<?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-2062127403420521850</id><updated>2012-02-27T15:44:15.270-08:00</updated><category term='Final Project'/><category term='EOC'/><title type='text'>Clay Company</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://clayljco.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://clayljco.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Larry Clay</name><uri>http://www.blogger.com/profile/06966376587981800555</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/-WYXd1Rf9irY/TwzQjZm8_kI/AAAAAAAAAAs/_Z3qk7Bqlco/s220/larry.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>18</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-2062127403420521850.post-3854612052397790628</id><published>2012-02-27T15:25:00.000-08:00</published><updated>2012-02-27T15:25:19.553-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Final Project'/><title type='text'>Final Project: Implementation Evaluation Control</title><content type='html'>Implementation Evaluation Control&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2062127403420521850-3854612052397790628?l=clayljco.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://clayljco.blogspot.com/feeds/3854612052397790628/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://clayljco.blogspot.com/2012/02/final-project-implementation-evaluation.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/3854612052397790628'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/3854612052397790628'/><link rel='alternate' type='text/html' href='http://clayljco.blogspot.com/2012/02/final-project-implementation-evaluation.html' title='Final Project: Implementation Evaluation Control'/><author><name>Larry Clay</name><uri>http://www.blogger.com/profile/06966376587981800555</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/-WYXd1Rf9irY/TwzQjZm8_kI/AAAAAAAAAAs/_Z3qk7Bqlco/s220/larry.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2062127403420521850.post-8848009574494657498</id><published>2012-02-27T15:23:00.002-08:00</published><updated>2012-02-27T15:23:13.669-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Final Project'/><title type='text'>Final Project: Price</title><content type='html'>Price&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2062127403420521850-8848009574494657498?l=clayljco.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://clayljco.blogspot.com/feeds/8848009574494657498/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://clayljco.blogspot.com/2012/02/final-project-price.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/8848009574494657498'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/8848009574494657498'/><link rel='alternate' type='text/html' href='http://clayljco.blogspot.com/2012/02/final-project-price.html' title='Final Project: Price'/><author><name>Larry Clay</name><uri>http://www.blogger.com/profile/06966376587981800555</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/-WYXd1Rf9irY/TwzQjZm8_kI/AAAAAAAAAAs/_Z3qk7Bqlco/s220/larry.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2062127403420521850.post-578231975204147289</id><published>2012-02-27T15:22:00.005-08:00</published><updated>2012-02-27T15:22:41.206-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Final Project'/><title type='text'>Final Project: Distribution</title><content type='html'>Distribution&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2062127403420521850-578231975204147289?l=clayljco.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://clayljco.blogspot.com/feeds/578231975204147289/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://clayljco.blogspot.com/2012/02/final-project-distribution.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/578231975204147289'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/578231975204147289'/><link rel='alternate' type='text/html' href='http://clayljco.blogspot.com/2012/02/final-project-distribution.html' title='Final Project: Distribution'/><author><name>Larry Clay</name><uri>http://www.blogger.com/profile/06966376587981800555</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/-WYXd1Rf9irY/TwzQjZm8_kI/AAAAAAAAAAs/_Z3qk7Bqlco/s220/larry.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2062127403420521850.post-2108668540521209672</id><published>2012-02-27T15:22:00.002-08:00</published><updated>2012-02-27T15:22:06.599-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Final Project'/><title type='text'>Final Project: Promotion</title><content type='html'>Promotion&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2062127403420521850-2108668540521209672?l=clayljco.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://clayljco.blogspot.com/feeds/2108668540521209672/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://clayljco.blogspot.com/2012/02/final-project-promotion.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/2108668540521209672'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/2108668540521209672'/><link rel='alternate' type='text/html' href='http://clayljco.blogspot.com/2012/02/final-project-promotion.html' title='Final Project: Promotion'/><author><name>Larry Clay</name><uri>http://www.blogger.com/profile/06966376587981800555</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/-WYXd1Rf9irY/TwzQjZm8_kI/AAAAAAAAAAs/_Z3qk7Bqlco/s220/larry.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2062127403420521850.post-4142855898424686241</id><published>2012-02-27T15:21:00.002-08:00</published><updated>2012-02-27T15:21:33.042-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Final Project'/><title type='text'>Final Project: Product</title><content type='html'>Product&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2062127403420521850-4142855898424686241?l=clayljco.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://clayljco.blogspot.com/feeds/4142855898424686241/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://clayljco.blogspot.com/2012/02/final-project-product.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/4142855898424686241'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/4142855898424686241'/><link rel='alternate' type='text/html' href='http://clayljco.blogspot.com/2012/02/final-project-product.html' title='Final Project: Product'/><author><name>Larry Clay</name><uri>http://www.blogger.com/profile/06966376587981800555</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/-WYXd1Rf9irY/TwzQjZm8_kI/AAAAAAAAAAs/_Z3qk7Bqlco/s220/larry.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2062127403420521850.post-8525360968697405598</id><published>2012-02-27T15:20:00.002-08:00</published><updated>2012-02-27T15:20:53.332-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Final Project'/><title type='text'>Final Project: Target Market Strategy</title><content type='html'>Target Market Strategy&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2062127403420521850-8525360968697405598?l=clayljco.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://clayljco.blogspot.com/feeds/8525360968697405598/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://clayljco.blogspot.com/2012/02/final-project-target-market-strategy.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/8525360968697405598'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/8525360968697405598'/><link rel='alternate' type='text/html' href='http://clayljco.blogspot.com/2012/02/final-project-target-market-strategy.html' title='Final Project: Target Market Strategy'/><author><name>Larry Clay</name><uri>http://www.blogger.com/profile/06966376587981800555</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/-WYXd1Rf9irY/TwzQjZm8_kI/AAAAAAAAAAs/_Z3qk7Bqlco/s220/larry.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2062127403420521850.post-7617543499982452181</id><published>2012-02-27T15:19:00.002-08:00</published><updated>2012-02-27T15:19:20.261-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Final Project'/><title type='text'>Final Project: SWOT</title><content type='html'>SWOT&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2062127403420521850-7617543499982452181?l=clayljco.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://clayljco.blogspot.com/feeds/7617543499982452181/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://clayljco.blogspot.com/2012/02/final-project-swot.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/7617543499982452181'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/7617543499982452181'/><link rel='alternate' type='text/html' href='http://clayljco.blogspot.com/2012/02/final-project-swot.html' title='Final Project: SWOT'/><author><name>Larry Clay</name><uri>http://www.blogger.com/profile/06966376587981800555</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/-WYXd1Rf9irY/TwzQjZm8_kI/AAAAAAAAAAs/_Z3qk7Bqlco/s220/larry.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2062127403420521850.post-1938910177886448260</id><published>2012-02-27T15:18:00.002-08:00</published><updated>2012-02-27T15:18:26.423-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Final Project'/><title type='text'>Final Project: Objectives</title><content type='html'>Objectives&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2062127403420521850-1938910177886448260?l=clayljco.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://clayljco.blogspot.com/feeds/1938910177886448260/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://clayljco.blogspot.com/2012/02/final-project-objectives.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/1938910177886448260'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/1938910177886448260'/><link rel='alternate' type='text/html' href='http://clayljco.blogspot.com/2012/02/final-project-objectives.html' title='Final Project: Objectives'/><author><name>Larry Clay</name><uri>http://www.blogger.com/profile/06966376587981800555</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/-WYXd1Rf9irY/TwzQjZm8_kI/AAAAAAAAAAs/_Z3qk7Bqlco/s220/larry.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2062127403420521850.post-3279601947595970143</id><published>2012-02-27T15:17:00.000-08:00</published><updated>2012-02-27T15:17:39.052-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Final Project'/><title type='text'>Final Project: Business Mission Statement</title><content type='html'>Business mission statement&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2062127403420521850-3279601947595970143?l=clayljco.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://clayljco.blogspot.com/feeds/3279601947595970143/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://clayljco.blogspot.com/2012/02/final-project-business-mission.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/3279601947595970143'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/3279601947595970143'/><link rel='alternate' type='text/html' href='http://clayljco.blogspot.com/2012/02/final-project-business-mission.html' title='Final Project: Business Mission Statement'/><author><name>Larry Clay</name><uri>http://www.blogger.com/profile/06966376587981800555</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/-WYXd1Rf9irY/TwzQjZm8_kI/AAAAAAAAAAs/_Z3qk7Bqlco/s220/larry.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2062127403420521850.post-6405606229824583767</id><published>2012-02-27T13:48:00.001-08:00</published><updated>2012-02-27T15:44:15.278-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EOC'/><title type='text'>Week 8: Creative content</title><content type='html'>&lt;style&gt;&lt;!-- /* Font Definitions */@font-face {font-family:"ＭＳ 明朝"; panose-1:0 0 0 0 0 0 0 0 0 0; mso-font-charset:128; mso-generic-font-family:roman; mso-font-format:other; mso-font-pitch:fixed; mso-font-signature:1 134676480 16 0 131072 0;}@font-face {font-family:"ＭＳ 明朝"; panose-1:0 0 0 0 0 0 0 0 0 0; mso-font-charset:128; mso-generic-font-family:roman; mso-font-format:other; mso-font-pitch:fixed; mso-font-signature:1 134676480 16 0 131072 0;}@font-face {font-family:Cambria; panose-1:2 4 5 3 5 4 6 3 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:-536870145 1073743103 0 0 415 0;} /* Style Definitions */p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-unhide:no; mso-style-qformat:yes; mso-style-parent:""; margin:0in; margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:Cambria; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"ＭＳ 明朝"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}.MsoChpDefault {mso-style-type:export-only; mso-default-props:yes; font-family:Cambria; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"ＭＳ 明朝"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}@page WordSection1 {size:8.5in 11.0in; margin:1.0in 1.25in 1.0in 1.25in; mso-header-margin:.5in; mso-footer-margin:.5in; mso-paper-source:0;}div.WordSection1 {page:WordSection1;}--&gt;&lt;/style&gt;   &lt;span style="font-family: Cambria; font-size: 12pt;"&gt;I will create 3 to 5 sample greeting cards in Photoshop. The cards will be placed on a pleasant background and placed into a slide show. The intent here is to show variety and amazing detail achievable with laser engraving the chocolate greeting cards. This slide show will be made available as an upload for the web. As the product goes into production the cards will be professionally photographed.&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2062127403420521850-6405606229824583767?l=clayljco.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://clayljco.blogspot.com/feeds/6405606229824583767/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://clayljco.blogspot.com/2012/02/creative-content.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/6405606229824583767'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/6405606229824583767'/><link rel='alternate' type='text/html' href='http://clayljco.blogspot.com/2012/02/creative-content.html' title='Week 8: Creative content'/><author><name>Larry Clay</name><uri>http://www.blogger.com/profile/06966376587981800555</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/-WYXd1Rf9irY/TwzQjZm8_kI/AAAAAAAAAAs/_Z3qk7Bqlco/s220/larry.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2062127403420521850.post-314623321041550393</id><published>2012-02-20T16:06:00.001-08:00</published><updated>2012-02-26T17:39:24.608-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EOC'/><category scheme='http://www.blogger.com/atom/ns#' term='Final Project'/><title type='text'>Week 7 EOC: The Pitch</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &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;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt; 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  &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-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin-top:0in; mso-para-margin-right:0in; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0in; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}&lt;/style&gt; &lt;![endif]--&gt;  &lt;br /&gt;&lt;div class="MsoNormal"&gt;Chocolate Expressions&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Laser engraved chocolate greeting cards&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Imagine the thrill of your loved one when he or she receives one of these beautiful and tasty cards. They are created using the latest laser technology in your choice of milk or dark chocolate.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Previously chocolate cards were produced by pouring the chocolate into molds. This process was limited to a few words and simple graphics. By using laser engraving techniques we are able to produce cards in high resolution equaling cards printed on paper. This means that you can have a complete message or a poem and not just a few words that don’t say what you really mean.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Initially we will be using our own in-house writers to create the cards but in the future we hope to partner with and established company such as Hallmark to bring a whole world of card types, styles and messages.&lt;/div&gt;&lt;div class="MsoNormal"&gt;The cards will be placed in stores and specialty shops as well as being available at our online store.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2062127403420521850-314623321041550393?l=clayljco.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://clayljco.blogspot.com/feeds/314623321041550393/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://clayljco.blogspot.com/2012/02/week-7-eoc-pitch.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/314623321041550393'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/314623321041550393'/><link rel='alternate' type='text/html' href='http://clayljco.blogspot.com/2012/02/week-7-eoc-pitch.html' title='Week 7 EOC: The Pitch'/><author><name>Larry Clay</name><uri>http://www.blogger.com/profile/06966376587981800555</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/-WYXd1Rf9irY/TwzQjZm8_kI/AAAAAAAAAAs/_Z3qk7Bqlco/s220/larry.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2062127403420521850.post-6306850956681717669</id><published>2012-02-13T15:39:00.000-08:00</published><updated>2012-02-20T12:40:32.674-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EOC'/><title type='text'>Week 6 EOC: Me X 3</title><content type='html'>&lt;style&gt;&lt;!-- /* Font Definitions */@font-face {font-family:Times; panose-1:2 0 5 0 0 0 0 0 0 0; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;}@font-face {font-family:"ＭＳ 明朝"; panose-1:0 0 0 0 0 0 0 0 0 0; mso-font-charset:128; mso-generic-font-family:roman; mso-font-format:other; mso-font-pitch:fixed; mso-font-signature:1 134676480 16 0 131072 0;}@font-face {font-family:"ＭＳ 明朝"; panose-1:0 0 0 0 0 0 0 0 0 0; mso-font-charset:128; mso-generic-font-family:roman; mso-font-format:other; mso-font-pitch:fixed; mso-font-signature:1 134676480 16 0 131072 0;}@font-face {font-family:Cambria; panose-1:2 4 5 3 5 4 6 3 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;} /* Style Definitions */p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-unhide:no; mso-style-qformat:yes; mso-style-parent:""; margin:0in; margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:Cambria; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"ＭＳ 明朝"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}.MsoChpDefault {mso-style-type:export-only; mso-default-props:yes; font-family:Cambria; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"ＭＳ 明朝"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}@page WordSection1 {size:8.5in 11.0in; margin:1.0in 1.25in 1.0in 1.25in; mso-header-margin:.5in; mso-footer-margin:.5in; mso-paper-source:0;}div.WordSection1 {page:WordSection1;}--&gt;&lt;/style&gt;     &lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: Times; font-size: 16pt;"&gt;I use Yamaha keyboards. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;img alt="" 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mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}.MsoChpDefault {mso-style-type:export-only; mso-default-props:yes; font-family:Cambria; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"ＭＳ 明朝"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}@page WordSection1 {size:8.5in 11.0in; margin:1.0in 1.25in 1.0in 1.25in; mso-header-margin:.5in; mso-footer-margin:.5in; mso-paper-source:0;}div.WordSection1 {page:WordSection1;}--&gt;&lt;/style&gt;     &lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: Times; font-size: 16pt;"&gt;I play guitar and keyboard for my own personal pleasure and over the years I have exclusively purchased Yamaha keyboards. I really like the consistent quality of Yamaha products and now after many years of using their keyboards I am used to the commonality of how they work. I first became aware of Yamaha as a musical instrument manufacture when I was in band in high school. I played the french horn which was provided by the school and it was a Yamaha.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="color: windowtext; font-family: Times; font-size: 16pt; text-decoration: none;"&gt;&lt;a href="http://www.google.com/imgres?hl=en&amp;amp;biw=1071&amp;amp;bih=829&amp;amp;gbv=2&amp;amp;tbm=isch&amp;amp;tbnid=VWtUdyvQx-rsJM:&amp;amp;imgrefurl=http://www.jvguitars.com/viewcateg.pl%3Fcat%3DAmplifiers&amp;amp;docid=g7aT4_dpWYm_tM&amp;amp;imgurl=http://www.jvguitars.com/images/YamahaSynthPSR500FTopViewBest-320.jpg&amp;amp;w=320&amp;amp;h=228&amp;amp;ei=RJ05T4T8C8XWtgfJiY2dAg&amp;amp;zoom=1&amp;amp;iact=hc&amp;amp;vpx=107&amp;amp;vpy=164&amp;amp;dur=9140&amp;amp;hovh=182&amp;amp;hovw=256&amp;amp;tx=139&amp;amp;ty=84&amp;amp;sig=108904215082366402542&amp;amp;page=1&amp;amp;tbnh=151&amp;amp;tbnw=189&amp;amp;start=0&amp;amp;ndsp=19&amp;amp;ved=1t:429,r:0,s:0"&gt;Levis 505 and 559 jeans.&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;img alt="" 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margin:0in; margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:Cambria; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"ＭＳ 明朝"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}.MsoChpDefault {mso-style-type:export-only; mso-default-props:yes; font-family:Cambria; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"ＭＳ 明朝"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}@page WordSection1 {size:8.5in 11.0in; margin:1.0in 1.25in 1.0in 1.25in; mso-header-margin:.5in; mso-footer-margin:.5in; mso-paper-source:0;}div.WordSection1 {page:WordSection1;}--&gt;&lt;/style&gt;   &lt;span style="font-family: Times; font-size: 16pt;"&gt;I have worn Levis 505 jeans since I was a kid. That is what my mother bought for all of us kids. I am sure that she bought Levis because of their reputation of not only being the original but the toughest jeans on the market. As I grew up and started making my own buying decisions Levis were the only choice for me. My mother couldn’t be wrong could she?&lt;/span&gt; &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="color: windowtext; font-family: Times; font-size: 16pt; text-decoration: none;"&gt;Dove soap&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a 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1 0;} /* Style Definitions */p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-unhide:no; mso-style-qformat:yes; mso-style-parent:""; margin:0in; margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:Cambria; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"ＭＳ 明朝"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}.MsoChpDefault {mso-style-type:export-only; mso-default-props:yes; font-family:Cambria; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"ＭＳ 明朝"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}@page WordSection1 {size:8.5in 11.0in; margin:1.0in 1.25in 1.0in 1.25in; mso-header-margin:.5in; mso-footer-margin:.5in; mso-paper-source:0;}div.WordSection1 {page:WordSection1;}--&gt;&lt;/style&gt;     &lt;div class="MsoNormal"&gt;&lt;span style="font-size: 16.0pt;"&gt;I grew up using Zest soap. As I got older my skin became more sensitive so I sought out a milder soap that wouldn’t leave me with a rash. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: 16.0pt;"&gt;I was influenced by the ads for Dove soap and have been using it every sense. As advertised it is gentle but cleans well leaving no residue. I now use the Dove Men’s + Care in the shower. This is the best cleaning system I have ever used. It is a liquid soap with a plastic scrubber.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2062127403420521850-6306850956681717669?l=clayljco.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://clayljco.blogspot.com/feeds/6306850956681717669/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://clayljco.blogspot.com/2012/02/week-6-eoc-me-x-3.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/6306850956681717669'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/6306850956681717669'/><link rel='alternate' type='text/html' href='http://clayljco.blogspot.com/2012/02/week-6-eoc-me-x-3.html' title='Week 6 EOC: Me X 3'/><author><name>Larry Clay</name><uri>http://www.blogger.com/profile/06966376587981800555</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/-WYXd1Rf9irY/TwzQjZm8_kI/AAAAAAAAAAs/_Z3qk7Bqlco/s220/larry.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2062127403420521850.post-505553609797166118</id><published>2012-02-06T15:51:00.000-08:00</published><updated>2012-02-06T15:51:37.935-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EOC'/><title type='text'>Week 5 EOC: Social Networks and Job Hunting</title><content type='html'>&lt;style&gt;&lt;!-- /* Font Definitions */@font-face {font-family:"ＭＳ 明朝"; mso-font-charset:78; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:1 134676480 16 0 131072 0;}@font-face {font-family:"ＭＳ 明朝"; mso-font-charset:78; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:1 134676480 16 0 131072 0;}@font-face {font-family:Cambria; panose-1:2 4 5 3 5 4 6 3 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:-536870145 1073743103 0 0 415 0;} /* Style Definitions */p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-unhide:no; mso-style-qformat:yes; mso-style-parent:""; margin:0in; margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:Cambria; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"ＭＳ 明朝"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}.MsoChpDefault {mso-style-type:export-only; mso-default-props:yes; font-family:Cambria; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"ＭＳ 明朝"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}@page WordSection1 {size:8.5in 11.0in; margin:1.0in 1.25in 1.0in 1.25in; mso-header-margin:.5in; mso-footer-margin:.5in; mso-paper-source:0;}div.WordSection1 {page:WordSection1;}--&gt;&lt;/style&gt;     &lt;br /&gt;&lt;div class="MsoNormal"&gt;I think that a brand ambassador is a very good marketing strategy.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;At first it may seem that a brand ambassador would not be able to reach a very large group of potential customers, but the brand ambassador can leverage his knowledge of the product by convincing others to buy the product or service thereby creating even more brand ambassadors.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;“&lt;span style="color: red; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;According to JetBlue’s director of advertising and promotions, the CrewBlue ambassadors are crucial to the success of BlueDay and other campus efforts: “Students know what kinds of activities are important to other kids, what we should say to them in our marketing, and how we should say it. JetBlue’s ambassador program doubled in size last year and has “made a big difference” in the brand’s strength in the young-adult segment&lt;/span&gt;&lt;span style="mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;.&lt;/span&gt;” (Marketing: An Introduction,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Armstrong and Kolter, Page 144). &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Customers have a tendency to trust the opinion of another perceived customer.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"&gt;The Facebook phenomenon continues to amaze me. Now recruiters are using Facebook as a recruiting tool. “&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 10.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;Facebook's use as a job-recruitment tool remains small, but its appeal may be growing. Some recruiters say they&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 10.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;have all but eliminated their spending on job boards, which can charge a few hundred dollars per job posting,&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 10.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;depending on volume. Others note that while LinkedIn contains a more comprehensive résumé database,&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 10.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;candidates tend to value referrals from their connections on Facebook more&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 10.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;.&lt;/span&gt;” (The Wall Street Journal, August 8, 2011). I actually think that this is a good idea. People have a tendency to be more honest and forthcoming on Facebook.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2062127403420521850-505553609797166118?l=clayljco.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://clayljco.blogspot.com/feeds/505553609797166118/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://clayljco.blogspot.com/2012/02/week-5-eoc-social-networks-and-job.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/505553609797166118'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/505553609797166118'/><link rel='alternate' type='text/html' href='http://clayljco.blogspot.com/2012/02/week-5-eoc-social-networks-and-job.html' title='Week 5 EOC: Social Networks and Job Hunting'/><author><name>Larry Clay</name><uri>http://www.blogger.com/profile/06966376587981800555</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/-WYXd1Rf9irY/TwzQjZm8_kI/AAAAAAAAAAs/_Z3qk7Bqlco/s220/larry.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2062127403420521850.post-4143356896112810142</id><published>2012-01-30T16:05:00.000-08:00</published><updated>2012-02-05T18:17:36.673-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EOC'/><title type='text'>Week 4 EOC: There's an App for that</title><content type='html'>&lt;style&gt;&lt;!-- /* Font Definitions */@font-face {font-family:"ＭＳ 明朝"; 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  &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][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-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin-top:0in; mso-para-margin-right:0in; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0in; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}&lt;/style&gt; &lt;![endif]--&gt;  &lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&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; FaceIt&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;I propose an app for the iPhone, iPad and Android platforms that utilize the devices forward facing camera to allow the user to change their appearance.&amp;nbsp; The camera will take a snapshot of their face and the allow them to edit the features such as hair color, eye color, hairstyle, etc. This will allow them to see what they would look like as a blonde or with a Van Dyke or whatever. The controls will be able to edit any feature of the face so they could use it to prevue how a nose or chin job might look.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;FaceIt will help people to make decisions about changes they might like to make on their appearance. It would be equally applicable to men and women. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;The App would be free and provide all features. Add-on packs would be available for such things as celebrity noses and hair styles and fashion makeup for an additional fee. &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Another revenue stream would be to use the lower 25% of the device screen to stream ads. With this type of revenue stream a pro version could be offered for a one-time fee if the user wanted to eliminate the ads.&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;The App could be extended to include making changes to the rest of the body including weight reduction or increase or trying out how tattoos and piercings would look.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;The App would be tied into social networks such as Facebook , Twitter and Google Plus. The user could get feedback from their friends before making any real changes.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;The extended full body version could be tied into clothing manufactures and stores for virtual shopping with the ability to see how cloths look before buying. The revenue stream would be in the form of kick-backs from the stores and manufactures. There are probably many ways to leverage this App that I haven’t considered yet.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2062127403420521850-4143356896112810142?l=clayljco.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://clayljco.blogspot.com/feeds/4143356896112810142/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://clayljco.blogspot.com/2012/01/week-4-eoc-theres-app-for-that.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/4143356896112810142'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/4143356896112810142'/><link rel='alternate' type='text/html' href='http://clayljco.blogspot.com/2012/01/week-4-eoc-theres-app-for-that.html' title='Week 4 EOC: There&apos;s an App for that'/><author><name>Larry Clay</name><uri>http://www.blogger.com/profile/06966376587981800555</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/-WYXd1Rf9irY/TwzQjZm8_kI/AAAAAAAAAAs/_Z3qk7Bqlco/s220/larry.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2062127403420521850.post-8898677104628339048</id><published>2012-01-23T16:02:00.001-08:00</published><updated>2012-01-29T11:13:53.649-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EOC'/><title type='text'>Week 3 EOC: My Demographics</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &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;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:EnableOpenTypeKerning/&gt;    &lt;w:DontFlipMirrorIndents/&gt;    &lt;w:OverrideTableStyleHps/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val="Cambria Math"/&gt;    &lt;m:brkBin m:val="before"/&gt;    &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;    &lt;m:smallFrac m:val="off"/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val="0"/&gt;    &lt;m:rMargin m:val="0"/&gt;    &lt;m:defJc m:val="centerGroup"/&gt;    &lt;m:wrapIndent m:val="1440"/&gt;    &lt;m:intLim m:val="subSup"/&gt;    &lt;m:naryLim m:val="undOvr"/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"  DefSemiHidden="true" DefQFormat="false" DefPriority="99"  LatentStyleCount="267"&gt;   &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;   &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt; 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  &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;   &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;   &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;   &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;   &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;   &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;   &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"   UnhideWhenUsed="false" Name="Table Grid"/&gt;   &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;   &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;   &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;   &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;   &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;   &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt; 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mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}&lt;/style&gt; &lt;![endif]--&gt;  &lt;div class="MsoNormal" style="margin-top: 12.0pt;"&gt;I proudly belong to the Baby Boomers demographic group. Like most Boomers I am very active and feel younger then my years (I’m 63). &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;I also enjoy the fact that Boomers are a major force in the market. &lt;span style="color: #f79646; mso-themecolor: accent6;"&gt;“The post–World War II baby boom produced 78 million &lt;span style="mso-bidi-font-weight: bold;"&gt;baby boomers&lt;/span&gt;, born between 1946 and 1964. Over the years, the baby boomers have been one of the most powerful forces shaping the marketing environment.”&lt;/span&gt;&lt;span style="color: black; mso-themecolor: text1;"&gt;(&lt;/span&gt;&lt;u&gt;Marketing&lt;/u&gt; an Introduction, chapter 3 page13).&lt;/div&gt;&lt;div class="MsoNormal" style="margin-top: 12.0pt;"&gt;&lt;span style="color: black; mso-themecolor: text1;"&gt;All is not wonderful though; the recent down turns in the economy first brought on by the “Dot Com” crash in 2000 and then the housing crash in 2007-2008 have devastated my savings as well as the savings of the majority of Boomers. &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;I don’t believe that the younger generations fully understand the impact this has had on us. Almost every Boomer I know is having to get along at poverty level or is having to continue working past retirement age. This is made even worse with the decrease in health with age and the increasing cost of health services and medications. A good example of wearing blinders is in our own text book, &lt;/span&gt;&lt;span style="color: #9bbb59; mso-themecolor: accent3;"&gt;“Based on a large-scale “New Retirement Mindscape” study, Ameriprise Financial developed a &lt;i&gt;Dream Book&lt;/i&gt; planning guide that helps boomers to explore their retirement dreams and create a life strategy for retirement. The &lt;i&gt;Dream Book&lt;/i&gt; guide becomes one of the first steps in Ameriprise Financial’s Dream &amp;gt; Plan &amp;gt; Track financial planning approach. The company’s “Dreams don’t retire” advertising campaign promises that the company will help boomers identify new strategies and opportunities for navigating the risks to happy retirement.&lt;/span&gt;”&lt;span style="color: black; mso-themecolor: text1;"&gt;(&lt;/span&gt;&lt;u&gt; Marketing&lt;/u&gt; an Introduction, chapter 3 page14). You have to have a minimum of $500,000 in savings to even talk to most financial advisors.&lt;/div&gt;&lt;div class="MsoNormal" style="margin-top: 12.0pt;"&gt;The only upside to all of this is that the Boomers are still better off than most. &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Most of us still own our own homes and at least have some money in savings. Also we are healthier than previous generations.&lt;span style="color: black; mso-themecolor: text1;"&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/2062127403420521850-8898677104628339048?l=clayljco.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://clayljco.blogspot.com/feeds/8898677104628339048/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://clayljco.blogspot.com/2012/01/week-3-eoc-my-demographics.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/8898677104628339048'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/8898677104628339048'/><link rel='alternate' type='text/html' href='http://clayljco.blogspot.com/2012/01/week-3-eoc-my-demographics.html' title='Week 3 EOC: My Demographics'/><author><name>Larry Clay</name><uri>http://www.blogger.com/profile/06966376587981800555</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/-WYXd1Rf9irY/TwzQjZm8_kI/AAAAAAAAAAs/_Z3qk7Bqlco/s220/larry.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2062127403420521850.post-4503810825003590334</id><published>2012-01-23T15:53:00.000-08:00</published><updated>2012-01-29T11:16:15.536-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EOC'/><title type='text'>Week 3 EOC: Boston Consulting Group - Video Games</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}&lt;/style&gt; &lt;![endif]--&gt;  The video game industry has gone through many changes in the last decade but none more so than games available on iphones, ipads and android devices. &lt;span style="color: #9bbb59; mso-themecolor: accent3;"&gt;“Last year, Flurry reported that iPhone and iPod touch game sales surged from 2008 to 2009. From a standing start, and in just one year, iPhone games captured 5% of the mature U.S. video game market.”&lt;/span&gt;( http://blog.flurry.com). This makes mobile devices stars in the BCG Growth-Share Matrix.&lt;br /&gt;In the console market Nintendo’s Wii had a bad year compared to Sony’s PS3 and Microsoft’s Xbox. &lt;span style="color: #9bbb59; mso-themecolor: accent3;"&gt;“In the year to the end of Q1 2011 Nintendo’s Wii accounted for 37.8% of the value of Internet home console sales. Its share has declined significantly over the year, losing to Sony Playstation and – more dramatically Microsoft’s xBox.” &lt;/span&gt;(http://itcandor.net/2011/06/09/gaming-console-forecast-q211/). I believe that the Wii is currently a cash cow but is in danger of becoming a dog.&lt;br /&gt;Sony’s PS3 has been a steady player in the market staying ahead of Microsoft’s Xbox making it a strong cash cow. &lt;span style="color: #9bbb59; mso-themecolor: accent3;"&gt;"The PS3 is dominant in Japan and Korea, and as of June 2008, has begun to outsell the Xbox 360 in Europe. It is also steadily increasing its market share in all other regions across the globe, including in the North American market". &lt;/span&gt;(http://www.industrygamers.com/news/ps3-steadily-increasing-market-share-across-the-globe/).&lt;br /&gt;Xbox had a spurt of growth last year and actually out performed the PS3. &lt;span style="color: #9bbb59; mso-themecolor: accent3;"&gt;“Xbox has been able to gain market share despite competition from Sony’s PS3 as well as Nintendo’s Wii and DS. We expect Microsoft will continue to gain share driven by competitive pricing of its console compared to PS3, and popularity of its Halo games. The growth will however be slower than observed in the recent past due to fierce competition among top video gaming industry players.” &lt;/span&gt;(http://www.trefis.com/stock/msft/articles/35039/xbox-market-share-could-continue-growth-trend-but-limited-stock-upside-for-msft/2011-01-19). This may move it from being a dog back into the cash cow category.&lt;br /&gt;&lt;div class="MsoNormal" style="margin-top: 12.0pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2062127403420521850-4503810825003590334?l=clayljco.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://clayljco.blogspot.com/feeds/4503810825003590334/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://clayljco.blogspot.com/2012/01/week-3-eoc-boston-consulting-group.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/4503810825003590334'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/4503810825003590334'/><link rel='alternate' type='text/html' href='http://clayljco.blogspot.com/2012/01/week-3-eoc-boston-consulting-group.html' title='Week 3 EOC: Boston Consulting Group - Video Games'/><author><name>Larry Clay</name><uri>http://www.blogger.com/profile/06966376587981800555</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/-WYXd1Rf9irY/TwzQjZm8_kI/AAAAAAAAAAs/_Z3qk7Bqlco/s220/larry.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2062127403420521850.post-4147422046820491485</id><published>2012-01-09T16:14:00.001-08:00</published><updated>2012-01-23T12:33:10.550-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EOC'/><title type='text'>Week 1 EOC: My Voice</title><content type='html'>&lt;style&gt;&lt;!-- /* Font Definitions */@font-face {font-family:"ＭＳ 明朝"; panose-1:0 0 0 0 0 0 0 0 0 0; mso-font-charset:128; mso-generic-font-family:roman; mso-font-format:other; mso-font-pitch:fixed; mso-font-signature:1 134676480 16 0 131072 0;}@font-face {font-family:"Cambria Math"; panose-1:2 4 5 3 5 4 6 3 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;}@font-face {font-family:Cambria; panose-1:2 4 5 3 5 4 6 3 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;} /* Style Definitions */p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-unhide:no; mso-style-qformat:yes; mso-style-parent:""; margin:0in; margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:Cambria; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"ＭＳ 明朝"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}.MsoChpDefault {mso-style-type:export-only; mso-default-props:yes; font-family:Cambria; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"ＭＳ 明朝"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}@page WordSection1 {size:8.5in 11.0in; margin:1.0in 1.25in 1.0in 1.25in; mso-header-margin:.5in; mso-footer-margin:.5in; mso-paper-source:0;}div.WordSection1 {page:WordSection1;}--&gt;&lt;/style&gt;     &lt;br /&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Hi, my name is Larry Clay.&amp;nbsp; For the last 35 years I have worked repairing and maintaining mainframe computers. I worked for such companies as Control Data Corporation, Gray Research, Inc., Network Systems Corp. and Storagetek. I am currently leveraging my many years of scientific and industrial experience and my training at the Art Institute to provide services as a photographer and post production editor.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;My career in computers led me into many different venues such as large corporations, national laboratories, and military installations. I worked with heads of industry as well as scientists and engineers.&amp;nbsp;I have a high sense of professionalism and dedication to the task at hand.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;I have a high proficiency in editing and retouching photographs and would be a real asset to a busy photographer who has little time to do his own post production. &lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt; I can also assist in the studio or on location with lighting and pre-production setup.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;I am finally fulfilling a lifelong ambition to express my creativity and am continually exploring the different areas of photography and photo editing.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2062127403420521850-4147422046820491485?l=clayljco.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://clayljco.blogspot.com/feeds/4147422046820491485/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://clayljco.blogspot.com/2012/01/week-1-eoc-my-voice_09.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/4147422046820491485'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/4147422046820491485'/><link rel='alternate' type='text/html' href='http://clayljco.blogspot.com/2012/01/week-1-eoc-my-voice_09.html' title='Week 1 EOC: My Voice'/><author><name>Larry Clay</name><uri>http://www.blogger.com/profile/06966376587981800555</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/-WYXd1Rf9irY/TwzQjZm8_kI/AAAAAAAAAAs/_Z3qk7Bqlco/s220/larry.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2062127403420521850.post-5067522736047217250</id><published>2012-01-09T16:03:00.000-08:00</published><updated>2012-01-23T12:33:41.412-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EOC'/><title type='text'>Week 1 EOC: Great Customer Service</title><content type='html'>&lt;style&gt;&lt;!-- /* Font Definitions */@font-face {font-family:"ＭＳ 明朝"; panose-1:0 0 0 0 0 0 0 0 0 0; mso-font-charset:128; mso-generic-font-family:roman; mso-font-format:other; mso-font-pitch:fixed; mso-font-signature:1 134676480 16 0 131072 0;}@font-face {font-family:"Cambria Math"; panose-1:2 4 5 3 5 4 6 3 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;}@font-face {font-family:Cambria; panose-1:2 4 5 3 5 4 6 3 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;} /* Style Definitions */p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-unhide:no; mso-style-qformat:yes; mso-style-parent:""; margin:0in; margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:Cambria; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"ＭＳ 明朝"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}.MsoChpDefault {mso-style-type:export-only; mso-default-props:yes; font-family:Cambria; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"ＭＳ 明朝"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}@page WordSection1 {size:8.5in 11.0in; margin:1.0in 1.25in 1.0in 1.25in; mso-header-margin:.5in; mso-footer-margin:.5in; mso-paper-source:0;}div.WordSection1 {page:WordSection1;}--&gt; &lt;/style&gt;  &lt;br /&gt;&lt;div class="MsoNormal"&gt;I grew up in a family business. My parents bought a motel in Albuquerque, NM in 1957. I was 9 years old. My brother and sister and I all were expected to help in the day-to-day business of running the motel which included keeping the premises clean and doing maintenance. As we got older we learned to greet the customers, manage the desk and even do the books. By the time I was 14 I was working the front desk on swing shift by myself. &amp;nbsp;But the number one rule no matter which job we were doing was to take care of the customer. Make them comfortable. Make their stay pleasant. Make them want to come back and stay with us again.&lt;/div&gt;&lt;div class="MsoNormal"&gt;In chapter 1 of &lt;u&gt;Marketing an Introduction&lt;/u&gt; the implication is that taking care of and satisfying the customer is somehow a new idea. As an example, &lt;span style="color: red;"&gt;“Today, marketing must be understood not in the old sense of making a sale—“telling and selling”—but in the new sense of &lt;i&gt;satisfying customer needs”&lt;/i&gt;&lt;/span&gt;. (&lt;u&gt;Marketing an Introduction&lt;/u&gt;, chapter 1 page 4). I do not agree that this is new. There have always been businessmen who understand that without repeat customers there will soon be no business at all. And the only way to get repeat business is to make the customer happy by giving him more the he expected.&lt;/div&gt;&lt;div class="MsoNormal"&gt;We developed a repeat customer base at the motel by maintaining a “triple A” rating, providing amenities for a family such as a restaurant, swimming pool and playground and treating our customer like friends. We had families that came back every summer for 10 years or more.&lt;/div&gt;&lt;div class="MsoNormal"&gt;I will always be thankful to my parents for teaching me this vital lesson. I have used it in all aspects of my professional life.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2062127403420521850-5067522736047217250?l=clayljco.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://clayljco.blogspot.com/feeds/5067522736047217250/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://clayljco.blogspot.com/2012/01/week-1-eoc-great-customer-service.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/5067522736047217250'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2062127403420521850/posts/default/5067522736047217250'/><link rel='alternate' type='text/html' href='http://clayljco.blogspot.com/2012/01/week-1-eoc-great-customer-service.html' title='Week 1 EOC: Great Customer Service'/><author><name>Larry Clay</name><uri>http://www.blogger.com/profile/06966376587981800555</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/-WYXd1Rf9irY/TwzQjZm8_kI/AAAAAAAAAAs/_Z3qk7Bqlco/s220/larry.jpg'/></author><thr:total>0</thr:total></entry></feed>
