;
	mso-style-noshow:yes;
	mso-style-priority:99;
	mso-style-parent:&quot;&quot;;
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	mso-para-margin-top:0in;
	mso-para-margin-right:0in;
	mso-para-margin-bottom:8.0pt;
	mso-para-margin-left:0in;
	line-height:107%;
	mso-pagination:widow-orphan;
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	mso-ascii-font-family:Calibri;
	mso-ascii-theme-font:minor-latin;
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	mso-bidi-font-family:&quot;Times New Roman&quot;;
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</content><link rel='replies' type='application/atom+xml' href='http://kevkrestsports.blogspot.com/feeds/7320566661213596218/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kevkrestsports.blogspot.com/2020/09/nfl-week-one-picks-brady-and-brees-face.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/7320566661213596218'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/7320566661213596218'/><link rel='alternate' type='text/html' href='http://kevkrestsports.blogspot.com/2020/09/nfl-week-one-picks-brady-and-brees-face.html' title='NFL Week One Picks: Brady and Brees Face Off in The Big Easy'/><author><name>Kevin Krest</name><uri>http://www.blogger.com/profile/03911856510542339044</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1257462975940584527.post-8342686426831924079</id><published>2019-12-21T13:24:00.002-06:00</published><updated>2019-12-21T13:24:48.952-06:00</updated><title type='text'>COLLEGE FOOTBALL BOWL PREDICTIONS</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
It’s hard to believe that with 39 bowl games including 78
teams that an eligible team could find a way to get left out. Leave it to
Toledo from the Mid-American&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Conference
to be the one to get to be home for the holidays. Of course, they may have been
lobbying to stay out of the Famous Idaho Potato Bowl in the garden spot of
Boise, Idaho. We’ll never know of course, but if some Toledo offensive lineman
tweets pictures from the beach in St. Somewhere, well, maybe we’ll have our
answer.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
For 74 other teams that aren’t competing for a national
title, there are a variety of motivations for playing in a December or January
game. Whether it be the extra practices to prepare for the 2020 season,
bragging rights in the recruiting wars, the chance to play underclassmen or
just to work on their tans, they’ll all be lining up with a chance to end the
season with a victory. While a handful of games actually have some level of
national interest, most are marginally compelling and are little more than
programming content for ESPN, which actually owns and operates 14 of these
games through its ESPN Events division. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Predicting these games is college football’s version of playing
roulette and craps, all rolled into one. The roulette for the luck and craps
for the quality of play. Okay, maybe that’s not fair, but it does tend to be
accurate. Last year’s bowl games, including the College Football Playoffs, had
an average margin of victory of 17 points, with 16 games decided by one score
or less.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;I’m just the messenger.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
December 20&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Makers Wanted Bahamas Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;
Buffalo (7 -
5) 31 vs. &lt;u&gt;Charlotte (7 - 5) 37&lt;/u&gt;: This game is sponsored by Elk Grove
Village, the nation’s largest industrial park. I have no idea what a football
game played in a 15,000 seat soccer/cricket stadium in a tourist country has to
do with domestic manufacturing, but it looks like a creative way for the
managers to justify a pre-Christmas vacation where the 80 degree weather and
beaches beat the hell out of whatever is happening in the Chicago area. It
makes me feel good about my marketing degree. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Tropical Smoothie Cafe Frisco Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Utah State (7 - 5) &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;31&lt;/u&gt; vs. Kent State (6 - 6) 20: Here’s
another game played in a soccer stadium, this one with&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;an overwhelming capacity of 20,000. Are there
going to be goal posts or soccer goals in place? Do you have to run into the
goal for a touchdown? How will extra points work? Kent State represents the
MAC, which had&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;an abysmal 14 - 34
non-conference record, against Mountain West member Utah State, whose conference
ran up a 31 - 18 record outside the league. In addition, I heard a rumor that
next year’s event will be called the Tropical Smoothie Cafe Frisco State Bowl.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
December 21&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
New Mexico Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Central Michigan (8 - 5) 28 &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;vs. &lt;u&gt;San Diego State (9 - 3) 34&lt;/u&gt;: Another
MAC team shows up here, this time it’s the loser of the conference championship
game, against the team that finished second in their division of the Mountain
West. The purpose of this game is to incent you to make a visit to the great
city of Albuquerque. First, you have to watch the game. Second, you have to
figure out how to spell “Albuquerque”.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
FBC Mortgage Cure Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Liberty (7 - 5) 24 vs. &lt;u&gt;Ga. Southern (7 - 5) 27&lt;/u&gt;: The
25,500 seat Exploria Stadium, another soccer venue, will be the site for this
game. Really? Orlando has two football stadiums but for some reason they
mustn’t be sufficient.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;In all
seriousness, this game benefits the fight against cancer and celebrates its
survivors.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;There is a pre-game block
party and cancer tribute march featuring survivors and other supporters that
will end at the stadium.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Cheribundi Boca Raton Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;SMU (10 - 2) 38&lt;/u&gt; vs. Florida Atlantic (10 - 3) 31: FAU
head coach Lane Kiffin has accepted the same job at Ole Miss, so he won’t be
coaching in this game. It really doesn’t matter, as SMU is the better team
anyway. Of course, it helps FAU to be playing a bowl game on their home field.
What a great reward for a good season, staying home for your bowl game. I guess
it could be worse. They could have had to play in Boise.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Camellia Bowl &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Florida International (6 - 6) 31 vs.&lt;u&gt; Arkansas State (7 -
5) 35&lt;/u&gt;: This game is played in the garden spot of Montgomery, Alabama. I’m
pretty sure kids grow up, throw the ball around in the back yard and dream of
one day earning a trip to the Camellia Bowl, played in the historic Cramton
Bowl. It really conjures images of Pasadena on January 1, doesn’t it? Actually,
Arkansas State liked it so much in 2017 that they’re coming back again. Go
figure.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Mitsubishi Motors Las Vegas Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(19) Boise State (12 - 1) 30&lt;/u&gt; vs. Washington (7 - 5)
27: This is an interesting game that matches Washington’s departing coach,
Chris Petersen, against his former team that rose to prominence under his
direction. I’m certain that story line will tend to overshadow the game itself.
I look for Boise to overwhelm the Huskies, as they look to turn a chip on their
shoulders into victory over a Power Five program.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
R&amp;amp;L Carriers New Orleans Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(20) Appalachian State (12 - 1) 37&lt;/u&gt; vs. UAB (9 - 4) 27:
Appalachian State is one of the great stories in college football, but so is
UAB. Following the 2014 season, UAB shut down the program for two seasons, only
to re-emerge for the 2017 campaign. In their first year back, they won the
Conference USA championship and played in the Bahamas Bowl. Since entering the
FBS subdivision in 2015, Appalachian State has qualified for a bowl game every
year, winning each time. They’ve also won the last four Sun Belt titles. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
December 23&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Bad Boy Mowers Gasparilla Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;UCF (9 - 3) 34&lt;/u&gt; vs. Marshall (8 - 4) 27: After a
couple of years of undefeated play, UCF came back down to earth this season and
is nowhere near the national championship discussion. At least they get to make
an hour trip to Tampa for a bowl game. Will they be riding lawnmowers down I-4
to get to the game? I sure hope so.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
December 24&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
SoFi Hawaii Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Hawaii (9 - 5) 38&lt;/u&gt; vs. BYU (7 - 5) 30: Hawaii is
another team to get a home bowl game.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;There really isn’t a nicer place in the United States to spend
Christmas, so I’m not sure if the Rainbows are all that upset. Between trips to
the beach and gazing at bikini clad swimmers, BYU will try to squeeze in a
football game. Focused? Probably not.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
December 26&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Walk On’s Independence Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;La. Tech (9 - 3) 30&lt;/u&gt; vs. Miami (6 - 6) 27: The year
started with debacle of a coaching change for Miami and could end with a
devastating loss for the Hurricanes. I just don’t see Miami coming into this
game with much motivation. The Bulldogs get to head about an hour west on I-20
for the game. This could get ugly and be another black mark on a dismal season
for the ACC Coastal.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Quick Lane Bowl:&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Pittsburgh (7 - 5) 29&lt;/u&gt; vs. Eastern Michigan (6 - 6) 20:
With two weeks left in the season, Pittsburgh stood at 7 - 3 and still had a
legitimate shot at the ACC Coastal title. After getting shut out by Va. Tech
and losing to a mediocre Boston College team, they now head north to Detroit
instead of the other direction. Ouch!&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
December 27&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Military Bowl Presented by Northrup Grumman&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;North Carolina (6 - 6) 34&lt;/u&gt; vs. Temple (8 - 4) 17: What
started as a promising season for UNC with the return of head coach Mack Brown
and an opening win over South Carolina, fizzled with six one possession losses.
The silver lining is that the Tar Heels get to go to Annapolis, Maryland to
play a bowl game on the campus of the Naval Academy. Temple quietly went 8 - 4
and at times exhibited a strong defense, but at other times they were scorched.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
New Era Pinstripe Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Michigan State (6 - 6) 24 vs. &lt;u&gt;Wake Forest (8 - 4) 27&lt;/u&gt;:&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
This is a very interesting game, with a disappointing
Michigan State taking on an overachieving Wake Forest team. The Deacons got off
to 7 - 1 start, but stumbled down the stretch, losing three of their last four
games. My hope is that they play the game in Yankees uniforms.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Academy Sports + Outdoors Texas Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
(25) Oklahoma State (8 - 4) 27 vs.&lt;u&gt; Texas A&amp;amp;M (7 - 5)&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;37&lt;/u&gt;: If this game looks familiar to
long-time football fans, it’s because these two schools were members of the Big
12 from 1996 to 2012. Texas A&amp;amp;M had one of, if not the toughest schedule in
the country. They played three number one teams and also lost to number 5
Georgia and top 15 Auburn. The interesting thing about this game is that
despite its name, is played in an indoor stadium. Hmmm.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
San Diego County Credit Union Holiday Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(22) USC (8 - 4) 27&lt;/u&gt; vs. (16) Iowa (9 - 3) 23: I guess
we can call this “Rose Bowl Light” with the game being played about 125 miles
to the south of the “Grandaddy of them all”. USC coach Clay Helton’s job was
rumored to be in jeopardy since last season, but it appears the window for the
Trojans to have made a change has come and gone, especially since the early
signing period for incoming players has already passed. I think USC has too
much speed for the Hawkeyes.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Cheez-It Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Air Force (10 -2) 34&lt;/u&gt; vs. Washington State (6 - 6) 30:
Air Force flew under the radar all season (see what I did there?) and
Washington State seemed to fall apart after giving up a huge lead to UCLA. I’m
not sure Cougars coach Mike Leach can get his team up for this one. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
December 28&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Camping World Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(15) Notre Dame (10 -2) 27&lt;/u&gt; vs. Iowa State (7 - 5) 21:
I’m a bit surprised that Notre Dame fell to this bowl game. Nothing against the
Camping World Bowl, but one year after making the playoffs the Irish only lose
twice and can’t make a premier postseason classic. If Notre Dame comes to play,
I don’t think Iowa State can stay with them.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Goodyear Cotton Bowl Classic&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(10) Penn State (10 - 2) 34&lt;/u&gt; vs.(17) Memphis (12 - 1)
24: This is a great lead-in game to the playoffs. Memphis completed a
season-long battle to gain the Group of Five’s bid to a New Year’s Six game by
defeating Cincinnati in the American Athletic Conference’s championship game.
Penn State had the misfortune of playing in the Big Ten East and recorded tough
losses to Ohio State and Minnesota. The Nittany Lions should have too much on
both sides of the ball for the upset minded Tigers.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
College Football Playoff Semifinal at the Play Station
Fiesta Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;tab-stops: center 3.25in;&quot;&gt;
&lt;u&gt;(2) Ohio State (13 - 0) 31&lt;/u&gt;
vs. (3) Clemson (13 - 0) 30: I’m doing these games in chronological order so
the playoff clashes seemingly appear to be buried in the holiday bowl-fest.
This is seemingly the most balanced and best final four we’ve seen since the
inception of the format.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Despite a
couple of closer games late in the season, I’ve maintained that Ohio State is
the top of a very talented heap of college teams. Although I believe Clemson is
a great defending champion, my concern is that they just haven’t played anyone
with close to the speed and depth possessed by Ohio State. Both teams are
having to travel, so there’s no real advantage for either team on that front.
This should be a terrific game, but ultimately I like the Buckeyes to prevail.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;tab-stops: center 3.25in;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
College Football Playoff Semifinal at the Chik-Fil-A Peach
Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(1) LSU (13 -&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;0) 37&lt;/u&gt;
vs. (4) Oklahoma (12 - 1) 31: Both of these teams have explosive offenses and
aggressive defenses. Near unanimous Heisman Trophy winner Joe Burrow leads LSU
while former Alabama national champion Jalen Hurts quarterbacks Oklahoma. I
love to watch the Sooners, but their inability to clearly defeat Baylor twice
concerns me in light of LSU”s domination of the SEC this season. This will be a
close game, but Burrow’s ability and the Tiger’s defense should be able to do
enough to get to the finals.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
December 30&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
SERVPRO First Responders Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Western Kentucky (8 - 4) 38&lt;/u&gt; vs. Western Michigan (7 -
5) 17: Both of these teams will have to travel “westerner” to Dallas to face
each other. Neither team had a particularly stellar season, but I’ll take
Western Kentucky in this one.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Franklin American Mortgage Music City Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Mississippi State (6 - 6) 24 vs.&lt;u&gt; Louisville (7 - 5) 38&lt;/u&gt;:
It took a missed extra point by Ole Miss for Mississippi State to barely qualify
for this bowl game. Meanwhile, Louisville was able to put together a decent
season, albeit in a weak ACC. The Cardinals should fly in Nashville.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Red Box Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;California (7 - 5) 30&lt;/u&gt; vs. Illinois (6 - 6) 23: In the
underrated and deep PAc-12, Cal was able to forge a pretty good season.
Similarly, Illinois emerged from the brutal&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;Big Ten to get into only their second bowl game since 2011. There was
some inconsistency for the Illini with a big win over Wisconsin, but later &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;a lopsided loss to a weak Northwestern team. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Capital One Orange Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(9) Florida (10 - 2) 37&lt;/u&gt; vs. (24) Virginia (9 - 4) 20:
I don’t see any way that Virginia can stay with Florida. The Cavaliers
struggled to get to the ACC championship where they were trounced by Clemson.
It’s a shame that Notre Dame didn’t get a shot at this game.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
December 31&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Belk Bowl &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Virginia Tech (8 - 4) 29&lt;/u&gt; vs. Kentucky (7 - 5) 27: Va.
Tech flexed its defensive muscle down the stretch after a shaky start. In
winning their last three games, Kentucky’s offense came to life. It should be
an interesting final game for famed Va. Tech defensive coordinator Bud Foster.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Tony the Tiger Sun Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Florida State (6 - 6) 24 vs. &lt;u&gt;Arizona State (8 - 4) 27&lt;/u&gt;:
I’m sure many people are surprised that Florida State, in a season where they
fired head coach Willie Taggert, made it to a bowl game. Second-year head coach
Herm Edwards has turned around the Arizona State program and I’m certain they
will be prepared for the ‘Noles.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Auto Zone Liberty Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(23) Navy (10 - 2) 28&lt;/u&gt; vs. Kansas State (8 - 4) 24:
Navy can be tough to play if you don’t see their style of offense on a regular
basis. The Midshipmen are coming off a beat down of Army that completed a
season during which their only losses were to top 20 teams Memphis and Notre
Dame. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
NOVA Home Loans Arizona Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Wyoming (7 - 5) 37&lt;/u&gt; vs. Georgia State (7 - 5) 27: I
really can’t admit to knowing much about these teams. Furthermore, I can’t
admit to really caring, either. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Valero Alamo Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(11) Utah (11 - 3) 30&lt;/u&gt; vs. Texas (7 - 5) 21: Against
Oregon, Utah looked like a racehorse struggling to get out of the starting
gate, then gets pinned against the rail. They just never seemed to be able to
get going. The same could be said for &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Texas’ entire season. If the Longhorns lose
this game, their head coach Tom Herman will most likely begin the 2020 campaign
as one of the first coaches on the hot seat.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
New Years Day&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Vrbo Citrus Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
(14) Michigan (9 - 3) vs. (13) Alabama (10 - 2): This is one
of the most intriguing games of the bowl season. It’s hard to imagine either of
these intense coaches not playing to win. For Michigan coach Jim Harbaugh, he
needs an impressive win to set himself up for a strong, perhaps job-saving
2020. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Outback Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(18) Minnesota (10 - 2) 27&lt;/u&gt; vs. (12) Auburn (9 - 3) 24:
In another compelling Big&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Ten - SEC
matchup, Auburn will be looking to build on their big victory over Alabama in
the Iron Bowl. Minnesota is coming off a very successful, yet a bit of a
disappointing season during which they couldn’t finish with a Big Ten West
title. This is one of a handful of games I have circled on my schedule. I’ll
pick with my heart here, pulling for Minnesota.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Rose Bowl Game Presented by Northwestern Mutual&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(6) Oregon (10 - 2) 31&lt;/u&gt; vs. (8) Wisconsin (10 - 3) 27:
If it wasn’t for a big stumble against Arizona, Oregon might be preparing for a
playoff game against LSU. Oregon has the one thing that is kryptonite to
Wisconsin’s defensive Superman: speed. The Ducks present real issues for the
Badgers, who will be forced to rely on running back Jonathan Taylor to control
the ball and keep Oregon’s high powered offense off the field.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Allstate Sugar Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
(5) Georgia (11 - 2) 24 vs.&lt;u&gt; (7) Baylor (11 - 2) 27&lt;/u&gt;:
Georgia’s loss to South Carolina is still a mystery to me. I was in the stands
when South Carolina was dominated in the second half by Tennessee and just don’t
understand how the Bulldogs let the Gamecocks get the better of them. Baylor’s
only blemishes were against playoff participant Oklahoma. I don’t think Georgia
has enough offense to win this one.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
January 2 &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Ticket Smarter Birmingham Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Boston College (6 - 6) 24 vs.&lt;u&gt; (21) Cincinnati (10 - 3) 34&lt;/u&gt;:
This game matches a barely bowl eligible Boston College from the worst Power
Five conference against a good Cincinnati team from the best Group of Five
conference. Hmmm...&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Tax Slayer Gator Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Indiana (8 - 4)28 vs.&lt;u&gt; Tennessee (7 - 5) 31&lt;/u&gt;: Indiana
had perhaps the most underrated seasons in college football.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;They posted eight wins for the first time
since 1993 and for only the sixth time since 1945. They will be looking
for&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;their first bowl win in five tries
since 1990. And all of this while playing in perhaps the toughest division in the
Power Five. Since one of my daughters attends Tennessee and these picks are
such guesses, I’ll go with the Vols.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
January 3&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Famous Idaho Potato Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Ohio (6 - 6) 27 vs.&lt;u&gt; Nevada (7 - 5) 38&lt;/u&gt;: Played on the
blue turf of Boise State, this game definitely feels like a parting gift for
the loser on a game show. In case you haven’t noticed, I have a distinct
anti-MAC bias this bowl season. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
January 4&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Lockheed Martin Armed Forces Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Southern Mississippi (7 - 5) 40&lt;/u&gt; vs. Tulane (6 - 6) 34:
This game is played in Fort Worth, which of course should be obvious by the
name of the bowl. Will anyone even care about this game by the first weekend in
January? Doubtful.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
January 6&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Lending Tree Bowl&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Louisiana (10 - 3) 37&lt;/u&gt; vs. Miam, OH (8 - 5) 34: Is it
over yet? Mercifully, it is.&lt;br /&gt;
&lt;br /&gt;
Hear my recent interview with legendary sports agent Leigh Steinberg,
 where we discussed his agency, concussions, franchise relocation and 
philanthropy at &lt;a href=&quot;http://thechtonsports.com/cold-hard-truth-sports-radio-show-1242017/&quot;&gt;http://thechtonsports.com/cold-hard-truth-sports-radio-show-1242017/&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Also
 listen to our conversation with author and sports journalist Mike 
Carey, as we discussed his latest book &quot;Bad News&quot; about Marvin Barnes 
and reminisced about Mike&#39;s coverage of the Boston Celtics during their 
glory years with Larry Bird, Kevin McHale, Danny Ainge and Robert 
Parish. &lt;a href=&quot;http://www.blogtalkradio.com/golongmedia/2017/02/08/the-cold-hard-truth-on-sports-radio-show&quot;&gt;http://www.blogtalkradio.com/golongmedia/2017/02/08/the-cold-hard-truth-on-sports-radio-show&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Don&#39;t forget to check out my new book, &quot;Offsetting Penalties - A PK Frazier Novel&quot; at&amp;nbsp; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://www.amazon.com/s/ref=nb_sb_noss_2?url=search-alias%3Daps&amp;amp;field-keywords=kevin+krest&quot; style=&quot;background-color: white; color: #888888; line-height: 18.48px; text-decoration: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;georgia&amp;quot;;&quot;&gt;Amazon.com&lt;/span&gt;&lt;/a&gt;&lt;/span&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;.&amp;nbsp; Check out &lt;a href=&quot;http://www.thechtonsports.com/&quot;&gt;www.thechtonsports.com&lt;/a&gt; for our podcasts and live broadcast on Tuesday&#39;s at 9:00 pm EST. I can also be reached via email at kevin@pkfrazier.com.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinJwnPSXr6HcCLvovvCxLVqSTSRWRl8stQYv9sUx7RTwe16rGZrRlGPyF8txcwRY0A0-_oVsmg-5npRPvIL7kMWhkgEMoZih4X9uHey2-kbHoKaQmqzlaxsVepHRkm2Oer7PXTWKxz5KCL/s1600/roughing+the+passer+cover.jpg&quot; style=&quot;clear: right; color: #888888; float: right; margin-bottom: 1em; margin-left: 1em; text-decoration: none;&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinJwnPSXr6HcCLvovvCxLVqSTSRWRl8stQYv9sUx7RTwe16rGZrRlGPyF8txcwRY0A0-_oVsmg-5npRPvIL7kMWhkgEMoZih4X9uHey2-kbHoKaQmqzlaxsVepHRkm2Oer7PXTWKxz5KCL/s1600/roughing+the+passer+cover.jpg&quot; style=&quot;clear: left; color: #888888; float: left; margin-bottom: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjb5zTZ_gL3zPiBn4Yl5j66WSP4_SZAACQwCkIEBGqOLho-Do3wYqOpL2IuLfYVdPawe6TR3pZSi0Q5tRIvu636WhixOkKOxbJK8nNp3_p89fAfPTQfUdqcdbe4ExHipXk7We8A6S6Mmcw/s1600/Offseting+penalties+cover+-+smashwords+-+small.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjb5zTZ_gL3zPiBn4Yl5j66WSP4_SZAACQwCkIEBGqOLho-Do3wYqOpL2IuLfYVdPawe6TR3pZSi0Q5tRIvu636WhixOkKOxbJK8nNp3_p89fAfPTQfUdqcdbe4ExHipXk7We8A6S6Mmcw/s200/Offseting+penalties+cover+-+smashwords+-+small.jpg&quot; width=&quot;132&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://kevkrestsports.blogspot.com/feeds/8342686426831924079/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kevkrestsports.blogspot.com/2019/12/college-football-bowl-predictions.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/8342686426831924079'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/8342686426831924079'/><link rel='alternate' type='text/html' href='http://kevkrestsports.blogspot.com/2019/12/college-football-bowl-predictions.html' title='COLLEGE FOOTBALL BOWL PREDICTIONS'/><author><name>Kevin Krest</name><uri>http://www.blogger.com/profile/03911856510542339044</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjb5zTZ_gL3zPiBn4Yl5j66WSP4_SZAACQwCkIEBGqOLho-Do3wYqOpL2IuLfYVdPawe6TR3pZSi0Q5tRIvu636WhixOkKOxbJK8nNp3_p89fAfPTQfUdqcdbe4ExHipXk7We8A6S6Mmcw/s72-c/Offseting+penalties+cover+-+smashwords+-+small.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1257462975940584527.post-4889229257601710914</id><published>2019-12-11T15:38:00.001-06:00</published><updated>2019-12-11T15:38:58.871-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="#golf"/><category scheme="http://www.blogger.com/atom/ns#" term="#pgatour"/><category scheme="http://www.blogger.com/atom/ns#" term="#presidentscup"/><category scheme="http://www.blogger.com/atom/ns#" term="#tigerwoods"/><title type='text'>TIGER WOODS LEADS AMERICANS TO ROYAL MELBOURNE IN PRESIDENT&#39;S CUP MATCHES</title><content type='html'>&lt;!--[if !mso]&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Table Normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0in 5.4pt 0in 5.4pt;
 mso-para-margin-top:0in;
 mso-para-margin-right:0in;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0in;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:&quot;Times New Roman&quot;;
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:&quot;Times New Roman&quot;;
 mso-bidi-theme-font:minor-bidi;}
&lt;/style&gt;
&lt;![endif]--&gt;

&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;mso-no-proof: yes;&quot;&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;div style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
On paper, this week’s President’s Cup duel between the
Americans and a squad of International golfers would appear to be a major
mismatch. Beyond the Internationals having home course advantage at Royal
Melbourne Golf Club in Australia, there aren’t many numbers working in their
favor. Despite being without top ranked Brooks Koepka, the Americans still have
an average Official World Golf Ranking of 12. 25. The Internationals only boast
two golfers inside the top 20 and an average of slightly over 40. Ten of the
Americans have better rankings than the best International player, number 18
Adam Scott. The lowest ranked U.S. player for captain Tiger Woods is number 23
Matt Kuchar, who is ranked higher than ten of the players who will tee it up
for captain Ernie Els’ International team. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Of course, the matches aren’t played on paper, but instead
on a golf course with grass, higher grass, sand and water. Even though there
appears to be a huge discrepancy in the players’ rankings, all 24 are in the
top 63 in the world. Looking at the randomness of match play tournaments gives
some insight into how little disparity there is between number 4 (Dustin
Johnson) and number 63 (Haotong Li). Perhaps the biggest disadvantage Els faces
is the inexperience of his team. He has seven President’s Cup rookies and it
will be a challenge for him to sprinkle them throughout the competition to
ensure that his veterans have some significant contributions.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Eleven of the twelve Americans played in last week’s Hero
Challenge, Tiger Woods’ charity event in the Bahamas. Only Dustin Johnson sat
it out, nursing an injury in hopes of being 100% in Australia. The limited
field tournament ended Saturday, after which Tiger and his team took off for
Down Under. No International team members were included in the tournament, so
if you’re looking for an advantage for the underdogs, jet lag might be one of
them. The other major benefit for Ernie Els is the golf course. Many of the
Internationals are familiar with the venue, given the closer proximity to the
Australian and Asian players on the team. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
In 1998, the first time this event was played outside the
United States, the Internationals dominated what to that date was one of the
best teams to ever be assembled in international team play. The Americans never
contended and lost 20 1/2 - 11 1/2. Could we see a similar result this time?
Anything is possible, but here are some thoughts about what will contribute to
the final outcome. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Tiger Woods as playing captain: In November, Tiger picked
himself to be part of his President’s Cup team, the first time since Hale Irwin
in the inaugural playing of this event in 1994 that the U.S. has had a captain
teeing it up. After his victory at the Zozo Championship in October, the first
PGA Tour event held in Japan, he really had very little choice but to include
himself on the squad. Woods will have plenty of help with the details as former
captains Fred Couples and Steve Stricker will be joined by Zach Johnson as
assistant captains. Look for the 82 time winner to play the four-ball matches
(more popularly known as best-ball) and sit out the foursomes (alternate shot).
All players will participate in the singles matches on the final day. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Different schedule than the Ryder Cup: I believe one reason
the Americans have had more success in the President’s Cup than they have in
the Ryder Cup is the schedule. The matches are played over the course of four
days, instead of the three days in the Ryder Cup. There are also an additional
two matches in the President’s Cup, which means team depth comes more into play
as it’s more difficult to hide or sit players that aren’t playing well. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Royal Melbourne Golf Club: The green complexes are big and
the surfaces are undulating, making it important to place approach shots on the
correct side of the hole. If the Internationals really do have a home course
advantage, this is where it will be manifested. In addition, captain Ernie Els
and his staff have control of the course setup, so he should be able to give
his team a better chance at victory. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
The players: There is little doubt that the Americans have a
much better, deeper and more experienced team. Ernie Els will need to lean on
his veterans. If the first round pairings are any indication, he will be doing
just that. Adam Scott, Marc Leishman, Louis Oosthuizen, Hideki Matsuyama and
Adam Hadwin will all be in action. Each of them are paired with a rookie member
of the team. If the Internationals can keep it close the first couple of days,
look for the Americans to start to feel the pressure. If not, this will be a
runaway win for the United States.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Jet Lag: Today’s professional golfers are very familiar with
international play and travel, but leaving on a Saturday evening and playing at
a high level four days later can be a challenge. Last year, I believe fatigue
played a big role in the American’s poor showing in Ireland during the Ryder
Cup. Coming on the heels of a brutal FedEx playoff push with no, for which many
of the Europeans were not qualified, was a huge factor. Perhaps the less
congested fall schedule will find a more rested American team in Australia, but
it could still be something that gives an overwhelmed International team a way
to close the gap.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Conclusion: I look for the Americans to jump out to an early
lead and hold on for the duration of the week. Despite some mitigating factors
I’ve mentioned, the U.S. is just too strong and experienced for the
Internationals. Tiger will surely have his team well-prepared and assuredly
matched up to get the most out of their abilities.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Prediction: U.S. 18 International 12&lt;br /&gt;
&lt;br /&gt;
Hear my recent interview with legendary sports agent Leigh Steinberg,
 where we discussed his agency, concussions, franchise relocation and 
philanthropy at &lt;a href=&quot;http://thechtonsports.com/cold-hard-truth-sports-radio-show-1242017/&quot;&gt;http://thechtonsports.com/cold-hard-truth-sports-radio-show-1242017/&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Also
 listen to our conversation with author and sports journalist Mike 
Carey, as we discussed his latest book &quot;Bad News&quot; about Marvin Barnes 
and reminisced about Mike&#39;s coverage of the Boston Celtics during their 
glory years with Larry Bird, Kevin McHale, Danny Ainge and Robert 
Parish. &lt;a href=&quot;http://www.blogtalkradio.com/golongmedia/2017/02/08/the-cold-hard-truth-on-sports-radio-show&quot;&gt;http://www.blogtalkradio.com/golongmedia/2017/02/08/the-cold-hard-truth-on-sports-radio-show&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Don&#39;t forget to check out my new book, &quot;Offsetting Penalties - A PK Frazier Novel&quot; at&amp;nbsp; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://www.amazon.com/s/ref=nb_sb_noss_2?url=search-alias%3Daps&amp;amp;field-keywords=kevin+krest&quot; style=&quot;background-color: white; color: #888888; line-height: 18.48px; text-decoration: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;georgia&amp;quot;;&quot;&gt;Amazon.com&lt;/span&gt;&lt;/a&gt;&lt;/span&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;.&amp;nbsp; Check out &lt;a href=&quot;http://www.thechtonsports.com/&quot;&gt;www.thechtonsports.com&lt;/a&gt; for our podcasts and live broadcast on Tuesday&#39;s at 9:00 pm EST. I can also be reached via email at kevin@pkfrazier.com.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://kevkrestsports.blogspot.com/feeds/4889229257601710914/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kevkrestsports.blogspot.com/2019/12/tiger-woods-leads-americans-to-royal.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/4889229257601710914'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/4889229257601710914'/><link rel='alternate' type='text/html' href='http://kevkrestsports.blogspot.com/2019/12/tiger-woods-leads-americans-to-royal.html' title='TIGER WOODS LEADS AMERICANS TO ROYAL MELBOURNE IN PRESIDENT&#39;S CUP MATCHES'/><author><name>Kevin Krest</name><uri>http://www.blogger.com/profile/03911856510542339044</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjb5zTZ_gL3zPiBn4Yl5j66WSP4_SZAACQwCkIEBGqOLho-Do3wYqOpL2IuLfYVdPawe6TR3pZSi0Q5tRIvu636WhixOkKOxbJK8nNp3_p89fAfPTQfUdqcdbe4ExHipXk7We8A6S6Mmcw/s72-c/Offseting+penalties+cover+-+smashwords+-+small.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1257462975940584527.post-4747391180796118016</id><published>2019-10-11T18:47:00.000-05:00</published><updated>2019-10-11T19:04:34.957-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="#accfootball"/><category scheme="http://www.blogger.com/atom/ns#" term="#bigten"/><category scheme="http://www.blogger.com/atom/ns#" term="#collegefootball"/><category scheme="http://www.blogger.com/atom/ns#" term="#crimsontide"/><category scheme="http://www.blogger.com/atom/ns#" term="#football"/><category scheme="http://www.blogger.com/atom/ns#" term="#longhorns"/><category scheme="http://www.blogger.com/atom/ns#" term="#predictions"/><category scheme="http://www.blogger.com/atom/ns#" term="#sec"/><category scheme="http://www.blogger.com/atom/ns#" term="#upsets"/><title type='text'>COLLEGE FOOTBALL: WEEK SEVEN PREDICTIONS</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Last Week:&lt;/div&gt;
&amp;nbsp; &lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Straight Up:&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;18
- 8&lt;span style=&quot;mso-tab-count: 2;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;69.2%&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
ATS:&lt;span style=&quot;mso-tab-count: 2;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;18-
8&lt;span style=&quot;mso-tab-count: 2;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;69.2%&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Overall:&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Straight Up:&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;109
- 31&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;77.8%&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
ATS:&lt;span style=&quot;mso-tab-count: 2;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;71
- 69&lt;span style=&quot;mso-tab-count: 2;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;50.7%&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Thursday:&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Syracuse (3 - 2) (0 - 1) 24 @ &lt;u&gt;NC State (3 - 2) (0 - 1)
(4.5) 30&lt;/u&gt;: The ACC is difficult to predict because almost all of the teams
are inconsistent, mediocre or just plain bad. These two teams qualify as the
first two. I’ll take NC State, but only because they’re at home. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Friday:&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(20) Virginia (4 - 1) (2 - 0) 31&lt;/u&gt; @ Miami (2 - 3) (0 -
2) (-2.0) 23: Miami gets their second team from the Commonwealth of Virginia at
home in as many weeks. The ‘Canes should have completed the big comeback
against Virginia Tech, but fell just short. They’ll need at least as good an
effort this week to stay on the field with the Cavs.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Colorado (3 - 2) (1 - 1) 17 @ &lt;u&gt;(13) Oregon (4 - 1) (2 - 0)
(-21.0) 37&lt;/u&gt;: Suddenly, Oregon is clearly the class of the Pac-12 North.
Colorado still has a shot at the South, but will need a big effort in Eugene to
keep their division title hopes alive. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Saturday:&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
South Carolina (2 - 3) (1 - 2) 13 @ &lt;u&gt;Georgia&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;(5 - 0) (2 - 0) (-24.5) 41&lt;/u&gt;: Georgia is
easing into the meat of their schedule against a decent South Carolina team,
but the Gamecocks can’t hang with the Bulldogs. South Carolina’s rushing
defense is decent, but it’s not elite enough to contain Georgia’s 250
yards/game attack.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(6) Oklahoma (5 - 0) (2 - 0) (-10.5) 38&lt;/u&gt; vs. (11)
Texas (4 - 1) (2 - 0) 20 (Dallas, TX): Texas took down Oklahoma a year ago, but
that was before the Sooners corralled Jalen Hurts at QB and beefed up their
defense. This is one of the most intense rivalries in college football, so
sometimes the records don’t matter. Oklahoma leads the nation in total yards
and just has too much for almost everyone on their schedule, including Texas.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(16) Michigan (4 - 1) (2 - 1) (-19.0) 30&lt;/u&gt; @ Illinois
(2 - 3) (0 - 2) 6: Michigan in still struggling on offense against good
defenses, but Illinois doesn’t fall into that category. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(23) Memphis (5 - 0) (1 - 0) (-4.0) 27&lt;/u&gt; @ Temple (4 -
1) 24: Memphis has quietly moved into contention for the Group of Five New
Year’s Day bowl bid with a balanced offensive attack. Temple surprised Maryland
earlier in the season and have a top 20 defense. I’ll stay with Memphis to
utilize their balance to win a close one in Philadelphia.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Maryland (3 - 2) (1 - 1) (-6.5)38&lt;/u&gt; @ Purdue (1 - 4) (0
- 2) 17: Purdue has struggled mightily this season while Maryland has been
wildly inconsistent. The Boilermakers are outside of the top 100 in both
offense and defense, making it difficult for me to see Purdue stopping Maryland
or outscoring them.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Mississippi State (3 - 2) (1 - 1) (-6.5) 34&lt;/u&gt; @
Tennessee (1 - 4) (0 -2) 24: Tennessee is having a nightmare of a season and
it’s not likely to get any better this week. The Vols are giving up over 165
yards a game and Mississippi State is rushing for over 200 yards a game. That’s
not a good matchup for Tennessee.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Rutgers (1 - 4) (0 - 3) 6 @ &lt;u&gt;Indiana (3 -2)(0 -2) (-28.0)
40&lt;/u&gt;: The Big 10 is a deep league, but the depth finder stops before it gets
to Rutgers. The Scarlet Knights have lost 15 of their last 16 games. It will be
16 of 17 after this weekend.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Ga. Tech (1 - 4) (0 - 2) 17 @ &lt;u&gt;Duke (3 - 2) (1 - 1)
(-17.0)&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;38&lt;/u&gt;: Duke came back down to
earth last week against Pittsburgh after a big win at Va. Tech. Georgia Tech
won’t pose the same kind of threat and I look for Duke to regain their
offensive firepower. &lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(1) Alabama (5 - 0) (2 - 0)(-16.5) 31&lt;/u&gt; @ (24) Texas
A&amp;amp;M (3 - 2) (1 - 1) 13: Before the season started, I had this one
identified as a game in which Alabama would be challenged. But the Aggies
haven’t shown enough offense against Power Five teams for me to think they can
be considered a threat against the Tide. Alabama is a bit vulnerable against
run, but Texas A&amp;amp;M is only ranked 97th in rushing offense.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Florida State (3 - 2) (2 - 1) 20 @ &lt;u&gt;(2) Clemson (5 - 0) (3
- 0) (-27.5) 31&lt;/u&gt;: It wasn’t that long ago that this was one of the premier
games of the season, with the winner getting the upper hand not just in the
ACC, but nationally. Even though Florida State is showing some improvement with
wins over Louisville and NC State, Clemson head coach Dabo Swinney had a bye
week to correct any issues that resulted in a near loss to UNC in their last
game. I like Clemson to win, but not cover.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Michigan State (4 - 2) (2 - 1) 10&lt;/u&gt; @ (8) Wisconsin (5
- 0) (2 - 0) (-10.0) 24: With the way Wisconsin has been playing defense, it’s
difficult for me to see how a weak offensive Michigan State team can score
enough points to top the Badgers. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Washington State (3 - 2) (1 - 2) 24 @ &lt;u&gt;(18) Arizona State
(4 - 1) (1 - 1) (-2.5) 28&lt;/u&gt;: I’ve been on the Sun Devil bandwagon all season
and Washington State just got rid of their defensive coordinator. I’ll stick
with Arizona State to take advantage of the Cougars’ disarray.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Texas Tech (3 - 2) (1 - 1) 24 @ &lt;u&gt;(22) Baylor (5 - 0) (2 -
0) (-9.0) 34&lt;/u&gt;: Baylor is one of the secrets of this season and they’re
coming off a big road win against Kansas State. The Bears are in the top 30 in
the FBS in both offense and defense and should be able to hold off Texas Tech.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Iowa&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;State (3 - 2)
(1 - 1) (-10.5) 37&lt;/u&gt; @ West Va. (3 - 2) (1 - 1) 24: Iowa State has scored 63%
of its points in just 40% of its games, so it’s difficult to predict which offense
will show up in Morgantown. West Virginia is ranked 61st in total defense, so
this is probably a good chance for the Cyclones to build on their 49 - 24
drubbing of TCU last week.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Rhode Island (1 - 4) 14@ &lt;u&gt;Va. Tech (3 - 2) (-25.5) 41&lt;/u&gt;:
The Hokies withstood a big comeback by Miami to record their first ACC win of
the season and now face a bad FCS team. They should be able to build some much
needed confidence at home.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Ole Miss (3 - 3) (2 - 1) 21 @ &lt;u&gt;Missouri (4 - 1) (1 - 0)
(-11.0) 34&lt;/u&gt;: Missouri has quietly been on a roll since an opening loss to a
Wyoming team that still has only one loss. I doubt they can hang with Georgia
and Florida in the SEC East, but they should be able to handle the Rebels.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
USC (3 - 2) 24 @ &lt;u&gt;(9) Notre Dame (4 - 1) (-11.0) 30&lt;/u&gt;:
I’ve liked USC’s speed all season, but Notre Dame is playing well on both sides
of the ball. This is a big rivalry game and I’ll take the Irish to prevail and
stay in the playoff conversation.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(10) Penn State (5 - 0) (2 - 0) (-4.5) 24&lt;/u&gt; @ (17) Iowa
(4 - 1) (1 - 1) 17: Penn State is fourth in total defense and 11th in total
offense while Iowa is fifth in defense, but barely in the top 60 in offense.
This is likely to be a low scoring affair, but Penn State has more firepower
and I like them to stay in the Big 10 East race.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Louisville (3 - 2) (1 - 1) 27 @ &lt;u&gt;Wake Forest (5 - 0) (1 -
0) (-7.0) 31&lt;/u&gt;: These defenses are virtually statistically identical, but
Wake Forest is top ten in total offense so I give them the edge in what should
be a close and entertaining game. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Nebraska (4 - 2) (2 - 1) 31&lt;/u&gt; @ Minnesota (5 - 0) (2 -
0) (-7.5) 29: Minnesota is another one of those undefeated Power Five teams
like Baylor and Wake Forest that can make a statement with a big win as they
get into the meat of their conference schedules. They haven’t been dominant and
will take a step up in class against Nebraska. I like the ‘Huskers to get their
offense rolling in a mild upset. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Arkansas (2 - 3) (0 - 2) 27&lt;/u&gt; @ Kentucky (2 - 3) (0 -
3) (-7.0) 24: Arkansas finally made a nice showing against Texas A&amp;amp;M and I
look for them to have a good chance to pick up a road conference win. Kentucky
played Florida close, but hasn’t been able to duplicate that effort the last
couple of games. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
(7) Florida (6 - 0) (3 - 0) 27 @ &lt;u&gt;(5) LSU (5 - 0) (1 - 0)
(-13.5) 30&lt;/u&gt;:&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Florida has found a way
to win close games and they’ll once again need to be opportunistic to be able
to slow down the second ranked passing defense in the country. That’s not
unreasonable, as the Gators are giving up less than 200 yards a game through
the air. The bigger problem for Florida is if they end up in a shootout, as
their offense isn’t explosive enough to stay with LSU.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(15) Utah (4 - 1) (1 - 1) (-14.0) 31&lt;/u&gt; @ Oregon State
(2 - 3) (1 - 1) 13: Oregon State is very dangerous offensively, but with the
exception of USC, Utah’s 14th rated defense has been able to hold some good
offenses in check. In this case, it isn’t a great matchup for Oregon State, as
they’re balance offense relies on a strong running game. Utah is giving up less
than 60 yards a game on the ground.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Hawaii (4 - 1) (1 - 0) 21@ &lt;u&gt;(14) Boise State (5 - 0) (2 -
0) (-12.5) 30&lt;/u&gt;: These two teams are very close offensively, although Hawaii
scores about five points more per game. The Rainbow Warriors have had a week
off to prepare for the frontrunner in the New Year’s Day Six sweepstakes. The
difference is the Boise State defense, which should be able to contain Hawaii.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Washington (4 - 2) (1 - 2) (-9.5)30 @ &lt;u&gt;Arizona (4 - 1) (3
- 0) 37&lt;/u&gt;: I’ve been a big Arizona fan all season and they haven’t lost since
an opening upset at the hands of Hawaii in the islands. Washington has been
inconsistent and Arizona is averaging over 500 yards a game, especially when
quarterback sensation Khalil Tate is on the field.&lt;br /&gt;
&lt;br /&gt;
Hear my recent interview with legendary sports agent Leigh Steinberg,
 where we discussed his agency, concussions, franchise relocation and 
philanthropy at &lt;a href=&quot;http://thechtonsports.com/cold-hard-truth-sports-radio-show-1242017/&quot;&gt;http://thechtonsports.com/cold-hard-truth-sports-radio-show-1242017/&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Also
 listen to our conversation with author and sports journalist Mike 
Carey, as we discussed his latest book &quot;Bad News&quot; about Marvin Barnes 
and reminisced about Mike&#39;s coverage of the Boston Celtics during their 
glory years with Larry Bird, Kevin McHale, Danny Ainge and Robert 
Parish. &lt;a href=&quot;http://www.blogtalkradio.com/golongmedia/2017/02/08/the-cold-hard-truth-on-sports-radio-show&quot;&gt;http://www.blogtalkradio.com/golongmedia/2017/02/08/the-cold-hard-truth-on-sports-radio-show&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Don&#39;t forget to check out my new book, &quot;Offsetting Penalties - A PK Frazier Novel&quot; at&amp;nbsp; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://www.amazon.com/s/ref=nb_sb_noss_2?url=search-alias%3Daps&amp;amp;field-keywords=kevin+krest&quot; style=&quot;background-color: white; color: #888888; line-height: 18.48px; text-decoration: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;georgia&amp;quot;;&quot;&gt;Amazon.com&lt;/span&gt;&lt;/a&gt;&lt;/span&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;.&amp;nbsp; Check out &lt;a href=&quot;http://www.thechtonsports.com/&quot;&gt;www.thechtonsports.com&lt;/a&gt; for our podcasts and live broadcast on Tuesday&#39;s at 9:00 pm EST. I can also be reached via email at kevin@pkfrazier.com.&lt;br /&gt;
&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://kevkrestsports.blogspot.com/feeds/4747391180796118016/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kevkrestsports.blogspot.com/2019/10/college-football-week-seven-predictions.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/4747391180796118016'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/4747391180796118016'/><link rel='alternate' type='text/html' href='http://kevkrestsports.blogspot.com/2019/10/college-football-week-seven-predictions.html' title='COLLEGE FOOTBALL: WEEK SEVEN PREDICTIONS'/><author><name>Kevin Krest</name><uri>http://www.blogger.com/profile/03911856510542339044</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjb5zTZ_gL3zPiBn4Yl5j66WSP4_SZAACQwCkIEBGqOLho-Do3wYqOpL2IuLfYVdPawe6TR3pZSi0Q5tRIvu636WhixOkKOxbJK8nNp3_p89fAfPTQfUdqcdbe4ExHipXk7We8A6S6Mmcw/s72-c/Offseting+penalties+cover+-+smashwords+-+small.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1257462975940584527.post-7627255764687198566</id><published>2019-10-05T09:08:00.000-05:00</published><updated>2019-10-05T09:08:33.892-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="#accfootball"/><category scheme="http://www.blogger.com/atom/ns#" term="#bigten"/><category scheme="http://www.blogger.com/atom/ns#" term="#collegefootball"/><category scheme="http://www.blogger.com/atom/ns#" term="#crimsontide"/><category scheme="http://www.blogger.com/atom/ns#" term="#football"/><category scheme="http://www.blogger.com/atom/ns#" term="#longhorns"/><category scheme="http://www.blogger.com/atom/ns#" term="#predictions"/><category scheme="http://www.blogger.com/atom/ns#" term="#sec"/><category scheme="http://www.blogger.com/atom/ns#" term="#upsets"/><title type='text'>COLLEGE FOOTBALL: WEEK SIX PREDICTIONS</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
I bounced back nicely from a dismal week 4 to go 23 - 4 in
week 5. This week there are some tight games as conference play gets into full
swing. The headliner has number 7 Auburn heading into the Swamp to take on 10th
ranked Florida. We also have number 19 Michigan, trying to stay alive in the
Big 10 East , hosting number 14 Iowa. Finally, we have 4th ranked&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Ohio State taking trying to stay hot against
number 25 Michigan State. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&amp;nbsp; &lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Straight-up&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;23
- 4&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;85.2%&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
ATS&lt;span style=&quot;mso-tab-count: 2;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;10
- 17&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;37.0%&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Overall&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Straight-up&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;91
- 23&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;79.8%&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
ATS&lt;span style=&quot;mso-tab-count: 2;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;53
- 61&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;46.5%&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Friday:&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(18) UCF (4 - 1) (1 - 0) (-4.5) 31&lt;/u&gt; @ Cincinnati (3 -
1) (0 - 0) 20: After a hiccup against Pittsburgh, UCF seems to be back on
track. Ohio State overwhelmed Cincinnati earlier in the season and it’s likely
UCF can inflict similar offensive damage on the Bearcats. The line here is
rather slim but that’s probably because of UCF’s loss on the road. It could
also be that Vegas knows something we don’t.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Saturday:&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Utah State (3 - 1) 21 @ &lt;u&gt;(5) LSU (4 - 0) (-26.0) 48&lt;/u&gt;:
LSU’s offense is vastly improved over the past several years, but the defense
isn’t. Utah State poses a reasonable challenge if the Tigers overlook them by
peaking ahead to a big game with Florida next week.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(6) Oklahoma (4 - 0) (1 - 0) (-35.0) 54&lt;/u&gt; @ Kansas (2 -
3) (0 - 2) 10: Kansas had a brief glimmer of hope in their win against Boston
College, but they haven’t been able to sustain it against Big 12 opposition.
TCU put up 51 on the Jayhawks, so it’s possible Oklahoma could do some more
serious damage.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Kent State (2 - 2) 6 @ &lt;u&gt;(8) Wisconsin (4 - 0) (-37.0) 48&lt;/u&gt;:
Wisconsin struggled last week against Northwestern after overwhelming its first
three opponents. I believe the Badgers will return to form against overmatched
Kent State.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Purdue (1 - 3) (0 - 1) 10 @ &lt;u&gt;(12) Penn State (4 - 0) (1 -
0) (-27.5) 41&lt;/u&gt;: Penn State is quietly operating under the radar, below Ohio
State and Wisconsin in the Big Ten. They should easily be able to handle a
Purdue team struggling to maintain competitiveness in the conference. &lt;/div&gt;
&amp;nbsp;

&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
(14) Iowa (4 - 0) (1 - 0) 20 @ &lt;u&gt;(19) Michigan (3 - 1) (1 -
1) (-5.0) 27&lt;/u&gt;: This is one of the most compelling games of the weekend.
Michigan already has a lopsided loss to Wisconsin and can’t afford another one
if they want to stay in the race for a Big Ten title. Head coach Jim Harbaugh
is also on the hotseat and desperately needs this win. I think he’ll get it.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(21) Oklahoma State (4 - 1) (1 - 1) (-9.5) 38&lt;/u&gt; @ Texas
Tech (2 - 2) (0 - 1) 24: The only blemish on Oklahoma State’s record is a six
point loss at Texas. The Cowboys are still in the Big !2 regular season race
that might not be decided until the final weekend when they take on Oklahoma. A
win in Lubbock is essential if they want to keep those hopes alive.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Maryland (2 - 2) (0 - 1)(-12.5)&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;41&lt;/u&gt; @ Rutgers (1 - 3) (0 - 2) 20: After an
impressive start to the season, Maryland is starting to look like, well,
Maryland. A loss to Temple and a drubbing at home by Penn State have brought
the Terps down to earth. Fortunately for them, they are playing one of the most
hapless programs in the Power Five.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;TCU (3 - 1) (1 - 0) 28&lt;/u&gt; @ Iowa State (2 - 2) (0 -1)
(-3.5) 24: Despite a surprising loss to SMU, TCU is still impressive on both
sides of the ball. Notably, SMU is still undefeated and averaging 44 points a
game. Iowa State has been a bit disappointing this season and I’m a bit baffled
at them being a favorite in this game.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(7) Auburn (5 - 0) (2 - 0) (-3.0) 30&lt;/u&gt; @ (10) Florida
(5 - 0) (2 - 0) 24: This is the premier game of the week with serious
conference and national implications. I feel that Florida is overrated and
Auburn is just the opposite. Florida’s signature win is a close one over a
mediocre Miami team to start the season. Meanwhile, Auburn was defeating what
we now know is a very good Oregon squad. Enough said.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Bowling Green (1 - 3) 9 @ &lt;u&gt;(9) Notre Dame (3 - 1) (-45.5)
56&lt;/u&gt;: Notre Dame rebounded from a loss to Georgia by dominating Virginia last
week. The only drama this week will be how long it takes for Notre Dame to get
40 points.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(11) Texas (3 - 1) (1 - 0) (-11.5) 30&lt;/u&gt; @ West Virginia
(3 - 1)(1 - 0) 21: West Virginia has performed better than expected and are
always a tough out at home.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Texas will
need to focus on the Mountaineers before thinking about their annual Red River
Rivalry game next week or else they could end up in a tough position in the Big
12 race.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Va. Tech (2 - 2) (0 - 2) 24 @ &lt;u&gt;Miami (2 - 2) (0 - 1)
(-13.5) 34&lt;/u&gt;: The ACC, with the exception of Clemson, is experiencing a down
season. At Miami, first year head coach Manny Diaz is realizing why Mark Richt
decided to retire. Virginia Tech top man Justin Fuentes finds himself on the
hot seat after a 44 - 10 drubbing at the hands of Duke. My prediction is that
the Duke loss will look a lot better at the end of the season, but the Hokies
still need to get things figured out in a hurry.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Baylor (4 - 0) (1 - 0) 27&lt;/u&gt; @ Kansas State (3 - 1) (0 -
1) (-2.0) 24: Baylor is quietly putting together a solid season that includes
last week’s close win over Iowa State. Kansas State’s resume is probably
better, but they looked lackluster against Oklahoma State last week. I just
don’t have a good feeling about the home team in this one.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Illinois (2 - 2) (0 - 1) 17 @ &lt;u&gt;Minnesota (4 - 0) (1 - 0)
(-14.0) 34&lt;/u&gt;: Minnesota is another one of those surprise teams in the Power
Five and should be able to take care of Illinois, a solid team but
unfortunately not up to the top teams in the Big 10.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;North Carolina (2 - 3) (1 - 1) (-10.5)&lt;/u&gt; 37 @ Ga. Tech
(1 - 3) (0 - 1) 24: North Carolina is coming off a near monumental upset of
top-ranked Clemson and will need to shake that off against the weakest team in
the ACC. I don’t expect the Yellow Jackets to be able to get their first
conference win.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Northwestern (1 - 3) (0 - 2) 21 @ &lt;u&gt;Nebraska (3 - 2) (1 -
1) (-8.0) 27&lt;/u&gt;: As good as Northwestern looked against Wisconsin and as badly
as Nebraska played against Ohio State last week, I still believe the ‘Huskers
can prevail on Saturday. Northwestern’s offense is anemic and inconsistent
while Nebraska has the potential to put up some points.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Arizona (3 - 1) (1 - 0) 30&lt;/u&gt; @ Colorado (3 - 1) (1 - 0)
(-4.5) 27: I’ve been on the Arizona bandwagon this season and I don’t see any
reason to get off of it now. I know Colorado has attracted some attention, but
I like what head coach Kevin Sumlin is doing in Tucson, especially on defense
as the season progresses. The Wildcats’ defense will need to play well to
contain the Buffaloes.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(3) Georgia (4 - 0) (1 - 0) (-24.5) 40&lt;/u&gt; @ Tennessee (1
- 3) (0 - 1) 21: Georgia is continuing its run through a very difficult
schedule, but this game should be a breather if Tennessee doesn’t miraculously
transform into an SEC East contender. The Vols are decent against the run,
giving up a little less than 150 yards a game and about 3.7 yards per carry.
That’s still vulnerable enough to give Georgia a chance to run up big numbers
on the ground.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
(25) Michigan State (4 - 1) (2 - 0) 13 @ &lt;u&gt;(4) Ohio State (5
- 0) (2 - 0) (-20.5) 37&lt;/u&gt;: Ohio State has been overwhelming its opponents
since the beginning of the season. If they’re going to have a rough home game,
this could be it, but until they appear to be challenged I’ll stay with the Buckeyes.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Vanderbilt (1 - 3) (0 - 2) 20 @ &lt;u&gt;Ole Miss (2 - 3) (1 - 1)
(-7.0) 31&lt;/u&gt;: Ole Miss only has a couple of conference games they have a good
chance of winning, and this is one of them.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
California&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;(4 - 1) (1
- 1) 10 @ &lt;u&gt;(13) Oregon (3 - 1) (1 - 0) (-17.5) 30&lt;/u&gt;: Cal was ranked before
last week despite scoring no more than 28 points in a game. Oregon can score
that many in a quarter, so I’ll go with the Ducks to overwhelm Cal offensively.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Pittsburgh (3 - 2) (0 - 1) 24 @ &lt;u&gt;Duke (3 - 1) (1 - 0)
(-4.5) 38&lt;/u&gt;: Despite not having much of a home field advantage, Duke should
be able to score on Pitt. The only team to put a loss on the Blue Devils has
been Alabama, so I’m going to stay with Duke.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Oregon State (1 - 3) (0 - 1) 31 @ &lt;u&gt;UCLA (1 - 4) (1 - 1)
(-6.0) 34&lt;/u&gt;: UCLA had a dream fourth quarter against Washington State a
couple of weeks ago, then gave Arizona a tough game in their last game. Chip
Kelly has his team moving in the right direction and I like them to outscore
the Beavers in a tough contest at home in the Rose Bowl.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(15) Washington (4 - 1) (1 - 1) (-14.5) 27&lt;/u&gt; @ Stanford
(2 - 3) (1 - 2) 17: Earlier in the season, this was expected to be a battle for
the Pac-12 North title. Stanford has had injuries at quarterback and their
defense just hasn’t been as good as we’ve seen in recent seasons. Washington
has come back well from a close loss to Cal and they should continue to roll
against the Cardinal.&lt;/div&gt;
&amp;nbsp;

&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(16) Boise State (4 - 0) (1 - 0) (-14.5) 41&lt;/u&gt; @ UNLV (1
- 3) (0 - 1) 21: Boise State has positioned themselves to contend for the New
Year’s Day bid for the Group of Five. They have a couple of tough games left,
but this isn’t one of them. UNLV gives up a lot of points and Boise should
feast on a weak defense today.&lt;br /&gt;
&lt;br /&gt;
Hear my recent interview with legendary sports agent Leigh Steinberg,
 where we discussed his agency, concussions, franchise relocation and 
philanthropy at &lt;a href=&quot;http://thechtonsports.com/cold-hard-truth-sports-radio-show-1242017/&quot;&gt;http://thechtonsports.com/cold-hard-truth-sports-radio-show-1242017/&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Also
 listen to our conversation with author and sports journalist Mike 
Carey, as we discussed his latest book &quot;Bad News&quot; about Marvin Barnes 
and reminisced about Mike&#39;s coverage of the Boston Celtics during their 
glory years with Larry Bird, Kevin McHale, Danny Ainge and Robert 
Parish. &lt;a href=&quot;http://www.blogtalkradio.com/golongmedia/2017/02/08/the-cold-hard-truth-on-sports-radio-show&quot;&gt;http://www.blogtalkradio.com/golongmedia/2017/02/08/the-cold-hard-truth-on-sports-radio-show&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Don&#39;t forget to check out my new book, &quot;Offsetting Penalties - A PK Frazier Novel&quot; at&amp;nbsp; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://www.amazon.com/s/ref=nb_sb_noss_2?url=search-alias%3Daps&amp;amp;field-keywords=kevin+krest&quot; style=&quot;background-color: white; color: #888888; line-height: 18.48px; text-decoration: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;georgia&amp;quot;;&quot;&gt;Amazon.com&lt;/span&gt;&lt;/a&gt;&lt;/span&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;.&amp;nbsp; Check out &lt;a href=&quot;http://www.thechtonsports.com/&quot;&gt;www.thechtonsports.com&lt;/a&gt; for our podcasts and live broadcast on Tuesday&#39;s at 9:00 pm EST. I can also be reached via email at kevin@pkfrazier.com.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinJwnPSXr6HcCLvovvCxLVqSTSRWRl8stQYv9sUx7RTwe16rGZrRlGPyF8txcwRY0A0-_oVsmg-5npRPvIL7kMWhkgEMoZih4X9uHey2-kbHoKaQmqzlaxsVepHRkm2Oer7PXTWKxz5KCL/s1600/roughing+the+passer+cover.jpg&quot; style=&quot;clear: right; color: #888888; float: right; margin-bottom: 1em; margin-left: 1em; text-decoration: none;&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinJwnPSXr6HcCLvovvCxLVqSTSRWRl8stQYv9sUx7RTwe16rGZrRlGPyF8txcwRY0A0-_oVsmg-5npRPvIL7kMWhkgEMoZih4X9uHey2-kbHoKaQmqzlaxsVepHRkm2Oer7PXTWKxz5KCL/s1600/roughing+the+passer+cover.jpg&quot; style=&quot;clear: left; color: #888888; float: left; margin-bottom: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjb5zTZ_gL3zPiBn4Yl5j66WSP4_SZAACQwCkIEBGqOLho-Do3wYqOpL2IuLfYVdPawe6TR3pZSi0Q5tRIvu636WhixOkKOxbJK8nNp3_p89fAfPTQfUdqcdbe4ExHipXk7We8A6S6Mmcw/s1600/Offseting+penalties+cover+-+smashwords+-+small.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjb5zTZ_gL3zPiBn4Yl5j66WSP4_SZAACQwCkIEBGqOLho-Do3wYqOpL2IuLfYVdPawe6TR3pZSi0Q5tRIvu636WhixOkKOxbJK8nNp3_p89fAfPTQfUdqcdbe4ExHipXk7We8A6S6Mmcw/s200/Offseting+penalties+cover+-+smashwords+-+small.jpg&quot; width=&quot;132&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://kevkrestsports.blogspot.com/feeds/7627255764687198566/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kevkrestsports.blogspot.com/2019/10/college-football-week-six-predictions.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/7627255764687198566'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/7627255764687198566'/><link rel='alternate' type='text/html' href='http://kevkrestsports.blogspot.com/2019/10/college-football-week-six-predictions.html' title='COLLEGE FOOTBALL: WEEK SIX PREDICTIONS'/><author><name>Kevin Krest</name><uri>http://www.blogger.com/profile/03911856510542339044</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjb5zTZ_gL3zPiBn4Yl5j66WSP4_SZAACQwCkIEBGqOLho-Do3wYqOpL2IuLfYVdPawe6TR3pZSi0Q5tRIvu636WhixOkKOxbJK8nNp3_p89fAfPTQfUdqcdbe4ExHipXk7We8A6S6Mmcw/s72-c/Offseting+penalties+cover+-+smashwords+-+small.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1257462975940584527.post-5623973844367367877</id><published>2019-09-28T11:11:00.002-05:00</published><updated>2019-09-28T18:10:23.197-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="#accfootball"/><category scheme="http://www.blogger.com/atom/ns#" term="#bigten"/><category scheme="http://www.blogger.com/atom/ns#" term="#collegefootball"/><category scheme="http://www.blogger.com/atom/ns#" term="#crimsontide"/><category scheme="http://www.blogger.com/atom/ns#" term="#football"/><category scheme="http://www.blogger.com/atom/ns#" term="#sec"/><title type='text'>COLLEGE FOOTBALL: WEEK FIVE PREDICTIONS</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Last Week:&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Straight-up:&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;18
- 10&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;64.2%&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
ATS:&lt;span style=&quot;mso-tab-count: 2;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;16
- 12&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;57.1%&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Overall:&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Straight-up:&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;68
- 19&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;78.2%&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
ATS:&lt;span style=&quot;mso-tab-count: 2;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;43
- 44&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;49.4%&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Friday:&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Duke (2 - 1) (0 - 0) 27 @ &lt;u&gt;Virginia Tech (2 - 1) (0 - 1)
(-2.5) 31&lt;/u&gt;: It looks like everyone in the ACC Coastal will be chasing
Virginia for the division title. Va. Tech already has an early loss to Boston
College and can’t afford another one if they’re going to contend. Both of these
teams have a couple of wins over lesser competition, with Duke’s being a little
more impressive. I still like the Hokies to put a game together with a young
team.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(12) Penn State (3 - 0) (0 - 0) (-7.0) 27&lt;/u&gt; @ Maryland
(2 - 1) (0 - 0) 21: These two teams looked impressive early but stumbled a bit
before an off week. Penn State struggled in a tough win over Pittsburgh, while
Maryland stubbed their toe in a loss to Temple. I believe Penn State just has
too much for Maryland on both sides of the ball, but this could be a tight one.
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Arizona State (3 - 1) (0 - 1) 27&lt;/u&gt; @ (15) California (4
- 0) (1 - 0) (-5.0) 24: The Pac-12 is emerging as a pretty tough and deep
conference. Cal’s upset win over Washington followed by a win at Ole Miss has
the Bears in lofty territory. Arizona State got surprised by a vastly improved
Colorado team last week, but I like what Herm Edwards is doing in the desert
and think we might get an upset in the bay area tonight.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Saturday:&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Texas Tech (2 - 1) (0 - 0) 17 @ &lt;u&gt;(6) Oklahoma (3 - 0) (0 -
0) (-27.0) 38&lt;/u&gt;: I believe Oklahoma has started the season as impressively as
any team in the nation. Despite being improved, I don’t think Texas Tech can
stay with the Sooners, especially in Norman.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Northwestern (1 - 2) (0 - 1)10 @ &lt;u&gt;(8) Wisconsin (3 - 0) (1
- 0) (-24.0) 37&lt;/u&gt;: Wisconsin is in the same small group as Oklahoma.
Northwestern hasn’t been impressive, but if they can slow down Jonathan Taylor
perhaps they can keep this one close. That’s a big if that I just don’t think
will happen.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Middle Tennessee (1 - 2) 10 @ &lt;u&gt;(14) Iowa (3 - 0) (-24.5)
38&lt;/u&gt;: This shouldn’t be much of a problem for Iowa. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Rutgers (1 - 2) (0 - 1) 17 @ &lt;u&gt;(20) Michigan (2 - 1) (0 -
1) (-27.5) 34&lt;/u&gt;: Michigan was totally overmatched at Wisconsin last week,
putting head coach Jim Harbaugh squarely on the hot seat. The Wolverines should
be able to take care of Rutgers, but after a couple of subpar performances,
Michigan needs to find some offense if they are to give their faithful any hope
for the rest of the season.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(23) Texas A&amp;amp;M (2 - 2) (0 - 1) (-23.5) 37&lt;/u&gt; vs.
Arkansas (2 - 2) (0 - 1) (Arlington, Texas) 16 : Arkansas has a deceptively
decent record after getting scorched by a less than mediocre San Jose State
team last week. Arkansas needs to make some quick improvements on defense, and
I just don’t see it happening. A&amp;amp;M has lost to two top&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;seven teams and should be able to feel better
around 3:00 pm Saturday. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Kansas (2 - 2) (0 - 1) 20@ &lt;u&gt;TCU (2 - 1) (0 - 0) (-15.5) 27&lt;/u&gt;:&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Kansas has shown some improvement under new
head coach Les Miles and TCU looks vulnerable after a loss to SMU last week. But
TCU averages more yards on offense and gives up less on defense than Kansas, so
I’ll stay with the Horned Frogs in a close game. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(1) Clemson (4 - 0) (2 - 0) (-26.5) 42&lt;/u&gt; @ North
Carolina (2 - 2) (1 - 0) 13: North Carolina showed some promise in the first
two games under returning head coach Mack Brown. But the last two weeks have been
disappointing with losses to Wake Forest and Appalachian State. With Clemson
coming to town, the Tar Heels will have to take a huge step up in their quality
of play. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Ole Miss (2 - 2) (1 - 0) 10 @ &lt;u&gt;(2) Alabama (4 - 0) (1 - 0)
(-30.5) 38&lt;/u&gt;: Alabama hasn’t really played any big boy football teams yet,
and this one barely qualifies. But it’s another conference game and will ease
the Tide into the meat of their schedule. I don’t think Ole Miss can stay with
Alabama.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
(18) Virginia (4 - 0) 17 @ &lt;u&gt;(10) Notre Dame (2 - 1)
(-12.0) 27&lt;/u&gt;: This is Virginia’s big chance to make a statement with what is
their best team of the last fifteen seasons. Notre Dame is coming off a tough
loss to Georgia and if they can recover, they should win since they have the
better team. Virginia’s offense has been a bit sluggish, so I look for the
Irish to have a big defensive game. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(21) USC (3 - 1) (2 - 0) 27&lt;/u&gt; @ (17) Washington (3 - 1)
(0 - 1) (9.5) 24: USC is down to its third quarterback, but he was up to the
task on the road at Utah last week. It will take another great effort against
the Huskies and I’ll stay on the Trojan bandwagon. Their&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;speed is the difference. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Indiana (3 - 1) (0 - 1) 13 @ &lt;u&gt;(25) Michigan State (3 - 1)
(1 - 0) (-14.5) 31&lt;/u&gt;: After a controversial loss to Arizona State, Michigan
State appears to have righted the ship. Indiana is solid but doesn’t have
enough to beat the Spartans on the road.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Minnesota (3 - 0) (0 - 0) (-1.5) 30&lt;/u&gt;@ Purdue (1 - 2)
(0 - 0) 24: Minnesota hasn’t played much of a schedule so far, but they’ve
shown consistent improvement under third year head coach PJ Fleck. I’ll take
Minnesota to quietly go 4 - 0.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Towson (3 - 1) 20 @ &lt;u&gt;(9) Florida (4 - 0) (-37.5) 41&lt;/u&gt;:
Towson is a high level FCS program, so Florida needs to make sure they don’t
sleep on the Tigers. I have a feeling that the Gators might be a bit surprised
in this one.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Georgia Tech (1 - 2) 21 @ &lt;u&gt;Temple (2 - 1) (-9.5) 34&lt;/u&gt;:
Georgia Tech is having a tough time under first year head coach Geoff Collins.
It won’t get much easier against a Temple team that took out a hot Maryland
team.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Wake Forest (4 - 0) (0 - 0) (-7.0) 30&lt;/u&gt; @ Boston
College (3 - 1) (1 - 0) 21: Wake is another surprising team that has been
mostly under the radar. The lone blemish on Boston College’s resume is a fourth
quarter collapse against Kansas. I like Wake’s consistency and toughness on
defense. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Mississippi State (3 - 1) (1 - 0) 27 @ &lt;u&gt;(7) Auburn (4 - 0)
(1 - 0) (-11.0) 30&lt;/u&gt;: Auburn’s season-opening win over Oregon is looking
better and they’re drubbing of Texas A&amp;amp;M made some believers in this team.
Mississippi State beat a pretty good Kentucky team last week, so this one might
be closer than the line indicates.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
UConn (1 - 2) (0 - 0) 10 @&lt;u&gt;(22) UCF (3 - 1) (0 - 0)
(-43.5) 56&lt;/u&gt;: UCF’s last second loss at Pittsburgh took them out of the
national championship equation, but they’re still in the hunt for the AAC title
and the Group of Five New Year’s Day bowl bid. UConn is barely competitive n
FBS, so I’ll go with the Golden Knights to light up the scoreboard at home
today. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
(24) Kansas State (3 - 0) (0 - 0) 24 @ &lt;u&gt;Oklahoma State (3
- 1) (0 - 1) (-5.0) 27&lt;/u&gt;: This is a pretty even game with a stark contrast in
styles. Kansas State has a stifling defense and Oklahoma State has an explosive
offense.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;I’ll flip a coin and go with
the home team in a tight game. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Stanford (1 - 3) (0 - 2) (-4.0) 30 @ &lt;u&gt;Oregon State (1 - 2)
(0 - 0) 31&lt;/u&gt;: Stanford has been a big disappointment this season and they’ll
be without their starting quarterback again on the road. This is a tough pick,
but I’ll take the slight upset for the Beavers.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(5) Ohio State (4 - 0) (1 - 0) (-18.0) 37&lt;/u&gt; @ Nebraska
(3 - 1) (1 - 0) 21: &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;As much as I like
Nebraska, they just haven’t played well this year and Ohio State hasn’t missed
a beat under new head coach Ryan Day. Last year, the ‘Huskers almost pulled the
upset at Ohio State, but if they don’t clean up the mistakes it won’t be
possible today in Lincoln.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
NC State (3 - 1) (0 - 0) 27 @ &lt;u&gt;Florida State (2 - 2) ( 1-
1) (-6.5) 30&lt;/u&gt;: I said it last week&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;and I’ll repeat it now: Florida State seems to have righted the ship
recently. As much as I like NC State, the ‘Noles are moving in the right direction.
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Kentucky (2 - 2)(0 -2) 24 @ &lt;u&gt;South Carolina (1 - 3) (0 -
2) (-2.5) 27&lt;/u&gt;: Another close pick, with both teams trying to get on the
board in the SEC. I’ve been well below par in SEC games, so I’ll flip a coin
and go with the home team here.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Washington State (3 - 1) (0 - 1) 34&lt;/u&gt; @ (19) Utah (3 -
1) (0 - 1) (-6.5) 30: Both of these squads are coming off disappointing losses.
Washington State lost the wildest game I’ve ever seen, squandering a 49 - 17
third quarter lead in a 67 - 63 loss to UCLA. If I hadn’t watched it, I wouldn’t
believe it. Utah couldn’t contain USC, so I’m taking Washington State to race
past the Utes. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
UCLA (1 - 3) (1 - 0) 27 @ &lt;u&gt;Arizona (2 - 1) (0 - 0) (-8.0)
38&lt;/u&gt;: UCLA was Cinderella last week at Washington State, but it’s going to
turn midnight in Tuscon. The Bruins’ defense is just pathetic and I think
Arizona will take advantage of it. &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
Hear my recent interview with legendary sports agent Leigh Steinberg,
 where we discussed his agency, concussions, franchise relocation and 
philanthropy at &lt;a href=&quot;http://thechtonsports.com/cold-hard-truth-sports-radio-show-1242017/&quot;&gt;http://thechtonsports.com/cold-hard-truth-sports-radio-show-1242017/&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Also
 listen to our conversation with author and sports journalist Mike 
Carey, as we discussed his latest book &quot;Bad News&quot; about Marvin Barnes 
and reminisced about Mike&#39;s coverage of the Boston Celtics during their 
glory years with Larry Bird, Kevin McHale, Danny Ainge and Robert 
Parish. &lt;a href=&quot;http://www.blogtalkradio.com/golongmedia/2017/02/08/the-cold-hard-truth-on-sports-radio-show&quot;&gt;http://www.blogtalkradio.com/golongmedia/2017/02/08/the-cold-hard-truth-on-sports-radio-show&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Don&#39;t forget to check out my new book, &quot;Offsetting Penalties - A PK Frazier Novel&quot; at&amp;nbsp; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://www.amazon.com/s/ref=nb_sb_noss_2?url=search-alias%3Daps&amp;amp;field-keywords=kevin+krest&quot; style=&quot;background-color: white; color: #888888; line-height: 18.48px; text-decoration: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;georgia&amp;quot;;&quot;&gt;Amazon.com&lt;/span&gt;&lt;/a&gt;&lt;/span&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;.&amp;nbsp; Check out &lt;a href=&quot;http://www.thechtonsports.com/&quot;&gt;www.thechtonsports.com&lt;/a&gt; for our podcasts and live broadcast on Tuesday&#39;s at 9:00 pm EST. I can also be reached via email at kevin@pkfrazier.com.&lt;br /&gt;
&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://kevkrestsports.blogspot.com/feeds/5623973844367367877/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kevkrestsports.blogspot.com/2019/09/college-football-week-five-predictions.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/5623973844367367877'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/5623973844367367877'/><link rel='alternate' type='text/html' href='http://kevkrestsports.blogspot.com/2019/09/college-football-week-five-predictions.html' title='COLLEGE FOOTBALL: WEEK FIVE PREDICTIONS'/><author><name>Kevin Krest</name><uri>http://www.blogger.com/profile/03911856510542339044</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjb5zTZ_gL3zPiBn4Yl5j66WSP4_SZAACQwCkIEBGqOLho-Do3wYqOpL2IuLfYVdPawe6TR3pZSi0Q5tRIvu636WhixOkKOxbJK8nNp3_p89fAfPTQfUdqcdbe4ExHipXk7We8A6S6Mmcw/s72-c/Offseting+penalties+cover+-+smashwords+-+small.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1257462975940584527.post-5826106140077433228</id><published>2019-09-19T19:24:00.002-05:00</published><updated>2019-09-21T12:29:39.266-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="#accfootball"/><category scheme="http://www.blogger.com/atom/ns#" term="#bigten"/><category scheme="http://www.blogger.com/atom/ns#" term="#collegefootball"/><category scheme="http://www.blogger.com/atom/ns#" term="#crimsontide"/><category scheme="http://www.blogger.com/atom/ns#" term="#football"/><category scheme="http://www.blogger.com/atom/ns#" term="#sec"/><title type='text'>COLLEGE FOOTBALL: WEEK FOUR PREDICTIONS</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
After a decent week two, I rebounded this past weekend,
going 26&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;- 4 for almost 87%. I broke
even against the spread, which I hope is a trend in the right direction. There
are a lot of compelling games this week as conference play begins in earnest,
especially in those conferences that play nine league games.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Last week:&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Straight-up&lt;span style=&quot;mso-tab-count: 2;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;26
- 4 &lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;86.7%&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
ATS&lt;span style=&quot;mso-tab-count: 3;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;15
- 15&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;50.0%&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Overall:&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Straight-up&lt;span style=&quot;mso-tab-count: 2;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;50
- 9&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;84.7%&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
ATS&lt;span style=&quot;mso-tab-count: 3;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;27
- 32&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;45.7%&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Thursday:&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Houston (1 - 2) (0 - 0) 30&lt;/u&gt; @ Tulane (2 - 1) (0 - 0)
(-5.0) 27: Houston has been through a difficult season-opening stretch. They
were competitive against a terrific Oklahoma team and challenged a tough
Washington State squad to the end in a seven-point loss.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Tulane was able to hold Auburn to 24 points,
but could only manage six points in the loss. I like Houston to break through.&lt;br /&gt;
&lt;br /&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
(10) Utah (3 - 0)&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;(0
- 0) (-4.0) 37 @ &lt;u&gt;USC (2 - 1) (1 - 0) 38&lt;/u&gt;: A week ago, this was shaping up
as an early-season battle for supremacy in the Pac-12 South. But then USC
stumbled against BYU and exposed the weaknesses in their true freshman
quarterback. Utah’s defense, one of the best in the country, may do more of the
same unless the Trojans make some adjustments in practice this week. But if
this ends up in a track meet, my money is on USC.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Air Force (2 - 0) (0 - 0) 28&lt;/u&gt; @ (20) Boise State (3 -
0) (0 - 0) (-8.5) 24: Boise State has a couple of close wins against FBS teams
while Air Force got a big victory over Pac-12 Colorado. I seem to be on a
Friday night upset jag, so why not go for another one?&lt;/div&gt;
&amp;nbsp;

&lt;br /&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Southern Mississippi (2 - 1) 14 @ &lt;u&gt;(2) Alabama (3 - 0)
(-38.5) 56&lt;/u&gt;: It looks like it will be another few weeks before Alabama gets
a real test, traveling to Texas A&amp;amp;M on October 12. Southern Miss gave up 38
against Mississippi State and 42 to Troy. Alabama will probably put up a bunch.
if they want to.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(4) LSU (3 - 0) (0 - 0)(-23.0) 42&lt;/u&gt; @ Vanderbilt (0- 2)
(0 - 1) 17: This is potentially a great LSU team, and potentially a not so
great Vanderbilt one. I’m not looking for an upset here.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Tennessee (1 - 2) (0 - 0) 14 @ &lt;u&gt;Florida (3 - 0) (1 - 0)
(-14.0) 30&lt;/u&gt;: Florida eked out an improbable comeback win against Kentucky
last week, but shouldn’t need the theatrics this time. Tennessee is a long way
from getting competitive in the SEC and this trip to the Swamp won’t be
pleasant.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
(11) Michigan (2 - 0) (0 - 0) 20 @ &lt;u&gt;(13) Wisconsin (2 - 0)
(0 - 0) (-3.5) 31&lt;/u&gt;: &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;This is one of
the premier games of the weekend. Both of these teams had the week off,
Michigan to digest their near disaster against Army and Wisconsin to bask in a
61 - 0 thrashing of Central Michigan. Wisconsin is a slight favorite.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(23) California (3 - 0) 23&lt;/u&gt; @ Ole Miss (2 - 1) (-3.5)
20: Kansas State ventured into the state of Mississippi last week and came away
with a victory over Mississippi State, a game I correctly predicted. Now a
Pac-12 team travels to Oxford with hopes of a similar result. I believe they’ll
pull it off.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Boston College (2 - 1) (-8.0) 31&lt;/u&gt; @ Rutgers (1 - 1) 21:
Boston College was looking fairly impressive through two and a half games, then
Kansas rang up 28 consecutive points and handed the Eagles their first loss.
Rutgers isn’t great, but it might be tough for BC to recover on the road
against a team that is coming off an open week after a 31 - 0 loss to Iowa.&lt;br /&gt;
&lt;br /&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Michigan State (2 - 1) (0 - 0) (-9.0) 20&lt;/u&gt; @
Northwestern (2 - 1)&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;(0 - 0) 10:
Michigan State is coming off a disappointing loss to Arizona State, so I look
for them to shut down Northwestern in a defensive battle. &lt;/div&gt;
&amp;nbsp;

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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Miami, OH (1 - 2) 9 @ &lt;u&gt;(6) Ohio State (3 - 0) (-39.5) 51&lt;/u&gt;:
I’m not even sure why I’m bothering to comment on this one.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
(8) Auburn (3 - 0) (0 - 0)21 @ &lt;u&gt;(17) Texas A&amp;amp;M (2 - 1)
(0 - 0) (-4.0) 27&lt;/u&gt;: Before the season started I thought this would be the
big test for Texas A&amp;amp;M, and I’m still convinced of that. Auburn has been
inconsistent on offense which could be a problem as they head into Kyle Field.
I look for the Aggies’ defense to hold Auburn down and their offense to put
plenty of points on the board.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(15) UCF (3 - 0)(-12.5) 27&lt;/u&gt; @ Pittsburgh (1 - 2) 20:
Pittsburgh is always tough at home and is coming off a pretty good performance
in a 17 - 10 loss at Penn State. UCF is on a mission to try to crash the
college football playoffs and a loss to Pitt would spoil any chances they have.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(22) Washington (2 - 1) (-6.0) 30&lt;/u&gt; @ BYU (2 - 1) 21: BYU
has two overtime wins, but I don’t think they’ll be able to pull off another
one against a refocused Washington team. Even though Washington lost to Cal,
that loss may look much better by the end of the season.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
SMU (3 - 0) 14 @ &lt;u&gt;(25) TCU (2 - 0) (9.0) 27&lt;/u&gt;: SMU is
improved, but TCU’s defense is strong as usual. SMU will be moving up in class after
three Group of Five victories. Even though I have TCU covering here, I wouldn’t&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;be surprised to see SMU give them a battle in
this Dallas Metroplex rivalry.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(18) Oregon (2 - 1)(0 - 0) (-10.0) 28&lt;/u&gt; @ Stanford (1 -
2) (0 - 1) 20: Stanford has been disappointing since an opening week victory
over Northwestern. Oregon just has too much offense for the Cardinal.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Old Dominion (1 - 1) 14 @ &lt;u&gt;(21) Virginia (3 - 0) (-30.5)
42&lt;/u&gt;: Old Dominion gave Virginia Tech a tough game earlier in the season, but
right now Virginia is playing at a higher level.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Charlotte (2 - 1) 6 @ &lt;u&gt;(1) Clemson (3 - 0) (-41.5) 48&lt;/u&gt;:
The bus ride home will seem a lot longer than a couple of hours for Charlotte
after taking on Clemson in Death Valley.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Oklahoma State (3 - 0)(0 - 0)27@ &lt;u&gt;(12) Texas (2 - 1) (0 -
0) (-5.0) 31&lt;/u&gt;: There are a lot of people jumping on the Oklahoma State
bandwagon, but I like Texas despite the loss to LSU. It’ll be close, but the
Longhorns should prevail at home.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
(7) Notre Dame (2 - 0) 24 @ &lt;u&gt;(3) Georgia (3 - 0) (-13.5)
34&lt;/u&gt;: This just isn’t a good matchup for the Irish. They’re vulnerable
against the run and the Bulldogs are very effective on the ground. Still, it’s
great to see these two teams playing this brief home and home series. The SEC
needs all the non-conference Power Five wins they can get.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Colorado (2 - 1) (0 - 0)14 @ &lt;u&gt;(24) Arizona State (3 - 0)
(0 - 0) (-7.5) 27&lt;/u&gt;: Arizona head coach Herm Edwards has done a great job in
resurrecting the Sun Devil program. Colorado is improved, but Arizona State’s
defense is tough.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
UCLA (0 -3) (0 - 0) 21 @ &lt;u&gt;(19) Washington State (3 - 0) (0
- 0) (-18.5) 41&lt;/u&gt;: I have no idea what’s happening at UCLA, and from the
looks of things, neither does head coach Chip Kelly. They’re terrible against
the pass and Washington State should light up the scoreboard today.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Louisville (2 - 1)(0 - 0) 24@ &lt;u&gt;Florida State (1 - 2) (0 -
1) (-6.5) 30&lt;/u&gt;: It’s hard to believe that it wasn’t that long ago this game
was meaningful on the national level. Not so much anymore. Florida State showed
some signs of life at Virginia last week, so I’m going to give the ‘Noles some
love at home.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
West Virginia (2 - 1) (0 - 0) (-5.0) 27@ &lt;u&gt;Kansas (2 - 1)
(0 - 0) 30&lt;/u&gt;: Both of these teams surprised me last week, so this is a tough
one for me. I like what Les Miles has already done for the Jayhawks and I
believe they’ll be pretty pumped up at home. I’m smelling upset.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Kentucky (2 - 1) (0 - 1) &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;27&lt;/u&gt; @ Mississippi State (2 - 1) (0 - 0)
(-7.0) 24: I’m still not sure why Mississippi State is getting so much love. I
think Kentucky is really good and the home team wasn’t impressive against
Kansas State last week. I’m going with another road dog, or in this case a road
cat, as in Wildcat.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
San Jose State (1 - 1) 17@ &lt;u&gt;Arkansas (2 - 1) (-20.5) 41&lt;/u&gt;:
Arkansas appears to have found an answer at quarterback, finally benching SMU
transfer Ben Hicks in favor of Texas A&amp;amp;M transfer Nick Starkel. The Hog
faithful have been waiting for over a season for head coach Chad Morris to show
some offensive firepower and the 55 points against Colorado State is a step in
the right direction.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
South Carolina (1 - 2) (0 - 1) 20 @ &lt;u&gt;Missouri (2 - 1) (0 -
0) (-9.5) 31&lt;/u&gt;: Missouri had an opening hiccup against Wyoming but has
rebounded nicely. South Carolina had a tough game against Alabama last week and
teams don’t generally fare well following a game against the Crimson Tide.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Nebraska (2 - 1) (0 - 0) (-7.0) 34&lt;/u&gt; @ Illinois (2 - 1)
(0 - 0) 24: Nebraska let one get away a couple of weeks at Colorado, but should
be able to handle an Illinois team that is coming off a loss to Eastern
Michigan, one of the bottom 30 teams in the FBS. The ‘Huskers should be able to
put up some points on the Illini.&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
Hear my recent interview with legendary sports agent Leigh Steinberg,
 where we discussed his agency, concussions, franchise relocation and 
philanthropy at &lt;a href=&quot;http://thechtonsports.com/cold-hard-truth-sports-radio-show-1242017/&quot;&gt;http://thechtonsports.com/cold-hard-truth-sports-radio-show-1242017/&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Also
 listen to our conversation with author and sports journalist Mike 
Carey, as we discussed his latest book &quot;Bad News&quot; about Marvin Barnes 
and reminisced about Mike&#39;s coverage of the Boston Celtics during their 
glory years with Larry Bird, Kevin McHale, Danny Ainge and Robert 
Parish. &lt;a href=&quot;http://www.blogtalkradio.com/golongmedia/2017/02/08/the-cold-hard-truth-on-sports-radio-show&quot;&gt;http://www.blogtalkradio.com/golongmedia/2017/02/08/the-cold-hard-truth-on-sports-radio-show&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Don&#39;t forget to check out my new book, &quot;Offsetting Penalties - A PK Frazier Novel&quot; at&amp;nbsp; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://www.amazon.com/s/ref=nb_sb_noss_2?url=search-alias%3Daps&amp;amp;field-keywords=kevin+krest&quot; style=&quot;background-color: white; color: #888888; line-height: 18.48px; text-decoration: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;georgia&amp;quot;;&quot;&gt;Amazon.com&lt;/span&gt;&lt;/a&gt;&lt;/span&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;.&amp;nbsp; Check out &lt;a href=&quot;http://www.thechtonsports.com/&quot;&gt;www.thechtonsports.com&lt;/a&gt; for our podcasts and live broadcast on Tuesday&#39;s at 9:00 pm EST. I can also be reached via email at kevin@pkfrazier.com.&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://kevkrestsports.blogspot.com/feeds/5826106140077433228/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kevkrestsports.blogspot.com/2019/09/college-football-week-4-thursday-night.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/5826106140077433228'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/5826106140077433228'/><link rel='alternate' type='text/html' href='http://kevkrestsports.blogspot.com/2019/09/college-football-week-4-thursday-night.html' title='COLLEGE FOOTBALL: WEEK FOUR PREDICTIONS'/><author><name>Kevin Krest</name><uri>http://www.blogger.com/profile/03911856510542339044</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjb5zTZ_gL3zPiBn4Yl5j66WSP4_SZAACQwCkIEBGqOLho-Do3wYqOpL2IuLfYVdPawe6TR3pZSi0Q5tRIvu636WhixOkKOxbJK8nNp3_p89fAfPTQfUdqcdbe4ExHipXk7We8A6S6Mmcw/s72-c/Offseting+penalties+cover+-+smashwords+-+small.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1257462975940584527.post-4037976199674597417</id><published>2019-09-14T10:26:00.001-05:00</published><updated>2019-09-14T10:26:19.119-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="#accfootball"/><category scheme="http://www.blogger.com/atom/ns#" term="#bigten"/><category scheme="http://www.blogger.com/atom/ns#" term="#collegefootball"/><category scheme="http://www.blogger.com/atom/ns#" term="#crimsontide"/><category scheme="http://www.blogger.com/atom/ns#" term="#football"/><category scheme="http://www.blogger.com/atom/ns#" term="#sec"/><title type='text'>COLLEGE FOOTBALL: WEEK THREE PREDICTIONS</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Last Week:&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Straight-up &lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;24 - 5&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;82.7%&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Against the Spread&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;/span&gt;12
- 17&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;41.3%&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Not a bad week for the straight picks, but not so great
against the spread. Of course, that’s only significant if you’re betting, which
currently I am not. There are no ranked team matchups this week but there are some
other interesting games on the slate. &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Friday (from an earlier post):&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(20) Washington State (2 - 0) (-8.5) 38&lt;/u&gt; @ Houston (1
- 1) 28: Houston’s early season schedule was an ambitious bid to bring some
increased credibility to the Group of Five teams and conferences. Their first
attempt was at Oklahoma and were clearly outclassed, although the Cougars
played valiantly in defeat. Washington State has put up 117 points against weak
competition, but their strength doesn’t bode well for Houston. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-top: 12.0pt;&quot;&gt;
Kansas (1 - 1) 17 @ &lt;u&gt;Boston
College (2 - 0) (-21.0) 40&lt;/u&gt;: New head coach Les Miles has quite a job to
rebuild Kansas, and it won’t get much easier in Boston. Last week’s loss to
Coastal Carolina illustrates how far Les has to go.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-top: 12.0pt;&quot;&gt;
Saturday:&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Arkansas State ((1 - 1) 20 @ &lt;u&gt;(3) Georgia (2 - 0) (-33.0)
41&lt;/u&gt;: It would have been nice for Georgia to schedule a tougher opponent in
the first three weeks, but we’ll find out next week how good they really are
when they take on Notre Dame. But this week, the Bulldogs better pay attention
to a team that can put up some big numbers.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(6) Ohio State (2 - 0) (-15.5) 37&lt;/u&gt; @ Indiana (2 - 0)
14: I wasn’t sold on the Buckeyes before the season, but they have barely
missed a beat following the retirement of former head coach Urban Meyer, as
evidenced by the way they dismantled a pretty good Cincinnati ream. Ryan Day
has Ohio State playing at a high level and I don’t expect Indiana to pull the
kind of upset that Purdue did last season.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Pittsburgh (1 - 1) 20 @ &lt;u&gt;(13) Penn State (2 - 0) (-17.0)
31&lt;/u&gt;: The ACC is hopelessly bad this season and could use s big win to help
reverse the slide. Despite the rivalry fervor, Pitt isn’t close to Penn State
in talent, although they are the best team that the Nittany Lions have played
so far this season. I still think Penn State is overrated and this game will
give me some more data to see if I’m on track with that.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(21) Maryland (2 - 0) (-8.0) 42&lt;/u&gt; @ Temple (1 - 0) 27: Maryland
has been an offensive juggernaut to start the season. Temple put up 56 on FCS
Bucknell that was 1 - 10 a year ago, so I’ll stay with the Terrapins. I’m
surprised with the line in this game, which was most likely influenced by
Temple’s margin of victory in their first game. Maryland is a big step up in
class for the Owls.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
New Mexico (1 -- 0) 17 @ &lt;u&gt;(7) Notre Dame (1 - 0) (-35.0)
49&lt;/u&gt;: Notre Dame has had a couple of weeks to figure out what happened
defensively against Louisville. New Mexico probably won’t present too much of a
challenge, one of the few breathers in an otherwise difficult schedule.
Covering a five-touchdown spread is a different challenge.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(2) Alabama (2 - 0) (-25.5) 37&lt;/u&gt; @ South Carolina (1 -
1) 17: This is Alabama’s first big-boy test of the season. South Carolina let
North Carolina steal a win in week one, then pounded Charleston Southern last week.
Alabama has looked just as strong and efficient as expected against Duke and
New Mexico State. I’m not smelling upset here, but the Gamecocks might make it
closer than many expect. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-top: 12.0pt;&quot;&gt;
Stanford (1 - 1) 20 @ &lt;u&gt;(17) UCF
(2 - 0) (-6.5) 30&lt;/u&gt;: This will be a good test for UCF, although Stanford got
exposed last week against USC. The Cardinal should have their starting
quarterback in the lineup, unlike the last game and a half. Traditionally, west
coast teams don’t travel east very well, so I’ll stick with the favorite here. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-top: 12.0pt;&quot;&gt;
&lt;u&gt;USC (2 - 0) (-4.0) 31&lt;/u&gt; @ BYU
(1 - 1) 24: It appears that USC won’t miss a beat after losing starting
quarterback J. T. Daniels. True freshman Kedon Slovis looked terrific against
Stanford and expect USC’s team speed to overwhelm BYU.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-top: 12.0pt;&quot;&gt;
&lt;u&gt;Arizona State (2 - 0) 24&lt;/u&gt; @
(18) Michigan State (2 - 0) (-13.5) 23: I just have a feeling about this one. I
know I just mentioned the difficulty west coast teams have in the east, but I
like Arizona State’s defense. This is based pretty&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;much on a hunch, but I’m going with the Sun
Devils in what would be a big win for the Pac-12.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-top: 12.0pt;&quot;&gt;
&lt;u&gt;(19) Iowa (2 - 0)(-2.0) 27&lt;/u&gt; @
Iowa State (1 - 0) 13: Iowa State has been winning close games and Iowa has
been winning because of a traditionally stifling defense. The Cyclones have
only played a single game, one which they were lucky to pull out in overtime
against middling FCS foe Northern Iowa. The line on this game is tighter than I
think it should be, but it’s most likely based on the rivalry and the hangover
buzz from last year’s Iowa State team.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-top: 12.0pt;&quot;&gt;
Idaho State (1 - 0) 6 @ &lt;u&gt;(11)
Utah (2 - 0) (-36.5) 45&lt;/u&gt;: This shouldn’t be much of a problem for the Utes.
Covering the big spread could be a stretch, but I like them to overwhelm Idaho
State. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-top: 12.0pt;&quot;&gt;
Kent State (1 - 0) 6 @ &lt;u&gt;(8)
Auburn (2 - 0) (-35.0) 42&lt;/u&gt;: Auburn has had slow starts in its first two
games, so I think coach Gux Malzahn will be looking to make a statement against
overmatched Kent State.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-top: 12.0pt;&quot;&gt;
&lt;u&gt;(9) Florida (2 - 0) (-8.5) 27&lt;/u&gt;
@ Kentucky (2&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;- 0) 24: Neither of these
teams has been particularly impressive. Kentucky appears to be playing for a
MAC title, with wins over Toledo and Eastern Michigan. Florida defeated Miami,
Fla. in its first game, but the Hurricanes have since lost to UNC to take some
luster off that win. I’m tempted to take Kentucky, but I’ll stick with Florida
to pull out a squeaker. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-top: 12.0pt;&quot;&gt;
Lamar (1 - 0 - 1) 10 @ &lt;u&gt;(17)
Texas A&amp;amp;M (1 - 1) (-43.5) 48&lt;/u&gt;: Texas A&amp;amp;M struggled last week against
number one Clemson after beating hapless Texas State in week one. Lamar was in
the FCS playoffs last season so they won’t be a pushover. I don’t see the
Aggies covering the spread here. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-top: 12.0pt;&quot;&gt;
&lt;u&gt;(1) Clemson (2 - 0) (-27.5) 38&lt;/u&gt;
@ Syracuse (1 - 1) 10: The last time Clemson lost a regular season game was two
years ago to Syracuse. Can the Orange catch lightning in a bottle again? Given
the way Syracuse was thumped by Maryland last week, I seriously doubt it.
Clemson just has too much this time around.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-top: 12.0pt;&quot;&gt;
Northwestern State (0 -2) 6 @ &lt;u&gt;(4)
LSU (2 - 0) (-51.0) 59&lt;/u&gt;: LSU showed last week that they may have finally
found the offensive firepower to go with a solid defense. Northwestern State
won’t offer much resistance.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-top: 12.0pt;&quot;&gt;
Hawaii (2 - 0) 27 @ &lt;u&gt;(23)
Washington (1 - 1) (-21.5) 38&lt;/u&gt;: Hawaii is already 2 - 0 against the Pac-12
so far this season, but neither Arizona nor Oregon State is quite in the same
class as Washington. The Huskies are coming off a tough loss to Cal that struck
a blow to their title hopes. Hawaii will have to play better defense to have a
chance in this one. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-top: 12.0pt;&quot;&gt;
Florida State (1 - 1) 20 @ &lt;u&gt;(25)
Virginia (2 - 0) (-7.5) 30&lt;/u&gt;: Florida State’s head coach Willie Taggert is on
a very hot seat after losing four of five games down the stretch last season
and opening this year with an ugly comeback loss to Boise State and an overtime
win by one point over La.- Monroe. Virginia is now the favorite to win the ACC
Coastal and is poised to make a statement this weekend. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-top: 12.0pt;&quot;&gt;
&lt;u&gt;(5) Oklahoma (2 - 0) (-22.5) 37&lt;/u&gt;
@ UCLA (0 - 2) 13: UCLA has lost to two Group of Five teams to open the season,
and now they have to really step up in class as they welcome Oklahoma to the
Rose Bowl. The Sooners have looked outstanding on offense with Alabama transfer
Jalen Hurts leading the way for a very speedy and talented offense. The defense
also has a lot of speed and may be the reason Oklahoma contends for the
national title. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-top: 12.0pt;&quot;&gt;
&lt;u&gt;(12) Texas (1 - 1) (-30.5) 51&lt;/u&gt;
@ Rice (0 - 2) 17: Texas will be looking to take out some frustration on Rice
after giving up 45 point to LSU last week. Rice has little resistance to offer.
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-top: 12.0pt;&quot;&gt;
Portland State (1 - 1) 13 @ &lt;u&gt;(22)
Boise State (2 - 0) (-31.5) 31&lt;/u&gt;: Boise has scored a couple of close wins
over Florida State and Marshall. They need to keep focused on FCS Portland
State who I saw in person give Arkansas fits in week one. despite giving up a
ton of points last season, Portland State has improved dramatically on defense.
This one might be a lot closer than the oddsmakers have predicted.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-top: 12.0pt;&quot;&gt;
Montana (2 - 0) 17 @ &lt;u&gt;(15)
Oregon (1 - 1) (-36.0) 56&lt;/u&gt;: Montana has dominated against their first two
FCS opponents, but heading into Autzen Stadium on a Saturday night is an
entirely different matter. Oregon lit up Nevada for 77 last week, so Montana
might have a long day on defense. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-top: 12.0pt;&quot;&gt;
&lt;u&gt;N.C. State (2 - 0) (-7.0) 34&lt;/u&gt;
@ West Virginia (1 - 1) 17: West Virginia is struggling after the departure of
head coach Dan Holgorsen.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;They’ll be
taking on a team that I think might be the most underrated in the ACC. Now that’s
not saying much, since the ACC is so down this season. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-top: 12.0pt;&quot;&gt;
Furman (1 - 1) 13 @ &lt;u&gt;Va. Tech (1
- 1) (-21.5) 30&lt;/u&gt;: Furman is a solid FCS team with nothing to lose as they
head into Lane Stadium. The Hokies are still struggling on offense and have an
off week following this game as they prepare for the bulk of their ACC
schedule. I look for Va. Tech to sputter, but still pull out a victory.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-top: 12.0pt;&quot;&gt;
&lt;u&gt;Kansas State (2 - 0) 31&lt;/u&gt; @
Mississippi State (2 - 0) (-8.0) 27: Kansas State is averaging over 50 points a
game, but that wasn’t against an SEC defense. But the positive is that Mississippi
State’s defense doesn’t resemble an SEC caliber unit so far this season. I like
the Wildcats in a big upset in Chris Klieman’s first season at Kansas State
after building an FCS dynasty at North Dakota State.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-top: 12.0pt;&quot;&gt;
&lt;u&gt;TCU (1 - 0) (-2.0) 27&lt;/u&gt; @
Purdue (1 - 1) 24: Purdue is on the upswing, but the difference in this one
could be the TCU defense. I don’t believe Purdue will be able to put up six TD’s
on the Horned Frogs like they did against Vanderbilt. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-top: 12.0pt;&quot;&gt;
Texas Tech (2 - 0)(-2.0)34 @ &lt;u&gt;Arizona
(1 - 1) 37&lt;/u&gt; : Arizona succumbed to a spread offense team in Hawaii in their
first game, but I don’t think Texas Tech is hitting on all cylinders yet. I’ll
take the home team in a mild upset.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-top: 12.0pt;&quot;&gt;
Colorado State (1 - 1) 21 @ &lt;u&gt;Arkansas
(1 - 1) (-10.0) 27&lt;/u&gt;: Arkansas continues to have difficulty with Chad Morris’
offense. Mistakes and penalties hurt them against Ole Miss last week and that
will need to improve if the Hogs are to avenge last season’s tough loss to the
Rams.&lt;br /&gt;
&lt;br /&gt;
Hear my recent interview with legendary sports agent Leigh Steinberg,
 where we discussed his agency, concussions, franchise relocation and 
philanthropy at &lt;a href=&quot;http://thechtonsports.com/cold-hard-truth-sports-radio-show-1242017/&quot;&gt;http://thechtonsports.com/cold-hard-truth-sports-radio-show-1242017/&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Also
 listen to our conversation with author and sports journalist Mike 
Carey, as we discussed his latest book &quot;Bad News&quot; about Marvin Barnes 
and reminisced about Mike&#39;s coverage of the Boston Celtics during their 
glory years with Larry Bird, Kevin McHale, Danny Ainge and Robert 
Parish. &lt;a href=&quot;http://www.blogtalkradio.com/golongmedia/2017/02/08/the-cold-hard-truth-on-sports-radio-show&quot;&gt;http://www.blogtalkradio.com/golongmedia/2017/02/08/the-cold-hard-truth-on-sports-radio-show&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Don&#39;t forget to check out my new book, &quot;Offsetting Penalties - A PK Frazier Novel&quot; at&amp;nbsp; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://www.amazon.com/s/ref=nb_sb_noss_2?url=search-alias%3Daps&amp;amp;field-keywords=kevin+krest&quot; style=&quot;background-color: white; color: #888888; line-height: 18.48px; text-decoration: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;georgia&amp;quot;;&quot;&gt;Amazon.com&lt;/span&gt;&lt;/a&gt;&lt;/span&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;.&amp;nbsp; Check out &lt;a href=&quot;http://www.thechtonsports.com/&quot;&gt;www.thechtonsports.com&lt;/a&gt; for our podcasts and live broadcast on Tuesday&#39;s at 9:00 pm EST. I can also be reached via email at kevin@pkfrazier.com.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;br /&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://kevkrestsports.blogspot.com/feeds/4037976199674597417/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kevkrestsports.blogspot.com/2019/09/college-football-week-three-predictions.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/4037976199674597417'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/4037976199674597417'/><link rel='alternate' type='text/html' href='http://kevkrestsports.blogspot.com/2019/09/college-football-week-three-predictions.html' title='COLLEGE FOOTBALL: WEEK THREE PREDICTIONS'/><author><name>Kevin Krest</name><uri>http://www.blogger.com/profile/03911856510542339044</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjb5zTZ_gL3zPiBn4Yl5j66WSP4_SZAACQwCkIEBGqOLho-Do3wYqOpL2IuLfYVdPawe6TR3pZSi0Q5tRIvu636WhixOkKOxbJK8nNp3_p89fAfPTQfUdqcdbe4ExHipXk7We8A6S6Mmcw/s72-c/Offseting+penalties+cover+-+smashwords+-+small.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1257462975940584527.post-280910935494743655</id><published>2019-09-13T17:40:00.001-05:00</published><updated>2019-09-13T17:40:08.610-05:00</updated><title type='text'>COLLEGE FOOTBALL: WEEK THREE FRIDAY NIGHT PREDICTIONS</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Last Week:&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Straight-up &lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp; &lt;/span&gt;24 - 5&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;82.7%&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Against the Spread&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;/span&gt;12
- 17&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;41.3%&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Not a bad week for the straight picks, but not so great
against the spread. Of course, that’s only significant if you’re betting, which
currently I am not. A couple of good Friday night games on tap, highlighted by
Washington State traveling to Houston where the home team will be looking for a
big upset over a Power Five contender.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Friday&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
:&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(20) Washington State (2 - 0) (-8.5) 38&lt;/u&gt; @ Houston (1
- 1) 28: Houston’s early season schedule was an ambitious bid to bring some
increased credibility to the Group of Five teams and conferences. Their first
attempt was at Oklahoma and were clearly outclassed, although the Cougars
played valiantly in defeat. Washington State has put up 117 points against weak
competition, but their strength doesn’t bode well for Houston. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-top: 12.0pt;&quot;&gt;
Kansas (1 - 1) 17 @ &lt;u&gt;Boston
College (2 - 0) (-21.0) 40&lt;/u&gt;: New head coach Les Miles has quite a job to
rebuild Kansas, and it won’t get much easier in Boston. Last week’s loss to
Coastal Carolina illustrates how far Les has to go.&lt;br /&gt;
&lt;br /&gt;
Hear my recent interview with legendary sports agent Leigh Steinberg,
 where we discussed his agency, concussions, franchise relocation and 
philanthropy at &lt;a href=&quot;http://thechtonsports.com/cold-hard-truth-sports-radio-show-1242017/&quot;&gt;http://thechtonsports.com/cold-hard-truth-sports-radio-show-1242017/&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Also
 listen to our conversation with author and sports journalist Mike 
Carey, as we discussed his latest book &quot;Bad News&quot; about Marvin Barnes 
and reminisced about Mike&#39;s coverage of the Boston Celtics during their 
glory years with Larry Bird, Kevin McHale, Danny Ainge and Robert 
Parish. &lt;a href=&quot;http://www.blogtalkradio.com/golongmedia/2017/02/08/the-cold-hard-truth-on-sports-radio-show&quot;&gt;http://www.blogtalkradio.com/golongmedia/2017/02/08/the-cold-hard-truth-on-sports-radio-show&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Don&#39;t forget to check out my new book, &quot;Offsetting Penalties - A PK Frazier Novel&quot; at&amp;nbsp; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://www.amazon.com/s/ref=nb_sb_noss_2?url=search-alias%3Daps&amp;amp;field-keywords=kevin+krest&quot; style=&quot;background-color: white; color: #888888; line-height: 18.48px; text-decoration: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;georgia&amp;quot;;&quot;&gt;Amazon.com&lt;/span&gt;&lt;/a&gt;&lt;/span&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;.&amp;nbsp; Check out &lt;a href=&quot;http://www.thechtonsports.com/&quot;&gt;www.thechtonsports.com&lt;/a&gt; for our podcasts and live broadcast on Tuesday&#39;s at 9:00 pm EST. I can also be reached via email at kevin@pkfrazier.com.&lt;br /&gt;
&lt;br /&gt;
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&lt;br /&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://kevkrestsports.blogspot.com/feeds/280910935494743655/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kevkrestsports.blogspot.com/2019/09/college-football-week-three-friday.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/280910935494743655'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/280910935494743655'/><link rel='alternate' type='text/html' href='http://kevkrestsports.blogspot.com/2019/09/college-football-week-three-friday.html' title='COLLEGE FOOTBALL: WEEK THREE FRIDAY NIGHT PREDICTIONS'/><author><name>Kevin Krest</name><uri>http://www.blogger.com/profile/03911856510542339044</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjb5zTZ_gL3zPiBn4Yl5j66WSP4_SZAACQwCkIEBGqOLho-Do3wYqOpL2IuLfYVdPawe6TR3pZSi0Q5tRIvu636WhixOkKOxbJK8nNp3_p89fAfPTQfUdqcdbe4ExHipXk7We8A6S6Mmcw/s72-c/Offseting+penalties+cover+-+smashwords+-+small.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1257462975940584527.post-6376190772345091032</id><published>2019-09-07T09:40:00.002-05:00</published><updated>2019-09-07T22:16:01.365-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="#accfootball"/><category scheme="http://www.blogger.com/atom/ns#" term="#bigten"/><category scheme="http://www.blogger.com/atom/ns#" term="#collegefootball"/><category scheme="http://www.blogger.com/atom/ns#" term="#crimsontide"/><category scheme="http://www.blogger.com/atom/ns#" term="#sec"/><title type='text'>COLLEGE FOOTBALL: WEEK TWO PREDICTIONS</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
The SEC didn’t exactly represent itself well in week one,
with Missouri, Tennessee and Ole Miss all losing to non Power Five teams and
Arkansas struggling to get a close win against an FCS squad. Week two has more
compelling matchups, headlined by number six LSU traveling to ninth-rated
Texas. The Aggies of Texas A&amp;amp;M will try to knock off top-ranked and
defending national champion Clemson on the road. Wins in those game could help
the SEC regain some swagger, at least at the top of the league.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
For the first time, since gambling is now legal nationwide,
I’m including the point spread with each game. While I’m not specifically
picking against the spread, you can figure it out by my final score prediction.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Friday (from a previous post):&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Marshall&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;(1 - 0) 21 @
&lt;u&gt;(24) &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Boise State (1 - 0) (-13.5) 31&lt;/u&gt;:
It was hard to get much of a read on Marshall after week one, posting a 56 - 17
win against overmatched FCS member VMI. Boise State showed a lot of grit in
their opener, coming from 18 points down to defeat Florida State in hot and
humid Tallahassee. With that win, Boise jumps into the top Group of Five team
conversation with UCF and a couple of others. I wouldn’t count Marshall out,
however, as they are the favorites in Conference USA and are coming off a 9 - 4
season and a bowl win over South Florida.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Saturday:&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
(12) Texas A&amp;amp;M (1 -0) 20 @ &lt;u&gt;(1) Clemson (1 - 0) (-16.5)
38&lt;/u&gt;: This is one of the top games of the week, featuring former Florida
State coach taking his Aggies into Death Valley to face the top-ranked Clemson
Tigers. Based on Clemson’s opening week drubbing of Georgia Tech, it doesn’t
appear the Tigers have missed a beat from last season’s national championship
team. Fisher faced Clemson annually when he was in the ACC and should have an
idea of how to play the Tigers. If this game was in College Station, I would
give A&amp;amp;M a shot. But it’s not, and I have to go with Clemson.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Cincinnati (1 - 0) 24 @ &lt;u&gt;(5) Ohio State (1 - 0) (-16.0) 34&lt;/u&gt;:
Cincinnati dusted UCLA for the second consecutive year in week one, setting up
this very intriguing matchup at the Horseshoe in Columbus. The American
Athletic Conference had a very good opening week and could make another big
statement with a Bearcat win over Ohio State.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Army (1 - 0) 17 @ &lt;u&gt;(7) Michigan (1 - 0) (-22.0) 27&lt;/u&gt;:
Army was 11 - 2 last year and its unconventional option offense is difficult to
defend. I wouldn’t be surprised to see the Cadets give Jim Harbaugh’s
Wolverines fits, but I think Michigan’s size and athleticism on defense will
eventually wear Army down.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Rutgers (1 - 0) 17 @ &lt;u&gt;(20) Iowa (1 - 0) (-20.0) 31&lt;/u&gt;: Rutgers
snapped an 11 game losing streak last week with a big win over hapless UMass.
There was promise in scoring 46 points after averaging less than 12 points a
game in their final 11 games of last season. &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;They’ll need a much better effort against the
Hawkeyes if they want to score a monumental upset. I like Iowa to hold on at
home, but Rutgers should give them a little more challenge than they expect.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(21) Syracuse (1 - 0) 30&lt;/u&gt; @ Maryland (1 - 0) (-2.0) 27:
I’m not quite sure how Maryland is the favorite in this game. They’ve shown
very little consistency recently and they’re stadium hardly gives them much of
a home field advantage. Meanwhile, Syracuse is coming off a breakthrough season
where their only three losses were to national champion Clemson, Coastal
Division winner Pittsburgh in overtime and CFP participant Notre Dame. Perhaps
the oddsmakers know something I don’t, but I’m not buying it.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Northern Illinois (1 - 0) 14 @ &lt;u&gt;(13) Utah (1 - 0) (-22.0)
37&lt;/u&gt;: The MAC is down this season and Northern Illinois isn’t even one of
their top teams. Utah has a good chance at a playoff spot and I don’t think
this game will be much of a problem for them, especially at home in Salt Lake
City.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Central Michigan (1 - 0) 6 @ &lt;u&gt;(17) Wisconsin (1 - 0)
(-35.0) 57&lt;/u&gt;: Wisconsin went down to Tampa and spanked South Florida 49 - 0
in hot and humid conditions. Meanwhile, CMU gave up 21 points to a
bottom-feeding FCS team. This one could get out of hand early.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(25) Nebraska (1 - 0) (-4.5) 30&lt;/u&gt; @ Colorado (1 - 0) 24:
Nebraska wasn’t particularly impressive last week against Sun Belt member South
Alabama, one of the ten weakest teams in the FBS. The ‘Huskers will need to
step up against Colorado, which is coming off a drubbing of rival Colorado
State. I picked Nebraska to win the Big Ten West, so I’ll stay with them to
rebound from last week.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
New Mexico State (0 - 1) 7 @ (2) Alabama (1 - 0) (-55.0) 66:
I’m not sure when I last saw a 55 point spread, but I could argue that it might
not even be high enough. The Aggies gave up over 40 points a game last year and
there wasn’t anyone close to Alabama on their schedule. If this was a fight,
they might call it after three quarters.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Murray State (1 - 0) 13 @ &lt;u&gt;(3) Georgia (1 - 0) (-49.0) 56&lt;/u&gt;:
Georgia, fresh off a conference win at Vanderbilt, takes a week off against a
middling FCS foe. Why do they even bother?&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Northern Colorado (0 - 1) 13 @ &lt;u&gt;(22) Washington State (1 -
0) (-36.5) 52&lt;/u&gt;: Washington dusted New Mexico State, 58 - 7 and this could be
even worse. At least the Cougars play a decent Houston team in week 3 or their
non-conference schedule would be pathetic.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
South Dakota (0 - 1) 13 @ &lt;u&gt;(4) Oklahoma (1 - 0) (-39.0) 59&lt;/u&gt;:
Another one? Oklahoma was very impressive on both sides of the ball last week
against Houston. Their speed on defense just might be the difference in getting
them to the playoffs.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(18) UCF (1 - 0) (-11.0) 38&lt;/u&gt; @ Florida Atlantic (0 -
1) 24: I’m not sure why UCF is only giving 11 points in this one. Florida
Atlantic didn’t show up for a half last week at Ohio State and then made a move
against the second teamers to make it respectable. UCF will be playing with a
chip on its shoulder all season and will be looking to run it up on Lane Kiffin’s
FAU team that is short on defensive skill.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(6) LSU (1 - 0) (-6.5) 28&lt;/u&gt; @ (9) Texas (1 - 0) 24: LSU is one of my
picks to get to the playoffs and this game will be instrumental when it comes
to selection time. Texas is definitely headed in the right direction, but I
look for LSU’s defense to give the Longhorns too for them to overcome.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Tulane (1 - 0) 21 @ &lt;u&gt;(10) Auburn (1 - 0) (-17.0) 31&lt;/u&gt;:
Auburn escaped Arlington with a last second win over Oregon after being
dominated all night. Tulane put up 41 points on Florida International, a bowl
team from last season. The Green Wave should be no problem for the Tigers,
unless they are Auburn suffers a bit of a letdown from last week. Auburn’s
defense will be tested and freshman QB Bo Nix will need to step up his game to
avoid the upset.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
UT Martin (1 - 0) 6 @ &lt;u&gt;(11) Florida (1 - 0) (-44.5) 49&lt;/u&gt;:
Frankly, I’m tired of wasting effort on these unnecessary games.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Buffalo (1 - 0) 20 @ &lt;u&gt;(15) Penn State (1 - 0) (-31.0) 56&lt;/u&gt;:
Buffalo won ten games last year and played in the MAC championship game. Along
the way, they defeated a Power Five team, but that was a one win Rutgers team.
Penn State, coming off a 79 point performance against Idaho, presents a an
entirely different challenge.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Nevada (1 - 0) 20 @ &lt;u&gt;(16) Oregon (0 - 1) (-24.5) 38&lt;/u&gt;:
Oregon, as mentioned earlier, dominated Auburn for three and a half quarters
only to see Auburn score the go ahead touchdown with nine seconds on the clock.
Nevada defeated Power Five Purdue, but they’re not in the same class as the
Ducks, who need to regroup after that disappointing loss.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Western Michigan (1 - 0) 20 @ &lt;u&gt;(19) Michigan State (1 - 0)
(-15.5) 27&lt;/u&gt;: Western Michigan is one of the top teams in the MAC, but they’ll
still be overmatched in this one. However, Michigan State is still a bit
challenged offensively and Western Michigan can put some points on the board.
If there was one possible MAC - Big Ten upset, this could be the one.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
California (1 - 0) 17 @ &lt;u&gt;(14) Washington (1 - 0) (-13.5):
30&lt;/u&gt; The Pac-12 North is stacked this season, but Cal isn’t one of those top
teams. I have to go with a much better Washington team here as they look to
repeat as North champs and challenge for a playoff spot.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
(23) Stanford (1 - 0) 20 @ &lt;u&gt;USC (1 - 0) (-3.0) 24&lt;/u&gt;:
Both of these teams will be without their starting quarterbacks for this game.
In the case of USC, it’s for the entire season as J.T. Daniels suffered a torn
ACL against Fresno State. True freshman Kedon Slovis, who was adequate but not
sensational in the second half last week, will be facing a much sterner defense
this week. I like USC’s skill players and will take the home team.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Old Dominion (1 - 0) 17 @ &lt;u&gt;Va. Tech (0 - 1) (-28.5) 42&lt;/u&gt;:
Last season, ODU pulled one of the big upsets of the year, taking advantage of
a disinterested Hokie defense to shock 13th ranked Tech, 49 - 35. This time
around, Tech is coming off a frustrating five turnover loss to Boston College
and should be more focused. Old Dominion lost some key offensive starters off
what turned out to be a pedestrian 4 - 8 team. A repeat of last year is
doubtful.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
South Florida (0 - 1) 23 @ &lt;u&gt;Ga. Tech (0 - 1) (-6.0) 31&lt;/u&gt;:
Both of these teams were totally ineffective against respective top 25 teams:
Georgia Tech to Clemson and South Florida to Wisconsin. South Florida won this
matchup last season, but they are in the midst of a seven game losing streak
and things don’t seem to be improving much under head coach Charlie Strong.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Miami (0 - 1) (-5.5) 27&lt;/u&gt; @ UNC (1 - 0) 24: After a
disappointing loss to Florida, Miami has had a week to lick their wounds and
get ready for ACC play. North Carolina erased a 20 - 9 fourth quarter deficit
to South Carolina to grab a victory in Mack Brown’s first game back with the
Tar Heels. I haven’t been sold on Miami, but I think they’re better than an
improved UNC.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
West Va. (1 - 0) 27 @ &lt;u&gt;Missouri (0 - 1) (-13.5) 38&lt;/u&gt;:
Was Missouri’s loss to Wyoming a fluke or a sign that the Tigers aren’t all
they were predicted to be following the transfer in of former Clemson QB Kelly
Bryant? I’m giving them the benefit of the doubt as they gave up two 60+ yard
runs and a defensive TD to fall behind by 17 points before falling just short
in a fourth quarter comeback.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Vanderbilt (0 - 1) 27 @ &lt;u&gt;Purdue (0 - 1) (-7.0) 30&lt;/u&gt;:
Purdue lost a close one to Nevada, Vanderbilt got soundly beaten by number 3
Georgia. It’s hard to take much from those games, so I’ll stay with Purdue at
home.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Oregon St. (0 - 1) 31 @ &lt;u&gt;Hawaii (1 - 0) (-6.5) 40&lt;/u&gt;:
Hawaii took care of Pac-12 Arizona the opening weekend and should be able to
dispatch the Beavers, too.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Oregon State
gave up 52 to Oklahoma State in their opener and Hawaii is almost if not
equally potent on offense.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Arkansas (1 - 0) 27&lt;/u&gt; @ Ole Miss (0 - 1) (-8.0) 24: Neither
of these teams was impressive in week one. Ole Miss made the short trip to
Memphis and went home with a loss. Arkansas had trouble at home with what
should have been an overmatched Portland State from the FCS, squeaking out a 20
- 13 win. The Razorbacks struggled in the red zone, but the defense looked
solid. I’m going with an upset.&lt;br /&gt;
&lt;br /&gt;
Hear my recent interview with legendary sports agent Leigh Steinberg,
 where we discussed his agency, concussions, franchise relocation and 
philanthropy at &lt;a href=&quot;http://thechtonsports.com/cold-hard-truth-sports-radio-show-1242017/&quot;&gt;http://thechtonsports.com/cold-hard-truth-sports-radio-show-1242017/&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Also
 listen to our conversation with author and sports journalist Mike 
Carey, as we discussed his latest book &quot;Bad News&quot; about Marvin Barnes 
and reminisced about Mike&#39;s coverage of the Boston Celtics during their 
glory years with Larry Bird, Kevin McHale, Danny Ainge and Robert 
Parish. &lt;a href=&quot;http://www.blogtalkradio.com/golongmedia/2017/02/08/the-cold-hard-truth-on-sports-radio-show&quot;&gt;http://www.blogtalkradio.com/golongmedia/2017/02/08/the-cold-hard-truth-on-sports-radio-show&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Don&#39;t forget to check out my new book, &quot;Offsetting Penalties - A PK Frazier Novel&quot; at&amp;nbsp; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://www.amazon.com/s/ref=nb_sb_noss_2?url=search-alias%3Daps&amp;amp;field-keywords=kevin+krest&quot; style=&quot;background-color: white; color: #888888; line-height: 18.48px; text-decoration: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;georgia&amp;quot;;&quot;&gt;Amazon.com&lt;/span&gt;&lt;/a&gt;&lt;/span&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;.&amp;nbsp; Check out &lt;a href=&quot;http://www.thechtonsports.com/&quot;&gt;www.thechtonsports.com&lt;/a&gt; for our podcasts and live broadcast on Tuesday&#39;s at 9:00 pm EST. I can also be reached via email at kevin@pkfrazier.com.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://kevkrestsports.blogspot.com/feeds/6376190772345091032/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kevkrestsports.blogspot.com/2019/09/college-football-week-two-predictions.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/6376190772345091032'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/6376190772345091032'/><link rel='alternate' type='text/html' href='http://kevkrestsports.blogspot.com/2019/09/college-football-week-two-predictions.html' title='COLLEGE FOOTBALL: WEEK TWO PREDICTIONS'/><author><name>Kevin Krest</name><uri>http://www.blogger.com/profile/03911856510542339044</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjb5zTZ_gL3zPiBn4Yl5j66WSP4_SZAACQwCkIEBGqOLho-Do3wYqOpL2IuLfYVdPawe6TR3pZSi0Q5tRIvu636WhixOkKOxbJK8nNp3_p89fAfPTQfUdqcdbe4ExHipXk7We8A6S6Mmcw/s72-c/Offseting+penalties+cover+-+smashwords+-+small.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1257462975940584527.post-5868881630575336256</id><published>2019-09-06T19:55:00.000-05:00</published><updated>2019-09-06T19:55:04.327-05:00</updated><title type='text'>COLLEGE FOOTBALL WEEK 2 PICKS</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
The SEC didn’t exactly represent itself well in week one,
with Missouri, Tennessee and Ole Miss all losing to non Power Five teams and
Arkansas struggling to get a close win against an FCS squad. Week two has more
compelling matchups, headlined by number six LSU traveling to ninth-rated
Texas. The Aggies of Texas A&amp;amp;M will try to knock off top-ranked and
defending national champion Clemson on the road. Wins in those game could help
the SEC regain some swagger, at least at the top of the league.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
For the first time, since gambling is now legal nationwide,
I’m including the point spread with each game. While I’m not specifically
picking against the spread, you can figure it out by my final score
prediction.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Friday:&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Marshall&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;(1 - 0) 21 @
&lt;u&gt;(24) &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Boise State (1 - 0) (-13.5) 31&lt;/u&gt;:
It was hard to get much of a read on Marshall after week one, posting a 56 - 17
win against overmatched FCS member VMI. Boise State showed a lot of grit in
their opener, coming from 18 points down to defeat Florida State in hot and
humid Tallahassee. With that win, Boise jumps into the top Group of Five team
conversation with UCF and a couple of others. I wouldn’t count Marshall out,
however, as they are the favorites in Conference USA and are coming off a 9 - 4
season and a bowl win over South Florida.&lt;br /&gt;
&lt;br /&gt;
Hear my recent interview with legendary sports agent Leigh Steinberg,
 where we discussed his agency, concussions, franchise relocation and 
philanthropy at &lt;a href=&quot;http://thechtonsports.com/cold-hard-truth-sports-radio-show-1242017/&quot;&gt;http://thechtonsports.com/cold-hard-truth-sports-radio-show-1242017/&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Also
 listen to our conversation with author and sports journalist Mike 
Carey, as we discussed his latest book &quot;Bad News&quot; about Marvin Barnes 
and reminisced about Mike&#39;s coverage of the Boston Celtics during their 
glory years with Larry Bird, Kevin McHale, Danny Ainge and Robert 
Parish. &lt;a href=&quot;http://www.blogtalkradio.com/golongmedia/2017/02/08/the-cold-hard-truth-on-sports-radio-show&quot;&gt;http://www.blogtalkradio.com/golongmedia/2017/02/08/the-cold-hard-truth-on-sports-radio-show&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Don&#39;t forget to check out my new book, &quot;Offsetting Penalties - A PK Frazier Novel&quot; at&amp;nbsp; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://www.amazon.com/s/ref=nb_sb_noss_2?url=search-alias%3Daps&amp;amp;field-keywords=kevin+krest&quot; style=&quot;background-color: white; color: #888888; line-height: 18.48px; text-decoration: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;georgia&amp;quot;;&quot;&gt;Amazon.com&lt;/span&gt;&lt;/a&gt;&lt;/span&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;.&amp;nbsp; Check out &lt;a href=&quot;http://www.thechtonsports.com/&quot;&gt;www.thechtonsports.com&lt;/a&gt; for our podcasts and live broadcast on Tuesday&#39;s at 9:00 pm EST. I can also be reached via email at kevin@pkfrazier.com.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;br /&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://kevkrestsports.blogspot.com/feeds/5868881630575336256/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kevkrestsports.blogspot.com/2019/09/college-football-week-2-picks.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/5868881630575336256'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/5868881630575336256'/><link rel='alternate' type='text/html' href='http://kevkrestsports.blogspot.com/2019/09/college-football-week-2-picks.html' title='COLLEGE FOOTBALL WEEK 2 PICKS'/><author><name>Kevin Krest</name><uri>http://www.blogger.com/profile/03911856510542339044</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjb5zTZ_gL3zPiBn4Yl5j66WSP4_SZAACQwCkIEBGqOLho-Do3wYqOpL2IuLfYVdPawe6TR3pZSi0Q5tRIvu636WhixOkKOxbJK8nNp3_p89fAfPTQfUdqcdbe4ExHipXk7We8A6S6Mmcw/s72-c/Offseting+penalties+cover+-+smashwords+-+small.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1257462975940584527.post-294866130129692468</id><published>2019-08-24T15:26:00.001-05:00</published><updated>2019-08-24T15:26:14.622-05:00</updated><title type='text'>POWER FIVE CONFERENCE ANALYSIS: DIVISION BREAKDOWN</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
This piece will compare each of the divisions in the Power
Five (the Big 12 will be treated as a division) and see how they look against
each other. It’s generally considered that the SEC is the strongest conference,
yet fans of the Big 10 tend to differ with that assessment. There have been
times in the recent past when the ACC attempted to make a case that it was the
top power conference. I conducted an extensive study based on rankings in
Lindy’s Sports College Football preview. Granted, it’s just based on a single
publication, but my past experience with Lindy’s has led me to believe it’s as
credible as any of the others. The results of this study don’t generally
predict that the winners of those higher ranked divisions (or the Big 12) will
necessarily be in the playoffs. The downside for a tough division or conference
is that cannibalization within the league can diminish the champion’s chance of
emerging as a national title contender. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
I’m going to break down each division in reverse order,
beginning with the worst, at least statistically and assess the chances of the
champion to have a good regular season run and have an opportunity to get into
the playoffs. Some of this logic might seem counterintuitive, but stay with me
and it’s possible you’ll begin to see where I’m headed.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
ACC Coastal&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
The highest ranked team in this division is Miami, and their
19th place by Lindy’s is dubious at best. This is a team that so underperformed
that it prompted the retirement of head coach Mark Richt. New head man Manny
Diaz bailed on Temple after accepting the job and hiring a staff. To say that
uncertainty surrounds the Hurricane program is a gross understatement. And this
is the cream of Coastal crop? You’re probably starting to understand why this
is the worst division in Power Five football. But the news isn’t totally
negative. Because of the weakness of the division, there is a real possibility
that a team could emerge with a single loss, or even undefeated, to challenge
what most people surmise will be defending national champions Clemson for the
conference championship. The top three teams in the division have three of the
easiest schedules in the Power Five. Virginia Tech leads the way, mostly
because of an embarrassing non-conference slate. But they also avoid the top teams
from the Atlantic division, meaning their season basically comes down to the
two road contests at Miami and Virginia. Throw into the mix that they return
eight starters on defense for nationally recognized coordinator Bud Foster’s
last season and you can figure things could be magical for the Hokies. And as a
Tech alum, I can’t help but point out Virginia hasn’t defeated the Hokies since
the George W. Bush administration. It comes down to October 6 in Miami for the
chance to take on Clemson. PICK: Virginia Tech&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
ACC Atlantic&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
There’s Clemson and then...okay, I have to give Syracuse
some love here. But given the relative weakness of Clemson’s conference
schedule, the Orange’s only hope is to take down the Tigers when they visit the
Carrier Dome. Syracuse had Clemson on the ropes last year in Death Valley after
an injury to freshman sensation Trevor Lawrence, but let them off the hook.
Clemson and Syracuse both dodge Miami, Virginia Tech and Virginia. Clemson
faces Georgia Tech and North Carolina, arguably the bottom feeders of the worst
division in the Power Five, while Syracuse takes on Pittsburgh and Duke, slight
upgrades over the Tigers’ non-division slate. Without the power of Clemson,
this division would be the laughing stock of college football. They don’t
schedule anyone and internally are mediocre at best. Florida State made a bad
hire in Willie Taggert and his team demonstrated that by quitting on their
coach in embarrassing fashion down the stretch last season. ‘Noles have to meet
Miami and Virginia, tying them with Louisville for the toughest non-division
schedule in the Atlantic. If Florida State can’t resurrect their program, the
ACC’s in big trouble, especially since a similar situation presented itself at
Louisville, when the Cardinals dropped their final nine games and gave up over
50 points in six of those losses. The big question is whether the playoff
committee will take the weakness of the conference into consideration when
making their picks for the semifinals. PICK: Clemson&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Pac-12 South&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
The Pac-12 is an extremely unbalanced league: I’m talking
about the respective divisions not the coaches or players. Unlike the North,
the South has only one ranked team. When you get past Utah, I just don’t see
anyone else with a shot at winning the division, primarily because USC, the
other contender, has a brutal conference schedule. They also have a very tough
non-conference slate, so I have a hard time seeing the Trojans building any
momentum in their season. Utah will benefit from the fourth easiest
non-division conference schedule as well as unimpressive non-conference games.
The Utes dodge both Oregon and Stanford and have games against Cal and Oregon
State, the two bottom feeders in the North. Other than Utah and USC, we’re
probably looking at an array of teams just trying to make it into a bowl game.
This division only had two bowl teams last season and it appears they may be
able to increase that by one if USC can navigate their difficult schedule.
UCLA, in Chip Kelly’s second season, might be able to get to six or seven wins
because they don’t have to face Oregon or Washington. Their problem will be
dealing with a road game against Cincinnati to open the season and then a home
contest with Oklahoma in week three. Arizona State coach Herman Edwards has a
favorable schedule to get his Sun Devils into a second consecutive bowl game.
Colorado has almost no chance. They face the top four teams from the North,
giving them the most difficult non-division schedule in the conference. PICK:
Utah&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Big 12&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
This is the only conference in the Power Five that plays a
round robin league schedule because they are not split into divisions. The
conference would rate out much higher except for getting dragged down by
Kansas’ 94th ranking. Oklahoma’s number four serves to offset the Jayhawks’
weakness, but for the most part it’s a fairly well balanced league. There are
four new coaches in the Big 12, some of them fairly high profile moves for
different reasons. Longtime Kansas State leader Bill Snyder finally stepped
down after a quarter century in Manhattan in two stints. Without Snyder,
K-State was barely competitive and it will be interesting to see if Chris
Klieman can replicate his success at FCS North Dakota State where he won four
national championships in five years. My guess is it’ll be tough. At in-state
rival Kansas, Les Miles will bring his unique style and grass eating quirk to
Lawrence hoping to do something few have done there: build a consistent winner.
My sense is that with the backing of former PIttsburgh and Arkansas athletic
director Jeff Long, he has a chance. And in one of the strangest occurrences in
recent memory, Texas Tech fired coach Kliff Kingsbury who ended up as the head
guy of the NFL’s Arizona Cardinals. Say what? But at the end of the season, the
Big 12 will most likely belong to Oklahoma once again, but it won’t be easy. Defensive
minded Texas and Iowa State will challenge the Sooners. Texas lost eight
defensive starters, so they may need to more consistently show the kind of
offense they displayed in a 48 - 45 win over Oklahoma if they’re going to
challenge for the title again. The Longhorns will also have the opportunity to
grab some early season love if they can take down LSU in week two. The same can
be said for Iowa State, a tough defensive team that had three games where they
scored less than 15 points last season. That just won’t get it done in the high
scoring Big 12. At the end of the season, I still believe in Oklahoma, but I
wouldn’t sleep on Texas. PICK: Oklahoma&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Big Ten East&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
With four teams in the top 26 and the other three in ranked
between 58 and 100, this is perhaps the most top-heavy division in the power
five. The big question will once surround Michigan’s ability to defeat rival
Ohio State for the first time in Wolverine coach Jim Harbaugh’s five year
tenure. With a new coach in Columbus and the game at Michigan, perhaps the home
team has its best chance in many years to advance to the Big Ten championship
game.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;If so, the Wolverines will have to
overcome a tough non-division schedule in the conference. They travel to
Wisconsin and host Iowa, the top two teams from the West. Harbaugh’s squad also
hosts Notre Dame, translating into the sixth most difficult Power Five
schedule. Can Harbaugh reload on defense, where he lost seven starters? Ohio
State, Michigan’s primary challenger, face the second toughest non-division
schedule in the conference. Besides travelling to the aforementioned Michigan
to end the regular season, the Buckeyes also travel to Nebraska and
Northwestern and host Wisconsin. Michigan State could challenge, but they have
to visit Wisconsin and Northwestern, so none of the top three in the east get much
of a break. Penn State faces just one of the top teams from the west, so they
may have a slight advantage in the non-division schedule, but they have a new
quarterback that will facing stout Gig 10 defenses. Overall, I have to give
Michigan the edge, but it’s slight and depends greatly on that last game in the
Big House. PICK: Michigan&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Big Ten West&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
The primary difference between the Big Ten divisions is that
the West only has one team ranked worse than 50th, while the East has three.
Even though the East has two top ten teams, the West is a little deeper and
more balanced. While this may look like a battle between Iowa and Wisconsin,
the non-division schedules will probably play a big role in letting Nebraska
into the hunt. Wisconsin has the third most difficult non-division schedule in
the entire Power Five, taking on Michigan, Michigan State and Ohio State, the
three top teams from the East. Talk about the luck of the draw. Meanwhile, Iowa
meets Rutgers, Michigan and Penn State. And finally there’s the Cornhuskers’ non-division
slate of Ohio State, Indiana and Maryland. Advantage Nebraska. I like Scott
Frost’s chances in his second season at the helm of the Cornhuskers. They won
four of their last six games after dropping their first six. The last one of
those six was an overtime loss to Northwestern that they should have pulled
out. The other two losses down the stretch were close ones at Ohio State and
Iowa. I like Nebraska’s chances this time around to at least get to the Big Ten
championship, based primarily on the schedule. Iowa and Wisconsin might be
slightly better teams, but Nebraska hosts them both and probably owns a game
advantage in the non-division. PICK: Nebraska&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Pac-12 North&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
If the Pac-12 South is underwhelming, the North is downright
exciting. Oregon , Washington, Stanford and Washington State will be on the
national radar for most of the season. With the exception of Washington, they
all play compelling non-conference games. Oregon opens with SEC member Auburn,
Stanford boasts the country’s toughest non-conference schedule and Washington
State travels to Houston to give an AAC team a shot at a Power Five upset. If
Oregon State was predicted to be more competitive, this could have been in the
running for the toughest division in college football. Even as it stands, it’s going
to be a dogfight. Just like in the Big Ten West, it may come down to who gets
to dodge South favorite Utah. Washington hosts the Utes, while Washington State
has to travel to Salt Lake City. Neither Oregon nor Stanford will have to deal
with Utah. I’m not yet sold on Oregon because of that mediocre defense. I like
Stanford, but their schedule might wear them down by the end of the season.
Washington State has road games with Utah, Arizona State, Oregon and Washington
which leads me to question whether they can prevail in the North. Based on the
schedule, I like Washington to repeat, but it may come down once again to the
season finale against archrival Washington State. PICK: Washington&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
SEC East&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
All SEC haters are going to refute these rankings, but it’s
pretty clear that the strongest conference in the land is the one currently
ruled by the Alabama Crimson Tide. Even though it’s close, the SEC East falls
just short of the West. The strength of the division is predicted once again to
be the Georgia Bulldogs, even though they lost eight offensive starters. The
key is that Jake Fromm returns at quarterback. The Florida Gators, most likely
because they return eight starters off a unit that ranked 20th in points given
up in 2018, is also highly regarded. In terms of scheduling, South Carolina has
by far the most difficult one in the division. Not only is the SEC East tough,
but the Gamecocks also play number two Alabama and number 13 Texas A&amp;amp;M from
the West. To make matters worse, they also face top ranked Clemson to end the
season. That all adds up to half of their schedule against top 25 teams.
Compare that with Missouri, which plays just two top twenty-five teams and gets
to take on Ole Miss and Arkansas from the West, the two worst ranked teams in
the division. They also face no one higher than 63rd in their non-conference
games. That’s quite an inequity for two teams playing in the same
division.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Georgia plays at Auburn and
hosts Texas A&amp;amp;M, but despite the tough schedule they’re still my pick for
the division. PICK: Georgia&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
SEC West:&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Could this be the year that someone unseats Alabama and
keeps them from the college football playoffs? In 2017 they tied for the
division crown, didn’t make the SEC championship but still won the national
title. This season, the SEC West is statistically the toughest division in
college football. With Alabama, Auburn, LSU and Texas A&amp;amp;M all ranked in the
top 15, the winner will need to navigate a very difficult schedule just within
the division. Alabama sports the second easiest non-division schedule and the
second easiest non-conference schedule, so they’re path to title is among the
softest in the conference. In stark contrast, Auburn must play Georgia and
Florida, giving it the most difficult non-division schedule in the Power Five
conferences. That’s an inequity of great proportion and something the SEC needs
to address, most likely by moving to a nine game conference schedule. But that’s
not happening anytime soon, and certainly not in time to help Auburn this
season. They also take on Oregon to open the season. LSU also faces an easier
non-division slate, hosting Florida and traveling to Vanderbilt, but the Tigers
will be heading to Tuscaloosa in what might be the game of the season in the
SEC West. Even though the Crimson Tide have a favorable schedule, I just have a
feeling that this might be the year that Alabama fails to meet expectations.
Someone has to end up in the championship game in Atlanta, but they might very
well have a couple of losses. I like LSU, primarily because they finally have a
quarterback in Joe Burrow to go with a defense that returns eight players from a
pretty good defense. We’ll get to see pretty early when the Tigers travel to
Texas in week two. PICK: LSU&lt;br /&gt;
&lt;br /&gt;
Hear my recent interview with legendary sports agent Leigh Steinberg,
 where we discussed his agency, concussions, franchise relocation and 
philanthropy at &lt;a href=&quot;http://thechtonsports.com/cold-hard-truth-sports-radio-show-1242017/&quot;&gt;http://thechtonsports.com/cold-hard-truth-sports-radio-show-1242017/&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Also
 listen to our conversation with author and sports journalist Mike 
Carey, as we discussed his latest book &quot;Bad News&quot; about Marvin Barnes 
and reminisced about Mike&#39;s coverage of the Boston Celtics during their 
glory years with Larry Bird, Kevin McHale, Danny Ainge and Robert 
Parish. &lt;a href=&quot;http://www.blogtalkradio.com/golongmedia/2017/02/08/the-cold-hard-truth-on-sports-radio-show&quot;&gt;http://www.blogtalkradio.com/golongmedia/2017/02/08/the-cold-hard-truth-on-sports-radio-show&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Don&#39;t forget to check out my new book, &quot;Offsetting Penalties - A PK Frazier Novel&quot; at&amp;nbsp; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://www.amazon.com/s/ref=nb_sb_noss_2?url=search-alias%3Daps&amp;amp;field-keywords=kevin+krest&quot; style=&quot;background-color: white; color: #888888; line-height: 18.48px; text-decoration: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;georgia&amp;quot;;&quot;&gt;Amazon.com&lt;/span&gt;&lt;/a&gt;&lt;/span&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;.&amp;nbsp; Check out &lt;a href=&quot;http://www.thechtonsports.com/&quot;&gt;www.thechtonsports.com&lt;/a&gt; for our podcasts and live broadcast on Tuesday&#39;s at 9:00 pm EST. I can also be reached via email at kevin@pkfrazier.com.&lt;br /&gt;
&lt;br /&gt;
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&lt;br /&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://kevkrestsports.blogspot.com/feeds/294866130129692468/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kevkrestsports.blogspot.com/2019/08/power-five-conference-analysis-division.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/294866130129692468'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/294866130129692468'/><link rel='alternate' type='text/html' href='http://kevkrestsports.blogspot.com/2019/08/power-five-conference-analysis-division.html' title='POWER FIVE CONFERENCE ANALYSIS: DIVISION BREAKDOWN'/><author><name>Kevin Krest</name><uri>http://www.blogger.com/profile/03911856510542339044</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjb5zTZ_gL3zPiBn4Yl5j66WSP4_SZAACQwCkIEBGqOLho-Do3wYqOpL2IuLfYVdPawe6TR3pZSi0Q5tRIvu636WhixOkKOxbJK8nNp3_p89fAfPTQfUdqcdbe4ExHipXk7We8A6S6Mmcw/s72-c/Offseting+penalties+cover+-+smashwords+-+small.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1257462975940584527.post-7495489191858003949</id><published>2019-08-24T12:05:00.003-05:00</published><updated>2019-08-24T12:05:57.015-05:00</updated><title type='text'>COLLEGE FOOTBALL: OPENING WEEK PREDICTIONS</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
After a one year hiatus, my college football prediction blog
is back. As in the past, I will be picking games that involve teams ranked in
the top 25 in the coaches poll and any inter-conference matchups. The FBS
season begins today with two games, both in tropical environments. Eighth
ranked Florida takes on instate rival Miami just a few miles from Disney World
and Pac-12 hopeful Arizona will travel to the islands to meet Hawaii.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;(8) Florida 24&lt;/u&gt; vs. Miami&amp;nbsp; 13(Orlando, Florida): The Florida Gators
are coming off a successful season under first year head coach Dan Mullen.
After a week two lass o Kentucky, they went on to win nine of their next 11
games to finish with a 10 - 3 record, capped by a 41 - 15 drubbing of Michigan
in the Peach Bowl. The strength of the team is on the defensive side of the
ball, where they return eight starters off a solid unit. They are expected to
challenge Georgia for the SEC East title. Miami, following the unexpected
retirement of Mark Richt, have a new head coach in former defensive coordinator
Manny Diaz. The Hurricanes return just four starters from an offense that was
one of the worst in the Power Five last season, so they will probably need to
play solid defense if they’re going to have a chance to upset the Gators. I
believe Mullen has Florida headed in the right direction while Diaz has a tough
task in front of him to bring Miami back to prominence. If this game was a
couple of weeks later, I’d like Miami’s chances better. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;Arizona 41&lt;/u&gt; at Hawaii 31: Kevin Sumlin, former Houston and Tezas
A&amp;amp;M coach, begins his second campaign with Arizona. The Wildcats’ 5 - 7 record
was a little deceiving as the losses to UCLA and Arizona State were both by a
single point. The offense, which returns eight starters, was inconsistent at
times but scored 40 points or more in three of their last four games. They’ll
be taking on a Warriors team that excels in the passing game, finishing ninth
in the FBS a season ago while going 8 - 5 with a loss to Louisiana Tech as the
host in the Hawaii Bow.. Arizona ranked in the bottom ten in pass defense, so
they’ll either need to find improvement or take full advantage of Hawaii’s
porous run defense. This isn’t a great matchup for Arizona, but they have more
talent and should be able to win in what could be a shootout.&lt;br /&gt;
&lt;br /&gt;
Hear my recent interview with legendary sports agent Leigh Steinberg,
 where we discussed his agency, concussions, franchise relocation and 
philanthropy at &lt;a href=&quot;http://thechtonsports.com/cold-hard-truth-sports-radio-show-1242017/&quot;&gt;http://thechtonsports.com/cold-hard-truth-sports-radio-show-1242017/&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Also
 listen to our conversation with author and sports journalist Mike 
Carey, as we discussed his latest book &quot;Bad News&quot; about Marvin Barnes 
and reminisced about Mike&#39;s coverage of the Boston Celtics during their 
glory years with Larry Bird, Kevin McHale, Danny Ainge and Robert 
Parish. &lt;a href=&quot;http://www.blogtalkradio.com/golongmedia/2017/02/08/the-cold-hard-truth-on-sports-radio-show&quot;&gt;http://www.blogtalkradio.com/golongmedia/2017/02/08/the-cold-hard-truth-on-sports-radio-show&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Don&#39;t forget to check out my new book, &quot;Offsetting Penalties - A PK Frazier Novel&quot; at&amp;nbsp; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://www.amazon.com/s/ref=nb_sb_noss_2?url=search-alias%3Daps&amp;amp;field-keywords=kevin+krest&quot; style=&quot;background-color: white; color: #888888; line-height: 18.48px; text-decoration: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;georgia&amp;quot;;&quot;&gt;Amazon.com&lt;/span&gt;&lt;/a&gt;&lt;/span&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;.&amp;nbsp; Check out &lt;a href=&quot;http://www.thechtonsports.com/&quot;&gt;www.thechtonsports.com&lt;/a&gt; for our podcasts and live broadcast on Tuesday&#39;s at 9:00 pm EST. I can also be reached via email at kevin@pkfrazier.com.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;br /&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://kevkrestsports.blogspot.com/feeds/7495489191858003949/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kevkrestsports.blogspot.com/2019/08/college-football-opening-week.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/7495489191858003949'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/7495489191858003949'/><link rel='alternate' type='text/html' href='http://kevkrestsports.blogspot.com/2019/08/college-football-opening-week.html' title='COLLEGE FOOTBALL: OPENING WEEK PREDICTIONS'/><author><name>Kevin Krest</name><uri>http://www.blogger.com/profile/03911856510542339044</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjb5zTZ_gL3zPiBn4Yl5j66WSP4_SZAACQwCkIEBGqOLho-Do3wYqOpL2IuLfYVdPawe6TR3pZSi0Q5tRIvu636WhixOkKOxbJK8nNp3_p89fAfPTQfUdqcdbe4ExHipXk7We8A6S6Mmcw/s72-c/Offseting+penalties+cover+-+smashwords+-+small.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1257462975940584527.post-218799602851120944</id><published>2018-12-19T09:21:00.000-06:00</published><updated>2018-12-19T09:22:38.865-06:00</updated><title type='text'>GOLF: A LOOK BACK AT 2018</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
There were several historic moments in men’s professional
golf in 2018.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;I’ve chosen a few to
comment on and have given each a corresponding golf score.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Double Bogey: The United States Ryder Cup performance&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
It’s hard to believe that after taking a 3 - 1 lead in the
first session of fourball, also known as best ball, the United States Ryder Cup
team barely showed up for the rest of the weekend. Tiger Woods went 0 - 4 for
the week and the United States team was blanked 4 - 0 in Friday afternoon
foursomes and lost 3 -1 in Saturday morning foursomes to fall into an almost
insurmountable 8 - 4 deficit. The foursomes format, also known as alternate
shot, has historically been an issue for the Americans, and 2018 was no
exception. Whether it was the home course advantage, more enthusiasm for the
event or collective fatigue on the part of the Americans, it was clear
beginning Friday afternoon that the visitors would leave France without the
Ryder Cup, now in possession of the Europeans. To add more pain to the loss was
the very public, apparent feud between&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;Patrick Reed and Jordan Spieth.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;It was an embarrassing episode for the Americans and probably will carry
over into future team events. My take was that every American on the Ryder Cup
team, except for Spieth, had just finished playing in the FedEx Cup playoffs in
Atlanta five days before.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Tiger Woods
ended a five year drought with an incredible and emotional victory at the Tour
Championship, his 80th in his illustrious career, then hopped on a plane to
France. By contrast, only half the players on the European side qualified for
the Tour Championship, giving them a week of rest prior to the Ryder Cup
matches. In the future, I hope the PGA of America and the R &amp;amp; A can
schedule the event to give all players a week off. But still, a team with the
firepower of the Americans should have given the Europeans a better match.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Bogey: Zach Johnson parts ways with longtime caddie Damon
Green&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
A couple of weeks ago, Zach Johnson decided that he and his
caddie&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;“...need to take a break. It’s
not a firing.” Really? Damon Green said that he&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;“was shocked.” That sounds like a firing to me. Green had been on Johnson’s
bag since the two-time major champion’s rookie season, with the pair combining
for 11 Tour wins and that pair of majors.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;Last season, Johnson finished 58th in the FedEx Cup, only missed two
cuts, but managed just a couple of top tens and 14 top twenty-five finishes in
25 events. He won just short of $2 million. It wasn’t much different than his
results a couple of seasons earlier in 2016. Johnson is 42 years old, the same
age as Tiger Woods. Perhaps Woods’ win makes Johnson feel that he’s
underperforming and maybe Green is the problem. Still, I don’t believe it’s a
good look for a guy who is generally considered one of the nicest player on
Tour. Does Zach Johnson have every right to employ whoever he wants as his
caddie? Absolutely. Do I have the right to criticize him for a bad optic and
how it apparently went down? Of course I do. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Par: The Match&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
When Phil Mickelson jabbed at Tiger Woods during The Players
tournament in May to play a match for big bucks, apparently plans for The Match
were already underway, so Mickelson was merely priming the pump. The Match
itself was a winner -take-all, $10 million pay-per-view event over Thanksgiving
weekend. What many fans were hoping for were 18 holes of jabbing, side bets and
entertaining byplay between Phil and Tiger. What we got was fairly competitive
golf, with both players reverting to form as Phil tried to engage Tiger in
conversation and Tiger focusing instead on playing golf shots. One of the
reasons that there were less side bets than we wanted is because the PGA Tour
has some rules that limited the amount of betting activity, etc. during the
match. As far as the golf being played, it wasn’t spectacular, but it was
competitive. The positives were how close the match was and getting to see the
two best players of their generation going head to head. The negatives were
that it was a bit more boring than we wanted and the contrived par three
playoff hole where the players teed off from a practice green. I liked that
neither player wanted to win with the other player missing a short second putt
and that it took a good birdie for Phil to walk away with $10 million. I just
wish we’d seen this ten years ago, when both players were in the middle of
major tournament winning seasons.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Birdies: Molinari at The Open Championship and Rose taking
the FedEx Cup&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Since the Europeans seem to thrive on the team concept, I
decided to pair these two great golfers together in this piece. With Tiger
Woods breathing down his neck at Carnoustie, Francesco Molinari held it
together down the stretch to become the first Italian major champion. The 36
year old had an incredible month of July, winning the Quicken Loans National
with a closing 62 and finishing second in the John Deere Classic a couple of
weeks later. Then he hopped on a plane for Scotland and left a few days later
with the Claret Jug. The Quicken Loans was his first PGA Tour win to go with a
quintet of European Tour victories.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;Molinari has only been playing on the PGA Tour full time since 2015 and
it appears the move has finally paid off. Rose’s win in the season-long FedEx
Cup competition solidified the nine time Tour winner and former U.S. Open champ
as one of the top players in the game. He finished one shot out of finishing
2018 as the number one player in the world rankings, losing out to Brooks
Koepka. Rose’s rise to prominence is interesting as the Englishman crashed into
our consciousness as an 18 year old amateur who contended at the 1998 Open
Championship. He turned pro shortly thereafter, but missed his first 21 cuts.
His perseverance eventually resulted in 12 European and 9 PGA Tour victories. His
FedEx Cup championship was overshadowed by Woods’ win at The Tour Championship,
but it was a hard earned accomplishment.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Eagle: Brooks Koepka’s two majors and second consecutive
U.S. Open&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
For only the second time in almost 70 years, a golfer won
back to back U.S. Open Championships. Brooks Koepka, who defeated 155 other
golfers and a brutal Shinnecock Hills golf course, was greeted at the 18th hole
by the last one to accomplish the feat, 1988 and 1989 champion Curtis Strange.
Strange was a member of the Fox broadcast team and the only one alive who can
relate to what Koepka was dealing with as he made putt after putt to secure the
win. A couple of months later, he capped off an incredible season by taking the
PGA Championship at Bellerive Country Club in St. Louis, outlasting Tiger Woods
down the stretch with an awesome display around the greens. Koepka capped off a
great 2018 by winning The CJ Cup @ Nine Bridges, his first start of the
wraparound 2018 - 2019 season. Of his five Tour victories, three are major
championships. It almost seems as if he lacks a pulse, or at least nerves. The
28 year old out of Florida State appears to have a&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;bright future.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Hole-in-One: The return of Tiger Woods&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
As the gallery swarmed through the ropes on the fairway of
the 18th hole at East Lake Golf Club, a red shirt clad Tiger Woods emerged,
with Rory McIlroy a couple of steps behind. A few minutes later, Woods was
standing over a putt to end his long journey. Less than a year before, as
vice-captain for the victorious American Presidents Cup team, Woods had
reportedly questioned whether he would ever play another round of competitive
golf. His comeback had begun quietly in November of 2017, at his own Hero World
Challenge in the Bahamas. Tiger seemed to be pain free after well documented
knee and back surgeries, the last one a risky fusion operation. His drives were
long, at times outdriving big hitting Justin Thomas, his playing partner in the
first round. He went on to finish in a tie for ninth in the 18 player field. His
world ranking was somewhere in the 900’s, but it was cause for cautious
optimism.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Could he stay healthy? By the
time the Masters rolled around in April, the 14 time major winner was coming
off consecutive top five finishes, including a second place at the Valspar
Championship. A tie for 32nd at Augusta was a little disappointing, but the
progress in his game was evident. He was making cuts and slowly moving up the
world rankings and the FedEx Cup standings.His tie for 11th at The Players on a
course that is not well suited to his game caused interest to soar once again.
An ugly start at the U.S. Open doomed him to missing the weekend, but a fourth
place tie at the Quicken Loans sent him into The Open Championship with renewed
confidence. Standing over a greenside chip shot on the 11th hole on Sunday,
Woods had a one shot lead, just seven holes from a 15th major title. But a poor
decision on the shot resulted in a double-bogey and a sixth place result as he
watched Molinari go onto victory. The top-ten finish, however, advanced him to
50th in the world rankings, qualifying him for the World Golf Championship -
Bridgestone Championship a couple of weeks later. He finished in the middle of
the pack and headed to St. Louis for the PGA Championship. As mentioned
previously, he again contended and settled for second behind Koepka. But he’d
done something almost as incredible as his first year on Tour, when he
qualified for one of 30 spots in the Tour Championship in only seven events.
This time, he qualified in 20th place and posted finishes of 40th, 24th and
sixth in the first three playoff events. More importantly, he’d played five out
of six weeks without any adverse physical issues. That he had that two foot
putt to win again had the sports world mesmerized.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;A few moments later, he was bent over at the
waist, his head in his hands, having just sunk a putt that would give him his
80th career PGA Tour victory. To see him embracing caddie Joey Lacava in
victory was as emotional a scene as I’ve witnessed in sports. The Tour
Championship win ended five winless years for perhaps the best golfer of all
time, marking what could also be the most unlikely comeback in sports&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;history.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Don&#39;t forget to check out my new book, &quot;Offsetting Penalties - A PK Frazier Novel&quot; at&amp;nbsp; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://www.amazon.com/s/ref=nb_sb_noss_2?url=search-alias%3Daps&amp;amp;field-keywords=kevin+krest&quot; style=&quot;background-color: white; color: #888888; line-height: 18.48px; text-decoration: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;georgia&amp;quot;;&quot;&gt;Amazon.com&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;. Also check out &lt;a href=&quot;http://www.thechtonsports.com/&quot;&gt;www.thechtonsports.com&lt;/a&gt; for our podcasts and live broadcast on Tuesday&#39;s at 9:00 pm EST. I can also be reached via email at kevin@pkfrazier.com.&lt;br /&gt;
&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://kevkrestsports.blogspot.com/feeds/218799602851120944/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kevkrestsports.blogspot.com/2018/12/2018-golf-season-in-review-double.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/218799602851120944'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/218799602851120944'/><link rel='alternate' type='text/html' href='http://kevkrestsports.blogspot.com/2018/12/2018-golf-season-in-review-double.html' title='GOLF: A LOOK BACK AT 2018'/><author><name>Kevin Krest</name><uri>http://www.blogger.com/profile/03911856510542339044</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjb5zTZ_gL3zPiBn4Yl5j66WSP4_SZAACQwCkIEBGqOLho-Do3wYqOpL2IuLfYVdPawe6TR3pZSi0Q5tRIvu636WhixOkKOxbJK8nNp3_p89fAfPTQfUdqcdbe4ExHipXk7We8A6S6Mmcw/s72-c/Offseting+penalties+cover+-+smashwords+-+small.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1257462975940584527.post-4696062281492197624</id><published>2018-11-07T09:45:00.002-06:00</published><updated>2018-11-07T09:45:54.479-06:00</updated><title type='text'>A WEDNESDAY IN NOVEMBER: DUKE ROLLS, COWBOYS STRUGGLE, ALABAMA ON TOP AGAIN</title><content type='html'>&lt;u&gt;Duke Embraces One and Done:&lt;/u&gt; Duke basketball coach Mike Krzyzewski was a little late to the &quot;one and done&quot; party in the college game, but in a contest pitting his young squad against the master of the strategy, John Calipari&#39;s Kentucky Wildcats, it&#39;s apparent the reigning king of coaches has figured it out. Led by freshman RJ Barrett, Zion Williamson and Cam Reddish who combined for 83 points, the fourth-ranked Blue Devils scorched second-ranked Kentucky 118 - 84. Those three top scorers came just one point short of beating the Wildcats by themselves. This wasn&#39;t done against some early season sacrificial lamb in the friendly confines of Cameron Indoor Stadium, but on a neutral court against one of the other premier programs in NCAA history. Kentucky is also supposedly stacked with talent, but we&#39;ll have to let the season unfold before getting a full understanding of how impactful this win is for Duke. As we&#39;ve seen in the past, whether it&#39;s basketball for football, an opening game win that we thought would set the stage for the season can lose its luster if either team stumbles in the ensuing weeks. People are already talking about Duke going undefeated, but I&#39;m not jumping on that bandwagon yet. Is Duke undoubtedly a great team? I would tend to say yes. Are we premature in anointing the Blue Devils as the next great thing? Absolutely. Duke is a young team and had the advantage of jumping out early on Kentucky, another team made up of freshman and sophomores. If the Blue Devils are able to dominate a very difficult ACC, then I&#39;ll check back on the subject in March. Until then, all I know is Duke put a big time hurt on Kentucky in the season&#39;s opening game.&lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;Cowboy&#39;s Fan Base Must Be Getting Restless:&lt;/u&gt; As a long suffering one-time avid Redskins fan who has fallen to lukewarm status, it surprises me that the Cowboys still enjoy a rather rabid following. They have an owner in Jerry Jones who feels like he knows football because he pulled off one big trade almost thirty years ago in the pre-free agency era that resulted in three Super Bowl wins in four years. The Cowboys have won just a single playoff game in twenty years. Jones has stuck with head coach Jason Garrett despite mostly mediocre winning records that have made it difficult for the team to get any high draft picks without trading up to get them. By refusing to bring in an NFL savvy general manager, Jones has perpetuated that mediocrity. I suspect, although last week&#39;s trade for Amari Cooper with the Raiders was a good one, that Jones&#39; high profile may make it difficult for him or his son Stephen to do the back channel work necessary to get the players necessary to upgrade the team. I actually have a lot of respect for Jerry Jones. He is a loyal manager about whom many say good things. The fact that he revolutionized what a franchise in the NFL looks like are a tribute to his business acumen. Just like Dan Snyder in Washington, that business success hasn&#39;t translated into winning on the field in the current millenium. Even when they have talent, the Cowboys find a way to lose. Running back Ezekiel Elliott has been held to just 94 yards on 32 carries in the last two games. In a game that Dallas could still win Monday night against the Titans, Elliott disappeared in the second half. I have to agree with Troy Aikman, the Hall of Fame former Cowboy quarterback, who said in an interview Tuesday that the Dallas organization needs a total overhaul. It&#39;s doubtful Jerry Jones will fire himself or son Stephen as general manager, but perhaps they&#39;ll start the process with bringing in a new coaching staff.&lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;Where Does This Crimson Tide Team Stand Historically?&lt;/u&gt; After dismantling what is considered a pretty good LSU team 29 - 0 on Saturday night at hostile Death Valley in Baton Rouge, Louisiana, it&#39;s probably not unreasonable to start speculating where this Alabama team ranks with the best teams of all time. The last couple of regular seasons I wasn&#39;t totally sold on the Crimson Tide as a complete team. Even though he was talented, quarterback Jalen Hurts was a bit inconsistent and their secondary was vulnerable to big plays. With the emergence of Tua Tagovailoa behind center and a strengthened defense, Alabama looks virtually unbeatable to me. Tua hasn&#39;t even had to play a full game, so it&#39;s scary to think what the Tide would do with the top offense on the field for 60 minutes. A lot of so called experts are speculating what happens if Georgia beats Alabama in the SEC championship game. Did they not watch the second half of last seasons&#39; national championship game? Georgia is probably not quite as good as they were last year and the Tide is clearly better. It would be a huge upset for someone to be able to topple Alabama this season, unless it&#39;s Clemson in the title game. So where does this team stand in history? As premature as it is, since they haven&#39;t won the title this season, I believe they rank pretty high, perhaps first or second. The other team that comes to mind that I believe is in the same class is the 1995 Nebraska Cornhuskers, who dismantled a pretty good Florida team 62 - 24 in the Fiesta Bowl to cap off an undefeated season with a national championship. The &#39;Huskers scored more than 40 points in all but two games and one of those was a 37 - 0 thrashing of rival Oklahoma. Will this Alabama team meet those standards?&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Don&#39;t forget to check out my new book, &quot;Offsetting Penalties - A PK Frazier Novel&quot; at&amp;nbsp; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://www.amazon.com/s/ref=nb_sb_noss_2?url=search-alias%3Daps&amp;amp;field-keywords=kevin+krest&quot; style=&quot;background-color: white; color: #888888; line-height: 18.48px; text-decoration: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;georgia&amp;quot;;&quot;&gt;Amazon.com&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;. Also check out &lt;a href=&quot;http://www.thechtonsports.com/&quot;&gt;www.thechtonsports.com&lt;/a&gt; for our podcasts and live broadcast on Tuesday&#39;s at 8:30 pm EST. I can also be reached via email at kevin@pkfrazier.com.&lt;br /&gt;
&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://kevkrestsports.blogspot.com/feeds/4696062281492197624/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kevkrestsports.blogspot.com/2018/11/a-wednesday-in-november-duke-rolls.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/4696062281492197624'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/4696062281492197624'/><link rel='alternate' type='text/html' href='http://kevkrestsports.blogspot.com/2018/11/a-wednesday-in-november-duke-rolls.html' title='A WEDNESDAY IN NOVEMBER: DUKE ROLLS, COWBOYS STRUGGLE, ALABAMA ON TOP AGAIN'/><author><name>Kevin Krest</name><uri>http://www.blogger.com/profile/03911856510542339044</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjb5zTZ_gL3zPiBn4Yl5j66WSP4_SZAACQwCkIEBGqOLho-Do3wYqOpL2IuLfYVdPawe6TR3pZSi0Q5tRIvu636WhixOkKOxbJK8nNp3_p89fAfPTQfUdqcdbe4ExHipXk7We8A6S6Mmcw/s72-c/Offseting+penalties+cover+-+smashwords+-+small.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1257462975940584527.post-4176620534117301528</id><published>2018-06-05T10:49:00.002-05:00</published><updated>2018-06-05T10:49:47.980-05:00</updated><title type='text'>A SURPRISE FINALE TO THE USGA&#39;S 73RD U.S. WOMEN&#39;S OPEN</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
When Ariya Jutanugarn stood on the 10th tee Sunday afternoon
in the U.S. Women’s Open, her lead over Hyo Joo Kim was a seemingly
insurmountable seven shots. It appeared the rest of the field was playing for
second place and a nice piece of the biggest purse on the LPGA Tour schedule.
Five birdies and a bogey by Jutanugarn had bettered her score by four shots to
16 under par. A couple of hours later, she stood over a five foot&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;bogey putt to secure a spot in a playoff
against Kim, who carded a bogey-free 67, with two birdies on the back nine,
including a chip in on the 15th hole, to erase the huge deficit. I’m certain
Ariya was asking herself, “How did this happen?”&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
It began with a pushed three wood on the 10th hole that
found the water hazard on the right side of the fairway. She had to play a
short third shot because of tree issues and finally brushed in a short putt for
a triple-bogey seven. The shock of the score was not just the three lost shots,
but the break down by the most reliable club in Jutanugarn’s bag: her three
wood. Without a driver in her bag, Ariya had depended on the length and
accuracy of her fairway metal to forge the big lead and it was surprising to
see that wayward drive on the 10th hole. Compounding her problems, she decided
to abandon the three-wood for most of the rest of the round in favor of a
driving iron and it appeared to shake her confidence and rhythm. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlUwwKN_aGj23-OTJApNT3b0zjqUuJzB8QFWvV9jsacMuVEE1qwl4fom8s7xgXozJRROKYhbRG-YO7jCIr5_G9OE4HWLpKtpD7eqYPFWBcussU54B00pEqucHVk_8dfWFUrJKLI9pz8yuZ/s1600/Ariya+playoff.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1067&quot; data-original-width=&quot;1600&quot; height=&quot;213&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlUwwKN_aGj23-OTJApNT3b0zjqUuJzB8QFWvV9jsacMuVEE1qwl4fom8s7xgXozJRROKYhbRG-YO7jCIr5_G9OE4HWLpKtpD7eqYPFWBcussU54B00pEqucHVk_8dfWFUrJKLI9pz8yuZ/s320/Ariya+playoff.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Ariya Jutanugarn With Her Driving Iron&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Meanwhile Kim, the 2014 Evian Championship winner, was
putting together a flawless inward nine holes. The similarities between the 22
year-old Korean and Jutanugrn are interesting. Both share a birth year, the
same number of majors as well as only a single previous &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;made cut in the U.S. Women’s Open in 2016. Of
course, there was nothing similar about what transpired for the players on
Sunday’s back nine. Kim entered the two-hole aggregate playoff without a bogey
in her last 31 holes and was beaming with confidence before teeing off on the
14th hole. Her mood further improved after her birdie on the first playoff
hole. giving her a one-shot lead going to the 18th hole. Forty-five minutes
later, Ariya Jutanugarn was holding the trophy after somehow averting one of
the biggest collapses in major championship history after Kim bogeyed the 18th
hole twice, the second time after the playoff had gone to sudden death when the
two players were tied after the end of the two-hole aggregate portion. &lt;/div&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHpm5ltSzBAJxbNyrXwZLs9nm1HcDYJhLBL7WSujWqGb4O7ZBhNeEj72eS04otpVXZxzky5RMYOxqG1WTlH9FOZGW93Z4dze9jhNOQAGYVABM9DyX_oirxQBr_QwIUi67pmF8seIQ7nURc/s1600/Kim+playoff.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1067&quot; data-original-width=&quot;1600&quot; height=&quot;213&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHpm5ltSzBAJxbNyrXwZLs9nm1HcDYJhLBL7WSujWqGb4O7ZBhNeEj72eS04otpVXZxzky5RMYOxqG1WTlH9FOZGW93Z4dze9jhNOQAGYVABM9DyX_oirxQBr_QwIUi67pmF8seIQ7nURc/s320/Kim+playoff.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Hyo Joo Kim&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Initially, this piece was going to be about the weekend
dominance of Jutanugarn, who had turned a five shot deficit to Sarah Jane Smith
at the beginning of her second round into the large lead with nine holes
remaining. It was going to be about how far she hits the ball, out-driving most
of her competitors using a three wood off the tee. It was going to be about her
calm under pressure and her ability to make big putts at the right time, as she’s
done to chalk up eight LPGA titles, including the &lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUrWER71zBUnlIoNmdDrZlu90rqy9YNu5z5WN0EfLoTnuuTojtFqYEEAMv24EpXog9d0lGm4u1MY6TJtI0OdPa_ITAJPd_AXxWTDop0m1p7FkIG_wyEzRcjH4OwCE2_eqA-GFoEUsfw8Nu/s1600/Ariya+trophy.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1067&quot; data-original-width=&quot;1600&quot; height=&quot;213&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUrWER71zBUnlIoNmdDrZlu90rqy9YNu5z5WN0EfLoTnuuTojtFqYEEAMv24EpXog9d0lGm4u1MY6TJtI0OdPa_ITAJPd_AXxWTDop0m1p7FkIG_wyEzRcjH4OwCE2_eqA-GFoEUsfw8Nu/s320/Ariya+trophy.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
2016 Ricoh Women’s British
Open. It was going to be about we might be looking at the next dominant player
in women’s golf, especially with the way she can close out wins after leading
going into the final round. The question is did a bad nine holes, including a
pair of closing bogeys, change all of that? If all we look at is the result,
perhaps not. She won her second major championship at the age of 22 and did so
by demonstrating incredible resiliency by hanging in there despite falling a
stroke behind with one hole left in the playoff. A bad nine holes certainly
doesn’t diminish her power and poise. In fact, coming back and winning despite
a collapse of that magnitude should actually enhance the impression we have of
the best golfer to ever come out of Thailand. It was no surprise that Ariya
Jutanugarn was holding the trophy as the light faded Sunday afternoon at Shoal
Creek, but the three hours leading up to the moment certainly was.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Don&#39;t forget to check out my new book, &quot;Offsetting Penalties - A PK Frazier Novel&quot; at&amp;nbsp; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://www.amazon.com/s/ref=nb_sb_noss_2?url=search-alias%3Daps&amp;amp;field-keywords=kevin+krest&quot; style=&quot;background-color: white; color: #888888; line-height: 18.48px; text-decoration: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;georgia&amp;quot;;&quot;&gt;Amazon.com&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;. Also check out &lt;a href=&quot;http://www.thechtonsports.com/&quot;&gt;www.thechtonsports.com&lt;/a&gt; for our podcasts and live broadcast on Tuesday&#39;s at 8:30 pm EST. I can also be reached via email at kevin@pkfrazier.com.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://kevkrestsports.blogspot.com/feeds/4176620534117301528/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kevkrestsports.blogspot.com/2018/06/a-surprise-finale-to-usgas-73rd-us.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/4176620534117301528'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/4176620534117301528'/><link rel='alternate' type='text/html' href='http://kevkrestsports.blogspot.com/2018/06/a-surprise-finale-to-usgas-73rd-us.html' title='A SURPRISE FINALE TO THE USGA&#39;S 73RD U.S. WOMEN&#39;S OPEN'/><author><name>Kevin Krest</name><uri>http://www.blogger.com/profile/03911856510542339044</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlUwwKN_aGj23-OTJApNT3b0zjqUuJzB8QFWvV9jsacMuVEE1qwl4fom8s7xgXozJRROKYhbRG-YO7jCIr5_G9OE4HWLpKtpD7eqYPFWBcussU54B00pEqucHVk_8dfWFUrJKLI9pz8yuZ/s72-c/Ariya+playoff.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1257462975940584527.post-5438391081188516427</id><published>2018-06-02T09:48:00.001-05:00</published><updated>2018-06-02T09:52:13.618-05:00</updated><title type='text'>MOTHER NATURE MAKES A COMEBACK AT THE 73RD U.S. WOMEN&#39;S OPEN</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
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Shoal Creek, Alabama: Mother Nature decided the match wasn’t
quite over, making another run at the U.S. Women’s Open Friday afternoon. Play
was suspended at 2:27 p.m., just before the final groups of the afternoon wave
teed off, because of dangerous weather conditions, primarily due to lightning
in the area. Three hours and 49 minutes later at 6:16 p.m., with darkness
looming, players returned to the course and made it to 7:20 p.m. before play
was suspended once again due to weather. With sunset&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;at 7:50 p.m., it was doubtful, given the
cloudy conditions, that the players would have &lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0ejAF9y_W6Gs3mfOKefcbMfoaMs7K4kBX45dd7mL1p283RbMlEMaTNQxVwqK_AfnKPd5yRgArzgj1ipUxGSLlrwtAW_ficVpVDqVijGpKPD4_UIgs6COobcj8V4sN6W2Woa2E44Nb232C/s1600/Shoal+Creek+Clubhouse.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;373&quot; data-original-width=&quot;540&quot; height=&quot;221&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0ejAF9y_W6Gs3mfOKefcbMfoaMs7K4kBX45dd7mL1p283RbMlEMaTNQxVwqK_AfnKPd5yRgArzgj1ipUxGSLlrwtAW_ficVpVDqVijGpKPD4_UIgs6COobcj8V4sN6W2Woa2E44Nb232C/s320/Shoal+Creek+Clubhouse.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
had enough light to play much
longer. There was little or no rain that fell during the initial suspension, so
officials had hoped to begin play at Saturday at 6:45 a.m. with 78 players
still on the course. This is where Mother Nature decided to try to even the
match, dumping just short of an inch of rain on the course overnight and
delaying the start of play until 7:45 a.m. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Despite the weather delays, there were some highlights of
round two. First round co-leader Sarah Jane Smith of Australia birdied six
holes in an 11 hole stretch to get to 11-under par and take a six-shot lead on
Ariya Jutanugarn, who was in the afternoon wave. Smith eventually cooled off,
playing her final six holes in one-over par to finish at 10 under par for the
tournament, the same total she was able to post for the back nine. “I think the
side sets up nice for a fade and there’s been a few pins tucked on the right
side of greens and that’s made it a little easier for me to get at them, I
think,” the leader remarked after her round. Smith’s caddie also happens to be
her husband. “We’re experienced together. He knows me better than anyone on the
course and off, probably. So I think it’s just a comfort level that comes with
that.” Smith has been on tour since 2006 and has yet to record a victory. Her
best finish in a major were a pair of ties for second at the KPMG Women’s PGA
Championship in 2010 and 2017. This is her seventh U.S. Women’s Open and she’s
only made one cut, when she finished in a tie for 46th in 2013. Her 2018 season
has been disappointing, with six made cuts in 13 tournaments and a highest
finish of just a tie for 26th at the Kia Classic. To categorize her hot start
as a surprise would be a vast understatement.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Ariya Jutanugarn’s presence on the leaderboard is no
surprise, as she’s coming off a victory at Kingsmill, her eighth win on the
LPGA Tour, including a major title in the 2017 RICOH Women’s British Open. Her
record in the U.S. Women’s Open isn’t nearly as impressive, with only one made
cut in five appearances. Jutanugarn birdied her first hole and stood at
six-under when play was halted Friday evening, putting her in a tie with
Su-Hyun Oh, another Australian who completed play in the early groups. No one
else was better than three-under par for the tournament, with only Jutanugarn
among the late starters in the top ten. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
In other news, there was a somewhat premature announcement that
Brittany Lincicome will be competing in the PGA Tour’s Barbasol Championship,
July 19 - 22 in Lexington, Kentucky. Lincicome will be playing on a sponsor’s
exemption in the event held opposite The Open Championship. “I love competing
with the guys. I feel like I step up my game when I play with them. I always thought
it would be cool to try,” the two-time major champion commented following her
round on Friday. “I just got a text from my agent. We weren’t going to announce
it until Monday, so I don’t think anyone knows.” Well, that all changed in a
big way following&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;her quick appearance
before the press. The seven time winner on the LPGA tour will join Annika
Sorrenstam and Michele Wie as the only women to play in a PGA Tour event. &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Don&#39;t forget to check out my new book, &quot;Offsetting Penalties - A PK Frazier Novel&quot; at&amp;nbsp; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://www.amazon.com/s/ref=nb_sb_noss_2?url=search-alias%3Daps&amp;amp;field-keywords=kevin+krest&quot; style=&quot;background-color: white; color: #888888; line-height: 18.48px; text-decoration: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;georgia&amp;quot;;&quot;&gt;Amazon.com&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;. Also check out &lt;a href=&quot;http://www.thechtonsports.com/&quot;&gt;www.thechtonsports.com&lt;/a&gt; for our podcasts and live broadcast on Tuesday&#39;s at 8:30 pm EST. I can also be reached via email at kevin@pkfrazier.com.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://kevkrestsports.blogspot.com/feeds/5438391081188516427/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kevkrestsports.blogspot.com/2018/06/mother-nature-makes-comeback-at-73rd-us.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/5438391081188516427'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/5438391081188516427'/><link rel='alternate' type='text/html' href='http://kevkrestsports.blogspot.com/2018/06/mother-nature-makes-comeback-at-73rd-us.html' title='MOTHER NATURE MAKES A COMEBACK AT THE 73RD U.S. WOMEN&#39;S OPEN'/><author><name>Kevin Krest</name><uri>http://www.blogger.com/profile/03911856510542339044</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0ejAF9y_W6Gs3mfOKefcbMfoaMs7K4kBX45dd7mL1p283RbMlEMaTNQxVwqK_AfnKPd5yRgArzgj1ipUxGSLlrwtAW_ficVpVDqVijGpKPD4_UIgs6COobcj8V4sN6W2Woa2E44Nb232C/s72-c/Shoal+Creek+Clubhouse.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1257462975940584527.post-671474095494538841</id><published>2018-06-01T08:25:00.004-05:00</published><updated>2018-06-01T08:25:43.494-05:00</updated><title type='text'>73rd U.S. WOMEN&#39;S OPEN ONE UP ON MOTHER NATURE</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
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Shoal Creek, Alabama: In a golf match where Mother Nature
took a big lead on the USGA in the opening holes, the staff and grounds crew
scored a comeback and despite heavy rains earlier in the week inflicted by
Tropical Storm Alberto, the U.S. Women’s Open started on time at 6:40 a.m. Thursday
morning. Under cloudy skies, groups teed off on the first and tenth holes, and
with the only rain in the forecast coming on Friday afternoon, it appears the
tournament will end as expected on Sunday. The players are playing the ball as
it lies, with the USGA choosing not to break with its tradition of never having
held a round in any of its championships where they went with lift, clean and
place rules. “Our intention is to rely on our considerable experience. We
played 72 of these U.S. Women’s Opens, in fact, 117 U.S. Open Championships
playing the ball as it lies, finishing the competition and so it’s our
intention to do that this week as well,” commented John Bodenhamer, Sr.Managing
Director of the USGA during an interview Tuesday afternoon. So far he’s been
true to his word.&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5S6uR3LweGJq2Wdt-EQVCeenUY-G5dDnG3yvz1Y9kT4P-nAFLpnbdqNyn0VxRDGrUAvyznS30z-sTv5KQK6A5ctLhFHHanDJ5ZRYbYdWwVXbkidUc_m-QhZyl5YANfSLv5mwWFSNwdQ4y/s1600/Lexi+Thompson+-+Michelle+Wie+-+8th+hole.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;389&quot; data-original-width=&quot;342&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5S6uR3LweGJq2Wdt-EQVCeenUY-G5dDnG3yvz1Y9kT4P-nAFLpnbdqNyn0VxRDGrUAvyznS30z-sTv5KQK6A5ctLhFHHanDJ5ZRYbYdWwVXbkidUc_m-QhZyl5YANfSLv5mwWFSNwdQ4y/s320/Lexi+Thompson+-+Michelle+Wie+-+8th+hole.jpg&quot; width=&quot;281&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Lexi Thompson and Michelle Wie on the 8th green&lt;/td&gt;&lt;/tr&gt;
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I’m here at Shoal Creek to continue my coverage of U.S.
professional golf. My first experience with the U.S. Women’s Open was as a nine
year old wandering the fairways of The Cascade Course in Hot Springs, Virginia.
That tournament boasted some of the pioneers of women’s golf, including Mickey
Wright, Betsy Rawls, Louise Suggs and Patty Berg, who between them had 11 U.S.
Women’s Open titles. The course was brutally difficult, with the winner posting
a score of 10 over par 294 on the par 71 layout. It turned out to be an historic
finish for Catherine Lacoste of France, still the only win by an amateur in the
history of the event. I remember watching her joyfully running through the
parking lot after her victory, back in the day when the players were much more
accessible to the spectators than they are today. Former champions Betsy Rawls
and Brittany Lang both came close as amateurs, finishing second, but neither
matched the feat of Lacoste, from the famous alligator shirt company family.&lt;/div&gt;
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&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Shoal Creek Clubhouse&lt;/td&gt;&lt;/tr&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Shoal Creek, which opened in 1977 and &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;hosted the 1984 and 1990 PGA&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Championships, as well as U.S. Amateur in
1986 and the U.S. Junior Amateur in 2008, was the first solo design by Jack
Nicklaus. It’s situated southeast of Birmingham and offers beautiful, rolling terrain,
not unlike another of Nicklaus’ designs, Muirfield Village where the PGA Tour’s
Memorial is taking place this week. Although the grounds of the course are wet,
the fairways and greens themselves appear very playable. I watched several
groups come through the par 4 eighth hole and didn’t see any mud on the balls.
The putting surfaces, which have sub-air drying systems, are still firm. With
the weather forecast of sunny conditions, light winds and no rain, it’s
possible the course will get dryer and firmer as the weekend moves on.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Don&#39;t forget to check out my new book, &quot;Offsetting Penalties - A PK Frazier Novel&quot; at&amp;nbsp; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://www.amazon.com/s/ref=nb_sb_noss_2?url=search-alias%3Daps&amp;amp;field-keywords=kevin+krest&quot; style=&quot;background-color: white; color: #888888; line-height: 18.48px; text-decoration: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;georgia&amp;quot;;&quot;&gt;Amazon.com&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;. Also check out &lt;a href=&quot;http://www.thechtonsports.com/&quot;&gt;www.thechtonsports.com&lt;/a&gt; for our podcasts and live broadcast on Tuesday&#39;s at 8:30 pm EST. I can also be reached via email at kevin@pkfrazier.com.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://kevkrestsports.blogspot.com/feeds/671474095494538841/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kevkrestsports.blogspot.com/2018/06/73rd-us-womens-open-one-up-on-mother.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/671474095494538841'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/671474095494538841'/><link rel='alternate' type='text/html' href='http://kevkrestsports.blogspot.com/2018/06/73rd-us-womens-open-one-up-on-mother.html' title='73rd U.S. WOMEN&#39;S OPEN ONE UP ON MOTHER NATURE'/><author><name>Kevin Krest</name><uri>http://www.blogger.com/profile/03911856510542339044</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5S6uR3LweGJq2Wdt-EQVCeenUY-G5dDnG3yvz1Y9kT4P-nAFLpnbdqNyn0VxRDGrUAvyznS30z-sTv5KQK6A5ctLhFHHanDJ5ZRYbYdWwVXbkidUc_m-QhZyl5YANfSLv5mwWFSNwdQ4y/s72-c/Lexi+Thompson+-+Michelle+Wie+-+8th+hole.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1257462975940584527.post-7851207734975776936</id><published>2018-05-07T16:00:00.000-05:00</published><updated>2018-05-07T16:00:10.213-05:00</updated><title type='text'>THE GREATS OF GOLF: NICKLAUS, PLAYER AND SORENSTAM COMMENT ON THE GAME</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
The buzz around the grounds of The Woodlands Country Club indicated that some big names had made their way onto the property. Media members are accustomed to being around the top players in golf, but occasionally circumstances turn even the most seasoned reporters into fans. About 10:15 am on Saturday, Annika Sorenstam made her way into the media center,
accompanied by son Will and husband Mike. &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;The 10 time LPGA major championship winner was relaxed and cordially greeted the gathering of press members. Next, global golf ambassador Gary
Player entered, dressed all in white and taking every opportunity to espouse
exercise and a healthy lifestyle. Finally, the greatest of all time, Jack Nicklaus made his
appearance and the trio were led to a table in front of the small interview
room adjacent to the area housing the media . Sorenstam is the first woman to play in the
3M Greats of Golf, an exhibition following the second round of the PGA Tour
Champions Insperity Invitational in The Woodlands, Texas. It features twelve
past champions of the game, including seven &lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnLNpGKI_EVk4wKEXxmSZaPw84EZWd23EXcDiHlPDGOA-xjlcClylJJXML-Rt9gLxB7iDH7vmkVaGf-oyNaRznQY_f-Hl1c37WGZ5RF7T_45ge7bR_ent3IOL5LVi5CBSO5CXZQipIvzmm/s1600/3M+Greats+PC.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;393&quot; data-original-width=&quot;634&quot; height=&quot;198&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnLNpGKI_EVk4wKEXxmSZaPw84EZWd23EXcDiHlPDGOA-xjlcClylJJXML-Rt9gLxB7iDH7vmkVaGf-oyNaRznQY_f-Hl1c37WGZ5RF7T_45ge7bR_ent3IOL5LVi5CBSO5CXZQipIvzmm/s320/3M+Greats+PC.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Jack Nicklaus, Annika Sorenstam and Gary Player&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
members of the World Golf Hall of
Fame. Nicklaus, age 78, Player, 82 and Sorenstam, 47 covered a wide range of
golf topics during a session that lasted just under 35 minutes. It began with
Gary Player commenting on Sorenstam’s presence in the event. “I just think it’s
wonderful that they decided to invite a woman to play. I’ve seen a lot of them
play the last five years. I’ve been so impressed. They play so well.” The
legendary global ambassador of golf’s remarks seemed apropos, considering that only 250 miles to the north, the Old American Golf Club in Colony, Texas was
hosting the Volunteers of America LPGA Texas Classic. &lt;br /&gt;
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&lt;br /&gt;&lt;/div&gt;
Coincidentally, this month marks the fifteenth anniversary
of Annika Sorenstam’s play at the PGA Tour’s (then) Bank of America Colonial,
where she missed the cut, shooting 71 - 74 for a five over 145. The fact that
she failed to qualify for the weekend really didn’t matter that much, as she had shown that she
could compete at the highest level. Sorenstam reflected on the tournament. “I
remember most of that week. Certainly it was the highlight of my career. It was
at a time that I was at the peak of my career and I&amp;nbsp; was looking for different motivators
to take my game to a new level.” For the record, she always played at a high
level. From 1995 - 2006, Sorenstam won ten major championships and was LPGA
player of the year and money winner ten times. She retired following the 2008
season, making the announcement a couple of days after winning her 90th
professional tournament. “At that time
it was golf, golf, golf. Now my life is fulfilled with other things.”&lt;br /&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgd4H0486IFObo1nIlesvSKuKtrzL2HEA0UX8ovqACPUkbjUWhTLk2vuiK8rZNfSz0lcH6YnuGcE3LG4GgjZ4JzDacgDra7ir7yPTc9DPIugxipgDy7nBS-q-NvBQM0lJc502d3SgbgUPef/s1600/Gary+Player+5th+hole.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;423&quot; data-original-width=&quot;462&quot; height=&quot;292&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgd4H0486IFObo1nIlesvSKuKtrzL2HEA0UX8ovqACPUkbjUWhTLk2vuiK8rZNfSz0lcH6YnuGcE3LG4GgjZ4JzDacgDra7ir7yPTc9DPIugxipgDy7nBS-q-NvBQM0lJc502d3SgbgUPef/s320/Gary+Player+5th+hole.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Gary Player watched by Annika Sorenstam and her son Will&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_ue4XzziHo7tMuLUFc4Jg0W0ETdxhdsd1jtkgNmHcV6VXrD3UjXARhAHcbq_6b7yiwQ8jD3B4IJaSBm3dAXUaiPVMAecnDC5OlZs1PJbZhciJlGfkhO2n9WCL4fMu3TEuJwM7nlgQnWQ5/s1600/Jack+7th+hole.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;287&quot; data-original-width=&quot;362&quot; height=&quot;253&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_ue4XzziHo7tMuLUFc4Jg0W0ETdxhdsd1jtkgNmHcV6VXrD3UjXARhAHcbq_6b7yiwQ8jD3B4IJaSBm3dAXUaiPVMAecnDC5OlZs1PJbZhciJlGfkhO2n9WCL4fMu3TEuJwM7nlgQnWQ5/s320/Jack+7th+hole.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Jack Nicklaus at the seventh hole at the Woodlands&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
One of the things that I knew from prior comments by Jack
Nicklaus, in particular, was that all three of the greats have a keen interest
in making sure the game of golf is healthy and established for future growth. I
asked the trio how we do that. Jack Nicklaus was the first to respond. “We&#39;ve got to get out of the dark ages. The millennials are looking for instant
gratification. When Gary and I used to play the British Open, we’d play in two
hours and 25 minutes. Why can’t we play in two hours and 25 minutes?” The 18
time major championship winner went on to answer his own question. “The three
things are, golf courses are too difficult, the game is too expensive and it
takes too long. We need to do things to bring people into the game and keep
them in the game. I think the USGA and the PGA of America are very aware of
that and I think they’re working on things to try to get there. It just takes
time.” Gary Player, the always outspoken career Grand Slam winner, chimed in
next. “I think the ball is the biggest detriment to golf. We should keep the
ball as it is for weekend golfers because the professionals are not important
at all when you think about the game. For professional golfers, it’s becoming a
joke. It’s becoming the ruination of golf.” He was referring to the distance
the current golf ball travels relative to past versions. “The head of a golf
ball company in this country says, ‘Oh, well, the guys are bigger and stronger
today’. That’s nonsense.” Player went on to name a number of former players who
were every bit as athletic as many of those playing today, referencing George
Bayer, Mike Souchak, Jack Nicklaus and Arnold Palmer. “So that’s hogwash. The
ball is just going too far.” Player’s solution? “Just cut the ball back fifty
yards. The man who markets the best will still sell the most golf balls. I
think the ball is the big problem.” Nicklaus then responded to Player’s
comments. “The ball has always been the big problem. The ball is a contributing
factor to all those other things. Gary’s absolutely dead right.”&lt;br /&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7c3GTrLYoleTmRpBldblk0K8tHEsp-QUA4ChsYgnBpnulAkA6S0xovCWj6sowCheAhqWT3K2hJNjRc5JHEUn8_lJyVT_nbVVTQ9CCuq9FYpkEfR3oBzV4Mo5g_WskP7ww84rAQEkq_jOl/s1600/Annika+5th+hole.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;352&quot; data-original-width=&quot;286&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7c3GTrLYoleTmRpBldblk0K8tHEsp-QUA4ChsYgnBpnulAkA6S0xovCWj6sowCheAhqWT3K2hJNjRc5JHEUn8_lJyVT_nbVVTQ9CCuq9FYpkEfR3oBzV4Mo5g_WskP7ww84rAQEkq_jOl/s320/Annika+5th+hole.jpg&quot; width=&quot;260&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Annika Sorenstam at the fifth hole of the Woodlands &lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
Finally, Annika Sorenstam had a chance to give her take on
the subject. “I think family is what we need to focus on. Growing the game
within families, making clubs family friendly, kids friendly. It’s not just
about introducing people to golf, how do we get them to stay in the game. I
think that’s the biggest issue. You can do that by doing &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;a little bit more, you have to modernize a few
things.” It’s no surprise that a woman who retired from the pinnacle of golf to
focus on her family would bring that perspective to the conversation. “There’s
so many options for young kids and families, of course time is the essence, you
don’t have time to be out there for four hours. Can you play three holes, six
holes, nine holes? Can you build courses that are easier to walk around for
families? Maybe make clubs not just for golf.” The World Golf Hall of Famer has
a foundation that focuses on bringing young girls into the game of golf. “It’s
not just about hitting seven irons or being good players. It’s much more than
the game. What other game do you have someone in their seventies and eighties
being here? That’s what the game of golf has to offer, it’s a game for life, so
we need to get families in there. I still think there’s growth for women. I
know there are women out there who can pick up the game. We can grow the game,
there’s no doubt. I know there are initiatives out there and we&#39;ve just got to keep
on going. Address the difficulty, accessibility and the time.”&lt;br /&gt;
&amp;nbsp; &lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
An hour later, the hoopla moved to the practice range, with the rest of the 3M Greats of Golf warming up for the 18 hole, scramble format event. The area was filled with interested media, including former players Lanny Wadkins, John Mahaffey, John Cook and Billy Ray Brown, all with the Golf Channel. Wadkins was giving Tom Weiskopf, who is coming off knee surgery, a driving &lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
lesson. Fuzzy Zoeller was talking to just about anyone who would listen in between practice shots.&quot;I don&#39;t play five days in a row anymore&quot;, he remarked as he showed Billy Ray Brown a sore left hand&lt;br /&gt;
. Meanwhile, a PGA Tour staffer was trying to gather all participants for a group photograph. It &lt;br /&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAss6arTv3gbxbfHoNQE2SLLjmd0lZyIYGf8a5SlkVB5UvJ_s57JHGLIWp1ZPEAhk_3v6O7f3e-zyP-g9MB36iu7DEzmVBsnqNZiQhgZ4RbmAF0E_oTRrylW2dZnVE0MZgflg-NQBpJ-dd/s1600/Greats+of+Golf.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;418&quot; data-original-width=&quot;612&quot; height=&quot;218&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAss6arTv3gbxbfHoNQE2SLLjmd0lZyIYGf8a5SlkVB5UvJ_s57JHGLIWp1ZPEAhk_3v6O7f3e-zyP-g9MB36iu7DEzmVBsnqNZiQhgZ4RbmAF0E_oTRrylW2dZnVE0MZgflg-NQBpJ-dd/s320/Greats+of+Golf.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;The 3M Greats of Golf&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
seemed as if the second round of the Insperity Invitational was secondary in importance.&amp;nbsp; Finally, the 3M Greats of Golf began, with Fuzzy Zoeller, Charles Coody and Bill Rodgers leading off with the team of Jack Nicklaus, Gary Player and Annika Sorenstam the last to tee off. Zoeller&#39;s group started fast, with birdies on the first four holes and they held on to tie the group of Hale Irwin, Larry Nelson and Dave Stockton at 12 under par. After a slow start, the Nicklaus, Player and Sorenstam started making some birdies but finished at 10 under par, the same score as the team of Tony Jacklin, Tom Weiskopf and David Graham.&lt;br /&gt;
&lt;br /&gt;
Hear my interview with legendary sports agent Leigh Steinberg,
 where we discussed his agency, concussions, franchise relocation and 
philanthropy at &lt;a href=&quot;http://thechtonsports.com/cold-hard-truth-sports-radio-show-1242017/&quot;&gt;http://thechtonsports.com/cold-hard-truth-sports-radio-show-1242017/&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Also
 listen to our conversation with author and sports journalist Mike 
Carey, as we discussed his latest book &quot;Bad News&quot; about Marvin Barnes 
and reminisced about Mike&#39;s coverage of the Boston Celtics during their 
glory years with Larry Bird, Kevin McHale, Danny Ainge and Robert 
Parish. &lt;a href=&quot;http://www.blogtalkradio.com/golongmedia/2017/02/08/the-cold-hard-truth-on-sports-radio-show&quot;&gt;http://www.blogtalkradio.com/golongmedia/2017/02/08/the-cold-hard-truth-on-sports-radio-show&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Don&#39;t forget to check out my new book, &quot;Offsetting Penalties - A PK Frazier Novel&quot; at&amp;nbsp; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://www.amazon.com/s/ref=nb_sb_noss_2?url=search-alias%3Daps&amp;amp;field-keywords=kevin+krest&quot; style=&quot;background-color: white; color: #888888; line-height: 18.48px; text-decoration: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;georgia&amp;quot;;&quot;&gt;Amazon.com&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;. Also check out &lt;a href=&quot;http://www.thechtonsports.com/&quot;&gt;www.thechtonsports.com&lt;/a&gt; for our podcasts and live broadcast on Tuesday&#39;s at 8:30 pm EST. I can also be reached via email at kevin@pkfrazier.com.&lt;br /&gt;
&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://kevkrestsports.blogspot.com/feeds/7851207734975776936/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kevkrestsports.blogspot.com/2018/05/the-greats-of-golf-nicklaus-player-and.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/7851207734975776936'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1257462975940584527/posts/default/7851207734975776936'/><link rel='alternate' type='text/html' href='http://kevkrestsports.blogspot.com/2018/05/the-greats-of-golf-nicklaus-player-and.html' title='THE GREATS OF GOLF: NICKLAUS, PLAYER AND SORENSTAM COMMENT ON THE GAME'/><author><name>Kevin Krest</name><uri>http://www.blogger.com/profile/03911856510542339044</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnLNpGKI_EVk4wKEXxmSZaPw84EZWd23EXcDiHlPDGOA-xjlcClylJJXML-Rt9gLxB7iDH7vmkVaGf-oyNaRznQY_f-Hl1c37WGZ5RF7T_45ge7bR_ent3IOL5LVi5CBSO5CXZQipIvzmm/s72-c/3M+Greats+PC.jpg" height="72" width="72"/><thr:total>0</thr:total></entry></feed>