<?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: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-1149345304957714326</id><updated>2012-01-29T10:05:46.626-08:00</updated><category term='Box'/><category term='Cover 2'/><category term='Pressure'/><category term='Tackling'/><category term='MOFO'/><category term='Chase'/><category term='Green'/><category term='Blitz'/><category term='Nub'/><category term='Pass Game'/><category term='Blocking Zone'/><category term='White'/><category term='Front'/><category term='Hybrid'/><category term='Run Fit'/><category term='safety'/><category term='Tackle'/><category term='Force'/><category term='Fade'/><category term='Tilt 7'/><category term='Naming'/><category term='Cover 3'/><category term='Coverage'/><category term='coaching'/><category term='Assignment'/><category term='EDD'/><category term='Divider'/><category term='Drill'/><category term='Even Front'/><category term='Tackle Box'/><category term='Playcall'/><category term='Off Season'/><category term='Cross'/><category term='Blue'/><category term='Pattern Read'/><category term='Alignment'/><category term='Collar'/><category term='Run Game'/><title type='text'>Ruthless &amp; Relentless</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://ruthlessandrelentless.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1149345304957714326/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://ruthlessandrelentless.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Calkayne</name><uri>http://www.blogger.com/profile/16130560706445092080</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='26' src='http://3.bp.blogspot.com/-Q6V1cGHb1MI/TgX_MQKq5ZI/AAAAAAAAAjE/HAAd2nUmmpI/s220/Profile_portrait.png'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>8</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1149345304957714326.post-4619290983734945016</id><published>2012-01-02T04:30:00.000-08:00</published><updated>2012-01-02T04:30:44.271-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Hybrid'/><category scheme='http://www.blogger.com/atom/ns#' term='Fade'/><category scheme='http://www.blogger.com/atom/ns#' term='Green'/><category scheme='http://www.blogger.com/atom/ns#' term='Cover 3'/><category scheme='http://www.blogger.com/atom/ns#' term='Pattern Read'/><title type='text'>Fade Technique</title><content type='html'>&lt;div style="text-align: justify;"&gt;In this post I will highlight what Coach Cordell from Glenbard West had taken from Air Force and installed into his Cover 3.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;I have taken this from him and adapted it into our Cover 3 - Green system.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;The need for a new Technique to cover the Fade was needed in the 2011 Season as we faced multiple Offences which flexed our Hybrids out and forced us into a position to play the Fade poorly. We played it poorly as we Apexed (Splitting the distance between EMOL and #2) which caused us, especially when on the Field side, to play #2 very loose. This led us to playing a more Country 3&amp;nbsp; Fade Zone. The benefit was that we where standard against the Run, but as the League became more Pass orientated something new was needed.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;In a short time we had to find a better way to play the #2. During a game I had made the decision to align shaded on #2 and have the Tandembacker/DT play Force. This worked out ok for a Gameday tweak and I had made the decision to find a way to play the Fade better from a shaded Pre Snap alignment.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;On Chiefpigskin I found a &lt;a href="http://chiefpigskin.com/video.php?id=213" target="_blank"&gt;Video&lt;/a&gt; which was exactly what I was looking for.&lt;/div&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;div style="text-align: justify;"&gt;Basically you are aligning shaded on the #2 WR and getting hands on him then reading his cut to adjust to the Fade.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;This is how we play the Fade: &lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;If #2 breaks In then the Hybrid would break to the Fade looking to get underneath #1. "In! In!" call given to the near side Tandem.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;If #2 breaks Out then the Hybrid will Match this route.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;If #2 breaks Vertical then the Hybrid will get his hands on the route and read #1. If #1 is short then Match the Route and deliver any In routes to the Tandem. If #1 is deep then come under the two Verts.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;This technique was installed within a Game week and we practiced against the following Patterns:&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;#2 WR Only: In, Out, Deep, Slant and Wheel&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;#1 and #2WR: Square In, Square Out, Smash, Wheel&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;The Following Cut-Up shows how our Field Hybrid matched up on the first Game after installing this Technique:&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://i.ytimg.com/vi/1-U2Tyjl464/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/1-U2Tyjl464?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/1-U2Tyjl464?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1149345304957714326-4619290983734945016?l=ruthlessandrelentless.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ruthlessandrelentless.blogspot.com/feeds/4619290983734945016/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://ruthlessandrelentless.blogspot.com/2012/01/fade-technique.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1149345304957714326/posts/default/4619290983734945016'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1149345304957714326/posts/default/4619290983734945016'/><link rel='alternate' type='text/html' href='http://ruthlessandrelentless.blogspot.com/2012/01/fade-technique.html' title='Fade Technique'/><author><name>Calkayne</name><uri>http://www.blogger.com/profile/16130560706445092080</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='26' src='http://3.bp.blogspot.com/-Q6V1cGHb1MI/TgX_MQKq5ZI/AAAAAAAAAjE/HAAd2nUmmpI/s220/Profile_portrait.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1149345304957714326.post-6789629514497513181</id><published>2011-10-17T11:33:00.000-07:00</published><updated>2011-10-25T11:24:31.427-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='MOFO'/><category scheme='http://www.blogger.com/atom/ns#' term='Tilt 7'/><category scheme='http://www.blogger.com/atom/ns#' term='Blue'/><category scheme='http://www.blogger.com/atom/ns#' term='Run Fit'/><category scheme='http://www.blogger.com/atom/ns#' term='Even Front'/><category scheme='http://www.blogger.com/atom/ns#' term='Cover 2'/><category scheme='http://www.blogger.com/atom/ns#' term='White'/><title type='text'>Cover 2 - Blue</title><content type='html'>&lt;!--[if !mso]&gt; &lt;style&gt;v\:* {behavior:url(#default#VML);}o\:* {behavior:url(#default#VML);}w\:* {behavior:url(#default#VML);}.shape {behavior:url(#default#VML);}&lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:RelyOnVML/&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves&gt;false&lt;/w:TrackMoves&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&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;DE&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:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val="Cambria Math"/&gt;    &lt;m:brkBin m:val="before"/&gt;    &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;    &lt;m:smallFrac m:val="off"/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val="0"/&gt;    &lt;m:rMargin m:val="0"/&gt;    &lt;m:defJc m:val="centerGroup"/&gt;    &lt;m:wrapIndent m:val="1440"/&gt;    &lt;m:intLim m:val="subSup"/&gt;    &lt;m:naryLim m:val="undOvr"/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"  DefSemiHidden="true" DefQFormat="false" DefPriority="99"  LatentStyleCount="267"&gt;   &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;   &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;   &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;   &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;   &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;   &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;   &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;   &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"   UnhideWhenUsed="false" Name="Table Grid"/&gt;   &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;   &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;   &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;   &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;   &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;   &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;   &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;   &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&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:"Normale Tabelle"; 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:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0cm; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi; mso-fareast-language:EN-US;}&lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapedefaults v:ext="edit" spidmax="2050"/&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapelayout v:ext="edit"&gt;   &lt;o:idmap v:ext="edit" data="1"/&gt;   &lt;o:rules v:ext="edit"&gt;    &lt;o:r id="V:Rule1" type="connector" idref="#_x0000_s1026"/&gt;   &lt;/o:rules&gt;  &lt;/o:shapelayout&gt;&lt;/xml&gt;&lt;![endif]--&gt;  &lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;This time around I will be talking about Middle of the Field Open (MOFO) coverage’s. How to get into them, what you can in them and why you want them. Note that this information is theoretical, I have yet to implement these ideas. However I will be presenting the Concept in such a manner that it is applicable to the system that I run and as such the concept is practicable.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;The Odd Stack lends itself to using Cover 3 and Cover 1. With the basic Alignments these Coverage’s are also very strong against both pass and run. But there comes a time when you need immediate presence in the Flats and two Alley players. This is where MOFO coverage’s come in to the Gameplan. Although you can cover the flats with a Cloud Cover 3 this does not give you 2 Alley players.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;MOFO coverage reduces your front to a seven man front, what does this mean for 8 man front bases? Your Force and Alley assignments change. In the case of this Defensive System the Contain (Chase) will also change.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;The following Chalkboard shows the Adjustment to get into a MOFO shell versus a 21 Personel Splitback Formation.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAmEAAAC5CAIAAADvZX93AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAGi/SURBVHhe7Z0FeBRHG8cPCO7B3d3d3Yq7S3E+XEpxSwLBXVusULwCxWkpxSnuTlwguDvs99vbcD0id3uXZO8umXnu4bkcszOz78h/XtdJoggKCAoICggKCAoICoRFAZ0gi6CAoICggKCAoICgQJgUcACM/PTp0/379z98+CCmMNpQ4M2bN/7+/gEBAYEmCxUoz58/jzYvLl5EocDr16/v3r3LGjC7AIKCgt69eyfoJihgKwo4AEbu3LmzcuXKf/zxh61oJPoVFBAUEBQQFIgIBZ49e3bx4sW//vpr9+7deywp1P/zzz/PnDlz7969iAzA6mftHSMfP37cpEkTnU5Xv379R48eWf2e4kFBAUEBQQFBAe0p8OLFizlz5sDnpEuXLk6cOBzmlpZYsWI5OzsXL1587Nix2iOlXWMkQraBAwfGjRsXmkLc/v37A5naz7HoUVBAUEBQQFDACgqgI5s9e7Z10BgmlPbr1+/p06dWjMTqR+waI5cuXRo/fnwDpeLFizdv3jyrX1U8aD8UQMf8Sl/QS5ktQhVtPxMXWSP5+PEjOmmzC4AKb9++ZbVEVr+iHY0pAJ/TsmVLwxmeLVu2qVOnrlq16ocfflhmrlDnp59++u6772BADS2ULVv2zp07Wr6F/WLk6dOnCxYsGOIqkTt37hMnTmhJINFXVFDg2LFjlSpVKl26dDmThf1AnRkzZnCkRsUwRJu2ogDmBTVr1jS7AKhQr169kydP2mqcot8IUuDJkyeNGjUyHOMVKlSwlAsECAoVKmRooWrVqh4eHhEclUWP2ylGQtnevXtDlwRfFwTTnTt35n8teklR2d4ocO7cufbt27dp06atisKtU3AS9jaDERzPgQMHunbtanYBUKFXr16XLl2KYHficVtRAERUDEqUwq3X19fXosH8888/+fPnFxgZkmhQ9siRI3v37t3/dcHG6eDBg5beRCyaElFZUEBQQFBAUCBSKBAaI318fCxqWWCkReQSlQUFBAUEBQQFHIYCAiMdZqrEQAUFBAUEBQQFNKaAwEiNCS66ExQQFBAUEBRwGAoIjNRuqm7durV+/foVK1Zs2rRJY9tf7V5S9CQoICggKBCNKCAwUrvJXLx4ccKECbFuih079ogRIz5//qxd36KnyKYA9txYu2EU3tRkady4MXVwkxK+H5E9AzZuj5hkWDQ3bNjQ9AKgQqdOnc6fP2/j4YruraWAwEhrKWf5c2vWrEmcOLFiAVy3bl2inFvehnjCXiiA0TJW4KVKlSpjsuAeR3F3dxcYaS8zF0nj+P3336tVq1ayZEnTC4AK1atXFy7RkUR1GzQDRnLTNXhulC9f/sGDBxaNg9k3dpSPtv6RRO6/evUqTlF4bhyysHCeHj58GN4xUaJECq3z5s1LGxYRWlS2KwqAeURxpLw0WZQ679+/t6vBi8FEnAIsAGLomF0ARGkhDJPwjo04wW3VAhiJqMCAkcWKFTt+/Lifn5+niuLl5UVmmI0bN+bKlcvQAnFfNda1aRRDgFdt3bo1UfsIvkpIOYsK4eiobxzxD4aSMEa2mnXRr6CAoICggKCAGgpwxenZs6dxPNHMmTPnzJkzu7oCOqZPn97JycnQQo0aNYBYNV1HVh2NMJLYCg0aNLA03LuJ+t27d4f6kUUF0Y6ggKCAoICgQKRTAMORtWvXJk2aNLIO/wkTJhDCN9LHaaJBjTCSfKo9evRIkyZNhgwZMkW4pEqVqkWLFvCmWlJK9CUoICggKCAoYCkFCF6P2V2tWrXgIJMkSRIivKiaP9GyEdYcXaarq6v2ligaYSRkJcgq8mUYyogXRNnaZxGzdGWI+oICggKCAoICBgoEBASQZhl9JCkNLCpnz54FO2xllxCMkX9HccFaB9MbK6gTJilp5+jRo8Txi+JRi+ajigJE4d2nuuAnEFXjEO3aiAIsAJLLq1wCNhqj6DbSKMBZjd0lhzlGqv9aXniKMx8EweQz0sakoiEF3YMxEtdDUQQFNKMAAhZMsVQWKms2MNGRNhRQvwDE7GszI6KX0BT4CiM3a1K2bNmydevWXbt27dmzR+UV0rgaT/EsLdCOJuMVnQgKCAoICggKWE8Bzmpyhe6MvEJrmp3/X2GkZkJznKKuXbumSEotLbDqPItDnWajFR0JCggKCAoICkSEArhqXL9+nWCiES+0g1IzIoOx4lntbHYePnw4ZcqU4sWLOzs7I2TD35GocvyrplCTgtSFZ/FCxbrJ0mANVpBGPCIoICggKCAoEBEKEEOgY8eOKVOmxKkhrb7wxbqSOnVqzn+CU3p7e0dkSJY+qxFGPnv2bPjw4ZHlIkM7Q4YMEf6Rlk62qC8oICggKKAlBYiRNGfOHILARNbhT1y6mzdvavkKGmEk/h7gv4FMhE4YN24cvqXk8VBTCNY6f/78woULG1og2LFgJbVcKJHbF7EJ8XMKCgriX9OFOsjnI7d30ZrNKYAbOPvX7AKgwqNHj2xl9G9zKkWPAZw5cyZfvnyGo5sIvXA4gwcPHmhhGTBgQN++fWfOnKmxi6RGGIm/f6tWrQxkAu2uXLli0QrgoDSO1NOyZUs2j0UtiMr2QwFU0ayB/Pnzcys0UQroy6RJk0RMc/uZu0gZCUYgRLTn6DS9AKjAkYrRf6R0KhqxCQWAtPr16xsOfwLl2GQYVndqG4zkcDx58qRFg4bQpPswEFpgpEXUs7fK2F4RpH7o0KHfmSzD9OW3334TUa3tbQYjOB62/9ixY80uABiO8ePHY+sRwe7E4zakABdc5tFwdLOjbTgYK7oWGGkF0cQjggKCAoICggJqKUC8CHJa1KtXD1ngqlWr1D5mH/UERtrHPIhRCAoICggKRF8KwE1ihYBqmSjnjvWWAiMda77EaAUFBAUEBQQFtKOAwEjtaC16EhQQFBAUEBRwLAoIjHSs+YrQaAl4oXF60vCGi7zlg74ggTFbHE44E6FJijEPM+9mFwAVhLlWjFkRdvqiAiPtdGIid1h37tzBjDBr1qwZM2a8fPly5DZuRWuYNX7zzTeklMNW2USprS9LliwRvh9WENmeHyEOc/Pmzc0uACq0bdv23Llz9vwuYmzRmwK2wUicoi5cuGARZYnUY+xkI3w/VFIPxpHQfUCjwfbaHrzNSI9To0aNatWqcQiaKNWrV6fO4sWLBUaqnG5HqUZ+AsKAVKlSxfQCoAI7nfSBjvJeYpzRjwIaYSQndYsWLQzHdJ48eQgEHxgY6KOuEMf20qVLnJiGFmiNALDRbz4i8Y3wKJ02bVru3LkNRCtduvSmTZvsRHRpJ8OIRIKLpiyigFgAFpFLVLYVBTTCyLt37+IfYzisCd+XI0cOJdKKmlKoUCEibiROnNgYI588eWIrqtl5v0T5mj17dt68eY0vJatXr7bzYYvhCQoICggK2BsFNMJIZGUEXCV3R6REtiVVCBgglPmhF9Pr1+9mzJhZpEiREHTmkoFep1u3bp06deratSu6SRd9Wb58+YYNG37++efdu3efPn0aESj8OkH+Hj9+zBWEqPHE1Xzz5o0gtb3tWzEeLSnw8aODufRpSZxo35dGGAkdnz9/vnTp0qpVq2bPnp0sJ8n1JYW6olROlSoVVieoKBYsWCCYyDCW5ucPQR6/t2/T0IqLSKxYsUhYBn9PMm4S2ZCDhiw2JUqUKF++fNmyZRs3bty5c+f27dv3798fZCXioru7O8i6Tl8IonHw4MH9+/efP3/+9u3b5HgjhD1pPl+8eAHERvstJF4wGlPg5KlTw4f2PXXo52j8juLVTFNAO4xUxsG5yTEKy3JYX7AfUVOUyqdOnSIrCsY7YlLDpsCTA5L3yE9Pd/20dn32HLmMJdsVKlTARiaLvmC/w4Ujmb7AkVMNgLQCVo0fiRs3LkIC5RJD++ibCUVN0GogFtMMUr6AssTsJzgrkRtJI7ps2TIsccDXv//+G3A9dOiQp6cnyIremlQPyIopXINYLRTCc0T3Gf/89n4Qr/9FO+/3+Jm4W9hyzgkHw7WPxIdc41nn53f2lN6cseWARN+2o4DWGGm7N43uPb+6KXlNlDxGS36TJMnjtofvt127GoTbWIcq5qwIvcl6evXqVfKu4ASyd+/ebdu2bd++HaHrrFmz5s2bB5sIs0jp3bs31vlgGwhXrlw5UlvDVqJFhsVEDAC7GUFYDfE4XCyFNNoZMmSgl2zZsiEfVrhY7JnJpEP8a1KQzp07d5G+bNy4cceOHQz+wIED2Ehj+sjrYMalFAeb7E8PvqtdMn68uF9okrSf+3EHewULhwsC9enTB+FEF5OFCv369dPSWwnNwi+//EJYUcPeSZo4nv/xQVLAJOnZCQvfUlSPDhQQGBkdZlH68FjymysDpNckyWOM5DtVkuTEYVu2bDFkbgPbMHO1IhUf9ofAKlayYA+MDik7bty4ASwpAgCyXP30009A7MqVK8FXOMVRo0b16NEDZAViiWJssMkC/NKlS0fq0KRJk8J3Ojk5RQrKgqxgNvJhhMP0xfvyL+BaWV+wFOvVqxcqWCB2xowZUIB7wO+//w64/vHHHzjeIRmmeHl5YVaG+TT8K1nYKJyV2q2MD77Vi6TWOReb9tvfQP6BA4dv+URzYcnWrVtRu3DxQthgolAB+ceJE1qAEyv8hx9+4E4WYllmSpf06aVRkt9EyWu8gEntNoXd9CQw0m6mwuqBfH4v3VsveYyU+Ujl4zFKCvxRkmR5HRI8OELDpRjAsInoEqAFXxGoent7E0AAFSYsLBd2TiXwdeHCheg4Sbs9ZswY8BUZFwwEQQYqVqyI+rl48eKZM2dGSgzERgqshm4EtXjOnDlhXrG15lDGy6hOnTqMoXv37oxn9OjR+JhSUISvX7+ejN9cPhT5/7Fjx8BX0qPydtYrXz/41SuaWpf9myMxJpk0AXQUjTX/migYMXBfiWqTMXrh/kSm0jBXV7EC6V5eGy35u0qeYyXPcQImrT6oHPRBgZEOOnFGw37yjwyKXhP+w0gZJkdKD3cYKsEzgTQcAWgHrT/KtSUVWI7umWNU4V8Be9AIs1tYWIyDELTi6wnKEoUH/hUd58iRIxXZXYcOHSpVqoR8mMLBB/ihH4WLRf8Ku2nsQRQRxKWdRIkSJUmSBP0r+A2K0xd8DwWIbdeuHc7vjAcTYoDfzc0NU+Fw6ReMkQ1OfNCWxKI3PQVIbW9YCXnz5qlWqXhcJ1lPr5Q6lXO+vz1e8nOR95cMk4KbjFnrRmCkg8+3oobkemtgIpUv/MJ+fvFfEC9sYUAUODkHf2HLhg+LgBAVCSp5evFsOXPmDPJhkjZT4AXhC+foC/iK3mvgwIFALOpPbhJwk2AeklvwFSBEMhxB4TDhAE1g5DdlsukSZ6zTDqlw1679Ru68E81lrZbNYhTXXrFiBcZruXPnmTVn3o0zm+pVC2YoneLIvmqt6hf47DlR8tVjZDBMCm4yiqfEnpoXGGlPs2HpWBQ1pCdqyC9SVuMvnmMkn6nS2wBLW43h9ZUsd/iGKuY/4KsiJaYcP34cR1IExeAr/r6IiPHTxVJ3wIABWDk1a9YM/SsFLrZo0aKYOKEZRf+KiBi4xevUFEaWy6mLlzR3kZJyqdps1SVHMzty5EWDIZunp9eDhzD6d8YOrKGwj41r5c2XMxVf+ncuIzORPpP+22XcPr2AyX8d+aXF2NVSQGCkWkrZXb3PH0OqIUMjJRLXgB+lT6/tbfDIezGQoRCP0HShDrygvY3f9HhQvuK4wrDv3bun2A/js2RKqfZFH3n4pWO9qPWj5QqiGEmZnX3kH1pp0G/uXNkurt6SrGKpLMd/654hTRK+TxhUTbo3WfI2wkjBTVo/8473pMBIx5uz4BGHqYYMCZMT9IrJnZJkX4FCsIbNlSsXOjzMZEwURc+HOU80j2kORhZLo8tae1+Qw65GCweO6w6+PWYXABXQo2MbZWHzllf/cCHg5LC82ZMDigkSOJ3e0fv2PwNj6/2G50/8Rno0VfIOJaoRuknLyeyITwiMdMRZk6TXt2Q3j9BqyDCEruPlas/tK7sQ3iNYsWIvij2L6UIdDI6i2rLRxovgg0/5bLF1ScpsD7Svq0zUkYUoItgJm10AVMDcCV1y1I1EbvnVGbyKOzYJVkNO+a6G9Hb2/nVdFKHr6llNpafTwlFnKJauQugatfNj29YFRtqW/lb1/uGJKTVkaJiUFZPTpHeBVnUmHop6Cnx6PN/tuz6j5159FlMwMuppqrqH56ekR+4r3OsbrFhf3hkvPZl2flef2LFjJUwQ9+yO3lLQlLAxUli6qiaz41YUGOloc6dGDRmGYlLvMfnR7hSTjkZ9Md7oRYFnp6T7ky/t7Z0mlZxTKH2aJNf+6i89cEey+tFjwv71XU5u6ylrIkMLWr8yjhPcZPRaFV+/jcBIR5tdVWrI0GauKCZH6RWToggKCAroKQBA+ru8uTWqdqWcChO5fFpjeEoZEXH2ABphH/mEsNYJ24Zc+E1G20UlMNKhpvb1bf2OHae/21r4IZIWD74871AvLAYrKBA1FHh+WvKZKN13dRlSXQHIjs2Kfg5wlePpgILyLrN0f+GjPF56LnSTUTNftmtVYKTtaG9xzy+le4skvwmS/2QrP8ScDJwtfXpgcc/iAUGB6ESB1+clfzfp0eS/N3RJnEgOJV8wb/oH50dJj6ZLftZuLnYl6QT8XKXXZ6MTqcS7BGPkdFHsmALTps+YO2fOX+u7HV9X9ei62hH5HF9X7Z8NHRbOn0WbdvzGYmiCAlFBgRnspN/XjDm+oc7pzTX3r6lXMJezwkS6Dch/aVuDiOws/bN1jv5c4/iG2tvWjp4+c+50scWiYg41bFO5HwRjJDkTRLFPCqRJkzZNmgwNKiae1T/erAGJZ/aP0GdW/8RzBsRrXTNhunQZ0qRJZ5+vLEYlKBDpFEiTNl3qNBmqlUrs3stp3qCE84ckLZlHwUdd7TIJlwxPHvHNpezN2QMSTu3tVLN04tRpM9BppL+IaFAzCnyFkR6i2CsF7nj6eV378/H5IU/OD3x8blDEP7Tz9PxA7yvb7nj52+tLi3EJCkQuBTzlfXTplyfnBz27MPDD7RHLJtchuTgAWa5EJq9jfV9eGRrxnWVogS7YYl6XNt/x9PXw8IzcNxGtaUaBrzBSCJ3tmAKvpQdLJN8Jkp9bpH18J0r35kpS+Jko7JgcYmiCAtZQ4N0lKXCKrDJ8NN3jyNAcWWUpq3OKhKf+6CU9Rg0ZeZsruKlJUuBk6Z0wkbNmruzqGWGzY1fTEWoweEMGbfgqN2SYpudW/CjnmFwufZJzTIoiKBDNKUCgAE/cn8Zitvree2KTWvkUKevM0XWkhzh7fB2L1YrdZMohRFi6OvbiEhhp3/P39GAYuSEjZw8roVz/yzFp34QQoxMUsJYCuHmQXZXwqmDhA/e54+spANm0Tr73bCX/L0mvImdbfe2aLGcIId/kSWuHLp6zPQUERtp+DsIdwSv1QVnDyo1lds+TLZZok0Y5Ju2YFmJoggJWUQCAhIMkHCPb4eHUE1t7pEiWAIDMlD6Zx6FBpoLMmd0+KisEhz4X3KRV02cHDwmMtINJCHMIlgZlVbljQ6Zitk0o17Nnz7Zt27Zly5b8a6K0adOmdevWq1atiuYxze11DUbduA4cONCtWzezC6BVq1a9evW6dOmSlSMxcJAs+0C3F9fHViiRBYAkEOvGeS3kbB7W7RpLnxLcpNH8kensxIkTJIyzck41f8wBMJLzEUOmFy9eaE4c23X4+YP53JCWbtTw6iNxlRWTmoZyPXbsGImIy5cvX9FkqaAvM2fOjOa5sWy30GzV87Zt22rXrl2uXDnTC4AK5Kw+edIqWWUwB4m0c6KcIfne5OE9KyhS1j4dSkl33STfqJSyhryM6oPViSg8knTu3Dlyj3fs2JEcorZafhb16wAYCc9RuXJl0r5b9GKOXfnJQclztKxEiSwgNN2O5qFcufewQ1QWAZCOvZjDGj1z+ubNm1evXpleA1QgHbc1UgSZg0SVoAdIPo+m7lzZPk7s2ABkkXxpH5wfId2dLAdl1WZ/Kb0IoaskMenfffcds5AyZcrNmzc7xMK2d4yEpn369IGmhQsXJpm7Q9A0ooMMzg35ZXtrsI2DFZPnIzpy8byggD1QwFjEChAGTfY7MTR3dtnZI3GieGTzkG1ZNdhWobsIhkmr2GJ7IGyEx7B169bUqVMr3HyVKlWiPDNohAdMA/aOkdw1UqVKBUFjxYo1ePBgZNmR8dZ23IashpynZyI1vuTaRjFpxzMhhuaYFDAGSDaRn+tHf9cOTQor5/KkIdWx3JFFrxrvL0N3wbrJmGjC4+vrW7NmTWUilDJq1Cj7lxLZNUaihkRrZSBomjRpfv31V8fcuOpG/flTVHlDqjkRgj0m36gbq6glKGB/FHh+Rm/FaiSDeei+fGpj5QypUSH7m1vjpAA3mwHkV0LXmMVNPn/+fPjw4cYAyfekSZNu3Ljxw4cP9reS/huR/WIkANmoUaMQNM2SJQvafnsmaITG9uRQlHlDquNKZY/JXRF6BXUPo4Xy9vb28vLiX7PlyZMn6loVtRyGAi9fvoSrMLsAqODv749KUtWLBQOk3s1D1v9NxBvy0r6+afX5k1OlSHhpb1/pwRQbA2SMhEmYRbCwePHiefLkyWdUcuTI8c0335w5c0bV/Nqokp1i5Pv378eNGxdfXxIYFSSumMNxqtqIXFHZrayGdJEdFtXwfFFVBzOH8dKL81H5nnLb+/fvz5UrV9asWbObLNmyZaPOmDFj7F8gE9UUi2btb9iwoWDBglx5TS8AZr9IkSKHDh0y//ohRKxskADXV3fG166UQ7lnL3dvpJ2zh5rtGcMcQp4/eejp6enn58elx1C4J925c+fp06fm59d2NewUI7k5njp1avfu3X9/Xfbt24dn1f37921Hsajp+cNTyW+u5KG5GjIMswJFMXk3at4zuFV09a6urhMnTuRfE8XFxYU6u3btssayMUpfQDQeMQrgAECOI7MLgAp4/iBSMtMbHKQSScewnuWQOlMmDa6mAGS7xoU/kdnRT0NnDwGTX+Ys8OZxvBJOezpq2lo7xUj1G/DR3cvTB1bPkxu2JFfpSsNPe9r1lSSc97KpGjL0ZpYVkyukT0IxqX4Zipq2o0BogGRJP3Q/sOHbBPGdAEgsWn1ODMU/0qYSmnCUHQo3STjZ6FHePdm9amjJ/Hnk4zhP3YUbrr+XpCNrhzILIzY6qv7VsTHS+9xvJbInj588bc+hwyht61Wv32W9Xet/w9wJqCExZMXWQM3dU5s6Wikmo8fJIN7CZhQILWJFDXl38sPzI4rkT8fR7BQn9rYf28m2rNpsHCt6iS5C189PPfu1LgXN67btKR/HfdrmL9T/+nPp4rZJ/Nhr5rq9+/atWL58kYVl4cKFy5Yt++23386fP48OTvuV5sgY+canV8GUuvhlNv7rG0y4z2+8/R5/Vv749OrioUMHDx48dOzES+3pqr7H17clr0lfiYms2GaR/ghqUTmU6wX17yFqCgpoTYEwOUjfSZ8D3Xq3lw9rypBu5fGP1DSkjhWbUfGbfO6onJYy7zsntIPg7SdtDT6BJSnA997rD9Lfa0bye8LUaTEtCWGDqf7POHHi4FjZqVOn69eva7zMNMJIIsnt2bNnwYIF3CEIv8l31LYRfNV7x+ck1+mK9Z0R+mrxKvCvEW0qJfwyAxV7TDr/0C7ZS8Ub0h7UkGErJqdHtWIygmtAPB5zKRDazUNZw/enrJ/XAvaR3V+maMbHl0cTqdV+mUhjv0kZJh1W6PrqWvtSSeJlKHXk65ihnz99HD+wjXosNFuzf//+RF/SctlrhJHYLzVuHOylBBXixYtXrFixH3/80XRMACw7CFzUrl07rg8Uohvz5w8//HD7tqzDP+/2LXnE+049GpJenx67diuq02Wbsf8StuO7Rvbk9lLbfb0NuHQzM2lnashwFZPqLO8tWbbYqSpxyIijZKJQgWo2EbBY8jairsUUYAEoUejMLoCwY9GFFrEqqzfQzfPI4NTOiThkkiSO9+/vPWwWUsc6blLWTTokN/nh0o6qsXTpS40Nkbed/duh+X9xA1IkTZgkQZyEzulrN2rRvGkTQMFEadKkSfPmzXGRx43SgJ3VqlXjVLd4wUXgAY0wEq6xRYsWIe4IcePGJXTO48chqPpFbvr5M2aNYV4rihQpdvT80Yvj+oCR/aYdD/H6H+7sq55Ql7HiwmBQfH27ByCZd5i3vYXoUdSQmgVltWLT8kjUKCaPHz9OsPJSpUoR1txEKVu2LHXmzJkjfD8isMft8dEdO3bUqlWrZMmSphcAs1+/fv2QMc3DFLEqy9vPNfDs911bFY8bN860kbXxj4yq/MnW7SazTzms0PXdme2VdboMZSaEOM2fPnnSsE5FwzFep2KB0rmSpC7T8Przjx/fwyKZKYQXwPMHNyFDC8Tuxl1EyzWtHUaS5iZMwOvatWtQUFDod7548SJbKDzWu8/QQWfndMc3uNzQ+SGkqK9O/sZjub9dHywWf+M5OIlOF3/ALbtSS9qnGjIMiSuKSTwmI1kxefr0aS6JDRo0aGqyEESiYcOGK1euFL4fWh4KGvSFgyyJz/AfN70AAMguXbpcuGC0/IIB8kuggBArFoMdf1dw8cCGLq+ujbE7Zw+zGEkFxzTh+ei5v4GzLlGuyie/Tubx/OmTBrWC061wmIORpXImTluuic9HtavsyJEjBQoUMABB1apVzfsCqW1bVT3bYyQvz24JHRbg9u3bHI7z5s1T7JrwpjK+TbRs2+XBjU3FMxJAvvYe2cA4uDx6/Przg5ONMutS5BypAO+nm3/moVat8fdUz4oqykWkUrAacpQDqEnkTTtG8sVj8l5E3lg8KygQCRR4fjakH2SYqOMrZ8KS7XQ0zuyhBgLV1HFIbvLppB5wewn6zPsvaM6LZ6/u3X/UyIiPrFUhf8kcidOWbeyhWoHzzz//kEsrxmFkxowZixYtilbS8OZ169Y1bbBE8CpYCkP9lq3avH794tj6nhmcdKmyNHABQqdPH9qtY5MeBHT9uMG1bmydU62+4/mxa9GcukRp3fdfjIQtGilNkBsyaKMsw1SzW+ykjpxjUnhMRsr0i0aspYDMQSpslrrAig5dLThDiCOZ8ARd/aVe/jg6Xfae37nLx7Hb8EqVx/x57VHLBv/F3K5dIV/BDLGTFKlzW2BkiH2APtJY1lq6dGnC5YwdO5bYcgbYQ0FFqsjwNtCDBw/A0f8wsmXLx0+woPpw69iGTsXzpMEuOHXqXAW7/X1Rzz2+DVgzvW/m9PLPmfM2W3Xguh0laH5y2MZBWa05OybIoP5Ii1Cu1p6g4rloTQGZg9SLNKxZvY6JqQ4YXuCZ/5lZXRtnSKs/jtOUcf/h3KNXr5rUq2o4t2tUKNikWpFKbfr6qrYOiaF8JPLlK1euoK79/vvvcXwxUNBEbEbiz4XAyEcPHzreqSCrIREBOeBdGK2kl/CYdLwVFx1G/CJUqLkYgpSOqZs0XnIvnj/F8sBwwmOF5+PjY9GajKEYiXxZsVXD8nvChAkELTcQkaDwO3fuDE3EMDDy0SOLaG37yrbKDRlZBwq3eB88JgNtT0kxgphBgU+fJAkOkuCrjnitjJR9F6ybdCShq/HaJF55CIwkqrlFizemYyTEwrp3xowZxh4waCtJCxCCjg6PkZ8/SkGbHEwNGabH5N2V0ifVyoRwdgNCdTyfUDA3M1nYXZi2Ll++XPh+WHSs2H9l7Fo7duxoYgE0bdq8WYu2E4Y12j6/RNC/PSUf1xgkZQ1prIvYaYKDhhcIjZGCjwx7e4bQRxr4SEPtpUuXOjs7G7hJpNmcjMYW/w6PkU8PS54YstpTUFZr7rkoJkdJj3arPIXfP/PZs2sXgoF9F78SsFy+eLpixYplypThXxMF5zmEM3PnzhUYqZLgjlKNJYHqBLuEMGe/QsXK5SpUbfVNzvlDU2yamivgWC/JJ1TKDn7BzcPw8ZkUnUHUAXWTylIMgZHlypWzNMLa4cOHY6LvR2iMhJrr1q3LkCGDASbhLEmLY0hRTbyGr+xaW7Z85ECy1td3HFUNGYbHJDkmx0kvzXtMeu9a3aRscPY+XfpcI/dcZpYf/vNbv27dlm65Q/ScDx/4mCr6Oh8+fzYEgIwoBHz+8Ob5M8pz2/gBff74nnTsz5+/+4wM8avy5s1rfn/58lOkvWpESWXmeV7lxbPnzz/+53b16bP8Cq+k/17to/Ty+bOXH8KiNXPKzCrzG7q8/yB9eHJSxkXPsZ88xn8OHe7fe6J0e9zLK6OeXx717LL87ztfN+meq6M6e6i5rTqm0JUE6cYR1rj1hukNb2K1HT161Njrr0qVKjEihkChQoUuX5ZPzBBl69atpNU1wGTChAmHDx+OBey///77xx9/wFIY/gtJ3UNHsdmRc0PO04fUcUz7ujBgUlFMmsox+fnppV64SyUsv/ZKQNC9e//uneq++wTT/eDHUUxiqxFhzH4Un+qS919bGlfOG4/wTnETlR+y2OtFSKCK6gE8ubSravq0qVOkKNVwmO8zIzR8cbFZ5dwpUjgXLt/7jl1FugifIu/9jhTNkSZt3TGeX3zGD7g2T5s2bblhW77A5ssfeuRK5dzlTIDluP/6guRLKIDxMkyG5iDl3JCuh9yq5kiVOHlCp7hxYseLF7dk6+rXTo6T7tpZhsjI3fIyN+lgQlcidXfo0MFYQNiyZUvixhAaorO5Qp1u3bohb0ienMjcwYU4O+Rqjuqtaty+RjEEQsRrBQiXLFlCUg6yKMNKc/00jImEupjtGIfXASmTJUuWKFEiY0cRPElgB7SklLV9RQs1ZJiKyUAUk+HmmPx0fU8NQjcU/C7AiHA3D46rmCcLdsxpsxSv0rTjek/tAOHJ9dVlCHNdqvlidN0bFrft22z1Ne16V2hw5/BqFnai/LnT6xJM2PFf+oLL6wfnTly4QJGcTqkyn3WUTLRv/brlZibLH7qpx8RPj3uWz8vbOWce4KPXVn9+cr0d/s9F/6feWzx4pQS7eYRv++3tIt13WTqoMN1V715nw+pOP4woxCGasUZNXy83iQAChA4go/LT6dIz/ScgGgGnzE0Ck6etPY60fg4tyZQpU8ILl2bF7wCnxie/RhhJ8OKhQ+VMm4aCywcxBIC9b7/9NkTI1lOnTtWrVy9dunRJkhBE7qvi5OSUIkWKPHnyEIJH69m2rr/nRyUvuK5JwTdi5V4cHT6of0ZLj/eGS5X3vgMaZGbyCtRotnDNr7f0kfp9Ts1pXqZgXOLNF6zbrs+wHYERtf1RPycXJnRiMD3nXvnyyEetuUhe/8TPjKGUm1uHaqlztPsxeACf748qH79C/zmjBzaI45z90hP172TjmtuncwuK5fqPPnjm8yOVisi7NU7aPOs95JvTo0sLCUTd1vV3y0b58py8WbzHmdojiFUfuq0cWoTehm0YLkkLpKfjZlQgzU/mPw9MkILcpKAp0o3h213qzxn/zXyXBpdOjpZ/gfuMDvsOvB8nIWp+6TAwCYMEsGXPnj1Tpkxo09JbWAACnuLZLFmygAuEsbRsRUW4tkYYyTgJAkBuLBhnMlTz2ljowB3WqFHj6tWrod+CmwJhd4hmy52fRB+Eo1u8ePHq1au3bduGSSSWUQY9ZYQpEFUNoFn69PKWXlLEmmbbR7sPOQq8Jnx6fl420A+r+HucHFS9jLOcCl6XpWytHSdllvLZ+slc+bu53ooquofTrvf2iWkSxM6Uq+zirf/cCbSN15DXsbWQovyyP7aO7RAnQdE1+ovDows/p9NlW7zj/IwhtXQps1+wzdCsmQ3vHYvSA/nucmSJ+79Py+2cpFrTWuniJeqmv4hcWtdKFzvltM1hhGIOs7MPHz59JpIOp7/XWDObBRvXB64rhpDbJ87gnwZIb6dJXoNHFY6vi1fw5EkX6dHUZ8c6dK2aJqlT/LRpEuNVljp/rp92DZPuuUWfPaiHyc/PTkE0a2ZO82fw8SPI6s2bN29YXgACHiIHFNFJjSWOmr1EMEai3ovSgoV/+/btEUMTxpqsWHnz5oUXpCBcJlgrKUGMXQAYSdu2bRFWU7+7vvTQF74ogmwE3Mhao3TAEWu8WbPmLXt2bb3WvfSW6bk3TSuwaVr+6PgpsGVanvXTivXv1apZc6ajWQiitevQoVPbFqUyBpsrp0hXqkXH9vVK5AM0M+et3qqtdjPYomWrFo2rxzPEdMpYsFnHb7u0a9OcZRexmVb/dMtWrepWlRP/pihepX6l7HzJU7JR5+6d65ROq4uTpPw3zYrmSqWLm6hGgxatWrZQ36ytarZs07pp5dJwjknSlmjVqWPd4vkT6+KXq1wwUWxdppzVOnRpXylrWqJ3Fq3brK2Z19FPQcu2LsObbplRYPM0FftleoHdcwv0qcNdK1bBSjkHdyvSpVbqBE66nLWd184qtGduoe5VZPVVm945di4ptKBVUv5IWzLtqlmFf5sRbbYhhMqzZXoBtxFNIF2z5iwYzRayNSuOQx5XHwopDs1pIYP/X1FGkg+R0rNnT77zC7hgTffWPqPAcDBGms5QEyn/i9UvmcAI5A+88apkhaTwXcntoLLweM2aNWknUoYURY2UK1exfLmyQztkWD0h3YpxmZdH3w9v99OE9GO6patYoVRZ3tqoVKhSvXa9OlWrVK1Zr37zpvWzpE6oi6UrULFyqazpUQumyVKiSo2qXz0QRZOhb5a1V75C5dp169WrU7tCsYIp9fL7OOlylatUuUJU9mvcNou2eMHc9Jsga55qNWrmAUFipSySLz+S58S5StSqXjFT2iS6OPGLlipfSbMxReDdIWjV6pVzpkyuix0vT8liGXiNjHmr1qyWOy7fkhcoli9pEl2idIWqVa0M9U32U6FMuUot6+ZYNDz1qvEZVW6Wja6Zvq0uR3tOmipZ1jTx+ZKqVMol03Kvd82yfFDqYqT5yZJsqWu2dS5ZN03O1sYZvWmc0YMy/jwpi8r2HaIa5Fr8fapW9bKXLcd5aNeLhjij5OsgGxpyREqdOnWUL8gRlcOcHWpc+AWnIP4tUaIE2Z9IkUYL1CdRDGyVvJ01KV9hJJ6IUV2U/vz8/LDlJXvcli1bftGXX1UUpSZP8SzSbaWpqB6w1e1//IzBwkF0Kp89ZbP1aP+RvMd8frgL/Z4xxZ5ePbxp+caHHz7w+7OzW/Mn0WWoMJjccg92TYD5aDbwL2bwPf+pVfmyZrCxfH9m9WTO19TDFsiyzs8ajYCu7hz+SVbQTiXsvrRzQUtdnJwDu3Rz1iWYchwp9Kfx3crrUmQ7e58RajWmCL06L/Fxv9s3sZxyzf1pb9cUuhqu6xj5pr55dbGr//LzxhrpdGXmy7Ns5mVQSTw9I1uxerFf1G0Wr0lS0KQVg2V95ICVA6XHI5c2yKhLmHjED92lpzM+nujRDOwsXfOJD6k/cKAcMTk7Atf8x4+RgXmS2i5UjsTW1WQ9jo/Lp6f/ypodey3K1sN5j9zIhCCloF9TvgQGBgftwhfIePj8iZEKIdiARsASfw8cSLBo+fPPP4lgqtmLfoWRGsh2cYsZPXo0NqtY4mB9j/WNpYWneDZ37tzfffedgbgajNziLt57S36TJe8J0cRGwLylw0TJZ6L0xmAOIxPs9ZW/2qRLlTJNGuLKk3s8S/HqG4/4yf/x/FKrihhzxE9XqNIGL+1sdh7euvrgebDy5t7+RWBVyylbLZ7ZiD3gc1y22Sk4QzZjeXVxa/kkuthOcWLl6eUtu098mtS9gi6FI9nsMOig05MSxY1bplTFJIkLL9wlh4m4untCMl38KuUrx9dlXHlaRT61EG4e5hebixRssyPrI/svRx85++OBTnlj6xKUL3/fb6bkO3xY+bg6p9xHLk6RzXkOfps3oS55mTLeHu6ygaua9h2rDh4yZAF7dS5iazMKn3779i3WJLCMOXPmxPqGQiQ1DHf4QnAANGgnTsheYSEKTFHixCQI/qpgsIl5ShSONaymNbLZAfwnTZoU4oUj8ic5Q+zUbEfxhiQYTeS6Rtl5a3h/yh6TX52JQWcOLSb/57x581dsumWUefWx956lSxYuXLnOX0MPxd3D2hYrUAbfrJYtmxV0TpKhSPVDiq2thuXOwR9Z8xknrZf7/Ozfq64cMaPmxLX6JOFvv2+DP2mKM47i+6Gn2+dnN5oo6ubsVXboR/7+8t5qysbO1e3afy5d4VAZNw/8NCzN5oHvxwOXxf+TPcS+XdxPegT4jZ3TMJFOF7vv4v7Si2nnV1bPlliXskD2lq2LVEGCnTLl5A19paDJ0XZLBkfh0drgU83WgecjYhr+eyZOe0w4yRBsHFUN2xzSXeAiSLSZzJkzG2dRRN12964pz2w1o7KojkYYGRAQgGGOgUxcEIhDhiEvykXuF2YLkmjE2SlTKookuWBsEcJjxKLXjrLKn6JDUFbr8Jhrwd0V0mfVOW+ibA7CbPjdozszOrVgFVEajVl066kNsqUFXf+HXTDw9+PKCM/+OL1Fiy7bjyiWn+83LhrVonMfT7O4oi3dzPX2cvec7phEDHKb+0Sp+t7nh4myzdGYFb+YkRK8uiBzdXKgAFcz7B024cZrkj8DJ+1fVK9FvUI/bhsq3XXFZvXa781a1Mv7/Zjun3HzuOtyZWOzhpWyVy2dtUbVMrt3fPeelMuyxWz0/QT7Tdpd6HO8/nr37m04t+PHj48TCMiH2aYxm8h3d3d34i4piwieCq0cprAEroOhxLrT0AL6yOgZZ4cXNsZIaHTs2DEYQShotiDIhnagLJpeA6VozR5j0T09InkQT8fRg7Jad5QoOSZVhXLFs5gAHOTNZnJNFCpQmP1IDEdn7tAX/68FBT49O/P+1ph3N77nXxOfdzdHf7g99jO8Zsgw3ygXJ+PmIfnpIwbwCZgi/xlI+LoJso/HPf2f8sdduovXh3VL2qGessvwAnjxIboxnNvY4Jw5c4bDHEQg+CiKM8N/oUobN24cp0GI9Yck1jgWHXdcsFOLNfqlD434yBAxzRFDm0inHOb7wzVi1GQgKHS3O4wMDso6LjpfV03fxOUck+OlFxfNruAjR46gisc+DZ28iaKYupHS3E7l6mbfU1QIkwIvz93Y227NxMw/jsmMabSJz49jMq11zel/tKfeqMehEMsmo7U/mCSmeYh4rWSnMCwK4owWLizHS1IKFioY5oRwghS5sdSeIvae9+PDM8lvfrQKymrdJg/OMWnGWIMbEm5Q+LmadpbCmwqfKmJHGOsq1K4YUc8+KfDiPHye14GOfywo+eusIr/PKWriQ4UdC0vd+/d/YURttW59RvungmO6nrGTyTebG4tEwsaBuEFKrHgIOGMYv8BItVNp1xj5X27ImCll/fqCj8RVDuWqnc2q2jUk6tmcAs/PyewgFynsbhTzURhEUx99hRD6yGiPcxF8QchrNzFdzWIkSxJXEExSjI16CDiDPFZZrQIj1e5au8ZI1JCybR6SRiEO0lOATJmP9qidWlEvhlAADlIBSGWbqI/OKLaVpRSwG25SDUay/IkzZyySBS/Jr67Y5oCRxlkuYoo+Msz8kaYPCvvFyNce0Sc3pKVbMbz6JJjko0IxGUPQQbym9OLsVwAZWStNtBPuHrSLDCEqMZINgkeHcRYtYBLm0tvb++LFi0WKEC8iuAiMDPcwsVOMlL0h5+ttWQUH+TUFYBd8Z4TwmBRQEUMpYBCxGraJWiYS55CvHT/ERlNPATvgJkNjJBat4e0C1JB9+/Y1Fro2bdqUoAHEohMYaf7osEeMJJt80CbZ4UH9qo1RNaHMXaGYNL+2o3mNF4oO8ut8kGox8otINkZtnEh82WCYtFl4gRAYiRG7sV1r6JWPS9jIkSONgwbgFm+cJDEG8ZGWpgF7+PAhMQfsy/dDVkMST0eoIcPjoRWPyTAUk6QIRd9AIHv+NVFQUVCWLl2KP2U0B5Lo+nqhAVKPjnf2d/plZqF1k/NsnJrPxOdntzy/zip890Qf4fth/UXcpjCJfzP5OgznNiF1yN3Uv3////3vf8QW4AtHQYi1T+y6qVOnhg5EpzQSUzASn9Dz589bdCw8efKEKER2hJFvPCRv15C340i8AEaPptBKcod4GdJjEv9IAi0R0R+zbxOltL7gHykw0qLNYi+VZYDEx1+fD/JrKev1PW1XT8y2bFT65WMzmfgsG5VhjUsOvyM9BEZaj5EKEy9butrAIQTPZldXV2PxqfF3DFPCBAJihhDi1TiwWvSXtSKDJjyV4T0JTcuf/fr1IzGYmsKlg8sIgfsMLRCLDs7SZmcB3pD+qCFjWFBW62BbDuWKYvKrXLv4OypBdkxHWVJC8EQngHx46eSGtZQjj94EL96XQdfXrv39mt+7948vbVqN8uWHFSvXUGPl8h/lP37d7fOlps1Wu3UdK7FY/SdKD9zljxIQ58sSIv8GAXSIsMO/Jj5KBSpHCCGsW7fR7CnZnNg2MIl5KvkjkyeXk3qGKC4uLiZCaBGIx/jMV55FWhs9Y9EhZR4wYEB4twkrfodPJ7e1dZs3wk99FmpIy84sLhOBq6RPtpmvj68fe3uTlsf7vuKx+f7ehAGtWvQbdzc4NmSEl4MlDfw4TIla7DT1V9muneJ5cAahzKdsuf/i+sLiGZEwJQ5OBR0nnvxHxea7H1nSQRTU/fj2ha+3j9/Ll4a237y66+PjE/Qluia/v3hJlfvvP0s3Dv9MPKyfdm+U7k4jqqrXzvZNq2QvUyzb1N/1gVWNuUn16TWE2U6kALbthK5ciAkp9/PPP8+ZM2fKlCmIUkHHRYsWsYpML9h///2XQCJZsmRhK6CkJF5d9erVo2csOghBaBVybBJtyApENH4kTpw4REInOkMUnAbqmlSCsoq7rQX7FsWkbTwmPXdsalQlOCByunr/OxbwVvroU50fclS+bQvInvpdqwSJEmdMlzJ90b4KSHsfXRBLl23q+jvS54/v3qGLebveJS8Lftr28/If79+TGtC25em17akSxE1Wy+VucLz6Dxu6l+bAqjR8+ydlZO8CxldLGC9VX/8P0uktYxj8sFmdpEfTPl3v26RwEl3ChK1blluxY6gUKOLJ2dr63XYwafUahtHEe/LgwYN79uzZvXs3J3/omK5WN67mQY3itSpDIcLq9u3buUQMGzZsoOWFUH7Eht+2bZtxpCI1LxmZdd54CjWkZUykAqWyYhKPyUuRORfm2nrrtaMOqWLyNlq9/9DBg39Pmth25skH0ueARiVTJCv2jZkbrLnGrfv/qQObJM6eb+FwZCpO7htu04iPASO/tPjr1PzAzJw/b1rXRaQ/9fnF7U5ZGFHtc0pC3NdeDfOl5+/shUfc14Pke69j5MNybjKFW8fZjUP5rzHzu0lvF0on2hSOq6vctL0k/Sjdc5E8jESmMJF+bmo/go+04D5qDoaDYfJspK+T6Nqgphjp8EQMVkMKb0hz+zDMLa14TL6XFZPI3q9fv37jxo2b5gp1MBa3Lu+H3+rxyXS6Wn22f7Xw3nk1LJnCuXSTMzcujh0+bNSE6X96/SdFjOolOn1QY12ynCdu3+5WIV6OFiPJcXD3xMJgPvJL35unyJkRZ+25GtWDUd3+pzVjygDqM0/JIPnee3OBrLI0KH6OEr/5ybkvPQ6O5K+hP/wrSV4nF1fnvyYu6/vyUteRjXKig8qcq+Co72vdOT9eVkl+WRhvb4x6dHbgg9P9H54ZYOJDhcfnBqGVtOZaFom4Es2asgO/SdVrz/YVBUaqnwPUkJuFN2SETis5x+QqUvP+tf8frMAx3Uplsjg7O2PbNmLECOvyfjy//HOupLo4STMOnL78+HXf4Jl+69WyWvY48RIWLFUuf+5cZOZNUKH9sUCjHNDqV4TlNWWMTJjp5GPp9q4xsRImWHX55ZMLy+0eI6Vrq1yT6nR1FsiZLz0WDsmUKmXTttWSO6X8foXMjR+bXU0XL9/yHUeltzP/XVgBjHRZPuDx/m9KZ00cF/ImTlKweNaTJ8ZJAS6GEHSXtreYNySFe+8E0/smNPGhwqLhqb0PdhV2rRHad6ExXsCk6s0rMFI1qWRvyBibG9IqxjGM27deMfn8b08v39mz5+DUMctkmTlz5owZM/7++2/r+EhJerN1ybgCigY8YebuE+c+hu356N20Qvr46fOsOXqDuf9rfGeZ79kSnPdY9WqwsqIeIzMcIFzzR78WZZPlaO9y/dy6BLqssj7SfvlI6d2VTUWcdYXqT2CMKwfWSZe5/YVLm7LF19UfvoFfhlcrFD9HvrM3Z0qPXE4sqgo9xy7sIb2b83p9M9IDVm3WUXo9PUQGx6CTfU9urn90Xe1j6+uY+FDh9C8Nn14YIqLtRDJGBkd1sI2lq5Wbx0aPCYxUR3iCsgpvyEiROJFjEt3kG+0EiU98Ly/q07loKjhGXZsZ/7z7dL9pqeTJSzVR0ned2zmV30f+fEjdOohoLQUj93vL1i8XNg/WpUg3ePL3SeMUmGbfGClJQd3KZklarLHnk4CBlWMn77P288dH/VLHd6o+yvfe8aoFnYo1bPghyE26P/k/jHwz8+maxrl0usqN20tP3UMe8egj/SfLiZHNfqhGkpBIWXuikRAUENykig0tMFIFkT7iDblAeENG2jkFO45i8sN/KeJUzEFEq7w6/0dGULLZdw/ePWxd1hmbHQ+9K8jJXyaBkaPXH45oB+qelzEyQfr93vq+3/t3rpI0YSKkmPlmbvKwZz6Sse0bV1EXv9jCZZtIdN75p4MIzFd0y6KL880vC9wKJNE1X9oPgJSCvsLIJz8pGNlOejIlnMWDhtLsJ7JkGKKdsCggYNLczhUYaY5Ccm5IoYaM7PNFzjGJx2TU5pi8f+nEpWvBAZRfnFyH/U6Vfis/SU+alU5pK4x07VVTp0u81zP4xS/vcUkoC4IzzN7yX6DndeMz8tOUHZraAJvbBhjmjHDSxS5coFCsFBU3n3pK/RMbxyTTxSmWO61TnLR7D42RXTssxsjIXleCU7SCAkq2MltE4TG76uyhgsBIc7Pw9Kg+rYeI9BHZx5n3GOnpPnPUj9D/X1g6uljqzOUryiW7c4p0RSrsvPxa+uxXJadOl7XCLb1/5LF1IwCkQav+jlBPqh++ffnkHzv33X8V7FgoSU/OHPnjjz8O+d6XDUSVEnDrb366E/RcdataVPwQdL52fL1mt3SLk3rSvfpnUQn9D/FLVg70nCKbrd6ffHiObLMzZHY36d2sx8vr43pTuEZr6WkoPhJ3Dh/T2ZW//C9SWeH7YQXyWfSIwk2+sEGwOi3WbsT6EBhpkn5CDWnRTlNZ2XvSJ4/xb659//bGiBf3Tjx+8vxZOIWkAZR374J91y1d6p8/vtw+ZXS7tnLpNHHJzef6wOgfHy52HzZ08sIHelTyOruTdDzbTsmuiqKYpMCTXUuGQqvZP/0qc8GvL0s3h6waXbpvp9LLVnX7LGsNJ0kBrp472vPLH9sHSY/cX//ZfXyn0rOm/0+65xZC1vrxzjjcP95cH8m/Jj5UeHdztIhFF2lqDhM7VAhdw1n9AiPDPxZkb8gFelvWyGahYniDAVOw5l88Iu2i75LPHpKhTvXiufMWIrpxga8Lv1CIe75gwYLHjx8H6Mvz5/bFXcVQWH1xQb8pxkuPp0uvZkovpoOI0uOpclzWR9OlFzNkNw8iBvi7Sc+mSw8I/W+0g/R5P4hp/uOYjPOHpsS1w8SHCoQ+FzHNNTqCgoWuIrzAV9taYGQ4pxy5Ie9vEd6QUbI5/dzIdvT7nKKkPdo+r9DckUW7dG7fqXPXzl8XAtl/++23mTJlIlpjiRIl+JIxY0bSgBDdfseOHRaBk6enJ+GZ1qxZ89NPP+3fvz+youETW/mXX34h8Pjy5ctxUCGMlEWj0r4yqd537tz5449ytHS++Pv7WzOGF+dlQxuPMZI/Csgpr66NOfpL13Vzm62e2WTLohZX9v1PXjNBUySfr4KYh8j74XOo2/YFJVkALAMTHyrsXlL2/ql+EhLXGH6z1Ob1lTSfKnSTV69e3bhx47Jly1atWkUaH6KCWLOWHOEZgZHhzBJqSOENGaXbUtZIucgnKakhXoShDiQMefv27Qk1QKT/4cOH40iJu+TgwYNJrJYoUaKOHTuaSGhumFQy75CfMn369EqenYQJE/Kd8v333wcFfZWKxKLdSvZTspmmTZuWvAQgt1IY6ujRo1UGSvzw8dOWfWc7jF7dcfTqTmPNf9qNWjlw2uZz175EQrBouJLk6+vbo0cPRqhcNSh8YfxcSyzLoiBzkIDfGFjG13fGzx5XJ3P6BOnSJI8XP0GsWE6pUjmnT5OkXLG0e9d0lO5NlgLdvuIgjZdT8OyzAFR8hD4ySndiGA4hwGS43ORff/3FlmQtsfgzZMjAQuJfCq7M0RIpBUaGddgE54YkxKiQskYZBf7LRD9BRsqvPSYPHTrErgMOV65cSXIA4JBTnsIXsJOMAdn0hUD54YHF+/fv3dzcyMiDBHfUqFFwpUBCq1ateLZbt25AZt68eTGNsRBrJJSjY8eOJTF6qVKlpk2btm/fvmPHjh09enTz5s0kjCUwEPLhXbt2mW32hve9sp2mF27pVqC5a54mLnmbBn8KtpxSvP3Mwq2nGn7hS56mLoVbueVpPLGf+0azLYeuwE0fXjx79uxAOK/MgCl8GTduXJ48eSALWaxVNatwkF4yQJ7Y3qtSyQxxnBK0at3exXVy+fIVcuXK7eY2ZfKUaeUrymEEerYt+vAyYZUmm4LJ/9aALIAN9yO2ocYUCEfoiqSEhEvkpahWrdr8+fORnbCQDh8+TEIPpDvx48cnKezx4xqF41C1YiOjksDIUFQMVkOK3JBRho6hN7ziMfklxyS5b9KkSVO7du1Lly4FBgYS9d84qit8DzJDODnkrjly5OB76I1AyslevXqRIgZoZCdfuHABvAR0yYHOHubPLVu2kGQnVqxYyIvU7yNwl0w9pLwYP348gWThRL29vRHkUpBb8ueBAwcYNs3+/vvvpps9d923SGu3Mh2mNRu08NvRP3QauazzqB/4NOw9tXjDATU7T1B+0f+7rMvoH2r0mF2whVu3iWvVj1apye2e8XCEnTlzhhFyz1AGzBcC4Z47d44ErlQgY5GZlmWAJDa9HiC39UyWKHbeAsVWrFgJp753794aNWpwOVi9evXly5eRvI0fPzFBouR1K2d7fn0shjzirul4FFDyTb747w5KfivWNjmqkOh4ePm8ePMWe7on+kIW2FdPHu3Yvh2dSLJkyQBOS1epPdcXGPn17OANKdSQGl9ale7wmCSU62fZZLJDhw4IcDi+AZ7wYp6DnWxFIr6SlzT0BluxYgWsDAnQaYRqcKUTJkwAI4EKIJM/yWZHaroGDRrQAtHVVW5RrIdoFu0j6AKQhxjbrVu3YHPhepHupk6dGmg30eyFm37F204p3Np90U+/Xzh9/PjRwyeOHfn3+FHXSePTp0vdtUuno4cP8qf+98On/z3a4fuleZpM6umyTuVQlWpkFOKi8N133927dw84D01MfuS/4C95LxIPhdu4QcQa4Pbo8qjCuVMWKlKKC8GpkyfhobkQwFjky5cPTSdXEBgLyL58+Yp4CZMP6VZGuusmywlssqhEpxGhQHBa5mCYRN8Bp4j44cGjJ54XDo1p3qhOHUCz9jcNmiGe6bdy6937D27dvFm2bFlWAhvEooVqz5UFRn49O29Oy+qxAHVRssyG0RIVLKKA/wTp47/ePv7JkqcYM2YM28x0UhC4IlwRsmbNGsJYBnEompKGDRvCawKH4ERojPznn384zf/8809iqsNIqdmi3KPhbuFE4VxDsLbG4wQjYa1oFtGriWZv+T0q3nZykdbu81b+eur4EcZjGCfKQgOW63//5+iRQ+2GL8ndeGKfyRZwvfRetWpVDIMVxjE8YgL28JRomMqVKxf2gN9dlQLcJf9JUqC79GL2vHG1dbETrFu3nkx+DA+uMQRGKu+CGHzQkGHxnHQ39veXHmHpqiLsnKhjXxRg0l3kiZPu3L7j4+QUd9y4sdyobnt43zr919DaVYHDipWqFs5F4Hpd3sFzPPz8AwP8uTkhjCWXspo95RB1gjGSV4r2Ze7cucjQUUct1peFCxfOmzfP8NazZs/7dY3Lud/qnd1S7eyWWuJjCwpUv7SzoevwxmnSZti9ew9gYxojqYBxJsIf0AgOT5lKphj5KkY96NhOnTpljD3GfCS/U6iASBbkQ9JovBhC7wWaxeYladKkmNTigmJ6YFSAu0XPh8IyzGbnzZ0z2nV26Y4ziraRMfKkOows1Gpqw//NnDt3tpqtSr/cM9CbYujEZcJ0GjJQnx3B22HKxJsa2p8/f+6ujePO/1bn7OaqrIfzv9X6d1Ot0oWSV6leB4AECMPDSH6Hfd+6dVu6DFn6t8t1ZUddWywnsYsjgwKbq17c0XDC4NqIdo4dOy7vSlLa3brjGxh49/6j1099pjXNEztF4QW7T/p6e3J35L4FW5krV67Zs2dz5KpZq3ZbR4HwYIzk3h29S+7cuZEAcENHmaSPDaLjbMXoAyVKzpw5efcsWTK3rJ1xcIfM/dtlFR9bUWBY52y1SiXIkzv7+QsX0TuahiKMd+DYEJZimMNUKguYL0wxpihY0yD0M42RSFwVqSxsH/yoiS1Aswgt4ckweQ8tZQ0xTiSu+ITQLBLXMJvNkjlTzkJlKnSdU6ztVPUYWbLj7JJNh2XOnEnNVmXAACQ2RFAAQpmmJFwm2kooySMGStJLgbyZuzfLMKh9JmU9DO6YrUezjAmcdKNGj0VSrdwzwuQjDVeQylVqZHSOPfzbHLZaUaLfiFNgSMesNYrq2rdpeOu2x38SlFu3/APu7lzWJ4lOV2PIOr97gbeRtN68yX0L9kOOr5ghA5Ziataq3db5CiPZ9tG1cEAgtUMLhY0GN2Xs/hVLZbgHTgSYAyw4uGjz+tdveFy55ik+NqTAtRveLm7TmB24ELMnOxVQhuHOge0r35UFzBdYQzBSEV2axch169ZhsYKWBZwwsQVoFm8TRW5pQtCqQBEYCYMbO3ZsjFnCafbO7n9OlmjnrshaVfKR+Zq5dhq9wsPjjpqtSr9wkCxyGD6zoE4FsJ/dwSMGSvLj7TseV6//tymuXvc6ePhk8uQp3VxdFUGraYw8f/4cwt7KVaozrTZcVKLrCFLg6g2vCpWqN2zU2N/fD6W7fo3fuO3t73d+W4NUTokztth22cvfM9iwDmEsCns0l+ik1SxUe67zFUY6hFzY6kHiPA7vjyMBPgDoTvAix8WHHwFIILNSpUpseKsbFw9GLgVgUOALcXLnQmqa+8FsBylNaKMbxIwIDLZu3QqCmsVIWgBlQRSzb4E8FmkE/JYJ3Z4yYEyNOCaQ9zLC8Jq97n0fmx2LMBJ9ZG83OV+jygInDX8M/JuVWoOLEAo6mPVaefPmDT4zSLPN8pFcUKB/kSJFunbtpnLAoprdUqBPnz6oq7FuU+5bN27dCfL3nNy3tE6XZNTq/UGB/9nWoWiYNGkS3pPYltvt61g0sOhvswMuwih079Hj8tUbHz9+eHg3wJMjwcv7weOnHz68//vPfZUrV0Y6Z2noFouoLCqrpwAWN3g0YnEKwJgQtyqWJuXLl4dT+fDhv4DgdISIlWssCZyx2TGNkVRo3Lhx4cKFsV83O0IMfFgnuIIxMBPgzUWbY6JFixbFixc34VKt2LVahJGW2rViswofOWLECDXWT3izAKioLU3T4dOnT82aNWOCsHhS2PTwZK2AKLRCo7FkyRKztBUV7JwCePUkSJCALYCMhMXv5Rd4dt+sLPF1JZtMuRwQ5Ot557Ze0sqG5WzF/qt+/frW5kW3O0pEc4xU1EKTp0x59jho6+q5PXsO+OnohQAvD28vz70bFvTs3mvHiav+fj6cyKiOOHbtbn5i5IC2b9+OaRzGIxzuYUpcFY8FjnUmF3lmCCIBmfgyIxdVnOXDs2vFYAfnSNCUa68aMr99+xY0xREQbDYhB4b9hYGj2alTp5poVgOMpHe8OTG1QJsQnhcNoMjrXLlyBa08phZqzjWiJUB2nOQQpoWHkVxTYLhbtmwJP2GCmVZDdlHHHiiANoqpZDnxxdPbx/fGyUEVspEYbd2ha/7ed65fZx3dACPZlSgvWB4WuR3bwwuaGEN0xkjkQgjHwD9//4CAB4G73AfINsqthlwJeH739uGW6Z10scpsOXLj/r0ADhFu3Cp9AOx8Rh1ieK9evZIlNjduwHWFLtxGYe9g2ohog56MjWesbuRPYgsMGjSI2Zw4cWKY78sZjYkNoexgdxCkw+sY+0ciA8QzASTGjEslE6n0Avghkxg4cCC3aYqxYpK3YNicINgBKaHYTYdf1wYjEQsji/7mm2+QkinRGL7ok2ROmD8VnrhRo0ZU44uaxQMryewgD0dbARl5X8TaBv9I/oTmACROmUwQJlFhtglxuJKGtwAMS4IKVMNFXc3ARJ0opYBi3TZ58uQHj59f+Xs5mcF1ujjJUjpjMsfiKVbe9c6jZ/v/3AezwXJikUTpYLRsPDpjJBwGKhYEPlztb9zyuOt9eVCTbLrYaeftOX9wRn+dzqnHom2yFvrmTU4KjPUJ2sL5qyX1Y2xfqIThb7iZGoKdGn/BHA5zUMX8uFChQkSKAfPgdSgwhUTM4erDGY2BiQkCKv7+BP4gEhssI9pEesScBxkgkEl4Aazp0FIDtxbNAp3SLJCwZ88eODBWDquLgnyVkx1jd+xCgV6zQkttMJJXw3qI0Cco49euXctVg3EqA2bk/Ml9v2jRohivUU09HdgmaKeI58d1gRmBFPiS0wU8BJbGCG8IZguV8CQJr01qotcMbwEYFgP+M1w44FbVj03UjDoKDB06FEu0Fi1bHdi1BReheXNnTZvqjrwE4HSbumW0y+T0adOi/jB9irKL2UTqA3dE3euobNkBMJK7KpsNfkLlKxmqcbYiQeJKq+iZvX39T+6YlTGlLle+RmULpE5VpsnxO/d89MFSOOyw5YkbNy473NJeRH0rKMDpDIZhXMO/YRbcWLm3ItDj8MXMFZ6SuyoFGSZ/IhW8du2a2X5BYjASsW2dOnXgpYCKKlWqYG8CKtAggiPrpOtAAsjNSJo3bw70Yl6EcyFqP/riR4IMYCNjdmyGODtL1vx++eyJf48fOXni6Kl/j7kRZyeNc7cuHY8fOcif+t+PnD11rMOIpbktj7OjDIN7AKAFHRAUw0/jOcqYkTDXrFmTIw97byts1mAEic7DTYV7Rps2bRTA492Rr3Ix5aJAihUTRGA7kzLCxAJQVgUVsH5ie5qlp6igDQU2bNiQI0f2pMlS9u3bj7BK3Ie47ri4uJQtUyxpksQID0hjZ2IkGPIoQZ2IFaxGsK/NS5nuxd4xkgiZRNFV7qR8t4hkTAY3ekWmJCPhLY+g+7fm9amk508yj998ItDf+6YsRb/JoUZ4CH6FybCoC1FZAwoQApStCBtE+fXXX9Wgo2FUCHWBBIAWERAFlIWbJNadqbhrKl4JhOAEV7yJaJN/aRbQxahBxdNylfM3fIu2mVy6w7TWwxb3nbSy14QVvfWfpv9zL1qvZ53OY3uNX86fyu99Jq6o1WsO8Vp7TPpZZfuhq6FHxNwGIjBasA3XSUIRIWWJiP0hRk/9+vUDIOEpaZlbCJpgGH24VavHKR60cwrAJnI1RJCA5TbzjlkWEjgMXxGzmx05xyzyG05aREGIc8zWt4cK9o6RpP3DPQOacgZBX4tIBkfPfZY7smKsf8vD6+7NMwOqFNdjpFOvCVv97vorzj5cVDlBYAIuXrxoUReiskNQAO0IqEYIZgoh5SJrzKALzSphnQFji5q9fDugWJvJxVpPBvnI7IHvo/Ip1Mq9VKc5RdtON/zCl7xNXYu2npK3ycTuE63HSGV4mNoqA47ENEboC589ewZt+dfSi6xFRBOV7YcCWMYx3Swk5l2lwhgJf9OmTRUdCgWHYzX25DZ/ZbvGSIzxEAcZaEqoaItC5aLGwF4ZdZTsaXfjpl/g3T/nDyEqRKt+wxoUTx83XZXdZ7z8vWQWkwoY7CA1sqh9m0+eGIDjUuD1m3euP+xqNHBJ86HLWgz7weyn2dBlzYYs3bz3jOO+shh5DKcAvshY0hnOc9hQh/ALsl+MRFqN1SJKFANNATyc3tSvMzzt0Dyhg5GzMfjd97q6o032pE4Zav114/HR+QNj63Rl+y/Dl+1ugD8iVoQG5O9V37ioKSgQcQqQafmjuo9cMxrZCkacdKIFx6IAklisQwyHufIFgyzs6ez8RewXIzG0w7wtBE0tlbhirE8Lw4ePePLs3vrva/C908I/AoPu+9861iFbIqTiy496eN+5iR86hpTCkUuzxYqgBt0+RZH7mS44Jmo2MNGRNhRAJIuMzuwCoALS7IhoTLV5HdGLaQo8fPgQySoMD/osQ8FuDpMxgp3xv/ZMQDvFSPzMvv32W3wWcQMwLtgFYL7P7lJPU3d3d6CxWaNqbt81G+0y47L3/fv3Ah88uP/v3nUjh33X0WVe+TKl6chRFMjqX9yeaxKipVixYgQqIxiNiYIYgIKBgDgl7Xk2rRjbb7/9RjQWnFNNLwAqYIoc/VLbW0Exh34EzSURs/FIxibcuPALvkMWnefa08FOMRKDAhxoMGjkX+PCL6gPVaqIDdRkQ+bIkSt12syDBw1YvmzJll9+2bRp84LFy9q2bZMycUKMHoXLh8YrD9sofDCwWCYBpImCsRx18OGLTi7JGpPaPrsjjANRILjvml4AVMCdwCJLZvt8XzEqx6WAnWJkpBMUdh6TdAzTYfDx34Lfx/y9bt26xApxFDedSKeJaNAOKcDtELdOHENxZMQ7EFtuwkXZ4TjFkAQFrKAAAiE4HEuLbcVIMQUjlenEQB9bWaJ9UrBlDREL24opF48ICkQiBYgcjasZCgVye1HwIcOLER/fLVu2RGIvoilBAY0pQAgqLnzdu3cniiEBPRDdqS+1atXCkbdLly5E8yGejMYjpztNMZLrAMJSkvUQrIGC/zJaQLMOVSjtiZVDTQR0BEaJRL8u7cktehQUCJMCmF4TtQfFOfENcNXF2I8YwpgCbtiwkaBCRIBCPW/nahsxs4ICYVKAxYwAL4T1pXV/YptCOBGN6awdRhLshn3OHRlbJgOBiPFoNmAmMckIc4V0FPcMYjRgg0qEQDs3hdJ4FkV3Dk0BzHrLV6yYNVs29j9AyKXwXqC/l6cHsS8C7wY9ePiICyU23vgHf3j/zqHfVAw+plEAFogQadYhYphPEYXgwYMHWpJRI4xEp6KE6QtdcHk0wUpyZMCeh34KW0dhx6HlQon0vlADm9UEq6kT6QPTvsExY8elShC7Z6va1SpXKlq0WMkajaf/fjzQz8fDw9vj4oH+3ZrXr1cnaWJclXSdh7u+tCyej/Zvo7ZHNZNrdoWo7UzUsxEFuPARztdwgONiR3BXojETT8BsIUMAkZCx7YJHMrRAul8S7Gj5NhphpJJ11jjCAqb/vG3p0qXBThNCJILEI4wmhDRpXclOYGgBwZRDxDHSci4dqC/EL8wgjBERRE0U7owUAnDbVmkfpYT18/PPmDZdRmQrzhnLNWjevlWLkgXS6WLn/M79T7/7D7zP/lEogy5WkjTtu/auVK6wTpegx6Q/vsooHaWDi7LGCWzbtm1brr+mFwArhCi4wuw8yuYhyhvmlCZVluHcrlixoumg56EHhKKN89/QAnJE61IRWP2qGmEk6hYSAhjeE8DDQ44rBvTCdcYERwgDiq8kUXTxAEF5a2gBxBXiVqtn3eYPkvqY9FJsGLzfTJRKlSpRB21/NJYZrP5pdSyWddzULRdtvfv42YvnrzzPrKuaM1acdDV3Xr9779KuopljFajT6eEn6dj+LUli65K2GBIN8rcRIYRUJLhIclE2sQCoAEwSOd3mK1YMwDoKwP8wg4Zzu2zZspZmccGBknA80R8jsSbF9MAYI0libhHRgVLSGxlaAHEfPXpkUQuisv1QAMwjeg7BAs0WqkVjJpIZGTt2BKs6WdrOB68G+HneunHzzt2H3qvbVYGvHLH2wsPb+4pniZO3epvrQW+v7F+UIn6sJkOnWJb+xn5m3WgkLACzU69UwPhcSFztcg5VDSo0RqrJHGfcNGG3YyJG8s6hU9bhj4GzP2YLWLrv2rUL3wxjShFtHHdGgZGqFqao5DgUGDLwf6zqNI1Hn/bw87xNHprbvg+8N3epo9MlHzLj1H2vPysWdHaKlyBNugzOskZSN3HOIsd5OTHSmE4BgZFqV0AIPjJMjFy5cqUhKjz5x3ERERiplr6insNSYOqUcSCfc6lhJ276et6RMdLvgc/6zmBkisFzTz3w/LNM7sSpcxQaPGJC3749kiSOk6VI+/P+wrrVYec7hg1cYKTaCVeDkSQcN7CJuIgIjFRLXFHPkSlw4MBeln2CJNV3nvO95+/j6RP4JPBij5rZdclyLTnq8/DqbvSRBet0fiFJO//4NUF8OQ3O3L03HfmNxdhjEAUERqqdbDUYCR9pcJ0kr/KOHTtC8JEo+YWsVS3F7bse5lr4yFOIC2GiKHXIxxKNNVLv3r6pXL4oC7t+n7HHzl+7duXS2pkNUibSlfvfVJ/7T33P7SiW1Slf1RZHL3s2aVhftu7R5d5+8bF9T6/50WGsh8m62QWARevVq1dF2BDzBLXXGgIj1c5MCIwkdAAWvSEe/umnnwwYicc0USuNK3CqCoxUS267r4fpf4oUKYgLkcxkwduHpKHDhw+P3lEDD/y9O17cuKBfkuQpkyZJEi+2zCzW7TvttM/TB1f3lMubLE7ceAkSytpIp/hFRi/+7fUnu59gcwMkxhYxU8wuAKIrk3SQoLXm2hP/b6cUCI2R+DhYNNYYatdKuBwC/4egFMEqDRhJ2HGC6cBA4OBBVAUMdsiiYpyiE98PYddq0VKzq8rsk1WrVhFBiX9NFEQL1CEDdjTmI5V5IYh5XKc4sIkDBw7e/Mvfm5d9mzdLpsJV6+8+cmqaixx8g3B0RNs4dDzIrubR6sEQwHPdunWoV0wvgB9//JGsLyKxq9V0tvmD+EcaB4HBmcdSnz18qeGpDBJEPIWiZwwBQzhK5VXBQhxL8Q3nOgn7yL+zZ8/GdcZACFlDkyABYZ1LlChBhjloRJoO4//FtVxgpM03QAwfAHt127ZtiiX2X3/9FcF4quQDxx80bdo07du3c5k0YXS/pqz47CVqpkmTFs9g/IljOLXF6zsiBZD/ESzCcHQjIBw6dKirqytpbcabK9QhjnnXrl0xTzG0wB6JnjEEOD5IBWcMcuF955pAZmoyVpuuDKHNBkN3xCUlxuwQFCD/AJ7RiENSpUpFgm6lIOeYOHFiRJCSSzdhuqpXr5YufYbceQvkzpOvSaOGcNLkq4kgWfAxBWVHjhzZunVrYoO1a9du2rRpaIIj2Kx4XFDANAXQkowbJ1tuR1Zh6VoaqSeCc6RRnB1GictjtmzZTFMqe/bse/fu5ZThhsF3kDJWrFgwnUrhO84hmPN069YNWU0E31w8LihgBQVIfUfASXyTuM8ST3Lfnt1wkIePHIWh5N5GOMpypUps3/6V25IVvSBbxss+siTMCKsVXT4+VzVr1iQtEUGOGCryW+6jlvp0W/E64pGYTIGbN28ibmWxRRwmiV1KSAGNiakdRvJixJQaMWIE8VeRSiNZLacvyhf28KhRo4yD78BQY9q6adMmUgUZCg4h2LlF48hkGk+/6M4iChD2pX37DrINav1v1q9fj3T04IkzPj6eR/7Zt3v3rr1798yYOStP5VpJkydesXyFRS1HXeVpU92xAypcuNDan9ff9vB6eP+e553bt+54Xr9xC20f6oxcuXJpn28o6t5XtGyHFIDt4TAnEQUBynv37v0/S0qfPn369++PhAbNdIjAMtq8qaYYqbwSt2MCy0E1/jV8id6Gi9rMpeglqikwdeo05S7sFDcuUg3Z+rT7WD/vy00qZFJ+jxNbF69Y/fRZ66RJk/zChfNRPR4z7b8OGDWkB6Pq13/ArdseD/xvzHEdNmzCtEue93yuHnOfOHzggH41a1SjQsJEicF7G49WdC8oYJcUCMZItBQaFBQh6G/bt2/fMVQhtSz/RQXjYfBn6KLBOEUXggIhKKAszoSJkrSulS9hXF3H76cfPHrsr7/+PHbmkv/1I3WLO6fMVeqXA5cObnUvmzx2ytLtnQuWKpA3D0s9xJLWjLDt2rdv0bA6+Fe0Zqsb/o/8/O8GXP2nQg5dvKwlT3i+8DvzS05nnS5WvCIlypUsKBtEpM+YkUdsNVrNyCI6shUFlJOcfWR10X5xKpAdjJEkHBFFUEBQIDwK1KhRAwudDJmyrprSJX5s3Yilf7z7JD1//vReUKDflYO1iyRPV6z2HWLhvLwxJF8y53Itu06YCZtJ+vXq1atrT1XUjXSa0jkV4Fetbf+rfo89vXz8rx2qUyxl2sLV/vV85nt2a740uuINu3s/kwIvbKibTna+zJo1G6+p/WhFj4ICxhRg9bJrQhRlSWtcvsJIlTH4I1gtshI40E4ERyIeFxSwiALoAoYMGVK6TPl9a8bFja2r3bb3vAWLZs1asHXf5Xt3jtYvnTZppvwu81dO+75F5qSFJi46sGPv7vjx4l6+fBnra4s6ipTKdIouA6sikK96+0E+T98/fPT0hf/Z+iWd0xSqasDIEo16BryWAs9urJsqqU4Xv3efnrxmpAxANCIoYEwBFmR4RiSo3gx7xGCkpuTfNi4GKayWG+orjNRMDoyNEwau+ETiPmxpWbt2Lc/SgmajFR0JChgogNlquQqVDmxwSRRPFycOGkli46TvNebvx/dONaucHfUkv8RPED9pgrx9XRav+/3PeE6xbWh9jV9ajhw5wMhkqTOUKqs3kStdLGVip5xl6ygYWTxHksQp05WtWCV/lngZ83YoXKZa44bfiOkWFIgiCgCZZHYiAKFx8fT05HdDjy9fviRWzKRJk3AUxOK6p77wBbMdPB02bNgQEBAQRcMz0ax2NjuYmPft2zdDhgyKsYN1hWdpAcsojd1ItZ8Y0aO9UWD+/Pk5cuVZN6MnstZeLkuv3rxNNNErNzz9rx9CH5k6f8W/znl63L6woAupH1OWbfS/LFkzEYLRVm+BNVzhwoXZZaky5ahTv9E339RvULda2uTxcpSprWBkseyJk6fLWqd+k8YN6xZLniZh4oSt27S11WhFv9GYAnj3LlmyhDgY+P7hT0whJoDyhXiEOCMtXLjwzZs3ICg+x4ZQa2ECRMmSJY8cOaIxrTTCSDLlchGwDhfDfOr7778XMQQ0XisxvLtr164lTZaiV9Oi2OwMnPlzQNADLy8PD72er3bR5OmK1rr1RJI+vT2yZlJsvYkr4RJtaK2NPqJZs+aMo0bHIX4vPj15+vz13QsNSn0lay3ZuFfAK+njqwcrhzSlZu/hE2L4FIvXj3QKIC8lomSiRPrcp+EUQqrh2vHtt9+qAQiqISOJ9HHano8k4mLLli0NJIBkpUqV4mYRWjcb5i/URLmSMmVKQwsiFp2WqyTS+1LpI68oJCK9d6sbxLsrrl4IMmzeJt/AoFu3bt7y8A64drBmkeSxkqTt2v/7USMHNsqZEYCMFzfBgQN/W91RpDy4avkShlq5dd8bd5+FttnJn1ZXrP63N++9fBh4a1TH2tRcve9UpPSrshE1k2tXs6/yvUQ1YwrAIIaOsJY0aVIOc0rixImVIx1EUGKrpUuXDmtwAkLhSc+/AwYMIBypIa8wFTDbQUKrJZE14iOJ12qMkcT7IKY55EMAraYQ3MTX17dOHRLPBhcR01zLVRLpfZ08ebJBgwZM6DcmS926damDoCayrL0i+CIEwSpXviJLsON3k/3vBgUE+Ht4+/rf/Ld/53pFCuHrkStpUmKspqDC5MluEewr4o+/8DqUJr4uScZ8+4+cfPT4+d0bhyrkiGXw/cgte3zEzV+wSKGCuflWt9PApx8j3qfaFgin1bx5cyL+mF4AzD6uAsahRdR2IOrZBwWQ+XNWG85tcHHMmDGk8jiuLyR3Gjx4MLl/lAqkeRk7dmwI6Qs5goyzWUTbmOYhcmMVKFDA0nVPKEu2k4HWIK6IaW4fu8CaUSjR0TgiQUEThSOSOgsWLLCfyErcYZFhODnFadasGeGfMEC4feeOp6cXuknUKsTfd3ZOTRIPQmVYQ5fIfebdvZ+XzymQP3/uXLnmL1jkc/vi6kXu0xetvBP45L73paXz3Pv06pkwQXz2VNPWrR9qK7/C+A4yml0AVGCnh86jF7l0Eq1FHQVC5P0gmFyIWDnGaT3gJmfOnBliMMeOHStUqJDh5IeP1NgYRSM+Uk2OZdPzRHosDlOBkVG3mrVsGRkat0UKDKKJotSxN4EbA167dg2yEHLRsKsxH8WODPERkYQxOrB9eJ2vJxJTiE6dOiVMmKBM2fJz5i3cuX3bb79sXrV6rdsUd/QdDJ7UCu/evtVy9umLOYWMahaAnYgQNKZPtOkuRP5Iwo6GyB8JT2lIfUVKROLVheAjCdDKXhMYaX5JCIw0TyNRQ0MKYDiwc+fOefPmEdmcsnTpUpKBaNi/ZV3t2bOnVatW5LUmtDT/Yh9OTHNM6i0V51jWq6gd4ykQOsdyiBj6QCBiRQUCBUa2MtwFuBegkbJo/QiMtIhcorKgQGgKsIm4xXNIIdfROMGQmI6YSQGzGIlKkhRPBmjAwDWEw4LgI9WuHIGRaikl6gkKCAoICtgHBcxiJJY7uEjiOglS5suXD6W+kLXKNwbBR9rHArbxKEJHnArvFxsPVHQf2RRQP/VqXEQie3SivUijABhJ8kgDm4g+MkSsHMVngYhUt2/fxhgHG58QfaOwFPpIVfMh+EhVZHKQSidOnCB8duXKlbHkNl2oM2fOHPuxa3UQAtv7MMkmWL9+fbMLgAqNGjXC9NHe30eMLxwKgHkYshkwsnz58vjKU5cdrXJTGxu+0k5M8f3AkOnSpUsWrasXL17gUSfsWi0imt1WRiWG1+OiRYswdTFRqENBGmNvpq12S1hHGdiNGzdWrVpldgFQYc2aNTYM6eco9LTbceL+3qVLF8O57ezsDFtJlivikpqwcSOI67Zt2wimNmHCBB4ndp2hBa5N0dP3A24al2HDeyJ6JkA5vmV4Ppktp0+fBlAPHDjAHcTQAq09fPjQbleGGJiggKCAoICgAK477u7uhnPb8IXoOdevXw+PPrCYWIyHfopfwFeNzc008o9EUtquXTvDOxO4NkmSJNwpMENXU6hJgAbM1g0tYMiOpFssQUEBQQFBAUEBe6YAptSEo8uUKZNxvPLhw4eb9nzFK8lYDamc/Agg8WLS+GU1wkhkZeTDMkTnC/OCoP5H/LVXrFgh5G8arxXRnaCAoICggBUUwFQVqeHWrVuRnC9btgwswELHdDso16jcv39/QraSlo6EWQjnzT5lxdjMPqIRRjIOUn9Aow4dOpCcPXfu3Iqxr0UlV65cPEsLv/32G62ZfTdRQVBAUEBQQFBAUCAiFNAOIw2jJEAJ5r/oXQl9qb5Qn6c0zooSEcqKZ01QgCsO5m1EbrxnslCBaqj9BTGjGQXIZxAUFMTkml4AVHjw4IHIghfNZt+xXscGGOlYBBKjjQoK/P3338gSkCIQL9REUcQMZB4VQTujYhZs2OamTZuKFCmCMMnsAiBM/KFDh2w4VNF1DKeAwMgYvgDE6wsKCAoICggKhEsBgZFicQgKCAoICggKCAqETYH/A1JPMc/AtYUfAAAAAElFTkSuQmCC" /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: DE; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE; mso-no-proof: yes;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE; mso-no-proof: yes;"&gt;                                                  &lt;/span&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;The first adjustment is that the FS shifts over to the strong half of the field and the Rover adjusts high to the weak half of the field. Their alignment will be dictated by Apexing them between #1 and #2 WRs. Unless the #1 WR is inside the Hybrids Divider, in that case he will align outside shade.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Both cornerbacks assume an outside shade press position pre-snap.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;The next rotation is that the Sam Tandem will Tilt in towards the Deepest Back in the Offensive Backfield from the 7tech. His stance will be based upon a 3pt stance for better explosion.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: center;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;img alt="" src="data:image/png;base64,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" /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE; mso-no-proof: yes;"&gt;   &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Now this is starting to look more like a 4-3 Cov2 look, however our Stack has not changed, this is the next and last change required.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: center;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;img alt="" src="data:image/png;base64,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" /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE; mso-no-proof: yes;"&gt;   &lt;/span&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;The end result will look like this:&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE; mso-no-proof: yes;"&gt;   &lt;/span&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: center;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;img alt="" src="data:image/png;base64,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" /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;We now have a definite 7man Front with 2 Alley players, Rover and Free. We also have 2 new Force players Charlie and Como. Our 3man Line is supported by the Sam, this means that he is now the Chase player and Shark has rush. Stud is our third linebacker and he has been nested by the alignment of Sam and Shark.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;The Defensive Line is the only moving piece in the puzzle that has not yet been adjusted. The reasoning is simple; Shark and Nose will now be Defensive Tackles and can change from 3 to 1 tech. Sam and Wolf are now Defensive Ends and can also change between 5 and 7tech, to allow for a variety of different Pre-Snap fronts.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: center;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;img alt="" src="data:image/png;base64,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" /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE; mso-no-proof: yes;"&gt;   &lt;/span&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;It must be said however that if you’re going to keep the 404 front you are going to be weaker on the backside as the Nose is right on the midline. Although you have 1 more player on the strong side than they can block, you do not have this advantage to the weak side. This gives the Offence an advantage when running to the weak side and gives them free yards when they counter of their strong side runs. If you cheat your (new) Defensive Tackles to 3 and 1 techniques then you maintain your numbers to the strong side, but add to your weak side. Meaning that you now have more players to the Run side than they can block (assuming there are no pullers).&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;The question however remains: Why go to such lengths to adjust to a 2high shell?&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;The reason is practical: Time&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Time is the foundation of sports. You have a set time to achieve your goals, you have a set time to refine your skills and you have a set time to plan your roadmap. For us as Football Coaches Time represents the amount of reps a player receives in Practice. We can only squeeze in so many reps before our next Practice Block or for many our next Defensive Practice Day. In the age of being Multiple, I place a premium being as vanilla as possible. I want to be true to the base Defence that we have spent the most time installing and repping.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;My experiences have shown me that if you haven’t repped good enough for long enough in practice, then it has no place on the Gridiron. The skills our Linebackers and Hybrids learn to play an Odd Front in a Pattern Reading Cover 3 system should be able to be carried over to any other&amp;nbsp; Front/Coverage combination that we install. That there are going to be some greater changes is ok.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;The idea is that we reduce the amount of new skills to an absolute minimum, while maximizing the potential of our players to perform. My philosophy is to do this with Alignment. By keeping certain moving parts of the Defence common we are maximizing our Practice time and simultaneously minimizing the skills required.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Run Fits&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;The Run Fits for Blue and White (MOFO) are similar to Red and Green (MOFC).&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;As a rule I have tried to keep the LB Positions schematically Analogue to their Alignment. With this Front however we have a new alignment, the 7tech. Let us examine the Run Fits:&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Mike: 51&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;&lt;span style="mso-tab-count: 1;"&gt;&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;Run To 5tech (C Gap)&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;&lt;span style="mso-tab-count: 1;"&gt;&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;Run Away BS 1tech (A Gap)&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Will: 31&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;&lt;span style="mso-tab-count: 1;"&gt;&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;Run To 3tech (B Gap)&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;&lt;span style="mso-tab-count: 1;"&gt;&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;Run Away PS 1tech (A Gap)&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Sam: 72&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;&lt;span style="mso-tab-count: 1;"&gt;&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;Run To 7tech (D Gap)&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;&lt;span style="mso-tab-count: 1;"&gt;&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;Run Away Chase&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Stud/Rover: 82&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;&lt;span style="mso-tab-count: 1;"&gt;&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;Run To Force&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;&lt;span style="mso-tab-count: 1;"&gt;&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;Run Away Collar&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Wolf: 52&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;&lt;span style="mso-tab-count: 1;"&gt;&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;Run To 5tech (C Gap)&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;&lt;span style="mso-tab-count: 1;"&gt;&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;Run Away Chase&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;NT: 12&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;&lt;span style="mso-tab-count: 1;"&gt;&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;Run To 1tech (A Gap)&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;&lt;span style="mso-tab-count: 1;"&gt;&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;Run Away BS 1tech (A Gap)&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Shark: 32&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;&lt;span style="mso-tab-count: 1;"&gt;&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;Run to 3tech (B Gap)&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;&lt;span style="mso-tab-count: 1;"&gt;&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;Run Away BS 3tech (B Gap)&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;What can be seen is that the Run Fit Skill set is Analogue to the Skill Set from our Base Defence. There is not much that needs to be taught outside of the established system. As has been stated the oddity of this front is the Tilt 7 of the Sam.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Pressure&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;As far as my system goes I reduce the pressure to Dogs (Single Blitzer) exclusively and remove the Sam calls. In this even front there are 6 2&lt;sup&gt;nd&lt;/sup&gt; Level Defenders for 5 eligible receivers, so you need to plan your pressure accordingly. As far as pressure is concerned in Blue (2 high 4 under Zone coverage), we will always send either Stud, Mike or Will. When we are playing White (2 high man under), we will not pressure with a 2&lt;sup&gt;nd&lt;/sup&gt; level players.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Coverage&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;You can run a Cornucopia of coverages out of this shell in a multitude of ways. The aim of this blog is to highlight that you can continue with the underneath coverage that has been installed for the Cover 3. Naturally there are some differences, but as has been said previously, we are minimizing the changes.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;We will now look at how we will install Cover 2. The reasons for choosing this coverage are that it complements the weaknesses that the Cover 3 presents, namely the untouched stem of the #1, and the loose protection in the Flats&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;To echo what was said in the Cover 3 (Green) blog, we use Pattern Reading when playing Zone. As such this post will relate to our Philosophy of Covering routes and recognising Patterns rather than Spot Dropping.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;All Coverage is Man Coverage. The time taken to find the Man varies from Coverages. Spot Dropping takes the longest as the Coverage waits for the last Route to develop. Pattern Reading sits in the Middle as the Read is dependent on Routes developing. Man Coverage is the Fastest as the Read and Recognition is made Pre Snap.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Before we go further let us look at the Chalkboard and the Zones we will be covering in Blue:&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: center;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;img alt="" src="data:image/png;base64,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" /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE; mso-no-proof: yes;"&gt;   &lt;/span&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;As can be seen we are colour coding our Zones per Position. When we compare this to the Zones in Green we see similarities, this helps the players get used to the system.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: center;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;img alt="" src="data:image/png;base64,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" /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE; mso-no-proof: yes;"&gt;   &lt;/span&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;The allocation to who covers where is simple, the Corners cover the Fades and the 2 players on 2&lt;sup&gt;nd&lt;/sup&gt; level cover the Hook-Curl Zones. As in green we still only have 4 underneath Zones, designated as Fade and Hook-Curl.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;As for Green the Principles of Blue are as follows and serves to give a General overview:&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Deep: Vertical breaking routes&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Hook-Curl: In Routes&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Fade: Out Routes&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;To go into more Detail about the Coverage:&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Deep:&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;ul type="disc"&gt;&lt;li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Cover the Deepest Route on your side&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Maintain Vertical and Horizontal Leverage. Remain      the Deepest Man on your Side.&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;In the Event that there is no Vertical Route sit      at the bottom of the Zone and support the and Fade and Hook-Curl Player&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Fade:&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;ul type="disc"&gt;&lt;li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Reroute      #1&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Cover      the Outside Route&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Cover from Outside in and Maintain Outside      Leverage&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Keep      Shoulders parallel to LoS&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;In the event that two Outside breaking Routes      develop play Divider Rule&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Hook-Curl:&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;ul type="disc"&gt;&lt;li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Cover      the Inside Route&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Aiming Point (10yds deep inside the Hashmarks)&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Read      release from #2&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;Wall all routes back outside, protect the Seams&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;If there are no Inside Routes, stack back and      gain depth reading the QB&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"&gt;     &lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;br clear="ALL" style="mso-ignore: vglayout;" /&gt;  &lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"&gt;&lt;b&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 15.5pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;INSTALLATION SHEDULE&lt;/span&gt;&lt;/b&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DE;"&gt;The Green install covered not just the Formation but also the Fundamentals of our Running and Passing Games. Given that the Run Fits &amp;amp; Zone responsibilities are similar to Green, Blue does not require as intense an Install. It does however require Repetition. As I have stated above, if it hasn’t been repped with continued success then it does not belong on the Gridiron!&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1149345304957714326-6789629514497513181?l=ruthlessandrelentless.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ruthlessandrelentless.blogspot.com/feeds/6789629514497513181/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://ruthlessandrelentless.blogspot.com/2011/10/cover-2-blue.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1149345304957714326/posts/default/6789629514497513181'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1149345304957714326/posts/default/6789629514497513181'/><link rel='alternate' type='text/html' href='http://ruthlessandrelentless.blogspot.com/2011/10/cover-2-blue.html' title='Cover 2 - Blue'/><author><name>Calkayne</name><uri>http://www.blogger.com/profile/16130560706445092080</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='26' src='http://3.bp.blogspot.com/-Q6V1cGHb1MI/TgX_MQKq5ZI/AAAAAAAAAjE/HAAd2nUmmpI/s220/Profile_portrait.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1149345304957714326.post-830380252939674827</id><published>2011-08-12T06:23:00.000-07:00</published><updated>2011-08-12T06:47:52.523-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Nub'/><category scheme='http://www.blogger.com/atom/ns#' term='Chase'/><category scheme='http://www.blogger.com/atom/ns#' term='Collar'/><category scheme='http://www.blogger.com/atom/ns#' term='Force'/><category scheme='http://www.blogger.com/atom/ns#' term='Blocking Zone'/><category scheme='http://www.blogger.com/atom/ns#' term='Alignment'/><category scheme='http://www.blogger.com/atom/ns#' term='Run Game'/><category scheme='http://www.blogger.com/atom/ns#' term='Tackle Box'/><category scheme='http://www.blogger.com/atom/ns#' term='Assignment'/><category scheme='http://www.blogger.com/atom/ns#' term='Box'/><title type='text'></title><content type='html'>&lt;div style="text-align: justify;"&gt;Blocking Zone, Tackle Zone and the Box&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;The Blocking Zone is defined by the NCAA Rules as:&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: red;"&gt;Blocking Zone&lt;/span&gt;&lt;/div&gt;&lt;span style="color: red;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: red;"&gt;ARTICLE 6.&lt;/span&gt;&lt;/div&gt;&lt;span style="color: red;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: red;"&gt;a. The blocking zone is a rectangle centered on the snapperand extending five yards laterally and three yards longitudinally in each direction.&lt;/span&gt;&lt;/div&gt;&lt;span style="color: red;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: red;"&gt;b. The blocking zone disintegrates when the ball leaves the zone.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;The Tackle Zone is defined by the NCAA rules as:&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: red;"&gt;The tackle box is the rectangular area enclosed by the neutral zone, the two lines parallel to the sidelines five yards from the snapper, and Team A’s end line.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Regarding Blocking Below The Waist, the Ruling includes a Depth of 10yards beyond the LoS.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;It is interesting to note the difference between the two areas as they do have differing Legal ramifications. The Blocking Zone dictates, for example, who can Cut and Clip and who cannot. The Tackle box, for example, regulates limitations on Illegal Forward passes and Running into/Roughing the Kicker (watch out you Rugby Punters).&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Note however that this does not have anything to do with the Defensive Box. There are no NCAA Rules which cover this Counting Method.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;The Defensive "Box" is typically an area as wide as the alignment of Opposite Offensive EMOLs and 5yards into the Defensive Backfield. This can vary from one Coach to another, but its reasoning is pretty common. In order to Play the run we place more defenders inside the Box PreSnap, to play the pass we align more players outside the Box PreSnap. The "Box" therefore is a tool used to get a numbers advantage.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;The Following Diagrams show how I teach the Defensive Box with respect to various offensive Surfaces. The green area highlights the Defensive Box and the red area highlights the Void area for the Hybrid&lt;/div&gt;&lt;div style="text-align: justify;"&gt;(The Void area is an area in which the Hybrid should not align. A hybrid in our system will not align tighter than a 7 tech regardless of depth. Only on Punt Return is it permisable to align closer than an 8.)&lt;/div&gt;&lt;br /&gt;&lt;strong&gt;OPEN FRONT&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://i685.photobucket.com/albums/vv220/Calkayne/Plays/OpenFront.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" naa="true" src="http://i685.photobucket.com/albums/vv220/Calkayne/Plays/OpenFront.gif" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style="font-family: 'Calibri','sans-serif'; font-size: 11pt; line-height: 115%; mso-ansi-language: DE; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: DE; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: yes;"&gt;&lt;shapetype coordsize="21600,21600" filled="f" o:preferrelative="t" o:spt="75" path="m@4@5l@4@11@9@11@9@5xe" stroked="f"&gt;&lt;/shapetype&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;PRO FRONT&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://i685.photobucket.com/albums/vv220/Calkayne/Plays/ProFront.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" naa="true" src="http://i685.photobucket.com/albums/vv220/Calkayne/Plays/ProFront.gif" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;JACKS FRONT&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://i685.photobucket.com/albums/vv220/Calkayne/Plays/JacksFront.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" naa="true" src="http://i685.photobucket.com/albums/vv220/Calkayne/Plays/JacksFront.gif" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;WING FRONT&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://i685.photobucket.com/albums/vv220/Calkayne/Plays/WingFront.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" naa="true" src="http://i685.photobucket.com/albums/vv220/Calkayne/Plays/WingFront.gif" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;DOUBLE WING FRONT&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://i685.photobucket.com/albums/vv220/Calkayne/Plays/DoubleWingFront.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" naa="true" src="http://i685.photobucket.com/albums/vv220/Calkayne/Plays/DoubleWingFront.gif" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;The Odd Stack Defence is made up of 6 Box Players, the Down Linemen and the Linebackers are the only Box players available. Though these Box players are heavily supported by the Hybrid position, the Hybrids cannot be considered Box Personel as they never align inside the Blocking Box (if they did they would loose Force due to Alignment alone). Note that my Strategy is to contain the run and force the Ballcarrier back inside to the teeth of the Defence. In a Spill oriented Defence you could align the Hybrids inside the box.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;The Blocking Zone allows the Defensive Front to define the Run Strong side and thus the required Alignments within our Box and the respective Assignment per Alignment. Importantly it allows the recognition of potential Bubbles (Gaps) in the defensive front and any respective Checks that arise due to Defensive and Offensive Front mismatches.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;strong&gt;Alignment&lt;/strong&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Standard Alignment for our Defence is a Stacked 4-0-4. Meaning that the Defensive Tackles are in a 4Tech (Heads Up with the Offensive Tackles) and the Nose Tackle is aligned in the 0Tech (Heads up with the Center). The Linebackers are stacked behind their respective Lineman as a Base. This allows us to Plug the B Gaps with our Stronger but slower DTs and shoot the playside C Gaps with our Faster LBs. Another variant to the Odd Stack is align the DL wider and use 2 DEs in 5Tech and have them go to the C gap and the LBs shoot the B gap. This is not my personal preference as you are showing the Offensive what you are doing PreSnap, which is against one of my principles on Defence: Deception. But more on this in another post.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;We only break the Stack in the event of an Over or Under Front, in which case we move the Tandembacker down to the 6Tech on Los and Slant our Defensive Line to create a 3Tech to the Run Strong Side for the Over Front or slant for a 3Tech to the Run Weak side for the Under Front. If we play an Over or under Front we will stack the Mike and Backside Tandembacker in what we call 20Tech. The 20 tech aligns the LB Heads up with the Offensive Guard at reglar depth.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;If there is no Split Receiver outside the Hybrid he will Nub. By Nub we mean align on the LoS to the 8Tech or 1st empty Heads up tech outside of the 8. We Nub by coming onto the LoS and placing our Inside Foot forward and our Outside foot slightly behind. The weight distribution is such that the most weight is placed over the front knee. Our inside arm is bent to 90° with the palms out and our Outside arm is relaxed. The Alignment allows us to reduce the amount of Block releases that the Hybrid will have to analyse as well as the amount of blocks. From this position the potential EMOL can only Kick the Hybrid out. It is very hard to Reach against this alignment and it allows for quick seperation and escape from EMOL blocks.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;strong&gt;Box Assignments:&lt;/strong&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Any Defensive is only as good as the execution of its Assignments. As a player the Option Game was a Puzzle to me as I could never figure out where the Ball was going and who it was going to, this was further influenced by a lack of understanding from the Coaches as to how to defend the Option. As soon as you are confused as a Defensive Player you've lost the Down. Its that simple and clear cut. Now we did all the usual and some unusual things in an attempt to stop Option play, but until recently we never enjoyed sustained success through our Scheme.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;We have installed a robust system of Assignment recognition:&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;strong&gt;On Line - Chase&lt;/strong&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;The Defensive EMOL will be responsible for Chase. Note that the EMOL can be defined as a Hybrid although he is not a Box player.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Chase is responsible for all Reverse and QB movement in his direction on any Running and Passing Play.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Meaning that when he is the backside defender on any run play he must look to the WR on the PS to determine any reverse action.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Regardless of backfield flow the Chase player must put his eyes on the QB and go with him on any QB movement his way untill he is sure which Offensive player is the BC.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;strong&gt;Off Line - Collar&lt;/strong&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;The Outside 2nd level player will be responsible for Collar. Note that the Outside 2nd level player can be defined as the Hybrid, when he is not aligned over a Slot WR to the Field side.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Collar is responsible for all Cutback action of the Ballcarrier on any Running Play.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Meaning that while the PS 2nd Level is hustling to the BC the Collar player will slow play the BS of the BCs flow.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;This is my Philosophical view of the Box and how I use it to strengthen the Defence. I feel that it is important to teach the differences between Box, Blocking Zone and Tackle Box to the players. This will allow the Defence to play quicker within this high contact area once they understand these simple concepts.&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1149345304957714326-830380252939674827?l=ruthlessandrelentless.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ruthlessandrelentless.blogspot.com/feeds/830380252939674827/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://ruthlessandrelentless.blogspot.com/2011/08/blocking-zone-tackle-zone-and-box.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1149345304957714326/posts/default/830380252939674827'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1149345304957714326/posts/default/830380252939674827'/><link rel='alternate' type='text/html' href='http://ruthlessandrelentless.blogspot.com/2011/08/blocking-zone-tackle-zone-and-box.html' title=''/><author><name>Calkayne</name><uri>http://www.blogger.com/profile/16130560706445092080</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='26' src='http://3.bp.blogspot.com/-Q6V1cGHb1MI/TgX_MQKq5ZI/AAAAAAAAAjE/HAAd2nUmmpI/s220/Profile_portrait.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://i685.photobucket.com/albums/vv220/Calkayne/Plays/th_OpenFront.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1149345304957714326.post-4235546830914987916</id><published>2011-07-19T14:04:00.000-07:00</published><updated>2012-01-18T22:02:26.182-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Tackling'/><category scheme='http://www.blogger.com/atom/ns#' term='EDD'/><category scheme='http://www.blogger.com/atom/ns#' term='safety'/><category scheme='http://www.blogger.com/atom/ns#' term='Drill'/><category scheme='http://www.blogger.com/atom/ns#' term='Off Season'/><category scheme='http://www.blogger.com/atom/ns#' term='Tackle'/><title type='text'>Tackling</title><content type='html'>&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span lang="EN-US"&gt;In today’s Football world we as Coaches are more conscious than ever of the Safety of our Players. This awareness compels us as Coaches to care for the health of our Players through the teaching of sound Fundamentals that ensure that the individual will be able to carry out all the training required in order to ready him for the Competition to come. The Technique that the player shall first practice and then Train should not endanger him.&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;img alt="" src="data:image/png;base64,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
