<?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-37363251</id><updated>2012-02-08T14:51:04.476-06:00</updated><category term='Camps'/><category term='Rabbit'/><category term='Clothing Textiles'/><category term='Fashion Show'/><category term='Livestock Projects'/><category term='Livestock judging'/><category term='Horse'/><category term='Contests'/><category term='One Day in 4H'/><category term='Stock Show Info'/><category term='Photography'/><category term='Food Nutrition'/><category term='Record books'/><category term='Poultry'/><category term='Clubs'/><category term='Dog Project'/><category term='Food Show'/><category term='Dairy Goat'/><title type='text'>Kaufman County 4-H News</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://kaufman4hcouncil.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://kaufman4hcouncil.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default?start-index=101&amp;max-results=100'/><author><name>C Sharp</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>212</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-37363251.post-607341559630487034</id><published>2012-02-08T14:51:00.000-06:00</published><updated>2012-02-08T14:51:04.483-06:00</updated><title type='text'>SOIL AND CROP SCIENCE SCHOLARSHIP OPPORTUNITY</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;span style="font-size: x-large;"&gt;SCHOLARSHIP OPPORTUNITY&lt;/span&gt;&lt;br /&gt;Outstanding students are eligible for scholarships in amounts up to $8000&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;Deadline March 15&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;Apply at http://soilcrop.tamu.edu/scholarships.html&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;UNDERGRADUATE DEGREE CHOICES:&lt;br /&gt;Agronomy,&amp;nbsp; Turfgrass Management Option,&amp;nbsp; Soil &amp;amp; Crop Management Option&lt;br /&gt;Agro-Industry Option, Plant &amp;amp; Environmental Soil Science&lt;br /&gt;Soil Science Emphasis, Plant Science Emphasis&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;FOR MORE INFORMATION&lt;br /&gt;Staci Frerich,&amp;nbsp; Recruitment Advisor&lt;br /&gt;sfrerich@ag.tamu.edu&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 361-290-0988&lt;br /&gt;http://soilcrop.tamu.edu&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/37363251-607341559630487034?l=kaufman4hcouncil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://soilcrop.tamu.edu' title='SOIL AND CROP SCIENCE SCHOLARSHIP OPPORTUNITY'/><link rel='replies' type='application/atom+xml' href='http://kaufman4hcouncil.blogspot.com/feeds/607341559630487034/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kaufman4hcouncil.blogspot.com/2012/02/soil-and-crop-science-scholarship.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default/607341559630487034'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default/607341559630487034'/><link rel='alternate' type='text/html' href='http://kaufman4hcouncil.blogspot.com/2012/02/soil-and-crop-science-scholarship.html' title='SOIL AND CROP SCIENCE SCHOLARSHIP OPPORTUNITY'/><author><name>C Sharp</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37363251.post-4318037816006347703</id><published>2012-02-08T14:47:00.000-06:00</published><updated>2012-02-08T14:47:31.405-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Camps'/><category scheme='http://www.blogger.com/atom/ns#' term='Livestock Projects'/><title type='text'>2012 Texas 4-H Livestock Ambassador Short Courses</title><content type='html'>&lt;span lang="en-US"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div align="center" style="margin: 0 0 0 11.45pt; 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font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: #231f20;"&gt;4-H Li&lt;/span&gt;&lt;span style="color: #231f20;"&gt;v&lt;/span&gt;&lt;span style="color: #231f20;"&gt;e&lt;/span&gt;&lt;span style="color: #231f20;"&gt;s&lt;/span&gt;&lt;span style="color: #231f20;"&gt;t&lt;/span&gt;&lt;span style="color: #231f20;"&gt;ock &lt;/span&gt;&lt;span style="color: #231f20;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="color: #231f20;"&gt;Ambassado&lt;/span&gt;&lt;span style="color: #231f20;"&gt;r&lt;/span&gt;&lt;span style="color: #231f20;"&gt;s &lt;/span&gt;&lt;span style="color: #231f20;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="color: #231f20;"&gt;h&lt;/span&gt;&lt;span style="color: #231f20;"&gt;a&lt;/span&gt;&lt;span style="color: #231f20;"&gt;v&lt;/span&gt;&lt;span style="color: #231f20;"&gt;e &lt;/span&gt;&lt;span style="color: #231f20;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="color: #231f20;"&gt;p&lt;/span&gt;&lt;span style="color: #231f20;"&gt;r&lt;/span&gt;&lt;span style="color: #231f20;"&gt;ese&lt;/span&gt;&lt;span style="color: #231f20;"&gt;nt&lt;/span&gt;&lt;span style="color: #231f20;"&gt;ed &lt;/span&gt;&lt;span style="color: #231f20;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="color: #231f20;"&gt;t&lt;/span&gt;&lt;span style="color: #231f20;"&gt;opics &lt;/span&gt;&lt;span style="color: #231f20;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="color: #231f20;"&gt;in &lt;/span&gt;&lt;span style="color: #231f20;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="color: #231f20;"&gt;agricultu&lt;/span&gt;&lt;span style="color: #231f20;"&gt;r&lt;/span&gt;&lt;span style="color: #231f20;"&gt;e &lt;/span&gt;&lt;span style="color: #231f20;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="color: #231f20;"&gt;ad&lt;/span&gt;&lt;span style="color: #231f20;"&gt;v&lt;/span&gt;&lt;span style="color: #231f20;"&gt;o&lt;/span&gt;&lt;span style="color: #231f20;"&gt;c&lt;/span&gt;&lt;span style="color: #231f20;"&gt;ac&lt;/span&gt;&lt;span style="color: #231f20;"&gt;y&lt;/span&gt;&lt;span style="color: #231f20;"&gt;, &lt;/span&gt;&lt;span style="color: #231f20;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="color: #231f20;"&gt;nutrition,&lt;/span&gt;&lt;span style="color: #231f20;"&gt; 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Additionall&lt;/span&gt;&lt;span style="color: #231f20;"&gt;y&lt;/span&gt;&lt;span style="color: #231f20;"&gt;,&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;the&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;ambassado&lt;/span&gt;&lt;span style="color: #231f20;"&gt;r&lt;/span&gt;&lt;span style="color: #231f20;"&gt;s&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;t&lt;/span&gt;&lt;span style="color: #231f20;"&gt;each&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;li&lt;/span&gt;&lt;span style="color: #231f20;"&gt;v&lt;/span&gt;&lt;span style="color: #231f20;"&gt;e&lt;/span&gt;&lt;span style="color: #231f20;"&gt;s&lt;/span&gt;&lt;span style="color: #231f20;"&gt;t&lt;/span&gt;&lt;span style="color: #231f20;"&gt;ock&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;e&lt;/span&gt;&lt;span style="color: #231f20;"&gt;thics&lt;/span&gt;&lt;span style="color: #231f20;"&gt; 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&lt;/span&gt;&lt;span style="color: #231f20;"&gt;These&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;individuals&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;h&lt;/span&gt;&lt;span style="color: #231f20;"&gt;a&lt;/span&gt;&lt;span style="color: #231f20;"&gt;v&lt;/span&gt;&lt;span style="color: #231f20;"&gt;e&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;r&lt;/span&gt;&lt;span style="color: #231f20;"&gt;ep&lt;/span&gt;&lt;span style="color: #231f20;"&gt;r&lt;/span&gt;&lt;span style="color: #231f20;"&gt;ese&lt;/span&gt;&lt;span style="color: #231f20;"&gt;nt&lt;/span&gt;&lt;span style="color: #231f20;"&gt;ed&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;4-H&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;a&lt;/span&gt;&lt;span style="color: #231f20;"&gt;t&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;i&lt;/span&gt;&lt;span style="color: #231f20;"&gt;nt&lt;/span&gt;&lt;span style="color: #231f20;"&gt;erp&lt;/span&gt;&lt;span style="color: #231f20;"&gt;r&lt;/span&gt;&lt;span style="color: #231f20;"&gt;e&lt;/span&gt;&lt;span style="color: #231f20;"&gt;t&lt;/span&gt;&lt;span style="color: #231f20;"&gt;a&lt;/span&gt;&lt;span style="color: #231f20;"&gt;ti&lt;/span&gt;&lt;span style="color: #231f20;"&gt;v&lt;/span&gt;&lt;span style="color: #231f20;"&gt;e &lt;/span&gt;&lt;span style="color: #231f20;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="color: #231f20;"&gt;e&lt;/span&gt;&lt;span style="color: #231f20;"&gt;v&lt;/span&gt;&lt;span style="color: #231f20;"&gt;e&lt;/span&gt;&lt;span style="color: #231f20;"&gt;n&lt;/span&gt;&lt;span style="color: #231f20;"&gt;ts &lt;/span&gt;&lt;span style="color: #231f20;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="color: #231f20;"&gt;with&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;such individuals&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;and&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;g&lt;/span&gt;&lt;span style="color: #231f20;"&gt;r&lt;/span&gt;&lt;span style="color: #231f20;"&gt;ou&lt;/span&gt;&lt;span style="color: #231f20;"&gt;p&lt;/span&gt;&lt;span style="color: #231f20;"&gt;s&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;as&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;membe&lt;/span&gt;&lt;span style="color: #231f20;"&gt;r&lt;/span&gt;&lt;span style="color: #231f20;"&gt;s&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;of&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;the&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;T&lt;/span&gt;&lt;span style="color: #231f20;"&gt;ex&lt;/span&gt;&lt;span style="color: #231f20;"&gt;as&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;House&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;of&lt;/span&gt;&lt;span style="color: #231f20;"&gt; R&lt;/span&gt;&lt;span style="color: #231f20;"&gt;ep&lt;/span&gt;&lt;span style="color: #231f20;"&gt;r&lt;/span&gt;&lt;span style="color: #231f20;"&gt;ese&lt;/span&gt;&lt;span style="color: #231f20;"&gt;n&lt;/span&gt;&lt;span style="color: #231f20;"&gt;t&lt;/span&gt;&lt;span style="color: #231f20;"&gt;a&lt;/span&gt;&lt;span style="color: #231f20;"&gt;ti&lt;/span&gt;&lt;span style="color: #231f20;"&gt;v&lt;/span&gt;&lt;span style="color: #231f20;"&gt;es&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;and&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;Sen&lt;/span&gt;&lt;span style="color: #231f20;"&gt;at&lt;/span&gt;&lt;span style="color: #231f20;"&gt;e, &lt;/span&gt;&lt;span style="color: #231f20;"&gt;T&lt;/span&gt;&lt;span style="color: #231f20;"&gt;ex&lt;/span&gt;&lt;span style="color: #231f20;"&gt;as &lt;/span&gt;&lt;span style="color: #231f20;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="color: #231f20;"&gt;Commissioner &lt;/span&gt;&lt;span style="color: #231f20;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="color: #231f20;"&gt;and&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;Deputy&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;Commissioner&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;of&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;Agricultu&lt;/span&gt;&lt;span style="color: #231f20;"&gt;r&lt;/span&gt;&lt;span style="color: #231f20;"&gt;e,&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;Cou&lt;/span&gt;&lt;span style="color: #231f20;"&gt;n&lt;/span&gt;&lt;span style="color: #231f20;"&gt;ty&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;Jud&lt;/span&gt;&lt;span style="color: #231f20;"&gt;g&lt;/span&gt;&lt;span style="color: #231f20;"&gt;es&lt;/span&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;span style="color: #231f20;"&gt;and Commissione&lt;/span&gt;&lt;span style="color: #231f20;"&gt;r&lt;/span&gt;&lt;span style="color: #231f20;"&gt;s, Li&lt;/span&gt;&lt;span style="color: #231f20;"&gt;v&lt;/span&gt;&lt;span style="color: #231f20;"&gt;e&lt;/span&gt;&lt;span style="color: #231f20;"&gt;s&lt;/span&gt;&lt;span style="color: #231f20;"&gt;t&lt;/span&gt;&lt;span style="color: #231f20;"&gt;ock Sh&lt;/span&gt;&lt;span style="color: #231f20;"&gt;o&lt;/span&gt;&lt;span style="color: #231f20;"&gt;w Mana&lt;/span&gt;&lt;span style="color: #231f20;"&gt;g&lt;/span&gt;&lt;span style="color: #231f20;"&gt;eme&lt;/span&gt;&lt;span style="color: #231f20;"&gt;n&lt;/span&gt;&lt;span style="color: #231f20;"&gt;t and 4-H &lt;/span&gt;&lt;span style="color: #231f20;"&gt;F&lt;/span&gt;&lt;span style="color: #231f20;"&gt;amilies.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0pt;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: #231f20;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0pt;"&gt;&lt;span lang="en-US"&gt;&lt;div style="margin: 0 0 0 2pt;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: black;"&gt;&lt;b&gt;2012 Texas 4-H Livestock Ambassador Short Courses:&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0 0 0 2pt;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: black;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0 0 0 2pt;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: black;"&gt;Texas A&amp;amp;M University July 16-19, 2012&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0 0 0 2pt;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: black;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0 0 0 2pt;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: black;"&gt;Texas Tech University July 23-25, 2012&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0 0 0 2pt;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: black;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0 0 0 2pt;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: black;"&gt;&lt;b&gt;Selection Criteria:&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0 0 0 2pt;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: black;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0 0 0 38pt; text-indent: -18pt;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: black; font-family: Symbol;"&gt;·&lt;/span&gt;&lt;span style="color: black; font-family: Symbol;"&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;senior aged (14-18) 4-H youth that have exhibited a superior level of ambition regarding their livestock projects&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0 0 0 38pt; text-indent: -18pt;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: black; font-family: Symbol;"&gt;·&lt;/span&gt;&lt;span style="color: black; font-family: Symbol;"&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;students with a profound interest in animal science and animal production&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0 0 0 38pt; text-indent: -18pt;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: black; font-family: Symbol;"&gt;·&lt;/span&gt;&lt;span style="color: black; font-family: Symbol;"&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;students have shown advanced leadership qualities and a willingness to help others &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0 0 0 38pt; text-indent: -18pt;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: black; font-family: Symbol;"&gt;·&lt;/span&gt;&lt;span style="color: black; font-family: Symbol;"&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;County Extension Agent approval&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0 0 0 38pt; text-indent: -18pt;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: black; font-family: Symbol;"&gt;·&lt;/span&gt;&lt;span style="color: black; font-family: Symbol;"&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;top 25% class rank&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: black;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: black;"&gt;&lt;b&gt;&amp;nbsp; Process:&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: black;"&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: black;"&gt;A selection committee will review the applications and accept &lt;/span&gt;&lt;span style="color: black;"&gt;&lt;b&gt;25&lt;/b&gt;&lt;/span&gt;&lt;span style="color: black;"&gt; participants per university.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0pt;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: black;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0pt;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: black;"&gt;If you are interested, contact the county extension offices. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: #231f20;"&gt; &lt;/span&gt;&lt;/span&gt;&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/37363251-4318037816006347703?l=kaufman4hcouncil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kaufman4hcouncil.blogspot.com/feeds/4318037816006347703/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kaufman4hcouncil.blogspot.com/2012/02/2012-texas-4-h-livestock-ambassador.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default/4318037816006347703'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default/4318037816006347703'/><link rel='alternate' type='text/html' href='http://kaufman4hcouncil.blogspot.com/2012/02/2012-texas-4-h-livestock-ambassador.html' title='2012 Texas 4-H Livestock Ambassador Short Courses'/><author><name>C Sharp</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37363251.post-7391132302089123042</id><published>2012-02-03T08:10:00.002-06:00</published><updated>2012-02-03T08:10:46.595-06:00</updated><title type='text'>2012 National 4-H Congress</title><content type='html'>&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Calibri;"&gt;The Texas 4-H will be  accepting applications for the 2012 National 4-H Congress beginning  February 13th and ending April 16th on 4-H Connect.&amp;nbsp;&lt;/span&gt;&lt;span style="font-family: Calibri;"&gt;The 2012 National 4-H Congress will be Thursday, November&amp;nbsp;29 through Tuesday, December 4 at the Hyatt Regency Atlanta in Georgia.&amp;nbsp;&lt;/span&gt;&lt;span style="font-family: Calibri;"&gt;National  4-H Congress is the flagship event of the National 4-H program. Each  year a National Design Team of Extension educators, 4-H youth, and 4-H  adult volunteers analyze current youth issues and determine the most effective ways to  address them. The program combines a variety of fun and exciting  educational, recreational and networking opportunities. The program  combines plenary sessions, seminars, discussion groups, and a service learning experience. The nation’s most outstanding  community leaders, speakers, and educators present the most current and  timely information available.&lt;/span&gt;&lt;span style="font-family: Calibri;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="font-family: Calibri;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Calibri;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="color: black;"&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Calibri;"&gt;For more information please contact the county extension office..&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Calibri;"&gt;&amp;nbsp; &lt;/span&gt;&lt;span style="font-family: Calibri;"&gt;&lt;/span&gt;&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/37363251-7391132302089123042?l=kaufman4hcouncil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kaufman4hcouncil.blogspot.com/feeds/7391132302089123042/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kaufman4hcouncil.blogspot.com/2012/02/2012-national-4-h-congress.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default/7391132302089123042'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default/7391132302089123042'/><link rel='alternate' type='text/html' href='http://kaufman4hcouncil.blogspot.com/2012/02/2012-national-4-h-congress.html' title='2012 National 4-H Congress'/><author><name>C Sharp</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37363251.post-4137525451755453013</id><published>2012-02-02T23:54:00.000-06:00</published><updated>2012-02-02T23:54:06.802-06:00</updated><title type='text'>second annual 4-H Volunteer Conference is set for July 27-29, 2012</title><content type='html'>&lt;span style="color: #af8245; font-family: arial,Helvetica,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 10pt;"&gt;&lt;span style="color: white; font-family: arial,Helvetica,sans-serif; font-size: small;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;b&gt;Save the Date!&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;   &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="margin-bottom: 0; margin-top: 0;"&gt;&lt;span style="color: #af8245; font-family: arial,Helvetica,sans-serif; font-size: x-small;"&gt;&lt;span style="color: black; font-family: Times New Roman; font-size: x-small;"&gt;&lt;span style="font-size: 11pt; font-weight: normal;"&gt;&lt;span style="color: #af8245; font-family: Calibri,Helvetica,arial,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 10pt;"&gt;The  second annual 4-H Volunteer Conference is set for July 27-29, 2012 in San  Antonio. Whether you have been a volunteer for one, 12 or 20 years, the  conference offers something for everyone! The conference will kick-off  the evening of Friday, July 27&lt;/span&gt;&lt;/span&gt;&lt;span style="color: #af8245; font-family: Calibri,Helvetica,arial,sans-serif;"&gt;&lt;sup&gt;th&lt;/sup&gt;&lt;/span&gt;&lt;span style="color: #af8245; font-family: Calibri,Helvetica,arial,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 10pt;"&gt; with a dinner and general session, with a variety of educational workshops offered all day Saturday and Sunday morning.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&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/37363251-4137525451755453013?l=kaufman4hcouncil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kaufman4hcouncil.blogspot.com/feeds/4137525451755453013/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kaufman4hcouncil.blogspot.com/2012/02/second-annual-4-h-volunteer-conference.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default/4137525451755453013'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default/4137525451755453013'/><link rel='alternate' type='text/html' href='http://kaufman4hcouncil.blogspot.com/2012/02/second-annual-4-h-volunteer-conference.html' title='second annual 4-H Volunteer Conference is set for July 27-29, 2012'/><author><name>C Sharp</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37363251.post-8272086772599798640</id><published>2012-02-02T23:46:00.000-06:00</published><updated>2012-02-02T23:46:28.916-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Clubs'/><title type='text'>Scurry Rosser Parents &amp; Friends Annual Auction</title><content type='html'>&lt;img alt="" 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/&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/37363251-8272086772599798640?l=kaufman4hcouncil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kaufman4hcouncil.blogspot.com/feeds/8272086772599798640/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kaufman4hcouncil.blogspot.com/2012/02/scurry-rosser-parents-friends-annual.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default/8272086772599798640'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default/8272086772599798640'/><link rel='alternate' type='text/html' href='http://kaufman4hcouncil.blogspot.com/2012/02/scurry-rosser-parents-friends-annual.html' title='Scurry Rosser Parents &amp; Friends Annual Auction'/><author><name>C Sharp</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37363251.post-3201664607751072889</id><published>2012-02-02T23:37:00.000-06:00</published><updated>2012-02-02T23:37:42.848-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Livestock judging'/><title type='text'>Texoma Exposition &amp; Livestock Show  4-H/FFA Livestock Judging Contest</title><content type='html'>&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;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   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&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:"Table Normal"; 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:0in 5.4pt 0in 5.4pt; mso-para-margin:0in; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman","serif";}&lt;/style&gt; &lt;![endif]--&gt;  &lt;br /&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-size: 14.0pt;"&gt;Texoma Exposition &amp;amp; Livestock Show&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-size: 14.0pt;"&gt;4-H/FFA Livestock Judging Contest&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-size: 14.0pt;"&gt;Friday, April 6, 2012&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-size: 14.0pt;"&gt;Loy Lake Park, Denison, TX&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-size: 14.0pt;"&gt;Take Exit #67 off Highway 75&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-indent: .5in;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;Rules:&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: .5in; text-indent: .5in;"&gt;Junior Division – 8&lt;sup&gt;th&lt;/sup&gt; grade &amp;amp; under.&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: .5in; text-indent: .5in;"&gt;Senior Division – 9&lt;sup&gt;th&lt;/sup&gt; thru 12&lt;sup&gt;th&lt;/sup&gt; grade.&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: .5in; text-indent: .5in;"&gt;Teams will consist of 3 or 4 members.&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: .5in; text-indent: .5in;"&gt;There is no limit to the number of teams per county/chapter.&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: .5in; text-indent: .5in;"&gt;Teams or individuals not present when contest begins will not be allowed to participate.&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: .5in; text-indent: .5in;"&gt;Scantrons will be provided&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: .5in; text-indent: .5in;"&gt;#2 Pencil&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: .5in; text-indent: .5in;"&gt;State tie break rules will be used&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-indent: .5in;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;Awards:&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: .5in; text-indent: .25in;"&gt;Awards will be presented at contest sight as soon as they are tabulated.&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 1.25in; mso-list: l0 level1 lfo1; text-indent: -.25in;"&gt;&lt;span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;1st Place teams in each division receive team awards&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 1.25in; mso-list: l0 level1 lfo1; text-indent: -.25in;"&gt;&lt;span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Rosettes will be given to 2nd – 5th placing teams in both divisions.&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 1.25in; mso-list: l0 level1 lfo1; text-indent: -.25in;"&gt;&lt;span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Buckles to high individuals in each contest&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 1.25in; mso-list: l0 level1 lfo1; text-indent: -.25in;"&gt;&lt;span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Top 10 high individuals of both contests.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-indent: .5in;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;Classes:&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: .5in; text-indent: .5in;"&gt;9- 10 classes of livestock. These will include beef, sheep, goats, and swine.&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: .5in; text-indent: .5in;"&gt;3 – 4 question classes will be included in lieu of reasons.&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: .5in; text-indent: .5in;"&gt;10 minutes per class.&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: .5in; text-indent: .5in;"&gt;Contest will be electronically scored through &lt;a href="http://www.judgingcard.com/"&gt;www.judgingcard.com&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-indent: .5in;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;Registration Fees:&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-indent: .5in;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&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;&lt;/b&gt;Register&lt;b style="mso-bidi-font-weight: normal;"&gt; o&lt;/b&gt;nline on or before March 27&lt;sup&gt;th&lt;/sup&gt; - Cost $30.00 per team or $10.00 per individual.&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: .5in; text-indent: .5in;"&gt;Late Fee: After March 27&lt;sup&gt;th&lt;/sup&gt; - $50 per team or $15 per individual&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: .5in; text-indent: .5in;"&gt;You may register online or the day of the event, but late fees will be charged &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="mso-tab-count: 2;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Payments may be made to:&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;Texoma Livestock Association (TLA)&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="mso-tab-count: 6;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;C/O Judging Contest / G. Blount&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 2.5in; text-indent: .5in;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;PO Box 7 &lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 2.5in; text-indent: .5in;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;Bells, TX 75414&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-indent: .5in;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;Volunteers:&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 1.0in;"&gt;Clubs/chapters entering teams are asked to provide at least one (1) adult volunteer to assist with the contest as a group leader, runners, timekeeper etc.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-indent: .5in;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;Information:&lt;/b&gt; Located on judgingcard.com or www.texomalivestock.com&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: .5in;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;Superintendents:&lt;/b&gt; &lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Glen Blount:&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;903-814-4900 / &lt;u&gt;&lt;span style="color: #0070c0;"&gt;&lt;a href="mailto:glen.blount@bellsisd.net"&gt;glen.blount@bellsisd.net&lt;/a&gt;&lt;/span&gt;&lt;/u&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 1.5in; text-align: justify; text-indent: .5in;"&gt;John McCullough: 903-815-1122 / &lt;u&gt;&lt;span style="color: #0070c0;"&gt;&lt;a href="mailto:john.mccullough@pottsboroisd.org"&gt;john.mccullough@pottsboroisd.org&lt;/a&gt;&lt;/span&gt;&lt;/u&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 1.5in; text-indent: .5in;"&gt;Josh Vincent: 903-821-8638 / &lt;u&gt;&lt;span style="color: #0070c0;"&gt;&lt;a href="mailto:vincent.josh@howeisd.net"&gt;vincent.josh@howeisd.net&lt;/a&gt;&lt;/span&gt;&lt;/u&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/37363251-3201664607751072889?l=kaufman4hcouncil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kaufman4hcouncil.blogspot.com/feeds/3201664607751072889/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kaufman4hcouncil.blogspot.com/2012/02/texoma-exposition-livestock-show-4-hffa.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default/3201664607751072889'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default/3201664607751072889'/><link rel='alternate' type='text/html' href='http://kaufman4hcouncil.blogspot.com/2012/02/texoma-exposition-livestock-show-4-hffa.html' title='Texoma Exposition &amp; Livestock Show  4-H/FFA Livestock Judging Contest'/><author><name>C Sharp</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37363251.post-2616595029726999742</id><published>2012-02-02T23:35:00.000-06:00</published><updated>2012-02-02T23:35:24.808-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Livestock Projects'/><title type='text'>Morris County Market Show</title><content type='html'>&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;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt; 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  &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:"Table Normal"; 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:0in 5.4pt 0in 5.4pt; mso-para-margin:0in; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman","serif";}&lt;/style&gt; &lt;![endif]--&gt;  &lt;br /&gt;&lt;h1&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: windowtext;"&gt;“Morris Open Heifer Show”&lt;/span&gt;&lt;/b&gt;&lt;/h1&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: windowtext; font-size: 22.0pt; mso-bidi-font-size: 11.0pt;"&gt;March 3, 2012&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: windowtext; font-size: 22.0pt; mso-bidi-font-size: 11.0pt;"&gt;Register Time: 8-10 AM&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: windowtext; font-size: 22.0pt; mso-bidi-font-size: 11.0pt;"&gt;Fee: Register $20&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;&lt;span style="color: windowtext; font-size: 22pt;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: windowtext; font-size: 22.0pt; mso-bidi-font-size: 11.0pt;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: windowtext; font-size: 22.0pt; mso-bidi-font-size: 11.0pt;"&gt;Hwy 259, Daingerfield, TX.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align="left" class="MsoNormal" style="margin-top: 0in; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="left" class="MsoNormal" style="margin-top: 0in; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;ol start="1" style="margin-top: 0in;" type="1"&gt;&lt;li class="MsoNormal" style="color: windowtext; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: left;"&gt;&lt;span style="font-family: &amp;quot;Franklin Gothic Medium&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt;"&gt;Open heifer show will      be held after the Market Show.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;      &lt;/span&gt;Entry fee will be paid morning of the show.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;div align="left" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;ol start="2" style="margin-top: 0in;" type="1"&gt;&lt;li class="MsoNormal" style="color: windowtext; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: left;"&gt;&lt;span style="font-family: &amp;quot;Franklin Gothic Medium&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt;"&gt;Classes will be      determined by number of entries. &lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;div align="left" class="MsoNormal" style="margin-top: 0in; text-align: left;"&gt;&lt;span style="color: windowtext; font-family: &amp;quot;Franklin Gothic Medium&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoPlainText"&gt;&lt;span style="font-family: &amp;quot;Franklin Gothic Medium&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;3. Exhibitor will have option of showing heifer or steer during showmanship class.&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoPlainText" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoPlainText" style="text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;u&gt;&lt;span style="font-family: &amp;quot;Courier New&amp;quot;;"&gt;Division &amp;amp; Classes&lt;/span&gt;&lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-top: 0in;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-top: 0in;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="color: windowtext; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10.5pt; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"&gt;There must be a minimum of 3 animals to justify a breed. If there are less than 3 animals of a breed, they will be shown in other registered breeds. Champion &amp;amp; Reserve Champion awards will be awarded in each breed. Awards will also be presented in each division for Champion and Reserve Champion (American, British &amp;amp; Continental).&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-top: 0in;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="color: windowtext; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10.5pt; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"&gt;Breeds will show by division – American, British &amp;amp; Continental.&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-top: 0in;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="color: windowtext; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10.5pt; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"&gt;NO BULLS&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-top: 0in;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="color: windowtext; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10.5pt; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"&gt;No Animals older than June 1, 2009 (30 months).&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-top: 0in;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-top: 0in;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="color: windowtext; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10.5pt; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"&gt;Blow and Go. NO Adhesive!&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-top: 0in;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-top: 0in;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="color: windowtext; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10.5pt; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"&gt;Generators Welcome&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/37363251-2616595029726999742?l=kaufman4hcouncil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kaufman4hcouncil.blogspot.com/feeds/2616595029726999742/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kaufman4hcouncil.blogspot.com/2012/02/morris-county-market-show.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default/2616595029726999742'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default/2616595029726999742'/><link rel='alternate' type='text/html' href='http://kaufman4hcouncil.blogspot.com/2012/02/morris-county-market-show.html' title='Morris County Market Show'/><author><name>C Sharp</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37363251.post-5611998251557007663</id><published>2012-01-24T18:29:00.000-06:00</published><updated>2012-01-24T18:29:53.702-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Camps'/><category scheme='http://www.blogger.com/atom/ns#' term='Clubs'/><title type='text'>2012 Summer Multi County Camp "4-H Proud to be an American"</title><content type='html'>Join us for&amp;nbsp; 2012 4-H Multi-County Camp. “4-H Proud To Be An American” is this year’s theme. We will be doing team building activities &amp;amp; games. The youth will also experience some of the 4-H project areas. Camp will be held at Lakeview Baptist Encampment in Lone Star Texas on July 9-11, 2012. We have a lot of fun activities and events planned. A $100.00 (non-refundable) registration fee and your camp forms are due to the Kaufman County Extension Office by May 25th, 2012 .Please note – registration is due to your county Extension office.&lt;br /&gt;&lt;br /&gt;2012 Camp Workshops &lt;br /&gt;Outdoor Challenge&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Sewing&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Water Activities / Wildlife&lt;br /&gt;Junior Master Gardener – surprise! – The Piney Woods Master Gardeners&lt;br /&gt;ROPES Course – stations to be determined (2) – trained camp employees&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/37363251-5611998251557007663?l=kaufman4hcouncil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kaufman4hcouncil.blogspot.com/feeds/5611998251557007663/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kaufman4hcouncil.blogspot.com/2012/01/2012-summer-multi-county-camp-4-h-proud.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default/5611998251557007663'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default/5611998251557007663'/><link rel='alternate' type='text/html' href='http://kaufman4hcouncil.blogspot.com/2012/01/2012-summer-multi-county-camp-4-h-proud.html' title='2012 Summer Multi County Camp &quot;4-H Proud to be an American&quot;'/><author><name>C Sharp</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37363251.post-8146683870297575918</id><published>2012-01-24T17:08:00.000-06:00</published><updated>2012-01-24T17:08:58.070-06:00</updated><title type='text'>2012 Texas 4-H Golf Challenge Camp</title><content type='html'>&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;a 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" 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" width="492" /&gt;&lt;/a&gt;&lt;span style="color: black; font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 14px;"&gt;The  Texas 4-H and Youth Development is pleased to offer the first ever  Texas 4-H Golf Challenge Camp. This two day camp provides youth 12-18 an  opportunity to take an in depth look at the major components that make  up the Texas 4-H Golf Challenge (sports nutrition, golf course/turf grass management, and the rules and  etiquette of golf). During this two day event, youth will work with  Texas A&amp;amp;M Faculty and Staff as well as golf professionals to learn  more about the program. The camp will also give youth the opportunity to learn more about career opportunities related to the Golf  Challenge and how to prepare for college. Lastly, youth will work with  golf professionals to enhance their swing capabilities and compete in  numerous skill activities. The event will take place April 27-29, 2012 in College Station. The cost to attend is $250  (includes lodging for two nights, meals, professional instruction,  t-shirt, and golf instruction, transportation to and from locations).  Registration is limited to the first &lt;b&gt;30 youth&lt;/b&gt; and will open February 1st on 4-H Connect. For more information please contact me at 979-845-6533. &lt;/span&gt;&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/37363251-8146683870297575918?l=kaufman4hcouncil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://texas4-h.tamu.edu/youth/golf/index.php' title='2012 Texas 4-H Golf Challenge Camp'/><link rel='replies' type='application/atom+xml' href='http://kaufman4hcouncil.blogspot.com/feeds/8146683870297575918/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kaufman4hcouncil.blogspot.com/2012/01/2012-texas-4-h-golf-challenge-camp.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default/8146683870297575918'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default/8146683870297575918'/><link rel='alternate' type='text/html' href='http://kaufman4hcouncil.blogspot.com/2012/01/2012-texas-4-h-golf-challenge-camp.html' title='2012 Texas 4-H Golf Challenge Camp'/><author><name>C Sharp</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37363251.post-3473089402262540773</id><published>2012-01-24T17:02:00.000-06:00</published><updated>2012-01-24T17:02:46.354-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Clubs'/><title type='text'>2nd annual Scrappin’ Retreat at the 4-H Conference Center in Brownwood, TX on March 15 (or 16th)-18!</title><content type='html'>&lt;div style="margin: 0;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: red; font-family: Cambria,serif; font-size: medium;"&gt;&lt;span style="font-size: 14pt;"&gt;&lt;b&gt;2&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: red; font-family: Cambria,serif;"&gt;&lt;b&gt;&lt;sup&gt;nd&lt;/sup&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style="color: red; font-family: Cambria,serif; font-size: medium;"&gt;&lt;span style="font-size: 14pt;"&gt;&lt;b&gt; annual Scrappin’ Retreat at the 4-H Conference Center in Brownwood, TX on March 15 (or 16&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: red; font-family: Cambria,serif;"&gt;&lt;b&gt;&lt;sup&gt;th&lt;/sup&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style="color: red; font-family: Cambria,serif; font-size: medium;"&gt;&lt;span style="font-size: 14pt;"&gt;&lt;b&gt;)-18!&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Cambria,serif; font-size: medium;"&gt;&lt;span style="font-size: 14pt;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="margin: 0;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="font-family: Cambria,serif; font-size: medium;"&gt;&lt;span style="font-size: 14pt;"&gt;&lt;b&gt;Please &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Cambria,serif; font-size: medium;"&gt;&lt;span style="font-size: 14pt;"&gt;forward to your scrapbooking friends!&amp;nbsp; Would love to have them!&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0pt;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="font-family: Cambria,serif; font-size: medium;"&gt;&lt;span style="font-size: 14pt;"&gt;&amp;nbsp;Want to get away from it all and get some scrappin’ accomplished!?! Here&lt;br /&gt;is your chance to do just that...and perhaps also make a few new friends,&lt;br /&gt;learn some new tricks and techniques, and win a door prize or two!&lt;br /&gt;Who Can Attend: Adults who have an interest in scrapbooking, card-making or&lt;br /&gt;other paper craft projects. Youth who also have one of these interests may attend with a parent, but must be engaged in working on projects and not disrupting other participants!&lt;br /&gt;Registration:&lt;br /&gt;Participants have two options for when to arrive: Thursday afternoon after 3:00 p.m. or Friday morning. Registration fees are dependent on when you arrive and what lodging choice you choose. Lodging options are the dormitory (up to 8 people in a dorm side), or the Leadership Lodge (hotel like facility for single or double occupancy). The registration fee includes most meals, coffee/tea for the whole weekend, lodging, and also has a program fee built in to take care of some goodies for each participant, a few door prizes, etc. Pricing is provided below.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0pt;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="font-family: Cambria,serif; font-size: medium;"&gt;&lt;span style="font-size: 14pt;"&gt;&lt;br /&gt; Thursday Arrival — March 15-18:&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0pt;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="font-family: Cambria,serif; font-size: medium;"&gt;&lt;span style="font-size: 14pt;"&gt;Dorm Fee — $190.04;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0pt;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="font-family: Cambria,serif; font-size: medium;"&gt;&lt;span style="font-size: 14pt;"&gt;Lodge Double Occupancy —$220.25;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0pt;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="font-family: Cambria,serif; font-size: medium;"&gt;&lt;span style="font-size: 14pt;"&gt;Lodge Single Occupancy — $339.50;&lt;br /&gt; Friday Arrival— March 16-18:&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0pt;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="font-family: Cambria,serif; font-size: medium;"&gt;&lt;span style="font-size: 14pt;"&gt;Dorm Fee — $152.56;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0pt;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="font-family: Cambria,serif; font-size: medium;"&gt;&lt;span style="font-size: 14pt;"&gt;Lodge Double Occupancy —$172.70;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0pt;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="font-family: Cambria,serif; font-size: medium;"&gt;&lt;span style="font-size: 14pt;"&gt;Lodge Single Occupancy — $252.20&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0pt;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="font-family: Cambria,serif; font-size: medium;"&gt;&lt;span style="font-size: 14pt;"&gt;&lt;br /&gt;RSVP:&lt;br /&gt;Please complete the attached registration form and mail with appropriate payment s or provide your credit card information to have deposit charged to it. Balance will be due upon arrival at the retreat. RSVP is due to Charla Bading by February 15, 2012! Refunds will be given for 100% of payment through February 15. After February 15, a $25 fee will be kept and $75 will be returned.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0pt;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="font-family: Cambria,serif; font-size: medium;"&gt;&lt;span style="font-size: 14pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0pt;"&gt;&lt;div style="margin: 0;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="font-family: Cambria,serif; font-size: medium;"&gt;&lt;span style="font-size: 14pt;"&gt;We are accommodating credit card payment this year – except for the $25 program fee to cover  some goodies for each person, door prizes, and other materials for the  retreat!&amp;nbsp; So pay close attention to the instructions on sending your $25  check and either a second check for the deposit OR include your credit card info!&amp;nbsp; The &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Cambria,serif; font-size: medium;"&gt;&lt;span style="background-color: yellow; font-size: 14pt;"&gt;registration is due February 15&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Cambria,serif; font-size: medium;"&gt;&lt;span style="font-size: 14pt;"&gt; to Charla Bading in San Angelo - contact information is on the form.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Cambria,serif; font-size: medium;"&gt;&lt;span style="font-size: 14pt;"&gt;&lt;/span&gt;&lt;/span&gt;&amp;nbsp; &lt;/div&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="font-family: Cambria,serif; font-size: medium;"&gt;&lt;span style="font-size: 14pt;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&amp;nbsp; &lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="font-family: Cambria,serif; font-size: medium;"&gt;&lt;span style="font-size: 14pt;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&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/37363251-3473089402262540773?l=kaufman4hcouncil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kaufman4hcouncil.blogspot.com/feeds/3473089402262540773/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kaufman4hcouncil.blogspot.com/2012/01/2nd-annual-scrappin-retreat-at-4-h.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default/3473089402262540773'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default/3473089402262540773'/><link rel='alternate' type='text/html' href='http://kaufman4hcouncil.blogspot.com/2012/01/2nd-annual-scrappin-retreat-at-4-h.html' title='2nd annual Scrappin’ Retreat at the 4-H Conference Center in Brownwood, TX on March 15 (or 16th)-18!'/><author><name>C Sharp</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37363251.post-1346648526865922906</id><published>2012-01-24T16:56:00.000-06:00</published><updated>2012-01-24T16:56:20.911-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Clubs'/><title type='text'>There are still 33 days left to register for the Kids Science Challenge!</title><content type='html'>&lt;span lang="en-US"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="margin: 0;"&gt;&lt;a href="https://owa.agnet.tamu.edu/owa/redir.aspx?C=9c79840a0af0477ea01a0fd51d19b538&amp;amp;URL=http%3a%2f%2fwww.kidsciencechallenge.com%2fyear-four%2fcreate.php" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"&gt;&lt;img alt="Description: Year 3 Winners will be interviewed on NPR" border="0" height="204" src="https://owa.agnet.tamu.edu/owa/attachment.ashx?id=RgAAAACEEO3wU%2fG0QbHw0KxoA%2bDFBwAx5Xm7%2b%2bGhSpg%2fO7oGEU4XAAAA%2f8QNAAAx5Xm7%2b%2bGhSpg%2fO7oGEU4XAAAELyrIAAAJ&amp;amp;attcnt=1&amp;amp;attid0=BAAAAAAA&amp;amp;attcid0=image001.png%4001CCDA78.6F9D9230" width="217" /&gt;&lt;/a&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span style="font-size: 12pt;"&gt;The &lt;/span&gt;&lt;/span&gt;&lt;a href="https://owa.agnet.tamu.edu/owa/redir.aspx?C=9c79840a0af0477ea01a0fd51d19b538&amp;amp;URL=http%3a%2f%2fwww.kidsciencechallenge.com%2f" target="_blank"&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;b&gt;Kids' Science Challenge&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span style="font-size: 12pt;"&gt;  is a FREE nationwide competition for 3rd to 6th graders to submit  experiments and problems for SCIENTISTS and ENGINEERS to solve.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span style="font-size: 12pt;"&gt;Play science games, watch videos, and enter to win awesome prizes and trips! &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span style="font-size: 12pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;/span&gt;&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/37363251-1346648526865922906?l=kaufman4hcouncil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kaufman4hcouncil.blogspot.com/feeds/1346648526865922906/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kaufman4hcouncil.blogspot.com/2012/01/there-are-still-33-days-left-to.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default/1346648526865922906'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default/1346648526865922906'/><link rel='alternate' type='text/html' href='http://kaufman4hcouncil.blogspot.com/2012/01/there-are-still-33-days-left-to.html' title='There are still 33 days left to register for the Kids Science Challenge!'/><author><name>C Sharp</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37363251.post-8458034190092740918</id><published>2012-01-24T16:54:00.000-06:00</published><updated>2012-01-24T16:54:26.515-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Stock Show Info'/><title type='text'>HLSR - Horticulture Program &amp; Competition for Youth &amp; Adults</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/-GZofbrbiF2w/Tx82bSa8kQI/AAAAAAAAATQ/HydQJguFSss/s1600/HLRS+Hort+contest.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="400" src="http://3.bp.blogspot.com/-GZofbrbiF2w/Tx82bSa8kQI/AAAAAAAAATQ/HydQJguFSss/s400/HLRS+Hort+contest.JPG" width="307" /&gt;&lt;/a&gt;&lt;span style="font-family: Calibri,sans-serif;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="margin: 0;"&gt;&lt;span style="font-family: Calibri,sans-serif;"&gt;&lt;span style="color: black; font-family: Arial,sans-serif; font-size: small;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="color: #111111; font-family: Times New Roman,serif;"&gt;&lt;span lang="en"&gt;The Houston Livestock &amp;amp; Rodeo has expanded the horticulture program, adding horticulture competitions for youth and adults to participate in.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Times New Roman,serif;"&gt;&lt;span style="font-weight: normal;"&gt;The  Horticulture Program includes competitions, horticulture displays and  educational seminars. The Horticulture Program’s competition component will provide an opportunity for Texas students,  non-professional adult gardeners, and professional florists and  landscapers to participate in several competitive events. Each contest  will have a junior, adult non-professional and professional division.&lt;/span&gt;&lt;/span&gt;&lt;span style="color: #111111; font-family: Times New Roman,serif;"&gt;&lt;span lang="en"&gt;We encourage all who are interested to enter into the contest.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: Calibri,sans-serif;"&gt; &lt;div style="margin: 0;"&gt;&lt;span style="color: black; font-family: Arial,sans-serif; font-size: small;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="color: windowtext;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0;"&gt;&lt;span style="color: black; font-family: Arial,sans-serif; font-size: small;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="color: #111111; font-family: Times New Roman,serif;"&gt;&lt;span lang="en"&gt;The 2012 Horticulture Competition provides Texas youth and adults the opportunity to showcase their talents in several contests, including:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: white; margin: 0;"&gt;&lt;span style="color: black; font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="background-color: white; font-size: 11pt;"&gt;&lt;span style="color: #b14b01; font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&lt;b&gt;Youth Division:&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;ul style="margin-bottom: 0; margin-top: 0;"&gt;&lt;span style="color: black; font-family: Calibri; font-size: small;"&gt;&lt;li style="background-color: white; margin: 1.5pt 0 0 0;"&gt;&lt;span style="color: #111111; font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="background-color: white; font-size: 11pt;"&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&lt;b&gt;Floral Arrangements:&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&amp;nbsp;Exhibitors  create floral arrangements using fresh and dried materials that  communicate their interpretation of two themes, Dining with a Texas Flair and Rodeo Action.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li style="background-color: white; margin: 1.5pt 0 0 0;"&gt;&lt;span style="color: #111111; font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="background-color: white; font-size: 11pt;"&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&lt;b&gt;Container Grown Plants:&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&amp;nbsp;Exhibitors cultivate a collection of container grown fresh plant material.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li style="background-color: white; margin: 1.5pt 0 0 0;"&gt;&lt;span style="color: #111111; font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="background-color: white; font-size: 11pt;"&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&lt;b&gt;Photography:&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&amp;nbsp;Exhibitors enter an original photograph that captures horticultural elements; the composition must include a road, path or trail.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li style="background-color: white; margin: 1.5pt 0 0 0;"&gt;&lt;span style="color: #111111; font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="background-color: white; font-size: 11pt;"&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&lt;b&gt;Landscaping:&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&amp;nbsp;Exhibitors may enter as an individual or team to design a 6' square outdoor planter around the theme,&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&lt;i&gt;Celebrating Texas Heritage&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/span&gt;&lt;/ul&gt;&lt;div style="background-color: white; margin: 0;"&gt;&lt;span style="color: black; font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="background-color: white; font-size: 11pt;"&gt;&lt;span style="color: #b14b01; font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&lt;b&gt;Adult Division:&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;ul style="margin-bottom: 0; margin-top: 0;"&gt;&lt;span style="color: black; font-family: Calibri;"&gt;&lt;li style="background-color: white; margin: 1.5pt 0 0 0;"&gt;&lt;span style="color: #111111; font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="background-color: white; font-size: 11pt;"&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&lt;b&gt;Floral Arrangements:&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&amp;nbsp;Exhibitors create floral arrangements using fresh and dried materials that communicate their interpretation of two themes,&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&lt;i&gt;Dining with a Texas Flair and Rodeo Action&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li style="background-color: white; margin: 1.5pt 0 0 0;"&gt;&lt;span style="color: #111111; font-family: Calibri,sans-serif;"&gt;&lt;span style="background-color: white;"&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&lt;b&gt;Container Grown Plants:&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&amp;nbsp;Exhibitors enter cultivated collections of container grown fresh plant ma&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Times New Roman,serif; font-size: x-small;"&gt;&lt;span lang="en" style="font-size: 16px;"&gt;terial, either in the cacti collection or general collection category.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li style="background-color: white; margin: 1.5pt 0 0 0;"&gt;&lt;span style="color: #111111; font-family: Calibri,sans-serif;"&gt;&lt;span style="background-color: white;"&gt;&lt;span style="font-family: Times New Roman,serif; font-size: x-small;"&gt;&lt;span lang="en" style="font-size: 16px;"&gt;&lt;b&gt;Cut Specimens:&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt; &lt;ul style="margin-bottom: 0; margin-top: 0;"&gt;&lt;span style="font-size: small;"&gt;&lt;li style="margin: 1.5pt 0 0 0;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&lt;i&gt;Collections&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&amp;nbsp;- Exhibitors may enter cut specimens right out of their flower beds.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li style="margin: 1.5pt 0 0 0;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&lt;i&gt;Edibles&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&amp;nbsp;- Exhibitors may submit samples from their vegetable garden.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/span&gt;&lt;/ul&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li style="background-color: white; margin: 1.5pt 0 0 0;"&gt;&lt;span style="color: #111111; font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="background-color: white; font-size: 11pt;"&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&lt;b&gt;Photography:&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&amp;nbsp;Exhibitors enter an original photograph that captures horticultural elements; the composition must include a gate or entryway.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li style="background-color: white; margin: 1.5pt 0 0 0;"&gt;&lt;span style="color: #111111; font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="background-color: white; font-size: 11pt;"&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&lt;b&gt;Landscaping - Outdoor Living on a Budget:&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&amp;nbsp;Exhibitors may enter as an individual or team to design a 400-square-foot living space on a $1,000 budget.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/span&gt;&lt;/ul&gt;&lt;div style="margin: 0;"&gt;&lt;span style="color: black; font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: #111111; font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&lt;b&gt;Landscaping - Miniscapes:&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: #111111; font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&amp;nbsp;Exhibitors may enter as an individual or team to create a miniscape using native Texas plants in a 6-foot-square outdoor planter.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0;"&gt;&lt;span style="color: black; font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: #111111; font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: #fe2517; font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&lt;b&gt;NO ENTRY FEES&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0;"&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: x-small;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: #fe2517; font-family: Times New Roman,serif; font-size: small;"&gt;&lt;span lang="en" style="font-size: 12pt;"&gt;&lt;b&gt;DEADLINE: &amp;nbsp;FEBRUARY 3, 2012&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/37363251-8458034190092740918?l=kaufman4hcouncil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kaufman4hcouncil.blogspot.com/feeds/8458034190092740918/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kaufman4hcouncil.blogspot.com/2012/01/hlsr-horticulture-program-competition.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default/8458034190092740918'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default/8458034190092740918'/><link rel='alternate' type='text/html' href='http://kaufman4hcouncil.blogspot.com/2012/01/hlsr-horticulture-program-competition.html' title='HLSR - Horticulture Program &amp; Competition for Youth &amp; Adults'/><author><name>C Sharp</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-GZofbrbiF2w/Tx82bSa8kQI/AAAAAAAAATQ/HydQJguFSss/s72-c/HLRS+Hort+contest.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37363251.post-2396599770350183114</id><published>2011-12-28T09:22:00.000-06:00</published><updated>2011-12-28T09:22:59.371-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Camps'/><category scheme='http://www.blogger.com/atom/ns#' term='Clubs'/><title type='text'>District IV 4-H Lock-In January 20 &amp; 21, 2011</title><content type='html'>It’s that time of year again, time for the district-wide lock-in. &amp;nbsp;Last  year, we had such a great turnout with over 200 4-H members across  joining in on the unlimited food, fellowship, fun and games at &lt;a href="http://www.amazingjakesplano.com/home"&gt;Amazing Jakes&lt;/a&gt;. &amp;nbsp;Don’t miss out. &amp;nbsp;This year will be just as fun!!&lt;br /&gt;&lt;br /&gt;Time: The lock –in will run from 7:00 p.m., January 20, 2011 until 6:00 am on Saturday, January 21, 2011. Youth must be picked up no later than 6:20 am.&lt;br /&gt;&lt;br /&gt;Place: Amazing Jakes at Collin Creek Mall, Plano, TX.&lt;br /&gt;http://www.amazingjakes.com/plano/hours.php&lt;br /&gt;&lt;br /&gt;Who: All district IV 4-Hers age 11 and up are invited for a night of workshops and fun!&lt;br /&gt;&lt;br /&gt;Cost: The cost will be $32 Youth/Adult (includes workshop materials, unlimited food &amp;amp; games), or&lt;br /&gt;Youth/Adult $11 (includes all of the above without games).&lt;br /&gt;&lt;br /&gt;Registration on 4-H Connect begins on December 1st, 2011 and runs through January 13th, 2012.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/37363251-2396599770350183114?l=kaufman4hcouncil.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://d44-h.tamu.edu/2011/12/14/2012-district-lock-in-at-amazing-jakes/' title='District IV 4-H Lock-In January 20 &amp; 21, 2011'/><link rel='replies' type='application/atom+xml' href='http://kaufman4hcouncil.blogspot.com/feeds/2396599770350183114/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://kaufman4hcouncil.blogspot.com/2011/12/district-iv-4-h-lock-in-january-20-21.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default/2396599770350183114'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37363251/posts/default/2396599770350183114'/><link rel='alternate' type='text/html' href='http://kaufman4hcouncil.blogspot.com/2011/12/district-iv-4-h-lock-in-january-20-21.html' title='District IV 4-H Lock-In January 20 &amp; 21, 2011'/><author><name>C Sharp</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-37363251.post-3230911361603517755</id><published>2011-12-28T09:14:00.000-06:00</published><updated>2011-12-28T09:14:21.652-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Livestock judging'/><category scheme='http://www.blogger.com/atom/ns#' term='Stock Show Info'/><category scheme='http://www.blogger.com/atom/ns#' term='Livestock Projects'/><title type='text'>Good Luck to the Fort Worth Participants!! 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  &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:"Table Normal"; 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:0in 5.4pt 0in 5.4pt; mso-para-margin:0in; mso-para-margin-bottom:.0001pt; 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-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}&lt;/style&gt; &lt;![endif]--&gt;  &lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;"&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;"&gt;SATURDAY, JANUARY 14&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;8:00 a.m. – Paint Horse Halter Classes – Coliseum&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;1:00 p.m. – 4-H and FFA Goat Judging Contest – Swine Arena&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;&lt;span style="mso-tab-count: 2;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;2 Senior teams - &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;&lt;span style="mso-tab-count: 2;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;1 Intermediate team - &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;6:00 p.m. – Paint and Quarter Horse Working Cow Horse Classes – Justin Arena&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;"&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;"&gt;SUNDAY, JANUARY 15&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;8:00 a.m. – Paint Horse Performance Classes – Justin Arena&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;9:00 a.m. – All-American Dairy Goat Show – Swine Arena&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;11:00 a.m. – American Premier Boer Goat Show – Sheep Arena&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;"&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;"&gt;MONDAY, JANUARY 16&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;9:00 a.m. – Southwestern Classic Dairy Goat Show – Swine Arena&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;11:00 a.m. – Yellow Rose Classic Boer Goat Show – Sheep Arena&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;2:00 p.m. – Paint Horse Cutting Classes – Justin Arena&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;"&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;"&gt;THRUSDAY, JANUARY 19&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;7:00am-9am-Jan 20 – Junior Heifer Arrival – Watt Arena&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&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;&lt;/span&gt;&lt;b&gt;&lt;span style="color: red; font-family: &amp;quot;GoudyOldStyleT-Bold&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-family: GoudyOldStyleT-Bold;"&gt;All Junior Heifer substitutions must be made by 9:00 a.m., Friday, January 20.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;b&gt;&lt;span style="color: red; font-family: &amp;quot;GoudyOldStyleT-Bold&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-family: GoudyOldStyleT-Bold;"&gt;Angus -&lt;span style="mso-tab-count: 2;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="color: #0070c0; font-family: &amp;quot;GoudyOldStyleT-Bold&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-family: GoudyOldStyleT-Bold;"&gt;Brilley Buchanan&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp; &lt;/span&gt;Bailey Buchanan&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Brooke Jones&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Brooke Adams&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Clarissa Perez&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; &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;b&gt;&lt;span style="color: red; font-family: &amp;quot;GoudyOldStyleT-Bold&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-family: GoudyOldStyleT-Bold;"&gt;Hereford -&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="color: #0070c0; font-family: &amp;quot;GoudyOldStyleT-Bold&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-family: GoudyOldStyleT-Bold;"&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;&amp;nbsp; &lt;/span&gt;Micah Stahlman&lt;span style="mso-tab-count: 2;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Micheal Hawes&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;b&gt;&lt;span style="color: red; font-family: &amp;quot;GoudyOldStyleT-Bold&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-family: GoudyOldStyleT-Bold;"&gt;Red Angus - &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="color: #0070c0; font-family: &amp;quot;GoudyOldStyleT-Bold&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-family: GoudyOldStyleT-Bold;"&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; &lt;/span&gt;Preston Deshazo&lt;span style="mso-tab-count: 2;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;b&gt;&lt;span style="color: red; font-family: &amp;quot;GoudyOldStyleT-Bold&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-family: GoudyOldStyleT-Bold;"&gt;Shorthorn - &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="color: #0070c0; font-family: &amp;quot;GoudyOldStyleT-Bold&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-family: GoudyOldStyleT-Bold;"&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; &lt;/span&gt;Sarah DeShazo&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Cassidy Urive&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Zachary Busby&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Shelby Gonzalez&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Gauge &amp;amp; Cami Cunningham&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;b&gt;&lt;span style="color: red; font-fami
