<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-7683102144482861222</id><updated>2024-08-29T04:45:55.627-07:00</updated><title type='text'>trezna</title><subtitle type='html'>TEKNIK ELEKTRO</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://treznasatrio.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7683102144482861222/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://treznasatrio.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>trezna satrio</name><uri>http://www.blogger.com/profile/14186351799520736184</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>4</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7683102144482861222.post-1299790683268469750</id><published>2011-11-24T10:40:00.001-08:00</published><updated>2011-11-24T10:42:37.298-08:00</updated><title type='text'>Perancangan dan Pembuatan Alat Pendeteksi Apel Berdasarkan Warna Dan Bentuk Berbasis Microcontroler AT Mega 8535</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Table Normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0in 5.4pt 0in 5.4pt;
 mso-para-margin-top:0in;
 mso-para-margin-right:0in;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0in;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:&quot;Times New Roman&quot;;
 mso-bidi-theme-font:minor-bidi;}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:TargetScreenSize&gt;800x600&lt;/o:TargetScreenSize&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;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; Name=&quot;Body Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;BAB I&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;PENDAHULUAN&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;line-height: 150%; margin-left: .25in; mso-add-space: auto; mso-list: l6 level2 lfo6; tab-stops: list .25in; text-align: justify; text-indent: -.25in;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;SV&quot; style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.1&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;SV&quot; style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;&quot;&gt;Latar Belakang&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoBodyTextIndent&quot; style=&quot;line-height: 150%; margin-left: 0in; text-align: justify; text-indent: .25in;&quot;&gt;
Sehubungan dengan perkembangan pola pikir
manusia ilmu pengetahuan dan teknologi ternyata mengalami kemajuan terus
menerus. Perbaikan terhadap teknologi yang sudah ada terus dilakukan agar
menjadi lebih mudah. Salah satu bidang teknologi yang mengalami perkembangan
lebih pesat adalah teknologi digital, dimana teknologi ini diciptakan untuk
mempermudah kerja manusia.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify; text-indent: .25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Menggingat
kota batu adalah salah satu kota penghasil apel dan bayak petani apel.
oleh karena itu, alat yang kami buat ini di harapkan dapat lebih efektif dan
efisien dalam membantu pekerjaan petani apel, alat ini berfungsi untuk memilih
buah apel saat pengepakan.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; tab-stops: 0in; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Teknologi yang terus berkembang
memberikan peranan penting dalam proses pembangunan suatu negara. Saat ini
salah satu perkembangan teknologi di bidang robotika telah memberikan andil
yang sangat besar bagi suatu Negara untuk berkreasi. Diadakannya kompetisi
robot diantara negara-negara maju telah menjadi kegiatan rutin yang diharapkan
dapat memberikan dorongan bagi setiap negara untuk maju. Dalam hal ini robot
memiliki fungsi dan jenis yang bermacam-macam. Robot memerlukan sebuah sistem
mekanik dan kontrol yang baik agar robot dapat bekerja dengan baik. Berangkat
dari masalah tersebut penulis berusaha merencanakan dan membuat &lt;/span&gt;&lt;span lang=&quot;SV&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;&quot;&gt;sebuah tugas akhir untuk menyelesaikan permasalahan
diatas yang dengan judul : &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; tab-stops: 0in; text-align: justify;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;&quot;&gt;” Perancangan dan Pembuatan Alat Pendeteksi Apel
Berdasarkan Warna Dan Bentuk Berbasis &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Microcontroler
AT Mega 8535:&lt;/i&gt;&lt;/span&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;
Hardware&lt;/span&gt;&lt;/i&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;”&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;1.2
&lt;span style=&quot;color: black;&quot;&gt;Rumusan Masalah&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;SV&quot; style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 27.0pt;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;&quot;&gt;Dengan mengacu pada latar belakang perancangan perangkat
ini maka perumusan masalah dititik-beratkan pada:&lt;/span&gt;&lt;/div&gt;
&lt;ol start=&quot;1&quot; style=&quot;margin-top: 0in;&quot; type=&quot;1&quot;&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-list: l1 level1 lfo2; tab-stops: list .5in; text-align: justify;&quot;&gt;&lt;span lang=&quot;SV&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;&quot;&gt;Bagaimana
     mekanisme atau proses pemilihan Apel berdasarkan warna.&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;div class=&quot;MsoBodyTextIndent&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo2; tab-stops: list .5in .75in; text-align: justify; text-indent: -.25in;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;mso-ansi-language: SV;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;SV&quot; style=&quot;mso-ansi-language: SV;&quot;&gt;Bagaimana merancang dan membuat perangkat
mekanika yang mengendalikan semua kerja sistem ini agar Alat ini dapat bekerja
sesuai yang telah direncanakan.&lt;/span&gt;&lt;/div&gt;
&lt;ol start=&quot;3&quot; style=&quot;margin-top: 0in;&quot; type=&quot;1&quot;&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-layout-grid-align: none; mso-list: l1 level1 lfo2; tab-stops: list .5in; text-align: justify; text-autospace: none;&quot;&gt;&lt;span lang=&quot;SV&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;&quot;&gt;Bagaimana merealisasikan alat pemilih apel
     berdasarkan warna dan bentuk berbasis microcontroler.&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;line-height: 150%; margin-left: .25in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l3 level2 lfo7; tab-stops: list .25in; text-align: justify; text-autospace: none; text-indent: -.25in;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.3&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Tujuan&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; tab-stops: 0in; text-align: justify; text-indent: .25in;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;&quot;&gt;Adapun tujuan dari ”
Perancangan dan Pembuatan Alat Pendeteksi Apel Berdasarkan Warna Dan Bentuk
Berbasis &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Microcontroler&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;AT Mega 8535: &lt;/i&gt;&lt;/span&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Hardware&lt;/span&gt;&lt;/i&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span lang=&quot;SV&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;&quot;&gt; “&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; tab-stops: 0in; text-indent: .25in;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;SV&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;adalah :&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-left: 1.0in; mso-list: l0 level1 lfo3; tab-stops: 0in; text-indent: -.25in;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;SV&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;&quot;&gt;Merencanakan
sistem alat pemilih apel berdasarkan warna .&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-left: 1.0in; mso-list: l0 level1 lfo3; tab-stops: 0in; text-indent: -.25in;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;SV&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;&quot;&gt;Meletakkan
apel sesuai dengan wadah yang sudah ditentukan.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoBodyText&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoBodyText&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;1.4 &lt;span style=&quot;color: black;&quot;&gt;Batasan&lt;/span&gt; Masalah&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; tab-stops: 0in; text-align: justify; text-indent: .25in;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-weight: bold;&quot;&gt;Agar pembahasan dari perencanaan dan pembuatan&lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;SV&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;SV&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;&quot;&gt;” &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Perancangan dan &lt;/i&gt;Pembuatan
Alat Pendeteksi Apel Berdasarkan Warna Dan Bentuk Berbasis &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Microcontroler AT Mega 8535: &lt;/i&gt;&lt;/span&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Hardware&lt;/span&gt;&lt;/i&gt;&lt;span lang=&quot;SV&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;&quot;&gt; “.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify; text-indent: .25in;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;SV&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;SV&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-weight: bold;&quot;&gt;Berbasis mikrokontroller yaitu
AT&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Mega 8535 tidak terlalu meluas maka
penyusun perlu membuat batasan-batasan masalah yang meliputi :&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-left: 1.0in; mso-list: l8 level1 lfo4; tab-stops: list 1.0in; text-align: justify; text-indent: -.25in;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;SV&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;&quot;&gt;Objek
yang yang digunakan adalah Apel (Apel Woshington).&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;line-height: 150%; margin-left: 1.0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l8 level1 lfo4; tab-stops: list 1.0in; text-align: justify; text-autospace: none; text-indent: -.25in;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;SV&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;&quot;&gt;Untuk
pergerakan penjepit apel disesuaikan dengan Konveyor dan wadah tempat penampung
apel. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: 1.0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l8 level1 lfo4; tab-stops: list 1.0in; text-align: justify; text-autospace: none; text-indent: -.25in;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;3.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;SV&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;&quot;&gt;Warna
apel yang digunakan adalah :&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: 1.5in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l4 level1 lfo5; text-align: justify; text-autospace: none; text-indent: -.25in;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&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;&lt;span lang=&quot;SV&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;&quot;&gt;Warna
Merah dan hijau. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: 1.5in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l4 level1 lfo5; text-align: justify; text-autospace: none; text-indent: -.25in;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&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;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Warna lain (apel yang busuk atau jelek)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: 1.25in; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;4.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Untuk bentuk apel di tentukan:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: 93.0pt; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l5 level1 lfo8; tab-stops: list 93.0pt; text-align: justify; text-autospace: none; text-indent: -3.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&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;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Besar atau kecil diameter apel itu
sendiri.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: 1.25in; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: .25in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l7 level2 lfo9; tab-stops: list .25in; text-align: justify; text-autospace: none; text-indent: -.25in;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.5&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Metode Penulisan&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; text-align: justify;&quot;&gt;
&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;&quot;&gt;Metodologi
yang digunakan dalam penyusunan &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;tugas akhir&lt;/span&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;&quot;&gt; ini adalah: &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: 57.3pt; mso-add-space: auto; mso-list: l2 level1 lfo1; tab-stops: .75in; text-align: justify; text-indent: -.25in;&quot;&gt;
&lt;span lang=&quot;IN&quot; style=&quot;font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;&quot;&gt;Studi &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Pustaka&lt;/span&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: 56.7pt; mso-add-space: auto; tab-stops: .75in; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Yaitu
melakukan kajian dengan cara mengumpulkan dan membaca serta memahami literatur
yang ada yaitu berupa buku referensi dan buku petunjuk operasional maupun
browsing internet.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: 57.3pt; mso-add-space: auto; mso-list: l2 level1 lfo1; tab-stops: .75in; text-align: justify; text-indent: -.25in;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Merancang sistem kerja Alat Pemilih Apel
Berdasarkan Warna Dan Bentuk.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: 57.3pt; mso-add-space: auto; mso-list: l2 level1 lfo1; tab-stops: .75in; text-align: justify; text-indent: -.25in;&quot;&gt;
&lt;span lang=&quot;IN&quot; style=&quot;font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Membuat
Alat Pemilih Apel Berdasarkan Warna Dan Bentuk.&lt;/span&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: 57.3pt; mso-add-space: auto; mso-list: l2 level1 lfo1; tab-stops: .75in; text-align: justify; text-indent: -.25in;&quot;&gt;
&lt;span lang=&quot;IN&quot; style=&quot;font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Pengujian
dan Analisa&lt;/span&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: 56.7pt; mso-add-space: auto; tab-stops: .75in; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Yaitu
menguji hasil kerja alat yang telah di rencanakan, apakah sudah &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: 56.7pt; mso-add-space: auto; tab-stops: .75in; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;sesuai
dengan tujuan yang di inginkan. &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt; &lt;/span&gt;Pengambilan&lt;/span&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;&quot;&gt; kesimpulan dan saran &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Dari semua hasil
pengujian yang telah dilakukan dan dianalisa maka bisa ditarik kesimpulan untuk
bisa memecahkan masalah yang terjadi sehingga tujuan dari tugas akhir ini telah
terlaksana.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;line-height: 150%; margin-left: 56.7pt; mso-add-space: auto; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Sistematika pembahasan
dalam penyusunan tugas akhir ini digambarkan sebagai berikut:&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;BAB I.&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;PENDAHULUAN&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Berisi tentang latar
belakang, maksud dan tujuan, rumusan masalah, batasan masalah, metedologi dan
sistematika pembahasan. &lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: 70.9pt; mso-add-space: auto; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: 70.9pt; mso-add-space: auto; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: 70.9pt; mso-add-space: auto; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;BAB II.&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;TEORI PENUNJANG&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Berisi tentang konsep
dasar atau teori dasar yang digunakan untuk pembuatan Alat Pemilih Apel
Berdasarkan Warna Dan Bentuk.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;BAB III.&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp; &lt;/span&gt;PERENCANAAN DAN PEMBUATAN &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Berisi tentang
perencanaan dan pembuatan program dari Alat Pemilih Apel Berdasarkan Warna Dan
Bentuk.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: 70.9pt; mso-add-space: auto; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;BAB IV.&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp; &lt;/span&gt;PENGUJIAN ALAT DAN ANALISA&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Berisi tentang hasil
pengujian dari sistem yang sudah dibuat, kemudian dibandingkan dengan
perencanaan awal serta teori – teori penunjang yang menjadi landasan dari tugas
akhir ini.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;BAB V.&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;PENUTUP&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Berisi tentang
kesimpulan dan saran dari hasil perencanaan dan pembuatan Alat Pemilih Apel
Berdasarkan Warna Dan Bentuk.&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://treznasatrio.blogspot.com/feeds/1299790683268469750/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://treznasatrio.blogspot.com/2011/11/perancangan-dan-pembuatan-alat.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7683102144482861222/posts/default/1299790683268469750'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7683102144482861222/posts/default/1299790683268469750'/><link rel='alternate' type='text/html' href='http://treznasatrio.blogspot.com/2011/11/perancangan-dan-pembuatan-alat.html' title='Perancangan dan Pembuatan Alat Pendeteksi Apel Berdasarkan Warna Dan Bentuk Berbasis Microcontroler AT Mega 8535'/><author><name>trezna satrio</name><uri>http://www.blogger.com/profile/14186351799520736184</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7683102144482861222.post-4837717843687703868</id><published>2011-11-24T10:32:00.001-08:00</published><updated>2011-11-24T10:38:26.344-08:00</updated><title type='text'>KONTROL DAN  MONITORING DISTRIBUSI GARDU PLN</title><content type='html'>&lt;!--[if !mso]&gt;
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&lt;br /&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;SV&quot; style=&quot;font-size: 14.0pt; line-height: 200%; mso-ansi-language: SV; mso-bidi-font-size: 12.0pt;&quot;&gt;BAB I.
PENDAHULUAN&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-right: .2pt; text-align: justify; text-autospace: ideograph-numeric;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;SV&quot; style=&quot;color: black; mso-ansi-language: SV;&quot;&gt;1.1 LATAR BELAKANG&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-indent: .5in;&quot;&gt;
PT.
PLN wilayah Madura yaitu Area Pelayanan dan Jaringan (APJ) kabupaten Pamekasan
yang membawahi Bangkalan, Sampang dan Sumenep sudah seharusnya menanggapi
secara serius permasalahan kerugian listrik yang dihadapinya. Berita yang kami
peroleh dari Jawa Pos tgl 25 Pebruari 2008 menyatakan bahwa kerugian PLN di
Madura mencapai Rp 2,5 miliar setiap bulannya, hal ini disebabkan kesadaran
masyarakat mengenai listrik masih kurang, diantaranya masih ada pencurian listrik
oleh warga, tunggakan dari pelanggan rumah tangga, dll. Berdasarkan data
dari&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;PLN APJ Pamekasan, dari sekitar 36
juta kwh listrik yang ada di Madura, 25,93% diantaranya dinyatakan hilang.
Rinciannya 10% akibat dampak teknis dan 16% atau sekitar 5,57 juta kwh akibat
non teknis. Kebanyakan diduga akibat ulah warga seperti pencurian listrik dsb. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; tab-stops: .5in 40.5pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;mso-tab-count: 2;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Sejauh ini pencegahan yang
dilakukan oleh PLN UPJ Sumenep sudah berbagai cara tapi masih belum membuahkan
hasil. Kemudian muncullah gagasan itu dari manajer PLN UPJ Sumenep bapak
Abdurrahman bahwa bagaimana cara untuk mematikan dan menghidupkan serta membaca
arus, tegangan maupun daya di gardu distribusi yang dapat dikendalikan dari
jarak jauh. Cara ini sebagai alternatif terahir jika warga sudah tidak bisa diingatkan
lagi, sehingga dengan cara dikendalikan dari jarak jauh dapat mengurangi resiko
dari ancaman warga. Selain mencegah losses juga dapat mengurangi biaya sosial
yang dikeluarkan PLN, karena tidak perlu datang ke lokasi untuk
mengukur,mematikan dan menghidupkan gardu.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; tab-stops: .5in 40.5pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-left: .25in; mso-list: l2 level2 lfo3; text-align: justify; text-autospace: ideograph-numeric; text-indent: -.25in;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;SV&quot; style=&quot;mso-ansi-language: SV;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.2&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;SV&quot; style=&quot;color: black; mso-ansi-language: SV;&quot;&gt;TUJUAN&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric; text-indent: .5in;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;color: black; mso-ansi-language: SV;&quot;&gt;Adapun tujuan dari penyusunan tugas akhir ini adalah &lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;antara lain untuk membuat suatu alat/ sistem yang dapat:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;line-height: 200%; mso-list: l1 level1 lfo2; text-align: justify; text-autospace: ideograph-numeric; text-indent: -.25in;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;color: black; mso-ansi-language: SV;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;Mencatat data parameter kelistrikan (arus tiap fase,
tegangan tiap fase, daya tiap fase) yang akurat secara periodik tanpa harus
datang ke lokasi gardu distribusi jaringan tegangan rendah.&lt;/span&gt;&lt;span lang=&quot;SV&quot; style=&quot;color: black; mso-ansi-language: SV;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 200%; mso-list: l1 level1 lfo2; text-align: justify; text-autospace: ideograph-numeric; text-indent: -.25in;&quot;&gt;
&lt;span lang=&quot;IN&quot; style=&quot;color: black; mso-ansi-language: IN;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;Mematikan atau menghidupkan gardu distribusi.&lt;/span&gt;&lt;span lang=&quot;IN&quot; style=&quot;color: black; mso-ansi-language: IN;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;SV&quot; style=&quot;color: black; mso-ansi-language: SV;&quot;&gt;1.3
PERUMUSAN MASALAH&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric; text-indent: .5in;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;color: black; mso-ansi-language: SV;&quot;&gt;Masalah yang akan ditangani dari tugas akhir ini adalah memberikan
pencegahan dini terhadap kerusakan sistem berupa peringatan atau indikator yang
&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;menjadi dasar pengambilan keputusan apakah
mematikan gardu ditribusi atau membiarkan gardu distribusi tetap ON.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric; text-indent: .5in;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-left: .25in; mso-list: l3 level2 lfo4; text-align: justify; text-autospace: ideograph-numeric; text-indent: -.25in;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;SV&quot; style=&quot;color: black; mso-ansi-language: SV;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.4&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;SV&quot; style=&quot;color: black; mso-ansi-language: SV;&quot;&gt;BATASAN MASALAH&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric; text-indent: .5in;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;Permasalahan yang
harus diselesaiakan pada tugas akhir ini&lt;b&gt; &lt;/b&gt;dibatasi pada hal-hal sebagai
berikut:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-left: .5in; mso-list: l0 level1 lfo1; tab-stops: .5in; text-align: justify; text-autospace: ideograph-numeric; text-indent: -.25in;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;color: black; font-family: Wingdings; mso-ansi-language: SV; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;v&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;SV&quot; style=&quot;color: black; mso-ansi-language: SV;&quot;&gt;Perencanaan dan membuat alat
pembacaan parameter listrik (tegangan, arus, daya)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-left: .5in; mso-list: l0 level1 lfo1; tab-stops: .5in; text-align: justify; text-autospace: ideograph-numeric; text-indent: -.25in;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;color: black; font-family: Wingdings; mso-ansi-language: SV; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;v&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;SV&quot; style=&quot;color: black; mso-ansi-language: SV;&quot;&gt;Deteksi beban arus. (pemutusan
jika ada over load)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-left: .25in; mso-list: l3 level2 lfo4; text-align: justify; text-autospace: ideograph-numeric; text-indent: -.25in;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.5&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;color: black;&quot;&gt;METODOLOGI
PENULISAN&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: black; mso-bidi-font-weight: bold;&quot;&gt;Adapun metode penulisan yang digunakan dalam penyusunan tugas akhir ini
adalah :&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;color: black; mso-ansi-language: SV;&quot;&gt;a
Studi Literatur&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-left: .25in; text-align: justify; text-autospace: ideograph-numeric;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;color: black; mso-ansi-language: SV;&quot;&gt;Bertujuan mencari dan mempelajari berbagai literatur yang
memuat teori yang berhubungan dengan perancangan dan pembuatan alat.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;color: black; mso-ansi-language: SV;&quot;&gt;b
Perancangan dan pembuatan alat&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-left: .25in; text-align: justify; text-autospace: ideograph-numeric;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;color: black; mso-ansi-language: SV;&quot;&gt;Dari hasil perencanaan, dilakukan perancangan dan
pembuatan alat sesuai dengan landasan teori dan prinsip kerja alat tersebut.
Secara garis besar dari sistem&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;monitoring di gardu PLN seperti&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;pada blok diagram berikut :&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-left: .25in; text-align: justify; text-autospace: ideograph-numeric;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;color: black; mso-ansi-language: SV;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: center; text-autospace: ideograph-numeric;&quot;&gt;
&lt;img height=&quot;338&quot; src=&quot;file:///C:/Users/shatte/AppData/Local/Temp/msohtmlclip1/01/clip_image002.gif&quot; width=&quot;563&quot; /&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: center; text-autospace: ideograph-numeric;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;color: black; mso-ansi-language: SV;&quot;&gt;Penjelasan blok diagram adalah sebagai
berikut :&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric; text-indent: .5in;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;Tegangan listrik
(PLN) didistribusikan dari gardu ke beberapa konsumen melalui trafo distribusi
yang dipasang pada titik tertentu. Untuk mengetahui berapa &lt;i&gt;Cost&lt;/i&gt; daya
pada titik tersebut perlu dipasang &lt;b&gt;&lt;i&gt;sensing/ trafo &lt;/i&gt;&lt;/b&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;tegangan dan arus untuk mendeteksi jumlah arus
yang dipakai. Hasil dari pembacaan sensor diteruskan pada bagian &lt;b&gt;&lt;i&gt;digital
meter unit&lt;/i&gt;&lt;/b&gt;&lt;i&gt; &lt;/i&gt;yang berfungsi mengubah besaran listrik menjadi
data-data digital untuk diproses. Output dari digital meter yang berupa data
arus, tegangan, Kilo-Watt-jam(KWH) kemudian diambil oleh bagian &lt;b&gt;&lt;i&gt;Controller
Unit&lt;/i&gt;&lt;/b&gt;&lt;i&gt; &lt;/i&gt;untuk ditransmisikan ke &lt;b&gt;&lt;i&gt;Central Office &lt;/i&gt;&lt;/b&gt;melalui
&lt;b&gt;&lt;i&gt;modem&lt;/i&gt;&lt;/b&gt; untuk media transmisi komunikasi data (&lt;i&gt;GPRS/Wi-Fi&lt;/i&gt;).&lt;/span&gt;&lt;span lang=&quot;IN&quot; style=&quot;color: black; mso-ansi-language: IN;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Untuk
mengontrol sistem&lt;i&gt; &lt;/i&gt;berupa mematikan dan menghidupkan dari &lt;i&gt;c&lt;b&gt;entral
office &lt;/b&gt;&lt;/i&gt;ditransmisikan lagi ke &lt;b&gt;&lt;i&gt;controller unit &lt;/i&gt;&lt;/b&gt;diteruskan
ke &lt;b&gt;&lt;i&gt;buffer dan driver unit&lt;/i&gt;&lt;/b&gt; untuk mentriger dan juga sebagai
pemisah antara &lt;b&gt;&lt;i&gt;controller unit &lt;/i&gt;&lt;/b&gt;(DC) dengan &lt;b&gt;&lt;i&gt;contactor&lt;/i&gt;&lt;/b&gt;
(AC) kemudian diteruskan ke &lt;b&gt;&lt;i&gt;contactor &lt;/i&gt;&lt;/b&gt;yang berfungsi sebagai
bagian pemutus dan penyalur daya antara trafo distribusi dengan bagian
pelanggan. &lt;/span&gt;&lt;span lang=&quot;IN&quot; style=&quot;color: black; mso-ansi-language: IN;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;mso-tab-count: 2;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Data
yang ditransfer benar-benar &lt;i&gt;real time &lt;/i&gt;dari sistem, sehingga data yang
diperoleh dari sistem kemudian diproses pada &lt;b&gt;&lt;i&gt;central office &lt;/i&gt;&lt;/b&gt;untuk
dianalisa. Pada &lt;b&gt;&lt;i&gt;central office &lt;/i&gt;&lt;/b&gt;data dapat diakses melalui
komputer lain melalui jaringan internet untuk melakukan monitoring.&lt;/span&gt;&lt;span lang=&quot;IN&quot; style=&quot;color: black; mso-ansi-language: IN;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;color: black; mso-ansi-language: SV;&quot;&gt;c
Pengujian Alat&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-left: .25in; text-align: justify; text-autospace: ideograph-numeric;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;color: black; mso-ansi-language: SV;&quot;&gt;Peralatan yang telah dibuat kemudian diuji apakah telah
sesuai dengan yang direncanakan.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-left: .25in; text-align: justify; text-autospace: ideograph-numeric;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;FI&quot; style=&quot;color: black; mso-ansi-language: FI;&quot;&gt;1.6&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;SISTEMATIKA PEMBAHASAN&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric; text-indent: .5in;&quot;&gt;
&lt;span lang=&quot;FI&quot; style=&quot;color: black; mso-ansi-language: FI;&quot;&gt;Sistematika penulisan tugas akhir ini terdiri dari 5 (lima) bab, dimana
masing-masing bab mempunyai kaitan satu sama lain, yaitu:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric; text-indent: .5in;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;FI&quot; style=&quot;color: black; mso-ansi-language: FI;&quot;&gt;BAB
I PENDAHULUAN&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric; text-indent: .5in;&quot;&gt;
&lt;span lang=&quot;FI&quot; style=&quot;color: black; mso-ansi-language: FI;&quot;&gt;Memberikan latar belakang tentang permasalahan, tujuan, masalah dan batasan
masalah yang dibahas dalam proyek akhir ini.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-left: .5in; text-align: justify; text-autospace: ideograph-numeric;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: black;&quot;&gt;BAB II DASAR TEORI&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric; text-indent: .5in;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;Memberikan dasar
teori untuk menunjang penyelesaian masalah dalam proyek akhir ini. &lt;/span&gt;&lt;span lang=&quot;SV&quot; style=&quot;color: black; mso-ansi-language: SV;&quot;&gt;Teori dasar yang diberikan
meliputi&lt;i&gt;: &lt;/i&gt;&lt;span style=&quot;mso-bidi-font-style: italic;&quot;&gt;Mikrokontroler AVR
ATMega128, sensor-sensor.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric; text-indent: .5in;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;SV&quot; style=&quot;color: black; mso-ansi-language: SV;&quot;&gt;BAB
III PERENCANAAN DAN PEMBUATAN PROGRAM&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-left: .5in; text-align: justify; text-autospace: ideograph-numeric;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;color: black; mso-ansi-language: SV;&quot;&gt;Berisi tentang perencanaan dan pembuatan sistem secara keseluruhan. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-left: .5in; text-align: justify; text-autospace: ideograph-numeric;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;SV&quot; style=&quot;color: black; mso-ansi-language: SV;&quot;&gt;BAB
IV PENGUJIAN ALAT&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric; text-indent: .5in;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;color: black; mso-ansi-language: SV;&quot;&gt;Berisi tentang hasil pengujian dari sistem yang sudah dibuat, kemudian
dibandingkan dengan perencanaan awal serta teori – teori penunjang yang menjadi
landasan dari tugas akhir ini.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric; text-indent: .5in;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric; text-indent: .5in;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric; text-indent: .5in;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;SV&quot; style=&quot;color: black; mso-ansi-language: SV;&quot;&gt;BAB
V PENUTUP&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric; text-indent: .5in;&quot;&gt;
&lt;span lang=&quot;SV&quot; style=&quot;color: black; mso-ansi-language: SV;&quot;&gt;Berisi kesimpulan dan saran serta rencana pengembangan tugas akhir, jika
dimungkinkan untuk masa yang akan datang&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify; text-autospace: ideograph-numeric;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://treznasatrio.blogspot.com/feeds/4837717843687703868/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://treznasatrio.blogspot.com/2011/11/kontrol-dan-monitoring-distribusi-gardu.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7683102144482861222/posts/default/4837717843687703868'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7683102144482861222/posts/default/4837717843687703868'/><link rel='alternate' type='text/html' href='http://treznasatrio.blogspot.com/2011/11/kontrol-dan-monitoring-distribusi-gardu.html' title='KONTROL DAN  MONITORING DISTRIBUSI GARDU PLN'/><author><name>trezna satrio</name><uri>http://www.blogger.com/profile/14186351799520736184</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7683102144482861222.post-6189752476318942221</id><published>2011-11-24T10:25:00.001-08:00</published><updated>2011-11-24T10:25:57.783-08:00</updated><title type='text'>TUTORIAL MIKROKONTROLER</title><content type='html'>INTRODUCTION&lt;br /&gt;Pada level yang paling sederhana, komputer adalah mesin yang didesain untuk mengolah, menyimpan, dan mendapatkan kembali sebuah data. Data/informasi yang menjadi bagian operasi dari sebuah komputer adalah berupa angka. Semua operasi yang bisa dilakukan komputer seperti: web browsing, printing, dan image processing tidak lebih merupakan kegiatan menahan, memindahkan dan mengubah/memanipulasi angka angka.&lt;br /&gt;Sistem komputer dibagi menjadi dua kategori, yaitu:&lt;br /&gt;1. Desktop komputer, mesin yang sering kita sebut sebagai “komputer”, komputer yang ada di pikiran kita. Desktop komputer bisa menjalankan beragam program dengan sistem yang diatur oleh suatu operating sistem (OS) seperti: Windows dan Linux. Dengan menjalankan aplikasi program yang berbeda, fungsi dari desktop komputer juga berubah.&lt;br /&gt;2. Embedded komputer, komputer yang terintegrasi dengan sistem lain (ex: mekanika) dan digunakan untuk suatu fungsi tertentu. Seperti: microwave oven, DVD player, mainan, handphone dll. Embedded komputer pada umumnya didesain untuk satu aplikasi saja.&lt;br /&gt;Sistem komputer disusun dari banyak komponen, seperti: processor, memory, input/output peripheral dll. Berikut adalah gambar skema sistem komputer sederhana,</content><link rel='replies' type='application/atom+xml' href='http://treznasatrio.blogspot.com/feeds/6189752476318942221/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://treznasatrio.blogspot.com/2011/11/tutorial-mikrokontroler.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7683102144482861222/posts/default/6189752476318942221'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7683102144482861222/posts/default/6189752476318942221'/><link rel='alternate' type='text/html' href='http://treznasatrio.blogspot.com/2011/11/tutorial-mikrokontroler.html' title='TUTORIAL MIKROKONTROLER'/><author><name>trezna satrio</name><uri>http://www.blogger.com/profile/14186351799520736184</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7683102144482861222.post-8472228294748782029</id><published>2011-11-24T07:18:00.000-08:00</published><updated>2011-11-26T00:13:07.184-08:00</updated><title type='text'>LABVEW NI-TUTORIAL</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Tutorial: Front Panel&lt;br /&gt;
&lt;b&gt;Overview &lt;/b&gt;&lt;br /&gt;
This tutorial explores the Front Panel and its relationship with the Block Diagram. Learn about the different types of Front Panel objects as well as how to find them on the Controls palette and place&lt;br /&gt;
them on the Front Panel.&lt;br /&gt;
This video explores the Front Panel and its relationship with the Block Diagram. Learn about the different types of Front Panel objects as well as how to find them on the Controls palette and place&lt;br /&gt;
them on the Front Panel.This video explores the Front Panel and its relationship with the Block Diagram. Learn about the different types of Front Panel objects as well as how to find them on the&lt;br /&gt;
Controls palette and place them on the Front Panel.This video explores the Front Panel and its relationship with the Block Diagram. Learn about the different types of Front Panel objects as well as&lt;br /&gt;
how to find them on the Controls palette and place them on the Front Panel.&lt;br /&gt;
The front panel window is the user interface for the VI. The front panel has controls and indicators, which are the interactive input and output terminals, respectively, of the VI. Controls and&lt;br /&gt;
indicators placed on the front panel are automatically placed on the block diagram. Refer to the “Block Diagram” tutorial for more information on block diagram terminals.&lt;br /&gt;
&lt;b&gt;Front Panel Window &lt;/b&gt;&lt;br /&gt;
When you open a new or existing VI, the front panel window of the VI appears and functions as the graphical user interface or GUI of a VI. You can find the source code that runs the front panel on&lt;br /&gt;
the block diagram. The front panel window contains a toolbar across the top and a Controls palette that you can access by right-clicking anywhere on the front panel.&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;315&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAdEAAAFvCAIAAACaYWbJAAAgAElEQVR4nOy9eVwT1/7/P+29t/3U3i7XVv3d3vvtorbV1qUuqCCKoiIqIoLsqIiyI+AOKqKyieAGAiqLIvu+Q0hCEpIAgewkIUASEkjCko0kkEDY5vfHaC7VVrGf9t7eT/N6PB95TM6c836/z8nkPZPJzBkANMgggwwy6N8l4D8dgEEGGWTQH0iAk6OPk6OPo4P3ITtPZ6dAT89wb++rvj7XfQwYMGDAwP8OX5/r3t5XPT3DnZ0CD9l5Ojp4A06OPg72nofdTp0+FZeQkFNejm5AkpvwLDyOYcCAAQMG/jc04VkNSHJ5OTohIef0qbjDbqcARwdvN9dT4eEpeDxjfHwSBMHp6elx3aR2TDdmwIABAwZ+Kdox3bhucnp6GgTB8fFJPJ4RHp4CONh7Xw1PJpE6dRMTCoW6hzfQ3s4nEDqbWzpaWtgGDBgw8PuC8Ob8ys0750gzgU1o7Wxv5/fwBhQKtW5igkTqBI57hBYXoaVSNZfb34imV1e1FhfjiouwxcW44iIDBgwY+B1RUowrLcEXF2GLCudGEfZZk2JcsX557s0LX2xeUtpUVNJUVIwvKpoDxfiiEnxJSVN1VSsGTedy+6VSNXDyZBQWx2C08yvKW3KyUVlPG7KeNuTmYPJyG19NThYq62lDdpYBAwYM/DvIyUJlZsIjbz4NvfrocmTaXAi99igsKv1hanVONjo7C/X0KTLmVk7o1UeX5tb84rVHlyLSkh9W5Gajs7ManuY23rqdk+3kWWB3NN/BI9/xlTh4FB50Sztx9u7DqpxcTE42qqK8hdHOB04GRmFx7Y0YemEBtrAAV1SILy5qys5GpKVVZmRUp6VWPnlck55e9TijJiO9OiOjOiO9KiOjOiO9uiAfU1zUVFSIN2DAgIHfmuKipsIC7PXYzGuxmWQyVyZXzoWensHktMrz4SmZTxGlJc0xt3IuR6U3t7Clc2veJ5RkZNWfvZKc/riurLT14f38PPujisgLmsJEZXOWkvJURcpUkjKh19kLSnKWCv1Ek32bF+yT6n4yI7OuuKi5sADbiKEDQUHRjThGTQ25tLSlrKylrKylpoZ6+myY+wlPDy+fk6fPuR519/Y/eeTY8RM+fh5ePid8/Y95+rgcOXo/KbemhgI1MWDAgIHflIpyQn5B48WItI4OkXZ0Ujs6MRfGtJPSodFbiYX3UyoqK9pCr6WSyFzt6IRWM9fmw/Kx5LTK+LtF1XX0XIcT4mDvyYTo8UfxOmQm2Fo03Zw/gn46ismC0KCzRjFZYGsR2FI4VpU2nhQ7lRBFd3HIDoqoqG8vLW2pqSEDQUHRGGx7VQ2hsvoZdXDqhdDwuDv3rkTdvptScCHk8v17j65ci7iVkBB74/btW0k34m6fCwlNSsmGwSn6VgYMGDDw21Fd01pYgr0SndErkA4OqPrFirkxrFRok1LL7j8sr65ruxyZ1tkpkgypxSK5ZGhEq5nRjE6/jFYzo1ZNiEWKfvGwenjsSQ4sPqEQhqIX2Hv0BXiqIy+PxUf2x4U/9rDDR57W1WbKi1IUhcnSkhRl8QNteWrhmWMl/m6ahJiRmKuj0WE0h0N5p65XoRiV1YSqGgJ0nNteU0eorm2BgCEo8XeS91lZxYZYVRQe2GG7b62P+Z79+/Zs22Nx3GKX787duy09fDxy86phcFJ1bUtVTXMtrBWL72hA06pqmqESJIqGxXfU1bdBJXqqapvr6tuQKGotrLWq9kerXktVTXNdPbERx8JgmRgsU7+AxjJq6gjVb2jtvxQ4kgJHkl8YFiSKisV3QKOBwTJRmPZf3W9VTXMDmgZ5aUDT6hGkWljr/9psc00dAYmiwZHkF7YTAwZeoLaOUFLWeDkyjUbrEfAlPbzBucDvGRL0SG8lFqakVdTVt16KSG0hdPYKJKI+BQZNDA2NvhIWd+XKi1y8GJOSnC3gS/k9kj6BLDmt4nZSERxDK3A8zj3hIb10XnX5PPdqWNylS7F+XnBPN11irCT2qjQ+YvR21GOnA/EhFzIiI+XhF2UXz8svXyDa2uWfuV6Daa+ubampm5Vza+paauoI1QgiDMu6mZQ2/x+fF4d9BA59nFXxblDGOwDwHvDhn4ANALARABYCVvusSsuR9QhybR0B3kDJzq3etdsqICgEiaLW1rU2oOinz17ZucvqSWY5AkmprSPogSPIaRnF5y5cz8yqhCNIs1e9lgYULTklx2y7xY5d+/bsO2ht47B7zwHznXv27DtYUIR4U2u/LvUIEgJJqa1rrfnNXNTBWquqm65H3ImMTqypI9TCWqFyFJp+/sL1Xbv3W+w5sNPCapv5bnvHozW1LXWwNn3bmjekHkGGI8mzS5AoWvDpy7t277ewtD7uGXj7bnpFFb6unvimlmdTV08sKUNfvHzjxs0UOJLyvzH1X8p/cIv9rwNW31pWjg2LSqfT+RzOYFdXf3dXf9fr6O7q5/dIbycVPUirrIe3XYpMI7R1cTgDEskoBtNmvMlh27bD23+MufnRH1bvMzM70NMj4XIGevmyB+lVd5KKkdj2QscTXUePDp47LfbzUSQngiDYPzgYc+J4+YE9I2EXFCFnknZsfRx/E7rHd+DCmYHgQMmF0637D+afjazFMmpgBCjnxmDxjLr6VhiiraaFTblwTb52Y+83y9DvzePH/XNSNB+c+mhavLAJ+8+LOX/90/Z3/2L+HrAS2LfvYAW8GYlpr4cTG/HMR2n5AABsMd1GbOuGIUjNrd07du0FAODRg+ym5k4EioLC0BEoCgxBxDZ1JCY9PWTv+iSjEIdjItE0JIqCRFNRGDqigVyPIMEQRDiS1ICmNWBoSBQF3kCuRxAhkGhqfhH82vX45IR0c3MLAADcj3gm3nl0KzYRWU9AoWmoRnoDhgZHkmBwIhJFRaKoiAYKCkNHoij1SNKzMBoo9QgiDEFEoCioRjoSTW3A0JAoKlRY/7y8AU2rR5JgCCIMQWxA01CNdASKgkBR6hHEeiQJKmlA0+BIEgxBRGHoDx7lnTt/tRZGQDRQ4EgyqpGORFFh8DYkioJqpMORZBiC2IChQQEgGigwBLEeQUKiqVDNegRJ381nkSBJDWgaEkWFooI81iNJXj7BwUEX0CgKHPmsSUtrt+XeAwAA+PkEJ955dCPqzv27jzAoCqLhWQcRKAocSa5HEOFIMgpDfz7UxHoEEdFAaUDTkCgKCkNvQFPhSBIcSUaiKPG3H12+EovC0PVemgldW8x2AgBwOjjkQVLm4cMndltal5U1wBvIcCSpAUNDNz6zUI8g1iOg4CkNaBoKQ9N/iHAkCYWhoRuffQpYPCv5Qc4HH37k6OBGauPAZo2AAQMvgGggVlY3XYlOp7cLOjpETGbfHOnhSe4kF6c+rkKiyJej0tqI3SyWcGBA2dXVF+B/9/y5lPPnHswmNCTN/ejVvXtdOjv7WSxhD0/6MKMqIaUE3cwqdPLscHEVBweKgvxFp4OUleUgCEoUitiTfhVWlik7zHJTkqZBEBzXSZPvi4L8RcEn+08FNu+xLroQhWjqgCGIsPo2ICgoupnARGGoDRhqA46OK0HQHhflnQ3du/xz7O3PpsQLmxFrTnp9qxpcN6X5uEvwyZWg+YuXA8fczZDJuTg0paGR1kxgP3laCrz91m6LfVQStwFDIZK5+w8cAgAgM6OQSOLC4IT8orpaWDMGS6+pw2dml2c9LUXCmrC49opqbD2yrbS8oaAYhkST0Y00NJbWiGsvq0QXFMHq6luQKFIDhoLCUFAYSgOajMHRW4ndHI7U2ycIAICke+ndXUNtxO6mJiaigZibX1NShsTg6I04enUtHoYg1MEJeYW1MDgB18SsrMYWFMEQDUQMjo5qpNbCmkvKkGWV6IJiGAxOaMTRUY3URnw7DEHIzqsqr8I04tvRjTQUhlJZjS0tb6ipa6qqwaEwFEQDsagUkZVbWV6FwWDpjbj2sgr02vWbPl24MPNxERbPgDcQS8qQ1XV4DJZeU9dUUoasR7ahGqnllZiyClRNXVN1LQ7dSMPi26tqcdm5VTWwJiy+HdVI1fcU1UhFNBDLKtA1sCY0loZupFbV4CqqMPmFdZlZpaWFtXgsDfW8MpHMO2jnDABAUV51r0DFYArb2roasbR6RGtJGbKqBltVi6uDEzC4dlQjrbCkPq+wrgFDgQahrr6lug5fW9+SW1BbVYvH4OiN+PbHmSX/+PyL71esrq7EoLH0BgylAUNpJXF277EGAKC0sI7JFN27l/a3Tz65cO5KS0sHDNFaUATLyq2srsNDZhEoEvTJFpbAi8uQqEYqqpGKxtIwOHpJOTInvxreQMTg2glt3YlJjwEAcDjk3E7lIzGUhj8YKANzBoOl1tYTrkRnUGl8FquPwRDMES538HZSUUZWDRZHD4tKJ7R2MZm9EslIbS3SxydkcFA+MCCbzeCgAo8n7t3rymL1MZi9PO5QSnrV/dSyJmJXkbMn08FRFOAvPBnQ5+vTe/y4PDcXBEHt+Pitk/7FKckgCIJjY4NxN3uPewgD/IUnA8QB/k2795WExqCJHBSGisJQgaCgaEIbG9fMaMTTMbj2FgqLIeCnZD1YtPHvsHsLdZyFHkeXf/XV0hvXvga5i6YpSxkun2D/BjC+/Hho2cq2/Co0qbuVxMnKKQfefsvCYi+NwmtsaqfQ+dY29gAAPM0ozMopd3Jx32S8xc//DAZHu5uY/sXiJR99/Lfo6DsMlmiL2Q57x8NuR05sNDYNPnOxrr65pa3zfsoTs+279uy1dj3sceNmIgpDhsLTQ2X0enj6AwBw62YSldaDbWbUwZv9A89+t2LVlq3mt+8+ojP7PE747dlnE3IpYqvZDmc39zsJqRcuXlu/wfiE98maOnw7U+h38sy8ee87Oh3esXOPg/ORqtrGlrbOimr0EXevZcu+s7C0epSW20RgtZE55jstP/rb386HhF+6HIlrYlTVYt09fDZvNtu33/bW3UctrWx3D5/33n//3f95d9euva1tXakZ+fPmve/ieozLHz52wn/evPeTUjKJFO73K3/4/MuvLl+JvnY9jtDWmZVbYWVtu3z5CgfHw4XFdU0EVmNTO9TB5lZ2RTXG1GyH7SFnArGzEU83277zkL2Lxe59ny5ctM5oExZPxzUzn41Gu8DO3gV4Cwg5H56anpeSmoPCUsk0/r376fPmvW9lbXspLCo9o7CV2B0Rfcdoo8matUYXLl5HNVKo7b3h1+LWrt94MvjCtu27rKztnmSVYrA0C0urv/zPu+//9a9Hj3q2EruxTYxGfDuZxrfcdwAAgOwnxQyWqLgM8cmCBX7eQTRqT25hzSFHt82bzezsXR+m5jUR2DWwplU/rDvudfKgnZOJ6bZrkfENGAqe0HH7bqqJqdmKFasDAs/DEAQynZ/yKBsAAEd713a6oBHf/kcDa2DO4JuZ8AbSlegMEplLp/OpVN4c6ersv3W/MDMX1kxghUWnNzWzabSewSF1ZWWds7Nvn3CYzRbq6ejoE4rkXV2cfftc6XQ+jdbT1dWfnFaRklHRSuMWu3jR7R2Eft6CAF9BgC/f16vf6zgv+b5koH9cp5sGwR52h+j61T5PD4G/jyDAt9ffR+jvjbXYW3Y5Fk/jNeLp2GYGEBwUTSSxCcSO5lYWmcZ8ksMJuzLo4oqe/2VI/a2VYP9HAvbKO9ErZ1gmzMwlqRe+2Ld24VvfAvt8LeE1OCKF09zKotB78gqrgbffsti1t53Gb25lMzpENraOAABkphfYO7h99s//V1YCT7iXWlWJZncOngy+AADAtfAbHI7kh7VG7857r7wUkZaWN//TT8OvxubmVf6/z7/0OOZDI3M3bzZbs84IVocjUrjNhA49rM5+T+9AAABu3bzPZIqa29hBp0O+/nZZI5p8MzbhqyVLy8sb/E6eAQDg0sXrTVj6198u+3j+fFgd/sGD7A8+/PDUqRB+r9LLJxAAgPjYRFRD2zfLvvPzP43BUl0OH19vtIlO4QWePPv9itWlZUhW58CmzVvf+tPbD5OfwOtbCIQOEpVXWY2+cytl0ybT//fFl0+fljJYwlVr1n308d/qqjDsDvGD1BwAAA7ZOon7RtzcPQEASEpIp9EFn3+15JMFC/JzKjFoEqwOb2K6zc7OqYsltrS02r3bCtlAbCNzoA62tHW2kTk+/mfWrllfW4vNya/69rsVsdF3sRjKgkWLvly8pBnXTiB2QZWZHWJ7Rzfgrbc2bDDZvm3XfitbFJrE6uy/m5gOAIDtQQckvKUJR3/wKOuLxUvu3n6Ql1Px5VdLomPusjmDUTfuAADgecK/ncrbarZjvdEmBJKAaiR9/MknK1f+0NbMam3taG5jNbex2juEe61sAACoKEX0COTxdx6sWPlDZkYhmcxpo3QXlcBiIm9/u+y71WvW1cFwjXjqx/Pnf/3Nty1N7ZcuRSz6+2fJKZmFxbWLl3597VpsM7592fLvg4Iu0Jm9aU/yAQBwsHdlMfqaic98/YEgGJgrhDY2Cku9Ep1BaO0mkXltRM4cYTKFcQkF2YWINlJnWHR6I45FJHLFYlVNTb2Dg09Hx0BrG0dPC6GL3dnPZLL37nUhkXlEEpfFFCU+Kn+UWUVhCUpcval29gIvL4GvN9/HezDwZIer83VT45riQugc7qOoiKTNm0Q+XkJ/P4Gvt8DXS+Dt2bhrT2V4HKGjt7mVRSCygaDgaAqti0LnkKjd7O7O2/dFNraaLVt63plfAL+9Eez/FGR/wsL84+KND7aafAS89y4A/AUAAEvrfWgcsZ0lIFO7OzqFRaW1AABY7NrLYvRS6BwOb8jO3hnKuQmJqStWrvbxDmzEkel0Ho8vPXfhCgAAEVdvCgRyo43G8/76VwyyrQ6GBd4C9lnZpCQ//su775wODpFJJsy275w//9PyUgSD1UumdZOpz+DxpT5+QVDO5XCGWokda9ZtWLDo/zt9KsT6wCEAAEIuhJ8/fwUAgDvxyT1cyXcrVv3tk08I+PbSMjgAAHv2WA/0a/wDz0AWeviyVT+s/e77lcVFtV8tXbp4ydcXQ69tMTMHACAiIk4oUm3dZv6Xd9+tLEWw2SIytTvl4RNH58M+fsFr1hoBABAVeUvQK1+zzujDjz+G1+F5fOnjzAIAABwOuQ6KNR6evgAAJCdmdHQIF3/9zWf/+CceQ+nhS1PTc+b99f1NmzZfvhy59Ntlf37nndyc8g62UN9NFltYXokwMd166dJ1L5/APXutkXACkcj++z/+ufTrbwn4dlo7D6rJ7ZE4Oh8GAODp4yI+R8Kg95DaOro4AykPM6FT3tyuwU5Ov6PL0XfefbesqK6FwJy/YMG27bt4PGnc7SQAAE76nR4aHN9nfRAAgMKCqjYi+2+ffrJy5Q8UYhelnUemccg0TjdvaP8BO+Cttxwc3Hz9g3z8g2Ji7rY2s4jkrsiYW07ORzy9ApYs/eatP72dl1NOJHV+unDh8uXfd7MHEpMzAAA4FXwhLCzqz+/8+eBBh1NnQt/76/vffrucRuVl5ZYBAOBwyKWzQ0ymcyFffyCo3QbmCJXObSIwr0Rn4JrYrW1duCZWS2s3kyVuZ4r+BUPU0trV3MJuJnQ+o6WTShXE3skvLEO1M3hXYjKQqPZmQmdfn6Kmpt7e3rudIZxdGd/MZnaImEz2nr0uhNbuFkIXlSa4l1yakVPL4vaXHvYhHzjIPXGix8tzwM+P5ugYvm0Lsq4WBEFtZ+ekTAaCYGbC3dubjfs8PXu9vXlentwTJ1Dmu2uu36JxB6BeAMHB0XQGl8kWMFh8OpPP4fGGZMKi4vT9jlvr73wlQq8uvnfoWpjtRv89u/bbHHCwOWBlvf+QtYfvcWRDUxenn8Hic3j9MDj204ULd+6w5HT2szt7xQOqQw7OH370cX52BZ8vyc8vt7a23b5j14OHT4akmpCL4VDOFYuUG403z/vrX9HIVjgc99af/7Rr5x4amePg7LpkydcHbR1279l3I+oOAd/OZPEZrB49IvGw/8lTAADcir0vEMiotO61640WLFzk6x10Ojjk/JlLeVllJwOglJok4EtXrv5h/iefEvDtFZUIAACs9h2UDGiCTp+Hcq5INLx67brl360ozKtavHTpkqVfBwacPXv64rnTF7MeF/P50m3mO//8zjvlxfV9QjkM3vjJp59uMd2mkE5cunQdAIAbkXeEQsWqNWs++PAjBKxJJFY+zSqCjt0Usglv35NQzuV09y/99tu/f/YPHIYsFA0/eVrw3vvvb9q0+VRQyIVzV86fDasuR3Wwe7u54i6OiMHqYbEFHG6/u4f3okV//2TBgpAL4WyWkEju+Ps//7lk6TdtTcyOzl5oNPpECmfXowAApD7I5vEGWWwBk8UX9MlS07MBADjidpzHGeT3SV0OH/vLu++UFcEo1K5PFi4027qjhyO5m/AAAIAA39PSoTHrg3YAABTmVZHInR/87eOVK3+gkbtZnb0MFp/B4guE8gMH7YG33rI/5BIUcK4gr4pG5fB6hp48LXhv3vuH3Y6PKEEHR1cAAAqyK6i07k8XLVq2/Ptudn/yw8cAAJw9ffHyxYg/vfOXA9aHTgVdCDl/5cqlKDqFl5NXCgCA/SEXTtcAtBEaMPCTsNi9RHLnlegMFIaJQrezOkS1tRhX15Oenuchjh8/G3DySh2MiMV1oDEMCBSaQWjjxtzOLa3GdnYLr8Y8roNTUWgGhyupqYHb2XkSSQJMI0sPCs2k0no7Orp2WzphGlkYDLO1lXs7qTirAM7tk5Yf9SNa23Yd8xB4erUdOnTZ3KwJ2wiCoJbN5vr49l67NqVSgSBYkJEWs2kDz8OD43Gcc8wDtX13fdRddp+MwephsgVAUHA0q4PH7env5oq7uaJurkgolkdG3bgeffNWdHBhdtxx3zNRcSlhoddu3robfSMu/l5iTOytwFOnyyrq+sSKbq6Ixx9ksfnHvXy+/34VHIYTimWtRLrxZlNnx6NNjZTsnBI0pqWsou7Pf/mLt+dJhVx38fJVAACuXbkhGRo12rTpnXffRTe0ojAtAADs3GHZ1sKw3GdlZLTpyuWovOwyOoXT3S3icEXdXCEUXjdXJJNroZwbdyNRJBrm8fsjouK+/mZZTRW6tLTuVvz97m7hycDTAADEx97vFyu/W7Hig48+bm1i1NahAADYY7lfLh0/cz4UqtDWxli+YqWvd2BLE/1k0Nm1a42aGilZWUWJiY+olE5x//AWs+3AW2+VF8P6B5RtpPat27abme1ktfNPePkCABB2MUIkUhxydPp4/id1VZihITWiAffVkiV79xzgdve7HT0GnVvoFUi+WrLk0wWL8I0UoVhOobIt9+63trKjEDuTktKeZhYwmT3srt6E+w8fPnrM4Yo4PJFQLC+rqPviq69WrvyhrAjG5w+1MzkLFi36/MvFxBYWjz8AjYZENursegQAgEcpT/v6ZByeuJsrGhxSZzzJBQDA1eWYoEfaK5Lm5JV8tWTpnfjkktKaLxcvjroe3yeQJdx/CACAr3eQanhyv81BAAAKcis7u3rXGhktX76SSurqEQx0c4XdXOGQVL3/gC0AAOXF9TKJlsvp7+IIhWIZHIlduWqVm8uxDgZ/1+49AABkPMptZ3D/9uknS7/+ltc98CgtE3KBRhG+X7X6Usg1QnP7zbiE6iqkQCCBwdELFi06sP9QD3eQyxdDvv5IiAzMEV5PP53JuxKdUY+g19SS+AIpBtNqvMnZcvcJy90nLHd77tjhvmTxhvyCBhSaWQ+nQsDqKTh8Z9StnOr6ZkHf4LXYJ5U1JFg9ld05UFNTb2V1FNPIrq0j6amuITY1d7W3s8x3HIIj6HA4FYfvjEsoyi9FiaWqSnf/pn0HO494NB20u77Psp3RDoLgCJ3e5e3PcnBmHnLsCb8+pVCAIFhdXBi31bTD7SjryLH6rRYNsQk9ElU3V8Tt6QeCgqK7uviiflmfUNInkvaJJDL5aExsvPsJLw/fU36nLrqf8PILDPLw8vb2P+np6+8TEOjp6+9yxB2ObJTKRvqEkj6RRNwvb2d03b2b4uR42Mhoo7dvQEZGNhpB4HL6S8uqN5ls3mq2PTj4fEUJXDI0Eh0bP2/evIircQrF+M7du+d/8ikG2dZCoHzw0YdW+2xxGJKN3aGvv1m2a9feLVu2+/ierKlD9IkkQrG0TySBGNFMhlwMm/fevFs3kwYHVP1Dim5uX/ytBKv9B9dv2BQaEs7j9l+8FD5v3rzbN5MkkhFjU9O/f/ZPQhMD3djy/vvvH7C2V8onQi6FAQBwyM55t6VVwMlTDfXNPN4Ag8m5di1ml8WeTSabY6JvMRk8+bDWyvrAXz/4sKIYPjCoHJQoSWSGi+uRo+4nMrPyN5lsDvQ/KxAMwRDob5YtMze36BEM9ImG7txLWv3DuoCTpx2dXd97b15K4uP+/uE169Z/8eUSfCOlf1AxKFHimtpOnbpgumWb+U6L9NQsLk/cI+gPuRgWejG8q7NX1C8TD8gGBofdjrp7nQhgM3v7BxQcXt/Sb79dvmwlsYUlHpBDo6EamfD29X/vvXmpD7IHBlXCfmmfSDKsGi8oKn9/3vvuR7yEvbL+QblQJElOSdu40WTNWqOYmFstOLpUOpr++Om8ee+f9D+rVk65Hjn63nvz8rLKJUOq9MdZCxYt8vDwGhxSCcWSPqFEqRp3dTv63nvzcjJLhoZUon6ZUCQRiiSDkmFkA3bvvgPBwecePMhYufqH23FJTCbnq6VLVq1ay+sayMkrmjfvfW/PwMF+VXl5jccxb6MNxvYOztWViN7eIUHvQExs/NEjnm2E9oFBRZ9I0if8IyEaMjBHxAPSLm7flZjH1bXksjJCR4eQyeg5eyb5Slj6lbD08CsZly4+3LnTITsbUVtHrapqg6isbEWhmRFx2XBU25BEcf1mZmkFobKyrb1d2NLSunat+YED7qo4e7kAACAASURBVNbWR2Zz8OAxa2sX6wPutbWUqqo2FIoZe7egpAqrGNFVewTg9tjQXY+22BxqPnsOBEEVicw6erz9kCPz8DGmmzv9oD3nfMiUQjGtUsEPOVCdDtNd3eu27MLeSh5Qj/UJJaJ+GRAUFM3l9srkaolMKZEph6TDUpmqTzTYzeFzeb3dHD6vp4/D7eX19HF5vdyePg5PwOX1cnm9A0MyqUwlkSol0mGpTDms1EikSiqlo7YKhajDc7tFAwPDEqlySDLc1kavqURR2ti9/EGJRCnqlxCaqTgUWSiS8vhCNJJAbmUPDino7Z2NDW0kIquwqDQrswiHIVWVI79Z9t32Hbs6OniQfQiZXC0UDTbhyXg0WSSSyuRquWJkSKIkk5gN8CZiC6NXMNgnHGhuouAxZLFYxuH1ohEtVFLn4NAwldaBghNkktHLV64CAHA1LKa1uZ3cyhL0DEqkymGlpn9ATmihNcCbKG3svt4hmVzN6xFiUARiC3NoaFgmVw8rtbweIRbT1sHkszt7CE30Hp5YphhhMrvrqtDtVI5MMTIoGSaRGA2IZmIrA4tua8bSxGJZN0eAQrTQyF0SqVIqUw0rNb29AzhsGwrZwqBxxGKpRKri9/Yz6N09XDE0tjK5ukcgJrUye3j9UrlaIlN2sLkoREs7lfN88JUyuVrQ149rJDZjaf39cplcJZEqpXLVwKCcRGKgEQQeRyxXjMgVIzK5ikii11WhaaQukVAqU6j7h2TEtnYMoq1XMNgrGsCiW1ub2geHhqVyFZHYDqvGdLN7ZQq1RKaUylX8XhEW3dqKbx8cVEgVKmiDkcnVwyoNu4uHwxC7O3uZLE5rM6Ovb7CDzUXBW1jtvEGJnERkoOGtAv6gakTb2S1ANzTjMKTODsHAoFyuGBmSDDMYHHYHf0gyLJU/M/tHQTpsYI7IFape4eCVmMflVcTCQhwe3zE8PNLfLxsYkOvh88UVlYSi4qaS0maI4pKmenj7tdhsDJ6iUo9GxGUWlrYUlzSjUPThYTWP19fVxevu7plNV1cPm83r6OAXlzQVFTfB6unRtwsqYU1jk2DtiUDsngMkB1eKgyvzyAmmz8n2Y57UQ84016M0F4gj1EPOTC9/lk8A0+0Yyd6F4nS4bsuuprsPlBMzEqlSJlcBQUHRAr5wdHRMrdao1BrViEat1mi049qxCa1WN4sJrVan0U48Wx6bGBnVqtUa1YhWrdaoRzSqEc3o6Jh2bHJsfGpUo1OPaCFGRsfGxqe0Y5Mjo+PqEa1KrR3V6MbGp0ZGxlRqzdjY5NjYpEqtVY+MjeumJqfArm7exUthV69GVVTWlpZV7Npt6eMVRKd0joyOjYyMqdRalVqrUms02n8ZUam1arV2ZHRcOzYJOXqhwtj4pHZsUqXWjIyMjeumRjU6EATPnLsAAEB0xO0JHagdm3gWsFo7qhnXjk1qtZN6d1Cn1M9ca9UjWo12QqOdUI+MaccmRzU6lVqjHnnWTaVKo1JrR0fHx8YmNRqdRjsxNj6lfhbGlHZsUjXbjkY3NjYJmYJ6odHoRjXj+joqtVarnRjV6PRNxsantNpJqNezRuNfXp7HqRkZHR8fn4LCg2qOjI5DMahHxp5/FuNj41Mjo+NKlUY7Bhl51nZsfEqj0UHdgQzOqvAj9OMALYyMjqnU2rHxKY12Qql6ZgpyoR4Z02gnxp5VftZ8VDOu0epesPkHQa3WGJgjGs3YoERxMSLtaQ4uLx+Xm4fNL8AXlTQXFf+LklICtGoWjcWlxAtX05ta2ycmJq/GPk57gs4vwOfmYQsK8aVlrSWlP0VZa3FJC9S8pJR4OfJpLbJlBgTr3b1rtuxrOnSY5OhKdj5MsncmObqSXY68AMnehWTvQnY+TLR3wR06UvLDVuLd5HEQVKs1o5oxICgoqq+vb3JySqebHNdNjo9P6HSTOp1uXDcxrpvQQYzroOVx3YRONwm91ZeM6ybHdRPPG07odBMTzxf0TOgm/1U4PqvO+IRu1qqJicmpyWkBvy8t9bGjo2tw0LmK8roOOk86qNDpJiZm23zRyGwmX6zwrHBSXzgzPVNeUXHwgN2D+1kjqvHpqekXAn5W/8ddeKnOi0z8TJMfL/zE4LzW8k/0+rWjMatwfDYTk+MTky+WvHb51YU/WeEVpl5r5I/B883MwOuZnJpWj2iu3cy6EPYkKQVxPwVxPxmemAyHXqGF+8nwpBTEbFIeNUTEFAecT2Ky+SAIxiUWnglNT0yGJ6Ug7j9ve39W89lAzaNvlvmdSWwmskAQrLx+O/OHnbBdDkgrV8Q+l9fhirRyrd564NF6y9bSWhAEdbrJyclpIDg4WiKV/3seMvxGmpkGlXKNWqmd0E3+dl4GRPLxMd1vZ98ggwz6tTQDgrgW+qXIjICzKSfPPTh57kHg+YfQK7TwMgFnHwRffJBf2qDRjIEgSKKwr8ZmBpxN1lfQW/i55oEhKY9zaxVKNQiCjJ6BJyGxj1fvePqd2dOV217PMtM0k/35yTn9Kq2+F8Dp07Eq9ahKpVQph1XKYaVyWL/wAqofv6p+au2vgko5rFIpR0ZUmtGR0RG1Wq38FY3PZmREpdWMqFXK38L47wqVAQP/5UCbsVQySKF1wJD4eiS+vgEPb3j2Ci28TB0Ci2+hikQitVKhVA7LpUN0Rmd9A74eiatv+JGFn2uObSL19vaplAqlclipVLR3Cygl5bS8AlpBEa2giD7r9WXoObmkOiRHNDiiUugzG3DuXJxEosDhaY2NVEwjxYABAwZ+t+BwNAKBSSKyIYjPX4nPS16ExG5rY+Gb6FB+w/64+WwLr2je1NQONW/EUltaGC1UTguNOzd4BHJXUxO9EUtFoUkYDAWPpwEXLtwSi4fu38+7dCnpekRqRGS6AQMGDBj4tYiMTA8PfxAdk3H16sPExFzgwoV4qUyVkJh/5kzUw4dpcTfjoqNiDBgwYOCPQ0JC4q3427+R8YjrkQn3EnsFfQ8eFMTFZwIXLsTL5Or7SYUhIXFxN6Mir194nJFswIABA38cvD0Ph1859xsZT0m+3dqCAEHwwYP8W7ezfpRzr1+7DKur+E/9KWmQQQYZ9B/RwYMHnzx58tvZn5ocAUFdSspLOTfielh1VfFv59gggwwy6HcoOzu79PT0387+mFZhyLkGGWSQQc/0O8q5MzMzCoVCJBIJhUKhUKhSqVQqlVqtDggIqKmpeVPHk5OTUqlU+FxjY2P6Ve3t7a6urhqNRqFQjI+Pa7XaV9iZLbVaPTk5CYLg1NTU6OioVquVyWRvGtjPSavVDg4OCoVCkUj02spTU1NDQ0PT09OvrqNWq980Bmi43qjVz0mtVk9NTf2ytjKZTCgUymQysVg8MDAwMzPz6vpkMtnNze1NvYyMjExMTIAgOD09rR+rsbGxsbExpVL56tELCwtLS0t7U48/p9ljpdPpRkZGXqig0Wjs7OyGhoZ+LY8G/af02+dc+Vxz7vDw8LJlyzZt2mRiYmJiYvLo0aP8/PzS0lJbW9unT5++qeOqqqovvvjC5Lmam5v1qxgMxubNm9FodGJiYlxcXFRU1BxtWlpatra2giBIp9MPHjyIxWKvX7/+poH9nM6cObN8+XITExNTU1M8Hv/afBoUFPTyN3O2OBzOjh075h6ARCI5f/48NFx5eXlzb/iTmp6eNjc3Hxwc/GXNL1++bGJi8tlnn61bt87W1hba1b1CGAxm3bp1b+rF2toaiUSCIMjj8czNzSEv9+7dCwsLe/z4cXHxq36HeXh4/Fqf/szMzPbt2zs7O6G3paWljo6OL9RRq9Xffvttf3//r+LRoP+g7OzsHj9+LBQKSSQS4ddTS0sLlUodGhoaH1PNNeeKxeKVK1fOLmlvb+dyuba2tlAKqKmpyc7OhsFgc+nYw4cP7ezs9G+hFFZbW5udnX3t2rUtW7aIxWI6nR4eHm5hYZGdnT2Xo8uvv/6aQqGAINjZ2bl8+XKxWEwgEEAQ5HA42dnZ2dnZ0EFTU1PT1NSUQqFoa2uD1rLZ7Ncat7e3v3Xrlk6nUygUa9eu7ejoYDAYKpUKjUaDIMjn8yEX0AF7SUkJdOw/MTEBlXM4HMhOU1NTdnZ2cXExg8H48ssvnz59isFgXuu9p6cnKCjowYMHOp1Op9MFBAQ8ffpUqVQiEIicnJzs7GwqlQrVpNPpkEcQBKempqhU6ujoaENDAwiCbDYbWgUdIX733XexsbHl5eUgCI6NjUGrenp6XhsMCIKTk5M6nW716tVkMhkaVb0FHo8H1cHj8dnZ2UVFRSAItrS0mJiYgCA4ODgIVePz+a/1snLlSmh4xWLx0qVLocKbN2+6uLh0dnYKBAIGg1FYWJidnV1WVgatHRkZgexv27bt7t27IAii0Wh9Bf2H3t3dDeVQEon02oPTmZmZVatWicVi6G1VVZW5uTkIgjweD/I1Pj4+NTW1bt06Ho8Hg8GgQiaTOZeRNOj3Jnt7+9zc3H379q1evdrMzGzLSzI1Nd2zZ4+1tfX+/fu3bdu2f/9+a2trS0vLHTt2WFpabt68Gapgbm6+d+9ea2trKyurLVu2bN++ffHixb5+/iAIzjXnSqXSJUuWhIeHR0dHR0dHNzY2njp1KiYmxsPDIz8/v6am5uTJk4GBgYGBgfovwCuUm5u7YsUKyBSLxQJBsKys7PDhw87OzhYWFnv37s3Kyjp27FhycvLy5cudnZ2hZPpq3bhx49atW319fQkJCQkJCTk5OQcOHKBSqaGhoVBg9+7dEwgEy5cvHx8fb2trW7FiBQiC58+f9/Lyeq1xR0fHzMxMaPn777+vr6//4osv/Pz8bt68SSaTT5065ezs7OzsHBMT09/f7+Xl9dlnnwkEgoSEBMh1SEgIhULBYDDHjx93dnb29vam0+n//Oc/nZyc4uPjX+s9IiLiyJEjs0vWrVuHRCIXLVrk6Ojo7Ozs4+PT0tLS0tJy9uzZwMDAgICA9PT0rq6uf/zjHz4+PtHR0SAIYjAYKJjY2Fgej7d+/fp9+/YFBQX19fXFx8dDqy5evEgkEl8bD6SNGzd2dHSAINjf3x8TEwONQHBwMJ1OR6PRUE+dnZ2Li4uxWOyuXbs6OzuvXr164sQJZ2dnPB7/Wvu3b9+Ojo7u6+t7/Pixj49PbW1td3f3mTNnysrKfH19k5KSbG1tN2/e7Ozs7OrqWlRUxOfzIyMjIadLlizJyMhAIpHu7u7Ozs4uLi6VlZU1NTUbNmwAQfDMmTN+fn4gCJqYmJSUlLw6jJmZmR9++CEwMDAiIiIiIsLBwcHZ2ZlGo+m3q7t37woEgm3btqHR6Pnz50MB+Pv743C4OY6kQb8f2dvbZ2dnW1palpeXK5XK/pckk8lSU1Nv3LgRGRnJYDASExMvXbr0+PFjPB5fXV2t1Wq1Wm1xcXFra2tmZmZYWFhcXJxarR4fH7969aqr22EQBN8g53711VdBQUFnz549e/YsDAYLCQmJj4/38PAoLCzcsGHD0aNHQ0NDHRwcFi9e/NqO5efnf/PNN5ApEokEguDy5cuhL3BnZ+eePXuys7O9vLyio6PDwsLmPl6rV6+uqqqCkmlBQcHx48fv3bv3/fffh4aGhoaG/vnPf66urt6+fTuTybx+/fr58+eLioqio6MDAgJea/nEiRObN2/28vI6fvx4UlISk8lcuHBhamoqCIIhISGenp5QtfXr10M/h83MzOrq6j766CPI9ZIlS27cuOHo6Kj/RdzV1WVkZDTHft24cePYsWP6t1NTU8bGxjAYbMuWLVDJ7du3/fz8QkNDN23aFBoaeuHChf/5n/9Bo9FffPEFdLgHgiCFQoGC+fTTTysqKnbu3DkwMACCIBqN/vDDD6FVX3zxRXh4+Byj2rBhA4PBAEEQiUTqTx34+flFRUXZ2tpCu16tVrtq1aqqqioHB4fMzMz58+dD53/mqHXr1lVVVZmYmKDR6O3bt2dkZOzfvx8EQXd395SUlEOHDmGxWBAEpVLp2rVrCwsLTU1NoYb+/v7Jycn79u2DPg6ZTPbDDz+UlZXt37+/tbX13Llz586da25utrGxgY70XyEo5x47dgzaXPfv3+/j45OQkLB8+XL9dlVTU7Nnzx4YDGZmZga1unr16gu7SYP+KwTl3L179xYVFQ0ODvb09PBnqaenp7+//86dO++//769vT0Khfr0008DAgJSU1NjY2MXLFhQV1eXm5v7wQcfpKWlff/99x4eHidPnjxz5oxKpQoPDz9y1B0EwTc4t/DCKbmAgAB9zjU3Nw8LC0tNTX3y5An0NXi1UlNTXV1dZ5cYGRmRyWQQBMlk8p49e3Jycry9vaOjo8+ePTvHwZqamtqwYQMSiVy/fj0IggUFBR4eHomJiebm5qmpqampqYWFhSKRyMTEpLa2dsuWLWVlZfb29vfu3YMOeV4td3d3R0fH5OTkhw8fgiDY3d1tbGwMrbpy5Yq3tze0bGpqisFgNBrNli1b6uvrlyxZArnOzc0VCoUHDx7Un4pls9mrV6+eY9eio6Nnf4Gnp6c3bNgAg8FMTU2h/6/i4+NPnz4dFhZmY2OTmpqalpZWXl7e0dGhD7KysvL48eNQMCtWrKiurt66dSt0xgODwSxevFgfp0AgmGNU+pyLwWCgUwfg863Czc2tsLAQBEGJRGJsbFxTU7N7926JRFJQUHDhwgUbG5u5nFEBQdDY2BiJRO7YsaOqqsrKyiovL8/a2hoEQQ8PjwcPHtjb20PncLhc7rZt20pLS/WnyL28vFJSUvQVent7TU1Ny8rKHBwcEhMTg4ODL1y4cOvWLRcXl9f+LJuZmVm3bh20fwJBsLa29siRI/fv3zczM4MGraCgQCwWm5mZ1dfX6/eC4eHh+q3CoP8i6XNuYWHhwMBAT09PX19fT0+PQCDo7e3lcrk8Hk+lUm3atAmFQrFYrI8//vjUqVMgCEZFRZmamnp7e/v5+a1duzYjI2PDhg179+51cnJKTExUKpVXrlx545z73Xffzf6z2NfX98aNG25ubjk5OVZWVtApRTabHRIS8tqOpaam7t69W/5cExMT27Zta2hokMvl9fX1O3bsePr0qbu7e3x8fFBQEFThtTZnZmZaW1stLCyg33RZWVmurq537tzRZ+2QkBA2m93c3GxhYUGn0+VyeUREhLu7e29v72uN29raPnr0SP+WwWCsWrUKWo6Kijpx4gTUkW3btuFwOCjn1tbWWlhYQHXS0tJKS0s9PDxSU1PlcrlCoejq6tqwYYNEInn1X22Q+vv7z507d+vWLcjL8ePHKysr+Xz+2rVrBwcH5XJ5ZGTkxYsXL126dPPmTRAEp6enQ0JCcDjcmjVrxsfHQRCMi4tzcnKCrJmbmxcWFlpaWhIIhOHhYSQSuXPnTmhVSkpKfn7+a+OBtHr1ajqdDoIgDoczMzODYoOOAU+cOJGRkSGXyzs6Onbs2FFdXa1Pykwmc/369ffu3ZuLCzqdbmFhgUQilUplamqqra0ttJ9wc3O7f//+gQMHKisrQRDkcDibNm2qqqqysLCAwnBycrp///6RI0fy8/PlcjmFQjExMRkeHk5MTHRycurr6xMKhW5ubjdv3hweHn51DDMzMytWrID2LiAI5uTkODk53b17Nzg4GCoJCwsjEAimpqb19fXGxsZQAKGhoUFBQXMcSYN+P5qdcxUKBfQl2rhx47p16y5duiSVSnt6ekQi0apVq8rKyqhU6qJFi5KTkwcGBi5evOjg4MBgMDo6Onbt2pWQkLB27dqIiIjy8vLBwUGFQhEWFvZmOVcikbzwd210dPTDhw/PnDlTVVUllUptbGyMjY0PHjw4lwMlJBJpZGS0+7k6Ojrkcrmtra2xsfG6deuOHj1aWVnp6+urVqujo6ONjY3ncvoPko2NDbQAh8M9PT1HRkZiY2ONjY2NjY3Ly8uhy4z0R0NPnjyZy4kFEATPnTtXWlqqfzswMAD9yAVBUK1W3759G3JRU1Oj0+lGR0eXLVs2OjqKQqGg8uvXr8tksuHhYW9vb2Nj4x07doyMjFCpVGNj4zNnzsyxa/Hx8dBwQb8ktFrtggULNm7caGxsfP78eaVSqVKpQkNDIY9NTU1isdjKykqn04EgODIykpycDK365ptv2trapFLpzp07raysxsfHYTAYtCo6Oloqlc4xHjc3N/3Rn95CfHz8yMiIQqHw9PQ0NjY2NzcXi8UUCuXYsWPNzc3Gxsbbtm1LS0ub+3VyNjY20D+TNBrtxIkTUOGlS5eys7N9fX1RKBQIggKBwMrKamxsrLq6Ggpj+fLlhYWFcrn8yJEjxsbGu3fvhv61q6ysdHeHtnvQy8sLOhh/tWZmZhwdHfXXeDQ2NgYHB09OTsbHx0O+KioqRkdHDx061NzcvHDhQqjwypUrr83mBv0ONTvnKpXKsrKyr7/+urOzMzQ0dO/evUqlsqenRygUWlpa1tbWslis7777zsTEJDg4OCEhwd3dfXR0dHh42NbWNj09ff/+/S0tLcPDwzweTy6Xv3HOnZiYqKysrKioqHwuJpM5NTU1OTkJXXUwOjqqVCo1Gs1cOtbf319QUJD1XKWlpaOjo5AF6DLb6elp6Nh2ampKqVS+9mokEATxeHxFRUVJSQkUZFNT02wLSqUSqjYzM6M/aobin0vAFAqlrKxM33c4HA4dP0Kanp7Wu5iZmYEuJ4KuLIbK9Vd3QklfpVJBb5VK5ejo6Gu99/X11dbWlpaWQsNVU1NTVVX14MGDzz//XCaTKZVKfY8mJiZmd3b274OZmRlolVarhc5IjIyM6HMftOrV18DpRSKRKisr9UMN7QN+sqeQ/ZmZmcnJycnJSajOa6/nhUQgEGZ7KS8vLykpgca/s7Nz9rY3MzMD7Vr0YWg0GmiVVqtVKpX6HxPT09P6T1zf/LWCw+H6LR8Kg81mv7BdTUxM0Gi0pUuXQoVz3K4M+r3p5Zy7adMmEAQfPnxobW0NJVAej9fV1QWdZ2Cz2TQajclkcjic7u5u/VoOh6Ov8wtzrkajOXbsmM0szf1H6MsiEomHZungwYP66x9/sUJDQ21sbOzs7KDwfsWLc0EQTEtLs7W11ffd09Pz5xKHTqc7ffr0m97v8GohkUgbGxtbW1v9cNnY2Bw8eHDux8i/rm7evAkNNRSJ/lf2r6tr167N/kAPHjyoX66o+LdOBnL69Gmop/owoL9PX5BQKHyjv3wN+h3q5ZwLXesCncuCci6Xy1UoFH19fVwuVyQSDQ8P9/T0iMVitVrd39/f3d0tl8tFIpFAIJDJZHw+/xfmXIMMMsig//OaS84VCATx8fF0Ol0qlbJYrNjYWLlcjkKh3N3di4qKtFrtnTt3CARCX19fTEwMg8Hg8/mGnGuQQQYZ9BP6iZy7cSMIgveTk6GcC10utnTpUiMjIyqVamZmtnTp0vr6ehcXl7i4OOhKcHNz81WrVmGx2KVLlzY3N/f19c0p59ZUv+ZacYMMMsig/2NycHD4iePcmZn7iYn6nCsWizds2ODj4+Pk5OTv779t27bY2NjNmzeDIOjs7Hz69GkHBwcvL699+/Z98sknFAplTjk3MuJKSXGuWj2iNsgggwz6Y2hkZNTGxiYnJ+dfOReG2DD/PdDu6/uLFx5wOwrlXJFItHLlyrKyMhqNVldXZ2RklJqaamFh0dPT4+TkFBcXt3v37idPnqBQqM8++6y1tXVOOTf2RsTtWzfq6hDV1XUGDBgw8EcAicRs2mRcWFjwr5wLR22YB4ArgfvvAQeOHodyrlAotLOzq66uHh0dRSKRBw4cGBwcTE1NNTIyioyMVKlUhw8fzs3N7e/v379/P5FI7O3tnev53Jnfjf5TPzR+PwH8B2Mw6NX693w0/wYv/x4Xv/PhcnFxycrKmpVzGzb89S3QCLj/EXDgiMfw8DCXyx0aGlKr1UqlUqFQDA8P6ye2lcvlqudSKpXDw8NqtXp4eHh4eHhiYuLy5cv/Tf+hEYnErKysnDdUXl4edMXumzbMzc0tKCiApiWDNDIyIhaLX57w4tWSSCRsdkdRUdGbBpCTk1NQUIDBoGcPQmdnZ3Z29i8wZdBvoYKCgpKSEv1dIUgk8hdsonPxUlpaCs0EjUKhfiMXJSUlEokEBEEMBvPbudCP1eTkZF1d3Wsd5ebmvqmjwsLC8vJy6Pr3+vr6N/2+5Ofnr127tqio6BU5VygUpqennz592t/f38/Pz9/fPyAgQL8AFc5e8PPzCwoKys/Pv379+n9Tzj1z5kx4eHjWGyolJcXGxiYwMPBNGz558uTIkSOz793kcrkdHR2iWRL/jGbXGRoaysvLc3V1fdMAsrKy/Pz83NzcZu+ub9++HRAQ8AtMGTRHZWdnz7Fmbm7uzZs3TU1NEQgECILj4+OHDx9OSkr61eOJiYnZunUrtPs/evRoQkLCz1XOycn5ZS5u3ry5detW6MYWd3f3u3fv/px9vd7URVxc3NatW6GxAkFweHjYyckpLS3t5Zp643l5efqbgOaonJyca9eumZmZdXR0TE9POzs7P3r06I06kpOTs2bNmlfnXJlMtm7dOjs7u/C56erVqy4uLiYmJjExMUfdoZmq/hty7sWLF6EpH99IKpUqMDCwoKDgF3hMTEycPXEEj8f7ZU+dgMPhc5mt8WXl5ub6+vrOzrl37tz5BY/kMOi3kEKhQKFQzs7O0NzEY2Nj0A3Bv66XmZkZLBbr4uIC5dzg4OA53uf5RmpubnZ1dYVurw8KCtLfJPkrqqWlxc3NDZrjDQRBmUwGzQvzCul0uvv377+Rl8nJSTgc7uTkxGazJycnf9l8F05OTvrrFlQqVSWqce37b4FGQMKHgLX7CbVaPTQ0ZGxsPMdJmiBRKJRdu3ZFRUX9N+XcS5cuQbNNvyBoDu+fa9Xd3e3n5/fCYyymp6cVCoVKpRoaGhp8rqGhodm3yUokktjY2Bdy7guTU8ugwQAAIABJREFUWwsEAuge3Kqqqurq6urq6rKyMi6X+8KJJBgMFhMT86b9VSqVDx8+fCHn3r1799UPR/i3SavV/t+7t1WtVs9xnkmlUtnS0vL06VNnZ2dowoexsTFoMiaowuTkpHpYrR5Sq4fUauUvfAbS9PQ0n88vLCx0cnKCAgsKCpr9aI/BH8vDwwOPx79QOPsO9Zc1MzMjEAiKi4udnZ2bmpogF9DzAXQ6nb47kE6fPm1svG7LFqPt27epZ91mOfsO8p900dfXV1pa6uLiAu2fQBCUy+VBQUGzn8gF2YmKilqzZg10Q9eaNWs2bNgwOjqq0WjmMoDT09McDicnJ8fJyamzs3NycjIwMPDlCaRGR8cCA/23bDHessXYysqyv//FGev379+fk5MDzeU4qtFmVlRv++At0Ah4+DfAyunwgFyuHB42NjaGJld6hZRK5eDgIIPB8Pf3h8FglpaW/0dy7qNHj6ytraGJd1/Q1NQUjUbz8fF5IecqlcoVK1YsWLDAzMxs8+bN0NNuzM3N/f399U9JEAgEUVFRr8i5HA4HiURS6XRyezuBTCbR6UQajcZgIJFIBoMxO1G+nHOFQiGHw+FwONB8ZqOjo5zn0m+7AwMDSUlJc8y5sx+iMTAwQCKRoCmJX5ZEIlEoFC+XazQaDocz99ltoAu/u7u7X/20Ouj7BmXn4eHh7u7uOdoHQXBoaIhOp0N9odPpr50YYXx8/H/5pDiFQlFfX//aalNTU2KxGIfDZWZm/lzOrSirWPjFwoVGCxeuX7jw84VYzOtnN31ZOp2OxWLl5+e/nHOVSmV6errJj1VfX+/q6vpCYUhIyCuGZWJioqOjo7Cw8OWcSyaTz507B4LgyMgIdKrXzGzXgwff83j7Fy+ePzQk12g0UDCZmZkpKSmvcNHZ2VlcXPyKnKvT6aCZDz///PN33nnn6dOnGzduBABg8eLFpqamu3fvvnPnTl9f3yuOrkAQHBsba29vz8rKekXOHRyUubsfTktzHhq6LZPFt7YGHTq0s6ODO7uOpaUl9JyIktJSGLLBYenfh1YA4HpAuw6IW/Q/J08GDUllpqamVVVVIAgymUxoE5393JPBwUESiXTkyBETE5OdO3cKhUIcDmdhYfF/JOdGRkYuWrQIuiDjhVUTExMEAsHb2/vlx7WlpaUtX7589lPsdTrdsWPH7OzsoLzT1dUVERERGhqqrzA757LZbBwOx2Kzq8vKKlJTK9PSKtPSKh49qiwsZHd14XA4JpM59TxHvJxzN27c+Pbbb7/99tvQ3Oo1NTVvP1dWVhZUh8/nQxP7vjrnqtXqy5cv79q1C3pLIpFOnDhhbm6+ffv24uLiF44jQBD09vbWT2E+W3g8HgCAwMDAl1f9pCwsLAoKCiIiIl49Debo6KiRkRG03be2tkZGRs7RPgiCrq6u33//vbm5ubm5ub29/auP1yD7+vnCf5mgaS1fW210dLS7uxuJRGZkZDg5Of1kzs1LyQNMAaAdAGgAsAaAF8F/QTwqlYpIJGZnZ7+cc5ubm0+dOqX5sUAQ1Ol0LxQmJiZCMz7/pNRqNZlMzsnJeTnnisXipqYmnU7n5uZ27do1EASt/n/23jsqqiT9/+/vfn7n7Gdmd2d23ZmdoDM6imNEQAFRwQCGkawgEkQyCKiIiChBgqSmyTlnkEzn3LcjNDkjoBiRICoqOd/fH7XTn16CooMjzt7XqePB23Wr6t5b/e66Tz1Vj7oOlaoEw5Y7d/4Ew3BbW5u0tHRXV9ejR48W/G4ChoaG6urqbt26tZjmjoyMJCcng63g1qxZ880338jJyaFQqC+//HLt2rWfffbZN998s2/fvn379iUkJLxhQ6iXL19WVlampaWdPn16Qc3t7Lx/7pxpZqYxDBdVVTkRiZaTkyUNDW6mpuoPH/67G09NTamoqNy6dUtLSysxPVP+5596JFCwHArehYJlUbAsyvL/Q3mGRWloaJBIJC6Xq6qqCrqogYEBGOi0t7dbWVkpKytXVFSMjIyAa+RwOH8c24KPj4+Tk1NcXJySkhLoNCJGRka4XK61tfX8cS7Y9O/gwYNBQUFpaWlJSUn37t0bGRmRkpICMwkNDQ3e3t4Lam5bWxuDwWjr6CAUFjbExo7Gxw/Hxw/Hx4/Fx7fFxBTl57e0t0MsVkNdHRiazdfcnTt3olAoFAq1adMmGIYJBALqV0D4n9nZ2ba2NhD64c2a293dvW/fPtHWlLGxseDnF4bhdevWVVdX5+bmYjAYDAYDpOH8+fPHjh3DYDDiY5+enh4MBmNkZOTo6Ai+2xwOJzIyEoPBxMTEwDA8ODiYlJQEymlqaoJh+Pjx44WFhWw2G4xzQ0NDMRgM2HemvLwc5ARmwU2bNrm5ueXm5nZ3d4PgZi0tLSAD2JGrsLAwJCQEg8HMiZGjpqZGJBLnPFBwItjbns/ngyilYCve1tbWNWvWYDAYMpk8v58shaVo7szMTH9/f2NjI5lMTkpKWkxzC+IKUKoo1GsUagCF2o9iFr5dyucwPT3d29srEAjS09NPnz4NOv8c28JvZGZmpq+vr7y8PDMzU19ff47mtrW1ubu7nzlzBoVCgT6zadNWJvMIDFtt2vQvP7/Ay5cvo1AoWVlZd3d3EPVusSqEQmFWVpbonQD+T81tbW3V1dU9dOiQtLT0qlWrUChUU1OTu7s7CoXavn27k5OTm5vbuXPntm/ffuLECbBf83ympqaePHnC4/GSk5MX01wzM/srV+RgmIHDWevra+voGNy44QLDGZWVTkZGJiDPyMjIgQMHgObGp2Zs+uqLmW2/au4uFLwPZYtCOd4MBOFFvLy8RK+GlZWVZ8+exWAwZmZm8yOPsNnsT1tzwYbQdnZ2dnZ2mzZtcnd3h2E4MjJSRkZG3LA9MDDAYDAsLS1Fg0cYhh89egQ2je3v76+trfX39wch18AvuZKSEth5vaqqysPDY47mgjeswsLC2+3tuOLi5piY0fj4wYSE17+msfj4loSE4lu3Ou7eLcrPBwbi+ZoLfsZRKNTWrVthGCYSiSLNBT8PYFdADAbzVs2FYVggEICQiCLi4uLs7OwSEhI6OjpWrVp1/vx5BwcHW1tbCoUC4vU6ODh0dv7f+xRYSAPD8I0bN8AGtYcOHTp69KiDg4O9vX1iYiII3uPg4ODg4HD+/Pny8nI9Pb2ioiJFRcWKigrgTeHg4JCWlgbDMJfL9fLy8vLy8vT0bG9vl5aWBhGSCgoKjh49KhQKL1y4AIpydXVtb29fv369qakpaKH4m8fp06ePHDlib29vb2/v7e197949d3d3cKK9vT2Px9PT0ztw4ABoUlRUVG1t7erVqx0cHHJycpbaq/4Tcc29f/8+Ho/n8/nl5eVCoZDP5zOZzKmpqenp6cePH1dVVWGx2ISEhNOnTy+oudnJ2agvUShDFEofhfoMRcFS3lBvfX09iUQqKysTCoXl5eUQBFVUVMzMzDx8+BCCoNTU1LdqbklJsaPjdTs7Zy8vn+HhBbbAb2xsJBKJAoEABM1js9llZWWzs7OPHj1is9lpaWnzNffu3bteXl7Hjh1DoVD79u1zcHBYu3Y9m30Mhq03bvzK3v6CsbExCoWSkJC4cuUKg8F48OCBeBUcDgeEx378+DGHw0lPT19Mc9va2vT19aWkpK5du5aYmIhGo8Fg1tnZef/+/SB/d3c3+AFoaWmpr68nk8mi28VkMmtra2dmZjo7OxkMRmJi4mKaS6dD9vZa9vYqtrYmfX0DMAyvXv3N5GQEnW6zZ4+iqGGKiop5eXnq6uq5+QWebq4+/0DBu1CwPApWQLG+QxnK7mJXVKmoqMy353Z0dDg4OCwYBO+T19y6urovv/wyLCwsLCwsMTFRZCVMTU3dt2+faKDX399PoVAsLCxEmnv37l11dfWAgABfX19NTc2RkZF79+7Z2Nhs27YNuBYoKioqKyufO3eOyWR6eXktqLmlpaX1TU0FaWmv4+KGxAT3dULCYELCWHx8SWJifUtLcXHxe2vu2NhYTU0NGo1eiuZSKJQ5movFYkNCQnx8fGpra0XRGaKiomxsbNzc3ObbFrhcLggj5uHhAXZlPHr0KHDrGR4eBvvhiwJe2Nra+vv7m5ubFxUVqaurk8lkYCERQaPRrK2tra2t//KXv1Cp1EOHDoHX3pKSkjNnzqDRaNG+4yD+46FDh4AVm8Fg7N69W1TOqVOnQJiPsLCwtLQ0CIJEoYyuXLly48YNKysr0S7ykpKSRCLxnWLXz0dcc3t6epKSkuTl5deuXbt+/foffviBQqFMT0+Pj48/ePCgvLy8qKgoLi5uMc199PhRdmp2QVxBflx+dlp2b1/vG+q9c+eOn5/fpk2bfvrpp/Xr1+/atau1tRWICJ1OT0pKeqvmHjumcerU38LCJP/xj//34MECEbI7OzsDAwO3bNmybt269evXy8jIgFmHe/fuMRgMMDaco7mPHz9msVivX7/+5ZdfwAaVqqraJNJeGDaTkvoBhuG2trZ169Y1Nzffu3dPKBT29vYGBwdv3boVVCEpKdnQ0ADD8P3795lMZkpKiuidAP5PzW1paTExMQkKChLNNDCZTKCVoihfw8PD+fn5IHLr3bt3PTw8NmzY8NNPP/3000/79+/v6OiYnp7u6OigUChxcXF6enqL2XNra5vCwmJevRqCYfjCBYeUFBMYTi8vdzI2/vc29k+fPt27d29+fr6qqmpJScnL4RFXDw/t/0Wd/Bx18i+oM3v3MqvrpiYnFBQU3jqHJs4nr7lVVVWiqFNz8PT0lJGRAd/hp0+fEolEc3NzoLl1dXW7d+8Gg2IYhq9evXr48OHi4mJJSUlFRUXQlel0+hdffGFpacnhcBYb52Kx2MaWlqLMjBcLae5gfHxJcnLT7dslJSW/RXMrKyv9/f2XorksFksUWWdsbEyUf/PmzXg8XnSjIiIiLl686OLiAmIAi+ju7paSkvrqq69ALOg1a9YwmczTp0+Dn67+/n4FBQUcDieSMzs7O/ACBTSXSqXKycmJfBiSkpKsrKyoVCqVSpWWlqZQKHv27AE2GaC5oaGhoijLBw8exGKxBw4cAIFFcDicSNlhGNbU1BSPVFZeXg7C3MEwfOXKFV9fX2tra2CKef78uaKiIolEEgV/ez/m2BbGx8ejo6P/+te/olCouLg4cGPB7zSfz8/Pz4+JiVlMcwE5OTki88jU1LSe3qlDh/aLp/37lUCgihcvXoBX9T/96U9AaCYnJzs6OshkMhhNz9dcPp+vqKioqKhIJpNNTGxxuL0w7CAvv6azs2tyYnJyaHJyaHJycHJybBLYuF6+fOni4gK6GbjMycnJO3fuUCgUYCSZo7lNTU1+fn4wDL9+/RocMTIyVlBYo6q6cdOmDZOTU+DnB4bh0tJS8CBevXrl5uYGqgAWnqmpqbt371Kp1OTk5MU0t6GhwdbWFo1Gt7e3g1Vqubm58fHxYMaMxWJBEITH4/38/GxsbIDNtL+/39raGoVCffHFF8DQNDY2dvv2bSKRGBsbu9g4V5xz52wSEvRgOKeu7pqpqcbjx10wDM/Ozvb09OzZswdobn5+/vNnzx4+7orLzY/NyY/NyYeEwufP+oEuU6nUpXetsrKyT1tza2pqNm3a1N7e3t7e/uDBA5FZvampSVlZOTg4GHiW9PT0AM3Nzs6GYdjBweHrr7/evHnzy5cvnz59umnTpvXr1wcFBY2MjOjq6oaGht67d+/MmTM+Pj79/f0CgcDNze2N49z0Vwtp7kh8fHFiYlN7+2/R3OHh4YqKioCAgLdq7sTERFxc3I4dO8AKH39//6CgoPb29tbW1uPHj7PZbFlZ2aampvb2dm9vb29v78DAwOvXr7e3t4vcPGtqatasWdPZ2dnY2Nje3q6pqYnBYExNTaOiotrb23k83okTJygUyu7du8ENt7GxSUxMPHXqVF5enrKyMoPBUFNTq6ura29v7+7u9vf3t7S07O3t7e3tBSF7T548yWazHz58WFBQoK2tnZKSYmlpCYrS0NBgMBi7du0C7iLFxcWiqL0wDB89ejQ1NVX039ra2sOHD4MTL1y4EB0dbWhomJycDMPws2fPpKWlWSyWqqpqe3t7T0/P+/WxBe25WVlZmzdvFplihoaG7t69y+Vy8/Pzwdd7Qc0dHBy8f/8+iLgOpgpGRyd++uk7CkWxsVGjsVGtsVGtsfHkyZN/c3G5CU6ZnJz08PAAIQlgGB4fH29rayOTyeBleb7m5uXlgT4THR1tY3MpJ0cehm327l1fIayT3iW9dtfatbJr18qvXbt5bXxcPDhlamrq5s2bsrKyQIXHx8fb29sX09z+/n4andb9uPvF4xcvul503+1uLG9g4HiUYo6QKezq6Hp6/+mr7lfdD7orKiuAlR9UgUajRVH4JiYmOjo63qy5bW1tzs7O1tbWgYGBJSUleDy+pKQkMTExJSXl7t27YClaenq6l5fXpUuXRFHpRkdHHR0dRUOB0dHRlpaWJWqutrZuWtopGM4VCp10dI7eufPvWGLT09NPnjwRaW5BQUFPT8+DBw/6f+XJkyednZ3Pnj3btWtXTEzMnSWTnp6upKTk7+//qWpuV1fXoUOHlJSUlJSUfvrpJzQaDcMwm82Wk5OLiooSndLd3U0mk0X23OHh4aGhoa1bt3Z1dXV0dPzjH/8oKSnBYrEdHR3d3d2GhoYbNmxAo9GTk5Ojo6N8Pt/d3X1BzS0pKWlpa8MXlt6LiR6LjxfX3NGEhN7Y2OK09MbW1ryCvPfW3KGhoYqKiqXYFh49erRv3z55eXkweh0eHvby8gJ35v79+wMDA//6178UFRWVlJRu3LgxOTk5OTnp6+urpKQE3vtgGG5vbzc3NxcViMFg8vPzzczMtm7dqqSkpKqqOjIyAow5oNjExMSpqSlHR0cWi2Vvb//48ePe3l7wODw8PKamphITE0FOeXn5u3fvjo2NKSsrW1tbc7lcBweHqamplJQUkKGsrGx6eloUVI3L5YrHpnNychKfDZuZmampqQEnRkVFTU1NXblyBYwiX716ZWRkNDEx0djYqKSk9E7eEeIsNoc2NjYmigD0+vXrO3fu8Pl8YFtYbA4NgqB169aBZ7px48b6+vrp6ZmdOzdPTp6F4Ssw7AjDjjDs6uq64fr1gDl1gT9GRkba2tqoVOpitgUulysrKysrK4vH483M7IDm7tu3QcCs+nzL5ygyCgWhUNUolAbK/6r/nCpEY/b29nYajQZe/Odo7r1791QOqHz+9eefy3/++a7PP9/1+d/3/P2fiv/8p+I/VymuAkc+l//887Wfb9+8XTxUoHgVo6OjHR0ddDo9NTV1MXvuzMxMfX19UFCQq6vr1atXw8PD8/LySkpKIiMjExMTi4qKcnJywsPDfX19a2pqxF0GZ2dnRbdraGiopaWFTCYDg8+bNdfc3Kq01L6tze/MmRNdXf9nq5mjuWQyeWxs7MU8xsfHnZycVFRUji4ZFRUVNze30NDQT2nt72J+C87OzlevXhUKhbt37xb3iZmdne3t7WUwGFZWVuJzaHJycvfv3x8aGgJRXjQ1NYH5pq+vj81mgyHzy5cvhUKhp6fngppbWVnJZDJbO9qJuOJ7cXGT8QnjCQnjCfGTCQndsbG45OSa2jpBeRmLywLD7fmau3HjRvBt/O6772AYLi4uFmkuCC08NDRUW1u7xDk08Uuec6Szs3P9+vULelnN2Tdnzn8VFBREMeFhGKZQKJKSkovVuyws1pK37u+z4KdL2zfpP4BheGBgAGjunOOiMkHUO2C+BHNoi2kuDMNcLnft2rUbN24U/bytXftddLRsWtqeW7cOpKcr5OYelpf/f9euec+/itnZ2aGhoTt37rBYLOCR9mZ7rqamPoGwF4Yd9u+X4NOq/in/T9RdFOoJCjWMQlmg0C7oxaq4e/cuBEFggmv+OPeCxQXUIRTqBQp1b5H0AoXyRB2QPQBe+edXMTw83NnZyWazxX2Z4UXWRFRUVOTl5QkEAjweHx4eXlJS8uLFi4yMjOLiYi6X+/jx4zf0kMHBwfb29jfMoc15pmZmdjt27AErLUQHJycne3t7FRUV8/PzFRUVTUxMAgMDvRfCz8/v5s2bPkvm5s2b4eHhBw8ePK1vAMPwp6e5YPoYKJqXl5eUlNTRo0eBRQlErpyampqcnHz27BnwFRNp7uzs7JUrV8zMzMSXzQiFQhUVFdFr7NTU1OvXr+vq6hbzFZuamuLzeBAEtXd2lubn8aMj+JEx/Kg4QUQUPi2ttrGxrr5eIBCI+pO45s7MzExPT4eGhjo6Ojo6OgYEBExPTzc2Njr+SkVFxfT0NPjRXoqvGCgTFAuGsaKbMz093dfXFxISMj4+DgIvgjV7ovsj/t+JX5mcnJyZmYmLi6uvr5+dnQWl3b59OzIycnZ2FtQyMTEBShCVM/UrogIB4p+KKhJlEH26YEvEGymeQfxEUYY5JU+8O9PT0/39/SJD54JMTEwMDg52dXWBqXPx9+U5mltRUUGj0S5duuTr64vD4RoaGpKSkoyNz/7P//x1716VP//5H1JSez777J8XLzpxOGzRsxNneHj44cOHYOXFYpoLnggMw7/8onH06OcuLhL/+tdnPFY5ahUKpY9CGaNQlijUD6gbzjcWvKjh4eFHjx6VlZUBR645mvvgwYPDRw6jvkKhrFAo40WSFQq1G7V23VoCgbDYVTx69Ki8vDw7O9vQ0PANmis+gE1NTQXr9UdGRiorK+/duyf6aoOnPJ+hoaH79+/zeLyUlJT5mjs7OyvKOTs7m59fGBpqFxtrExMTMTw8Alo+NTU1Pj7+4sWLAwcO5Obmpqam2tnZWS+CjY3NuXfExsbm/PnzOBx+amrsE9PcmZkZ8CUBw7fg4GAJCQkw2TI1NTX2K+DrIRQKRWsiwDjl8ePHurq6Bw8eNPoVGxub1atXo1AoOp0Ow/D4+Diwx79hTcT09LRQKCSTyXWNDbyaSn5VDb+qjldZ3Xz7dmVlJZ/PF+9M4po7OTk5Z9Q5Pj4+Z5g2Pj4+Pj7e2dkZGRn5Vs0FHWUxwNQWuFfvhHhLRC1810I+Laampvr6+qhU6uzsLDgyNg9w8Pnz5+3t7SwWC7hYLai5VVVVeDy+oqKitra2uLi4vr4+KysLTOr29T2l0+kPHjwQ2THmVwce2dOnT6urq8Fi1vlrf2dmZsbHx8HvDY1G8/MLvXEjKC4uoae3JzEuMconKsonKsorKgoTVVVdBfrJ/Cr6+/trampu3bo1X3NhGH758mUEJiLKO+rfpc1P3lFRgVFCoXCxq5iYmOjv76+rq8vLy3vDOjTgECL6XtfU1IDF5WAaDVzpHOZfS29vb2VlZXp6+vx1aNPT06IfVxiGN2/eLhTawXDav/71166u3pmZGVDO5OTk6OjooUOHxH0Wl53RkRefmObOUagnT550dHQseMqctb+iE1+8eFFYWJgtBg6HIxAI4ssEHj586O/v/4a1v9PT0xUVFYWFhSQiiUQikUhEEolUii+trKqc88YkrrlveEeeA1j7+1bNfb+F/AgLMjU1teDC6DmMjY11dXUJBII37LewLIyOjra2tubn5xsYGCy438LSu9MbqmhrayssLDQ0NJyvucvC2NhYR0dHcXGxkZHRG/Zb+O3XMjw83NzcDJbtzdHcOQvHq6trDA1VfvllK4mEn5ycu23I0aNHgaf5B2JsdOCT0VxgFwM7Ab/6lbGxsampKbB/8ByARez8+fO5ubkwDA8NDYET56+IBYyOjopO7O3tDQkJmaO5wJ4rzvPnz5+J0f+sf37XodFoGAwGhuGRkRHxlr+BwcHBZ8+epaSkzNHcsLAwsNZrZmZGtBfyUgpEWAqvX78eHh5eSs6nT5/W1tbm5+eL3pfBvmJDQ0PgNXZZnsvg4OCDBw+wWKyhoSHQ3EuXLoFfhWWs4tGjR3g83sjICGjupUuXQD9fripev379+PFjIpFobGwsrrmXLl2amZmZnZ2dmJhYrmvp7OwsLCw0MDAAmuvg4ABsZQMDA+I5p6eny8qqyWTm+Pg42FxcxOzsrKqqKqK5MAzDzs7OeXl5eXl5kZGR0UsjJiYmMTHR1NQ0NDSUyWSGh4cv/cT4+PgrV66IbzfX2dn58OHDITFGRkbmv/KMjIzMyVNaWnr16lU+n/+uDfD09DQ3NxfX3JCQkMjISBKJFBkZGRMTA3IusUyEZSFGDAwGo6amBkxSY2NjVlZWEAQlJSUt10OJiYmJjY0NCQlRV1cH7+/W1tZgfcHyVhEaGqqurg78gm1sbGg0Wmpq6vJWERYWpqmpCe4VDMMvXrywtLTk8/nx8fHLW1FQUJC6uvrt27enp6ctLS15PF5CQsL8zKmpqenp6bGxsXOOZ2RkbNu2DYzSPhCLaq63lxvEes916x8CCoUSEBAQFhYWGhoatjRAzoiIiPDw8Pc4MTAwULSkDf51of18x5E3Mzw8XF9fj8Fg3qMBQUFBc5ax1tTU+Pn5gQxLLw1heRHd+fDw8MDAQFHsg4yMDAwGs4yPRlQOGo1+9eoVDMNg8+9lrwJcCNgeGuzF/oGqEN0rGIYTExODg4M/xO0KDg6enJyEYTg5ORlUsfRCIiMjf/755zkbfSw34zA8voDmhgQHuF67jF4xhIeHR0ZGRrw7orPe9fTIyMjw8HBRAzAYTHBwMObdCQ0NBVW/RwMiIiLEbwLoE+9UCMKHIzIyMioqKiQkBI1GBwUFfdBagoOD0Wj0B6oiIiLi96kC3Ctwuz5QTwa3C4PBoNHo96vi559/1tTUXKIuBQUFodFoPz+/wMDAYEwQGh34hoTBBAUFoRk0PAxPL6C5kRHBRoY6mlra6isGDQ2NP3B1S2Rltuq/lt/ncfwOtfwxqlgWDA0NdXR0lphZTU3thLb2+QvnTp3WV1A4ePy45rFjGgum48c1FRUPHznzUaKwAAAgAElEQVSqVlKSA8OzC2huYIBPTHSIsKKSh4CAgICwEBwOp76uZnDwOQMqb+94ODo6OTIyMTIyLkrDv/47OjrR0/OcxihvbW1cWHPRgTdDQ/ypNDoBAQEBAWEhcDgch8Nqbm4oLFrS7FdZWR2FTIFhGNFcBAQEhHcGaG5LSyMez4RheGp6+t9pahqG4ZnZ2ampadFBGIara5pB/CdEcxEQEBDeGZHm4vAMGIaHhkaHhkYHB0dnZuCOjs6hodGxscnBfx8cgWG4qhrRXAQEBIT3RXycOz0929c30Nc3MDo6U1PdoKmuERMdOzg48eLF0NOnL/v6BiYmppFxLgICAsL783+aS2SOj091dnY/ezbCYgnUjqtu3fTzTmmpsNCont5Xjx713+3sGRwcq0E0FwEBAeG9EWkukcgaGZm429lfUkI9rKKyfetmH59ADTWNHdu2+nj7t3d0NzU/fPZ8qLa2BdFcBAQEhPfk/zSXxJqamsnIKDqgtH/Htq3+fsFt7T04HOvY4aM7tm+95uJRU3evt+9VbV0rorkICAgI74mY5kLDw+N8QbODwxVvr4Dmlq6GxgctrU9KSulGhsalpYzK6jvdPQOI5iIgICC8P+Ka+/r1aE1tZ2VVe3XNnbr6e1XVHdU1d+ob7pcLW+sbHggr2hDNRUBAQPhNiGvu4OBoRWV7bV1nbV1ndc0dUaqrv1ddcwfRXAQEBITfikhzSWT28PC4sKKtqrpjwVQuvN3T+7K+oQ3RXAQEBIT35N+a29xQUEh6/vxVS+uj222PF0wtrY96egc4vCoqBVn7i4CAgPBe4HA4Fov+7Fk3X1CbmVWKxbFKscwFExbHysnFF5cyHj66t/BejojmIiAgILwZHA5Hp9P7n7169nywte3+3c6uu51P7t/vfvCw+9Hjnq6uvq4nfV1P+p486e/uedbV1df15PmLF/0wPIVoLgICAsI7g8Ph6HRGd8/AwKuRweHxwaHxoeHJ0dGp8fHpyamZ6Wl4dgaeFQuAOTw81dfX/YlpLolEgiDoNxaCx+PJZDKXy2UymXg8flkahoAAwOPxNBrtXbsWkUiEIIhEIr1TLQwGA+nAHxGguT29Ay9eDr94OTzwcvjlq9HBwbHh4fHRsYnx8amJiamJianJyZmpqdmZGfj16/GPo7l4PJ5KpfJ4PNBj8Hg8BEEUCuWtvYdEIhUUFHh4eOBwOCKR+N610+n00tJSMzMzDw8PGo0GDrJYLB6PRyaT8Xg8iUTi8XgQBK20Dr30e4XwIcDj8RQKRbRlNY1Gm/8gqFRqXFxcYGAglUpdYrFEIpHJZF65ciU/P3+JsgviSaPRaB6Ph3SGj8Uno7k0Gi0uLk5fX//mzZsMBoNCoVy6dCkhIQHIHwBIKpFIFP+DSqUmJCR8++23paWlZDJZJLvEX5lzrnilojwUCuXWrVv6+vqampqOjo50Oh006erVq/r6+llZWQwGIy8vT19f38HBgUKhzCl8fnVz2jn/EuZczoLNfkP54v+df6/mNwbhw0Gj0ZKTk0+dOqWmpqamphYREcHlcoHkiR4El8u1sLCQl5fn8XgL9sz5f5PJZBsbGy0trcLCQtCx5/T8+d2DyWRiMBgVFZXg4GAGg/E7XT/Cf/LJaC6Hw7l27RoKhVJTU6uoqGAymRs2bHBzc+Pz+UQiEQwzqVQqiUSi0WgUCoVMJlMoFAqFwmAwkpKSNmzYAF6sRIJI+RXQX0VniWokkUiiPCwWKzQ09IcffhAKhaIxAofDkZKSQqFQUVFRQqEwNTUVhUKtW7cOgiAqlSpeOIFAEBVFIpHEawe/CiQSCY/Hi/6mUqlkMnlOTvF2il8gkUgUbyqJRBLdBAAEQRISEjdu3ADfZ9GJ4heL8OFgs9kuLi6rVq06f/78xYsXlZWVg4ODgU1A9Ix4PJ6tre2BAwe4XK7ouOiJE341bVGpVJFY0+n0b775JiEhgcViiZ7p/D5DIBDEP62urtbQ0FBTUxMKhchQ96PwyWgum812dHRUUFDQ19e/ePFidXW1lJSUu7u7lpZWeno6m83GYDAGBgYBAQHbtm3bsWOHv7+/sbGxpKRkRkbGrVu3vvzyy+3bt+/YsePMmTMMBoPBYJibm8vKyu7atSstLS0vL09VVfXmzZva2to0Gg2oJJ1OP336tKSkpIyMTH5+fkpKyl/+8hdJSUljY2MWi0UgECAIkpOTO3PmzNGjR6Ojo48dO2Zqarpjxw6BQODu7i4rKysrK+vn58disXA4nIqKyq5du1RVVQkEAovFcnd3l5GRkZSUDAoKOnXqVGhoKJvNTk1N1dTUDAwMNDQ0dHZ2trKyKi8vNzExAUVlZWXl5+dLSUlJSkqampr6+/vv2LHD2dkZfHs1NTVlZWUPHDhAIBBiY2O3bdsmKSkpKSnp7OwsFAplZWXXrVsnLy9fVFSUkZGxc+dOSUlJExMTcCEIHxQIgpydnRUUFGpra8vKypKTk/fu3RscHEwmk5WVlWVlZVVVVTkcjp2d3YEDB6qrq21tbXft2rVr166kpKTCwsKDBw9isVgej+fh4aGrqwtBEBBidXX1CxcuAKtXUlISeKbm5ubl5eW2tragb8fGxkIQlJmZCTqbnp4em82+devWsWPHrl+//tsnORDeg09Jcy9cuKCurm5nZ6eurs7j8Xbu3Onm5rZx48aEhAQgc/Ly8nZ2djt37iwoKNi/f7+VlVVCQoK8vHxAQMD69etDQ0PT0tL09fXNzMysra2PHTvm4+Pj7Oy8bdu2oKCgP//5zwoKCmlpacA0xmazNTU1z549m56eHhQUpKCg4O/vv2HDhsjISFEeCIJkZWU9PT0VFRWvXLmioKAQEBCwZ8+eGzduyMvLe3l5eXp6btu2zdvbm8/ne3l5ubu7nz179pdffnF1dZWSkoqKikpNTSUQCD///LOXl5dAIIiJidm0aZO3t/ef//znkydPkslkfX3948eP+/j4XL58edu2bX5+fqtXr05MTLS0tDxw4EBBQYGKisq1a9c0NDQMDQ19fHysra3l5eXd3d3XrVuXmJiYlpZ2+PDha9euKSoq2tjYpKenJycnb9y40c3NLSUlJTs7e+nTLwjvDQRBV69elZWVZbPZeDy+rKxs586dzs7Ohw4dsrS09PHxMTQ0VFFRcXBwAJobHR3t4uLi4uIiLS0dFBS0bdu2lJQUJpNpamqqrKzM4XCIRCKDwZCQkAgMDCwrKwOvcR4eHqmpqXg83tzc/NChQz4+PtevX9+8eTMajd6zZw8ajY6Ojk5OTiYSiRUVFcrKymfOnOHxeB/73vw38ilp7sWLF/ft21dTU6OoqHj58mVlZWVXV1dJScnExEQ+n+/p6amkpGRnZ/fLL7+0tbXt3r37ypUrfD5/48aNnp6eW7ZsIZFIVVVVlpaWmpqaZ86c+fbbb+Xl5Xfu3CknJxcaGiohIZGdnS0ycvF4PAUFhYsXL1ZVVZWWlkpISHh5eW3fvp3BYIjmQCAIArqPxWLXrFmTnZ2NwWD27t3r4uLyxRdfgMIlJSUjIiJSUlIUFRXl5OQ2btwoIyMTGBi4ZcuWM2fOpKSk4PH4HTt23Lx5k8/nx8XFSUlJubm5SUtLU6nUioqKo0ePfvfdd3Jycjt37lRQUAgODt6yZYtAILh8+bKCgkJbW5uKioqtra2iouL69evl5ORkZGRUVVU9PDx27twpEAgqKysPHz5sbW2tpKTk6+tbUVGRk5MjISFx6NChyMjIzMxMRHN/B+ZorlAolJGRcXZ23rx58+bNm2VlZaWlpQ0NDR0cHFRUVMhksp6eHnjif/7zn1NTU2NiYnbs2OHt7S0pKUmn04FljMFgbN++/ebNmzweLyMjQ0JCQkVFJSoqCo/Hnz59+uuvvwbdT1paOiwsbMOGDSUlJSwWC0zQ8Xg8FRUVc3NzLpf7se/NfyOfmObu3bu3pqbG3t7+zJkzW7duvXHjxvr163Nycpqbm9FotKKior29/ZEjR+rr6/fs2XP58mUmk7llyxYvL6+tW7cymczm5mZra+vjx4+rq6ubm5s3NzfzeDw/P7/IyMiNGzdisViRiROMoy9dutTc3Ewmk9euXevp6bl161ZgPAV5gOa6urrS6XQtLS08Hh8UFLR3714ggk1NTUKhEIPBJCcnf//99ykpKc3NzdHR0Zs3b2az2Y2NjWg0+m9/+5uDg4OUlBQGg2lubs7KypKSkrp+/bqcnByHw+Hz+QoKCjY2Nk1NTRwOx9fXNywsbOPGjSwW69KlS3v37q2vrz98+PCFCxdkZGTQaHRDQwOFQgkICHB3d5eWlgY+FUeOHLG3t9+5c6e/v39NTQ2ZTK6uri4qKtq4caO0tDTyrfsdENkW6uvrhUJhRETEgQMHwsPD161bl5aWVldXV1paGhwcbG9vr62trampqa+v39LSIhAItmzZEhcXV1BQoKqqevbsWZFRC8yG/fTTTxgMhs1mk0ik2tra/Pz8DRs2HDlyRFdXV09Pr7m5WSAQ+Pn5RUdHr169mkQilZWVATNXdXW1srKyoaEhMs79KHwymsvhcGxtbaWlpTkcTmVlpZycHAqFQqPRdnZ22traxsbGCgoKu3fvtra2VlRUbGxslJKSunDhAovF+vHHH729vb/88suTJ08aGxurqan5+voGBASoqamZmJicOnVKR0cnNDT0+++/Ly4uFmkug8G4du2ampqasbHxyZMnTU1N0Wj0Dz/8IK65bDZ78+bNTk5ObDabyWRCEOTj47N58+bExEQNDQ3wJTl27FhcXJytra22tvbZs2f379+/adOm5ORkPT09CwsLTU3N6OhoJycnDQ0NY2PjI0eOrF+/3sXFZevWrWw2m8FguLu7q6urm5iY6Ojo6OrqBgcHr169GoIge3t7aWnpxsbGffv2mZubu7m5aWlpmZiYaGlpWVhYuLq6/vzzzxAE8fl8RUVFExMTDw8PNTU1IyOjzMxMY2NjExOTEydOODk5IZPXvwNsNvvatWtffPGFkZGRsbGxiopKbGwsh8MxMzPT1tY2MTFRV1d3cHCwsbHZv39/eHg46Jl6enqfffZZdHR0RUVFbGzs999/L5JIMNdqZ2dnYGBQXFxcVFSkr68PnqmHhwcGgwEl6Ovrq6urp6SknD179uTJk3p6eo6OjhwOJzw8XFVVNSQkBHn6H4VPRnOBA6O3tzeVSqXRaL6+vra2tjk5OWw228rKysDAwMTExM/PLzY21t/fH4Igb2/v+Ph4CoXi6uqamZl54cIFIyMjAwMDb29vLpfL4/F8fX0NDAyMjIzweDwWi3VxcRF34MXj8Xw+38PDw8DA4OzZs1QqtaCg4Nq1awQxfx0KhXLjxo2kpCTwykahUNLT011dXfl8fnx8vKGhoaGhYVpaGofDYTKZtra2hoaGZ8+e9fHxSUhIMDIyMjQ0jIuL43A4bDb70qVLBgYGxsbGrq6uKSkpnp6ewJ2Wz+d7e3sbGBicOXOGRCIVFxe7uLhQKBRwKyAIAoP08vLyy5cvGxgYWFtbs9nstLQ0Dw8PCoVCo9H8/PwiIiKEQqGjo6ORkVFWVpa5ubmhoaGrqyvipPn7ADqGlZUV6BLx8fHAJstisc6dOwesCmVlZTExMT4+PhUVFQEBAaBnnjt3rqSk5NatW+rq6m5ubhQKRbxYDofzzTffxMbG4vF4Y2NjQ0NDd3d30LfRaDQooaioCAyETUxMjIyMnJ2da2trf/nlFy0trerqauTpfxRWqOaCVQ8EAoFI/LfGAU8vFosFPmIymWAxAoFA4HA4wNucyWSCxTw4HI7FYgEnG7AcAPRFkEe8BB6PB9xr2Gz2HH9V0ZIHLpcLXKzYbPb8DCL3HeD6DkEQDoej0WhcLpfL5Yo+ZbPZ4AiLxQLt4XK54qZhcAS0FlwmKJPJZIKPwBAbrLmgUqngPRFcMg6HAyVwOBwCgQCaIbpMOp0uykAmkzkcDmgG8pX7fQAdg/sr4msiQK8Adl5R12UwGKLMDAYjIiJizZo189ebkclkf3//gwcP3rp1SyAQiJ4pHo8XlQBW6wD/Xy6XKxQKr1+//ssvv2RlZc1RcITfjRWouf/ujiwWh0SiYbFYsJaBQCCsNI3A4XArrUkIKxwcDoddCBwOt2B3IhKJJSUlSUlJ84sCM2lRUVElJSVLXN5CJpNTU1PT09ORX9yPyIrTXDwez2Jxmpput7beYbP56elZvr4BOTm5OBwuOzs7MzMza2WQnp6enZ2NxWKR1VwISwSLxVIoFPZ/AkEQi8UCPuNkMhmHw805Cyx/WKxM4MmwxAaAEbfo3Qvho7CyNBePx1GpjObmjr6+583Nt1ksHhZLDA4Od3K6isPh0tPTw1cGwcHBUVFRwDUd6b4ISwGHw1EolK6uLvg/mZycfPXqVV9fX1dXV319PViR+LEbi/ABWVmai8WWQhDn8eOe9vbOqqpaFouLxZJSU7NCQsJJJFJGRlpISIi/v7+np6erq6vbx8DV1dXV1RWNRpNIpPLycmTjGIQlUlxc3NraCs9jcnLy9evXT58+ffToUUdHB5fLnT/URfgjsYI0F4/Hk0jk6uq61taOqqo6b29ff390YWFpbm5BZGRsZGR0enp6WFjYjRs3srOzBQIB72MgEAgIBEJRUVF5eTmPx0M0F2GJFBcXNzc3z9fciYkJMM59+PBhS0sLmBr92I1F+ICsIM3F4XAMBquhobWhoaWmpsHQ0NjZ+VpJCb6goCQ8PPr6dffMzMzQ0NDr169XVVXN77u/G8+fPwduCYjmIiydt2rugwcPGhsbkc1t//CsOM2trW1qaWl3cLhsbGxaUFCSmpqZk5MfG5vo6+uflpYWGhrq6uoqEAjEe+3U1NTk5OT09LToyOQHA4bhJ0+eiJzPEM1FWCJv1dz79+/X1tYuff9chE+UlaK5eDyeSCRxueW1tY0VFdX29hfR6JCmpts0GlRYiE1KSnNyumpvfz4qKsrNzY3P58Mw/PDhw7q6uqamJpHy1tXV1dXV9ff3fzjZRTQX4f1YTHPHx8eB5t67d6+6uopMJpWUFJWWliDpoyc8/oMYeVaQ5pJIZIGgsr6+uagIGxUVi8ORmEwOn1/BZHKSktLOn3ewsrIGmltZWVlXV2doaHjgwAFlZWUIggYGBnJzcw8cOHDgwIGrV68+ePAADH4RzUVYIRQVFd2+fXtBzX358mVvb+/9+/c4HF5CQmpYWHRERCySPnpKTEwuKipY9p6wojSXwmYLIIhHIJCLirC5uQVZWXnZ2bcyMnLi41OcnK6dP38xMjLSzc2toaEhODiYxWKB8eymTZuKi4t3794NOrGjo+P58+c/0FAX0VyE96O0tLSsrOz169figjs7Ozs+Pj4wMNDb2/vw4f20tHxTUzdbW28kffRkY+Pl4OAdEBCanX2LRFpOH/wVpLlEIpnDKePxyqlUJh5PLi7GFRVhi4qw+fnFmZk5N254X758BWgusC0A/P39AwMD2Wz2nj17wBEnJ6dLly4hmouwoiCRSNnZ2fX19XM0d3R0dGBgoKenp7W1OSYmzcLCw87OB0krIdna+pibu4eExFGpJAJh2WR3RWkuicstr65uqKysFQqrBYIKDkdAp0M4HCkjI8fZ+Zq9/QVgWxDNoV2/ft3V1RWG4aqqKtE418nJydHREdFchJVGWlpafV2tuOZOT08DzX38+LFAwAsOjrGy8vzoWoMkUbK19b582T83t5BGW7a5zZWiuQQCAY8nkMkMLldYUoK3s7tgampma2vv7e1Lp0Px8clnz5qdOXM2OjoaaO7s7KyLiwsGgwF9l8/n79q1S6S5Fy5cQDQXYaWRnJxcVVU9K6a5U1NTw8PDAwMD9+/fx+OxXl4YGxvvjy40SBIle3sfMzP31NQ8NnvZolitFM0lEgmlpbjSUiIE8SGIf/68w4ULlxITU0pLCUVF2JiYeHNzq7NnTYDmNjc329vbnz9//u7du/fv33/8+HFVVdXBgwcfPHjw4MGD8+fPe3h4IJqLsNIoKkg97cDIoU6KNHdycnJoaOjFixetrS1xcannznl9dJVB0pxkaemRkVHwB9RcAB5PpNEgHk/o4+Pn7e1XX9/M5wszMnKCgkKdnV1SUlLCwsKA5rq6uu7Zs2f//v179+7V0NCYmJiorKzcu3fv3r17g4KCRkdHP4TgIpqL8FvAFqcpGlITSsdFmjsxMTE0NPTkyRMIYgYEhFlZIZq74pKlpUdmZuEfVnOxWByBQGMw2DQaKzAwmEaDcDhSamqmt7eflZVNdnZ2WFiYaE3ExMTE2K9MTU3Nzs6Cv6enp2dmZhDNRVhp4EvSj5hzTH0Ge5+NwPD0zMzMxMREf39/ZWVlcnKKk5OXre3HlxgkiSd7e5+zZ69nZ5fw+dzl+qavIM0lEglYLA6HI1GpLDodSkhIKS0lFhSUJCSkeHn5+vr6ZWRkhIWFubi4zFmH9jvT29uLaC7C+4DLv+Zb9Lc9TVmEHhgeGBkZffnyZVNTY35+noeHD2LJXYHJxsbL1TWEToc4HPYfUHMJBAKRSCwsLC4sLMXjyXg8OS+vKD09OyAA4+DgSCaT09PT0Wh0cHAwl8vt6Oho+xh0dHTU1tbS6XREcxHeCSKRiMMTiMUJh824ciZPaxruvXzWebu1mUwsDggItLND3HJXWvKxsfE6fdqppIR6507bMm6TvbI0l0KhJCYmYTBhmZm52dl56enZISERBgZG+/fvx2KxKSkpiYmJNBoNBLChfgwoFAqdTocgCES4AbFPluthIPzhIRGxMam0i570Ew7N2o6dKTmsE3bcc3be5855fWyJQdJ/JEtLDy+vCBaL39TUyuFwlnGzt5WluUQiEYfDhYSE+fsHRUXFBQZiLC2tDx48FB0djcViCwsLuVxuWVkZj8fjfzxE+zoimovw7hBpFByHUZKYxY5Mq6DQ+VlFNQQCg0ymk0hIWlmJxxM0NtZBEITFYpexB6wszSUQCCQSCUSIunnT18LCKiUlpaCggEqlkkgkFovF4XCgFQOLxUI0F+F9IBIZNALEJNJpVDaLwmQykLQCE41Gw+MJy76dMdDc7p6BgVcjg8MTrwfHBocmRkYmx8enJqemp6dnZ2ZmZ2ZmZ3915B4enu7t/cBxf0GAWxCtj0QiiQKUIpHHEP5gQBBEJBLxywQIOM1gMEA4y2WBQCCwWKxlbCSFQhHF3l4uRKOf5QI08gNtHo/D4eh0+osXrwZeDjW1dHbe6+q89+T+/e6HD7sfPep+/Livq6uvq6vvyZOnPT39jx71dHU9ffXy6YfVXACRSEREFuGPCpFIxGKxHh4eRUVFc4KovzdUKjUqKgqDwdBotGUpEEith4dHfn7+sjSSQqEkJyf7+vouY6R3Mpns7e2dmZkJooP/digUSlpamo+PzwcKR4/D4VhM+ovn3WXl1VgsvamprbHxNkgNDa2Njbebmm43N7c1N7fdbu1gs8tLSsiPH7bB8PQH11wEhD8wZDK5oKDg22+/TU9PX659ynk83unTpw8ePMjn85elQGDo+/bbb+Pi4pZFx9ls9qVLl7Zv387hcH57aQQCgUgkMpnM9evX+/j4sFjLs2wBgiBXV9eNGzdCELQsBc4Bh8NxOKzm5oacXNz4+MTMzOzk5DSw4Y6NTQwOjr1+PTrwcvjZs8G+p6+Gh8dZkJBCpsAwjGguAsL7QyaTCwsLN2zYkJGRsVyay+VyjY2Nf/nlFx6PtywFAs3dsGFDQkLCsmguBEHOzs5ycnJsNvu3l0YgEIhEIoPB2L59u5+fH5PJXJYyWSzWjRs3pKSklkvE5wA0t6WlEU9gwjD8+vXw06ev+voGentfPH7c39HR3dbW1dB0r7Kqg19+u6fnZX3DbRqNhmguAsJvAmjujz/+uIzjXC6Xa2hoeOTIkeXV3B9//DE+Pn65NNfJyUlGRmZ5NXfz5s2+vr7LqLnu7u7btm370JqLwzNgGB4cHHn27HV//6u+vpdPnjzr7Oy5c6e7pfVhbX1nRVVHb++r2roWRHMREH4rZDK5qKhIRkYmKytrueyGHA7Hysrq5MmTXC53WQoEmisjI5OUlLQsPwwsFsvNze3QoUPL9dpOJBLpdPqePXvQaDSDwViWMplM5s2bNxUVFZdLxOewiOa+fPp0oLv7Wee9njt3u1taH9bWIZqLgLDcFBcX45fP15BIJJaWlpaUlCzv5PPyNhKLxZaUlCxXaYDi4uLl9THA4XDFxcXLWOCcwhHNRUD4sODxeCqVCpbS0Gg0kYSBqXYymQw+Ak5USy+WzWbzeDzx+SgSiUQikfB4PJPJBGWC/75TUxkMhnjId9BIEon0Ho3E4/EQBIk3g0gkAr8uBoMBClz6Ano8Hr/gvSKTycDNCazIhyBoKQXOv1IOh8Pj8dhsNmikeE4WiwWWQQFfjiVe/oIgmouA8GHB4/FsNjslJUVHR0dHRyc2NpbD4YDvLR6Pp9PpRUVFurq6Ojo6N2/e5PP5S/xKczgce3t7HR0dMzMzJpMp8uXC4/F8Pt/d3V1HR+fUqVPAaXfpTeVwOKGhof7+/nT6/32RaTQaFos9deqUjo6Oh4fH0hvJ5XIvXryoo6OTl5cnUjE8Hs/j8YKCgnR0dHR1dXNzc5ei4+BeFRcXg3vl4+Mj3gwymUyj0YyNjXV0dBwcHN5qXQFXGhISEhAQQKfTiUQiBEFWVlY6OjrW1tbAb1qUk8/nX716VUdHx9DQkEwm/0ZbEKK5CAgfFhqNFhsbq6amZmpqam5urqqqGhYWBoyPFAolJydHW1vbwMDAwsJCTU3Nw8PjrWZEIpFIo9FMTEw0NDQsLS11dXXPnDlD+HXREIPBuHbtmpqamoWFxenTp0+ePJmfn79E31UOhxMdHf3111/r6uqKHM7IZHJ+fv7JkydPnz4NGnnt2rW3NhKPx3O5XFtbWzU1NXNzc/E2MBgMf39/VcUOveQAACAASURBVFVVCwsLY2NjDQ2NtLS0t9qLwb3S1NQ0MjKysrJSU1Nzc3MDzQBLqAwNDXV1dc3NzTU1Ne3t7cV/M+bDZDJDQ0O//vrrU6dOCQQCMplsZmZ24sQJc3PzEydOWFhYgLEzaK2jo6OGhoaFhYWenp6enl5JSclv8VZGNBcB4cMCnFKlpKTq6uoaGhr27Nljbm4OBmIMBiMiIuKHH37gcrnNzc2GhobKyspL8a4FCwGKi4vr6+vT09O/+eYbHA4HhIDH4ykoKNjY2DQ3NzOZzO+//z4xMXEpM2BMJjMoKEhbW/vgwYOGhoYCgQAcp1Kp8fHxq1evZrFYzc3N1tbWe/bseWsjWSyWmZmZlpYWFovl8/niDeDxeFpaWurq6s3NzRUVFRs2bPD19X2rkwCdTgf3is1mNzQ0nDlz5tChQ6AZwAnk22+/LSwsbGpq8vb23rRp05tdI6hUalZW1q5duwwMDPh8PplMXrNmTXx8fFNTU2xs7I8//kihUIDmcrlcSUlJZ2fn5uZmAoHw7bffZmdn/5ahLqK5CAgfFgiCrl69Kisry2azuVyukpKSra0tMMLS6fTo6Oiff/6ZQCDw+XwDAwM1NbWleHoBiy0EQYmJiYqKilFRUaKRF5fLVVZWtrS05PP5JSUlGzZsSE5OfqvmAsHdunVramqqjo7O8ePHaTQaEB0qlZqUlCQhIVFaWsrn8y0sLFRUVN7aSB6Pp6io+MMPP8jIyGzfvj0pKUmkU1wuV19fX0NDg8/n02i0rVu3BgYGvnXgDC7w+vXrW7ZskZSU1NTUzMnJERnEi4qKNmzYkJaWxuPx3Nzcdu7c+WbXCDweLxQKgbUEaO6mTZvCwsJ4PF5ISMiWLVtEmsvhcBQUFC5dusTn83Nzc9evX5+bm4toLgLCymUxzWUymUwm8/00FxQbFRW1Z8+e6OhoIFgUCoXBYHA4nPfT3JCQkDVr1uzatWvVqlX//Oc/fXx8IAhiMpl0Oj0xMfFdNZfL5SoqKpqYmBQWFsbExGzdujUrK4tOpzOZTA6H8x6aS6PREhISZGRkUlJSCgsLDQwM9PX12Ww2g8Gg0+lggcnSNZdAIPB4PG1tbWBFma+5wEBMp9PZbDaiuQgInxKL2RaCg4PxeHxUVNSPP/7I5XKbmpreybYQHh5+/PjxvLy8qqoqNpsNNvWPiooqLy8HtoWmpqZ3si0QCAQcDsdkMrW1tbW1tTkcDpFIDA0NLSkpSUpKAraFpqamJdoWeDyetLS0k5NTe3s7nU7/6quvMjMzCwsLw8LCBAKBtra2urp6U1PT0m0LDAYjPDz822+/LS8vb29vNzY2VlRUFAqFEREROTk5JSUl3333XUFBQWNj41JsC3g8vrKyUk9Pz8jIqLKykkQiAdtCY2MjsC0wGIzU1NTY2NiysjJgW2hqasLj8YhtAQFhpQMMCMePH7eysrK2tj5+/DiYQ/vHP/4RHR1dVFSkoaFhbGxsY2MjPi/0BsAmA2vWrFFRUbG2tjY2Nj5//jyPx7Oystq2bVt1dbWzs7O6urqNjY2RkZGWlpa4z8CbIZFI5eXlampqampqZWVlFArlX//6FwaDweFw2traRkZGNjY26urqzs7Ob20kg8G4dOmSpqamjY2NoaHhiRMnyGSyl5fX999/X1ZW5uvre/z4cRsbGzMzMzU1tdTU1CXOoYnulbq6uqura1VVlYSExMWLFyEIOn36tL6+vrW1tba29rlz5948h0an05OSktavXy8hIZGamspkMs+ePaurq2ttba2rq2tqalpeXn7q1Kndu3fX1NRcvHgRXIiBgYGOjg4yh4aAsKIBvmJJSUna2tpaWlrR0dFcLhePxzs4OGRnZ0MQVFhYeOLECS0tLW9v7yW6YVEoFGdn51OnToExqbm5OZ1Oj4qKcnV1pdFofD7f1dVVS0vrxIkTWCz2nZbt0ul0Pz8/Pz8/BoNBIpEcHR3T09OZTGZpaSlopKur61IaCVysnJ2dtbS0dHV1CQQCk8lMTk52cnIik8l8Pj8wMFBLS0tbWzsnJ2fpvmJFRUWgGV5eXmBqzsXFJSYmhsFgUKlUAwMDLS2tCxcuvNVXjMFgBAcH6+vr6+vrh4aGMplMFotlbm6upaVlYWEBQRCdTsdgMJ6enuB+Ojk5aWlp6enpie8u+34gmouA8MFZcE0EMAgs5uf/1gLBWgMAm83G4/E0Go3FYoEdYIEP/29fEwFBEGjke6yJEF9KAJpBoVDAgoXlWhMBqqBSqXg8/p3WRIDbBYoCpxPE1kQQfpV48VqQNREICAgInx6I5iIgICD8fiCai4CAgPD7gWguAgICwu/HoprbN9D9RKS5jxDNRUBAQFgGEM1FQEBA+P1ANBcBAQHh9wPRXAQEBITfD0RzERAQEH4/EM1FQPivBo/HYxcHh7AIBAKBTCbT6fSlr6MD4BDNRUD4b4ZGo3G5XD6fDxbCcrlcLpfL+RU2ghhgbTGPxxMIBDQaLTMzMyIiIjU1dYlbCAEQzUVA+K+GzWY3Nzd3/Ep7e3t7e3tbW9vt27dv377d+inQ0tLS2tp6586dzmXizp07omJbWlpEfzCZTLDfAhaLTU9P9/b2Pnny5PXr198pKjuiuQgI/9XQ6fTq6uqGhobm5uYWMZqamhobG+vq6iorK8tWNuXl5QKBAI1G37hxw3sRPDw83Nzc3N3dF8sgnjM0NJTL5YJi2Ww2MCAQicSMjIyEhISYmBgQptPT0xNstPbWzX/FQTQXAeG/GpHmNjU1NYvR2NhYX19fVVUlEAigDwyLxYIg6L0r4nA4EAQZGRl9/vnnny3CqlWrvv7666+++mqxDCL+93//d/fu3Y2NjRAEgYDKJSUleXl52dnZGRkZKSkpCQkJkZGRaDTa09NTW1sb0VwEBIR34M2aW11dXVZWBkEQl8utEgPo43sbRiEIKisrE5UG9mYsKCiYUyYEQUKhkM/nv7kuYIA2MzNDLQ6BQOjq6qqurv6f//mfN2QDSEtL3717l81ms1gsCoWCxWILCwtv3bqVmZmJaO6nB9i4c+mbkCIgfFCWork8Hg9EGg4MDAwODvb29s7MzATv3e8Hn8/Py8tDo9He3t4+Pj4CgQCLxf78888UCgXsYAvg8XipqamlpaXiB9+guW/Q07t378IwPDk5+VbBRaFQu3bt6ujo+GNqLtgLWTQbyOPxRJslfzhAzFQ6nf5bKgKFiKZ6l74zNIhcHRgYuMQQVQgIH5SlaG5ZWVlhYaGysrKEhMQXX3yhrKzs4+NTWVlZVVVVX19fV1fH4XC4XG59fX19fX1FRUVZWVl9fX1ZWRmLxaqurgbHa2trRSrZ0NCgo6OzevXqw4cP79+/39nZOScnZ+PGjWQyuby8HOQXCoVVVVUyMjIBAQGdnZ1cLnex0e6bNffQoUOXL1+Oj48Hiuni4qKjo/Pfq7lkMvnWrVuampra2tqnTp1SU1Pz8PAAk4MAkE38v/MPio6IDor+XjA/nU53d3dHo9EMBkM8w5y/51ctAsQdcXd3V1NTU1dX19TUzM3NBRo6p7r5TeVyuVZWVvLy8nw+f351CAi/M0u3Ldy5c8fb23v//v137twpKyurq6u7du3aiRMn9PT0QLgHY2NjLS2tgICAtLQ0LS2tlJSUxsZGZ2dnXV1dLS0tc3PzyspKLpfLZrPr6+vV1dXPnTv34MGD2tpaCQmJwMDA7du3c7lcLBYLghhFRER0dnbu3btXTk5OX18fh8Px+fx31dxTp06lpaVFRER8+eWX4EhERERaWpqlpeVK09y+pwNPxDS3ru7eh9LcgoKC8+fPHzhw4O9//7utrS2QQgqFQqFQqFQqmUwGKgmOkMlk8AeBQKBSqVQqFWQDIeFEn4JJRvCpKHiR6L9lZWVKSkqGhoZCoZBIJNJoNOD/QSKRQI0gJ4lEIhKJ4i0B5eDxeC6Xe/Xq1WPHjp0/f97CwsLS0rKgoIDJZIIWiooStYRGo4n+y+PxbG1tDx48WF5eLsqw9DuGgLC8LEVzgbTV1NRcv3593759tbW1FRUVly9f1tfXd3V1tbW1NTQ0jI6O/uKLL65cuWJkZKSjo+Pu7q6hoZGSkrJlyxYNDY0rV66cPXvWxMSEx+NxOJz6+npNTU1LS8vbt28LBIJNmzah0eidO3empqZqa2tfvHjxypUrmpqasbGxR44cOXr0qKOjI5FIXMzCsJjmGhsbZ2ZmSkhIzJHUVatWxcXFOTo6/jdqLoFAIJFINTU1vr6+cnJy1dXVdDqdRqOZmprKycnJycllZWUVFBTIyMhISUmZmpr6+/tLSUldvXpVIBDo6OhISkpKSUnt27evsLAQgiAMBiMrKysnJ3f16lU+n3/ixImbN2+CQWhOTg4o0NTUtLKy8uTJk999993OnTsjIyO1tLTS0tLYbHZoaOjp06c9PT2trKxsbW2vXLnC5XJPnDghJyenpKSUn58PZBeCICcnJxUVlYKCgsrKyvLy8qqqqlu3bqmqqvr5+Wlra/P5fE9PT9ASf39/Fot15MiRHTt2SElJHT16lMPhXL169e9///vOnTulpKR8fHzeybkPAWF5eT/Nra+vV1RU3LBhw5EjRxQVFVevXh0SEiIjI/Pw4UMHBwcVFZWBgQFFRcXLly/v3bs3JSXl4cOHOTk5IKo8sEIYGBh899138vLyMjIyfn5+4Gvu4+Ozbdu227dvP3z4EAyNjx49ikaj79y5sxTbwp/+9Ccgmn/9618tLCxSU1N//PHHBVV11apV4eHh165d++tf/yo6+Pn/z957h0V1Lfz++9zn3HPflHNO3jw5ibkmahQsFGHoAyjNCmIDpIggig1EgUivIigoCFIFBpAiCEMdOsP03mdAmoq9V1RsMZHfH+tlLj+dGdCwDeL6POtJhA3f2bP32h/2rLa//HLBggWpqalGRkZ9fX3T1rmNjY1kMjkiIgKDwZBIJCqV6uTktHr16kOHDh04cEBLS+vw4cMzZ87My8vz9va2sLCoqqqysbEJCwvT19f39vYuKiqKiYlZunRpYmIiBoOJjo4+dOiQoaFhSEiIiYnJjz/+mJCQAD71h4aGHjx4EDzyetOmTfb29kVFRZWVlbNmzcrOzmYymTExMfr6+gcOHPjqq6+2bt3a1ta2atUqZ2fnuLg4Hx8fTU3N2tpa8Ai8jRs32tvb8/n8U6dO5ebmlpeXl5SU/P3vfzcwMMDhcGQy+dSpU8HBwbGxsfr6+vHx8fPnzw8ODi4sLAwMDFy1alVgYKCenl5BQQEOh8NisTExMe91ziCQSeTDnCsWi7FY7Pbt2+vr68vKyvLy8rKzszU1NaVSqZ+f38qVKwcHBy0tLcPCwrBYbG5u7vnz50tKSn755Re5c8HjeysqKvLz89lsdm1trY6OTnx8vLa2tkwmO3/+/Lp163bu3GlhYXHo0KGenh4Vk+KAc7du3fqPf/xjxowZNjY2bDY7NTX1u+++U9GA8PXXX0dERLDZbBcXlxkzZvz444+NjY00Gk1NTU1XV7e/v/9zcS6DwVi5cuWPP/5oaGiIwWCMjY1TUlIWLVrEZDIDAwNNTEz6+vpsbGx27dplbm4eHx/P5/OLiooWLVoUFxf3xRdfGBgY6OnpaWtrJyYmmpqagnvV5ubm+Ph4DAZjZGT0448/Ojs7b9q0afv27Xw+v7GxUU1N7eTJkwwGIy4uztTUdN++fWZmZmC0oJ6e3pw5cwwMDDAYjLm5eUNDA3j66YYNG+zt7bu6upydnTU1Nb///vujR4/Onz+/uLiYTCbX1tbu3LkT3Od++eWXMTExGAwmNzeXx+MlJydjMBh/f39LS0sul8tms/X19QMDA8lk8vseNAhkUpi4c0Ui0YEDB/T09MRiMZ/Pd3Nz27lzZ0lJSXJy8saNG1NSUubNmyeTyXbt2mVhYXHp0iVjY+MDBw6YmZn5+vrm5uYGBwevWLECOFcqla5YscLDw6Ovr4/NZrPZ7DNnzsydOzcjI8PKyiojIyMvL8/e3j42Nnbr1q07duzIzs5ua2sDbcHKnOvi4jJr1qzh4WEGg/Hdd9/913/9lwrhAv7+979/9913paWlw8PDT58+NTIy+vbbbxEE0dPTm85tC43vONfExGTnzp1dXV1UKjUhISEtLW3+/PkkEsnf39/U1FQikSxbtszX19fc3DwpKam7u/v06dNqamrBwcFaWlpCoZDD4Zw4caKgoMDAwODgwYNMJvPkyZPff/99Z2dnd3e3r6/vxo0b7ezsvLy8uru7m5qaZsyYUVpa2t3dnZKSYmpq6ufnZ21tDYYfLliwIC4uTiKRtLe3R0dH19fXNzU1kUik8PBwa2vr0tJSMLRw0aJFMTExGhoatbW1TCZz69atWCwWVFlTU9Pg4GBdXd2ioqKurq60tDQNDQ1/f/+lS5eCCmRoaBgUFASdC/mrmLhzuVxuamqqt7c3l8ulUCh8Pn/btm3Gxsbm5uYtLS14PN7V1VUgEBw5csTPz+/s2bO7d+9OT083NjbW0NAwNTW1s7MDwgW/GxAQEB0dzePxKBQKnU5vaGhwcnJiMBjFxcXGxsbGxsbR0dGg4djNzc3Y2LimpkbZ6DTgXGdn57lz546MjAwMDIxr27E0NDSMjIyMjIzIW36neXtuY2MjhUIJCQlZsGABmUwmEolgPICnp6eDg4OTk1NKSspPP/1EJpN9fX11dXVlMpmZmdmOHTssLS3Nzc3d3d3Xr1+/c+fOgoKC9evXb9682dPTc8WKFRkZGdra2uHh4TQarbKy0snJydHR0dPTc9GiRba2tsePH7e1td2yZUtBQcHOnTvXrVu3ZcsWLBarr6+/e/duExMTBoPR0dHh7+9vb2/v4eGxfv36TZs2gftcAoFAp9NjY2OXLVvm6em5adOmf/7zn3FxcbNmzaqqqiKRSCdOnLCzs/Pw8NiyZcs333wTHh6uo6OzfPlyd3f3tWvXhoSE7Nmzx9DQEHQmaGpq+vv7UyiU9z1oEMikMHHnkslkBoPB4XDk7aocDofH44HRCDQajcvlgg+IHA6HRCJxuVw+nz979uzs7OyzZ89yuVx5+wCZTGaz2WBEBPgOlUoF/mUwGCATvC6VSgWvMm7bgru7+7fffpucnOzn5/deznV1dU1OTk5OTpa3RUx/57a1teFwuKioKLAqGoPBOHjwoIuLi5ubW1NTU01NTUhISGtra05OTmxsLIVCSUhIyM/PNzQ0tLCw8PDw8Pb27ujooFKppaWlrq6uLi4u6enpLBYrIiKioKAAjDogEAhubm4uLi5bt249evQoj8eLi4tzcXE5deoUGLzl4uKyZcuWQ4cOZWdnHzp0qL29vbGxkUajHThwwMXFZdu2be3t7WOHLjAYjISEBBcXF1dX1z179pSWloaFhdXX1zc2NlKp1JycHBcXFxcXlx07dpSUlCxYsGD16tXu7u5+fn4sFisrKysuLg4MZoiOjs7NzYVjdSF/FRN37vtCpVLpdPrBgwerq6uVDfOaFCYyD+29wGAw09y5BAKhtbWVRCKBaQVgugH4ywkGbJHJZAKB0NbWRiKRGhoawGQETU3NpKQkoVBIpVLBYK/W1lbwWx0dHQ0NDWQyGUhcPvMCQCQSQQiNRgMaBSO6aTRaZ2fn2EliBAIBjEwEL/HWPhOJRHlmS0sLmUwGPwNmmoHvM5nMtra2efPmFRYWgj/jY+ehEQgEEokE/iS870GDQCYFhc4Fa9xIpVKhUMhms6kfCoVCEQgEQLgfHDIuYF7S2HELfxJ9ff1z585RqVTgkGno3A+gubkZh8NVVVWBkblTnPz8/NraWjgOFzIFAc6VyWQ9PT29o5w9exZMMANLK6B3izpZkMnkyspK8EGT8Kfp7OwEa9yA+9yGhobq6uozZ86UlpYWFhbm5eVlZGR8ws4lEAgftk47mE3wYb/7kQFNB3/1XkAgCmhvb+fxeEKhEHyeAx/O6urqcDhcUVFRUVFRYWFhwadAcXFx5SRRUVEhf9c4HC4/Pz8vLy83NzcnJycjIyM1NTUpKSk+Pj4qKgo4d1LWz/14zgUtBoDOzs7Ozk7iO3RAIBB0oNFo4ON/QUFBfn4+DocDfjn5CZIzqbyVefLkyby8PHBwwK1uXFycq6trdHT0J+ZcOp3e09Pz1gL1Y1eAh0Ag6CFvw33r4Qu9kHdgMBjg1pBIJFZVVR0+fHjz5s3R0dFg5ZZPxrkkEkkoFMpksrFnHVQFec8pFwKBQD46HA6HyWRSqVQSiUQkEktLS3Nzc7Ozs1NTU48cOfKptud2dnYKhcK3uk3Bc0FEIhGPx2MymSQIBAL56BCJxObm5pqamo/wnIjbdx5ev/E/zu3puSJGb81yFc4F3aYfPDwQAoFA/gykjzw+9/NxLpVKBVNf2Gw2eMISk8mUT7AZu5oRmIoDNo37yBAIBPJJA52LCnQ6nc1mJycnHzlyBIfDgQc0VVVVHTly5MiRI52dnfIZimQymcvlNjc3g00EAoHH40HtQiDTFejcyQdMlYmJiVmyZImVldXq1asLCwtramo2bdpkZWW1ZMkSPz8/+TOaGAwGgUDYvn27paWllZWVh4dHXV3duyPGwb0waICHQCBTFi6Xq3pSMnTu5AM0OnPmzI6OjosXL8bGxlpZWW3bts3BwWFwcFAmk6mrqx8/fhxM2xUKhaGhoQYGBgMDA+fPn1+6dKmvr69YLKZQKAKBQDSKUCisrKw8fvx4NmqcOJGNXnxGRnZyMlrhWVnZycnZmZlo5aekZKenoxV+/Hh2Whoqyenp2SkpqCRnZ2dnZqJ4QrOzP+ETmp6eXlFRQRm994LO/XjOnTVrVnNzc39/P1jUfM+ePY6OjlKplMViaWlppaenc7lcINaoqCgsFisUCsVisbW1dUBAgEQi6ezs3Lhxo/UoQUFBhYWF2traM1Fj6dKZrq5ohWtrz9y+Ha3w2bNn7tw5U00NrfytW2caGqIV7uAwc+VKVJKx2JlbtqCSPHPmzEWLZu7YMfOnn1AJ/+mnmTt2zFy0CJXwmTNnbtky09QUrfAffvghIiICTPOFzv14bQtUKvXYsWOGhoZYLHbevHn29vY+Pj5vORf0mCl0rlgsJpPJhw8fjh4Fh8MVFxfPnTt3UpbbUAgWi+zejVb4jz8i4eFohf/tb0hMDPLll2jlHziALFiAVviWLciqVagk6+gg+/ejkowgyLffItHRaIUjCBIdjXz7LVrh+/cjurpohSMIEhoaeuHCBRKJBJ378frQaDQam80uLS0tKipycnJycXHZvn27o6PjuXPnxGLxggUL0tLSOBxOY2OjQCAIDw83MjLq6enp6+uztLT08/MDT5Dm8XiCUSQSSX5+vrq6OnoVxcwM2bULrfBZs5DQULTC/8//QSIjkW++QSs/MBDR1EQrfMsWZPVqVJL19JD3XPT1PfjhByQiApmkJbfe5n/9LyQiAvnhB1TCEQTx80P09dEKRxAkLCzs3Llz0Lkf1blUKrWzs7O4uDgyMtLBwYHP5wcGBq5bt+7UqVM5OTmmpqbFxcX19fVqamp0Oj01NdXS0rKgoKCwsHD58uVxcXECgeCtQA6Hg8PhoHMVAp2rEOhcZUDnTkPnMhiMxsZGIyOjdevW0el00IYQFhZmZGRkZGRUVFQkEAjq6urWrl3b0dEhFArT0tLApsTERD6f/24gdK4KoHMVAp2rDOjcaehcCoVCpVLB0C559yWLxQITruXLLYNuNAqFwmQywSZl64pC56oAOlch0LnKgM6dns6lKBosIl/oXuEPK9tEgc5VCXSuQqBzlQGdO22dO4lA56oAOlch0LnKgM6Fzh0f6FwVQOcqBDpXGZ+Nc4du33l0/ca9CxdunTt382zPFZEEOnfCQOeqADpXIdC5yoDOhc4dH+hcFUDnKgQ6VxnQudC54wOdqwLoXIVA5yoDOhc6d3ygc1UAnasQ6FxlQOdC544PdK4KoHMVAp2rDOhc6Nzxgc5VAXSuQqBzlQGdC507PtC5KoDOVQh0rjKgc6Fzxwc6VwXQuQqBzlUGdC507vhA56oAOlch0LnKgM6Fzh0f6FwVQOcqBDpXGdC50LnjA52rAuhchUDnKgM6Fzp3fKBzVQCdqxDoXGVA50Lnjg90rgqgcxUCnasM6Fzo3PGBzlUBdK5CoHOVAZ0LnTs+0LkqgM5VCHSuMj4b5z66c+fhjf9x7o2zPZdFcP3ciQOdqwLoXIVA5yoDOhc6d3ygc1UAnasQ6FxlQOdOW+fS6XQ6nU6j0chkMpVKpY/hrUefybcqeyQadK4KoHMVAp2rDOjcaehcKpXKYDCampoIBEJ7ezuLxQIHmkAggD0kkUhyvdLpdAqFQiAQCAQCmUwGTwV+C+hcFUDnKgQ6VxnQudPQuXQ6vbi4GIPBaGtrr1mzhs1mBwcHz549W1tbW1NTU1NT8/Tp02w2mzJ6hxsZGamlpaWlpXXgwAFwawydO3GgcxUCnasM6Nzp5lwGg0EgEGbNmlVfX9/V1RUeHr58+fKdO3du2LBBJpPRaLSWlpbOzk5wnysQCGJjY7FYLIVCodFoVlZWBw4cEAqFYJNoFKlUisPlz5mDonMNDJDt29EK/89/kOBgtMIRBAkPR/7xD7TC9+9H5s1DK9zVFbGxQSVZUxPx8UElGUGQf/0LCQtDKxxBkLAw5F//QivcxwfR0kIrHEGQAwfCzp+Hzv2IzqXRaB0dHe7u7n5+flFRUVu3bo2Pj9+2bZuGhkZ0dHRgYCCRSORyuWQyGYg1MjLSxMQE7K2VldX+/fvFYjGJRAoLC9s/Snp6Og5XvHy5urU1YmmJStm2DYmMRCt8wwbk8GG0wpctQxITkdWr0cqPi0NcXdEKDw5GfHxQSd6yBYmJQWu37e2RxETEygqVcCsrJDERsbdHa+djYhAPD7TCly5FsrPDenqgcz+uc8lkckhIiL29vaOj48aNxiJBxgAAIABJREFUG3NycvLz852cnOzt7devX+/h4VFfX89gMKhUqkAgiIqKwmKxQqFQLBZbW1sHBARIJBISieTu7m4/SkREBA5XtnGjuocHsnkzKuXXX5GEBLTCd+1CkpPRCvfwQFJSkG3b0MpPSkL27kUr/OBBJCwMleT9+5EjR9DabW9vJCUFcXdHJdzdHUlJQby90dr5I0cQf3+0wl1ckJKSsO5u6NyP27bQ0NAwY8YMCoVy/fr1Q4cOaWpq9vf3nz17tqurq7+/f+7cucnJyXw+n8PhyO9zJRKJTCazsrLy9/cXiUQUCkUkEklGkclkOFz+7Nkoti3o66PYtvDdd0hQEFrhCIKEhyP/+3+jFb5/PzJ3LlrhLi6ItTUqyRoayJ49qCQjCPL116i3LXz9NVrhe/ag2ECPIMivv/71bQt3777t3J7eK9PZuY2Njerq6lVVVXw+PzQ0dMWKFfHx8fv27QP9ZpqamtnZ2a2trba2tmw2OzY21tjYmM1mc7lcS0vLwMBA4NyxwD40FcA+NIXAPjRlTPs+tMePh588ef7ixavnz18+e/biyZPnQ0PD0/k+FwxFyM/Px2AwixcvtrW1bWlpaW9v37x5s46OjpaWVkJCApvNxuPxCxYs6OjoYDAYISEh2traixcv9vf3p1AocNzCewGdqxDoXGV8Bs599vTpS77obGVtW10Tqa6JVEMgnqlpF4ov8ATnpqFzgXaZTGZNTQ0ej29qamKxWEwms729HY/H4/F4Go1Gp9NJJFJLSwsYkEsmk8Gmzs5OJpMJutegcycIdK5CoHOV8Rk4d3h4+OXNW3d7BwYHzl8aOH+pt3+QypCIxBd40/I+Vw6DwWAymWDKA4VCodFoTCaTyWSCUWJg3sRbm969wwVA56oAOlch0LnK+Ayc++zp0xfS7oHmdno7idVOYrUSGbWNlOl8nzvpQOeqADpXIdC5yvgMnDs8PPxy8NI1rrBLKOkRSnp4wu52Em/63+dOItC5KoDOVQh0rjI+E+deuHiVw5fxRd18UTdXIGvr5AjF56FzJwp0rgqgcxUCnauMz8C5z54+fSnrPtfcTu8gszvI7NZOZm0jRSg+D9sWJgp0rgqgcxUCnauMae/cJ0+e3b//5Nz5qyJJn0DUx+J0M1gyBrsLti28B9C5KoDOVQh0rjI+B+feu/f4wYPHDx4+uX176PLluxcv3u7rvzZtx+eiAXSuCqBzFQKdq4zPxLl37z66fefh9ev3p//cXzSAzlUBdK5CoHOVAZ07dZ1LJpOZTCaPxwOTFMhkMo/HA1MYJlOoEwA6VwXQuQqBzlUGdO7UdS6fz8/MzNy3b59AIGAwGFwud8eOHXl5eWDZhI8JdK4KoHMVAp2rDOjcKepcMpnMYrF8fHw0NTXZbHZbWxuNRluwYMGhQ4cEAsFkS3UcoHNVAJ2rEOhcZUDnTkXnslisqqoqfX19NTW1efPmGRkZGRoaGhkZJSUlySfvfkygc1UAnasQ6FxlQOdORefS6XQCgXDs2LGysrK4uLioUY4fP97a2qpsVQT0gM5VAXSuQqBzlQGdOxWdy2QyS0tLt2/fXlBQYG1tvWbNGmtr6xUrVlhYWBQVFXE4HBS8qgroXBVA5yoEOlcZ0LlT0bkUCoVGo7FYLIlEUlNT4+fnV1VVlZycXFdXJxKJlB1N9IDOVQF0rkKgc5UBnTtFnQtMV1BQ4Orqqqmp6eHhkZmZaWtre/r06Y8/vBc6VwXQuQqBzlXGZ+Pcodu3H12/fu/ChZv/41zJlHeuSCTat2/fypUrAwICnJ2d79y5o6GhERMTA8ctvC/QucqAzn0X6NzP17ngAZF2dnYuLi62trYsFsvAwODo0aM8Hm9SjTo+0LkqgM5VCHSuMqBzp65zwSN24uPjMRiMrq6uqalpZmbmx+9Ao0DnqgQ6VyHQucqAzp26ziWTyUKhkEAghIeHR0REhISExMbGEggE+eN2PhrQuSqAzlUIdK4yoHOnrnPBcyQ9PDxWr15tY2NjY2NjZWVVUlIC5/6+L9C5yoDOfRfo3M/UuVQqVSwWBwQEmJiYDA4Oikeh0+kTXOOGOorCLxX+sLIo6FwVQOcqBDpXGdC5U9S5dDpdKpWGhoaamZnJZDL6KBOc+EsfA41Go1KpY78zNkTFJujciQCdqxDoXGVA50455zIYjIaGBkNDQz09vdmzZ//nP//BYrFGo0xkHhqDwairqzMyMtLV1XVycmIymXw+PzAwUFdXV0dHJzc3d2zrBJfLTUpK0tHR0dHROXjwIJfLhc59L6BzFQKdqwzo3CnnXCqV2tnZWVRUVFBQcObMmeLi4qioqOhR6uvrGQyGauE2NTVpa2vn5+e3tbX5+/tv3LgxJCRk3bp1NTU1paWlhoaGubm5QNx8Pv/IkSNLliyprKzE4/E2NjZRUVFg/C+Xy+WNIhaLcbj8X35B0blGRoi3N1rhP/yABAejFY4gSHg48sUXaIX7+yPo/bFzc0OWL0clWUsL8fVFJRlBkG++QcLC0ApHECQsDMU/or6+iLY2WuEIggQFhZ0/D537nm0LVCqVzWbzeDw6nX7gwIH3us+l0+ltbW2rVq1KSEjA4XA+Pj779+/ftm2bo6NjX1+fUChcuHBhWloauJ8VCATh4eHGxsbd3d09PT2Wlpb79u0Ti8VkMjk1NTVxlJKSEhzulJmZurY2oqWFStm0CQkKQivcygo5eBCtcAwGiY9HjI3Ryo+KQuzs0Arftw/ZuhWV5PXrkfBwtHbb3ByJj0dQqo3a2kh8PGJujtbOh4cj69ejFa6piaSkhPX1Qed+0LgFoVAYFBSExWKlUiltlHHbc0FvWEJCgrm5uYWFhZ2dXW1trZeXl6Ojo1QqZbFYWlpa6enpcudGRUVhsVihUCgWi62trQMCAiQSSWdnp52dneko+/fvx+FOu7mp79uH+PigUiIjkaNH0Qo/cABJTUUr3M8PSUtD9u9HKz8lBQkNRSv8yBHk4EFUksPDkeRktHY7IABJS0N8fVEJ9/VF0tKQgAC0dj45GQkPRyt81y6ksjKsqws6908419LS8uLFi/JxC+M+m4fBYBAIhJ9++qmjo2NwcPDgwYNWVlZ79uxxdHSUyWRsNltLS+vEiRN8Pl8gEAiFwsjISCwWKxKJJBIJcK5IJKJQKDweTzCKRCLB4fLnzEGxbcHQ8NNuW/iv/0Ir3N8fUVNDK9zVFVm2DJVkLS3ExweVZARB/v1v1NsW/v1vtMJ9fGDbwlR1rkgkioqK+ve//21ra2szyrjjc4FzZ82a1dzcPDAwEB0dbWNj4+3tvXHjxv7+fpFINH/+/PT0dCKRuHXrVg6HExERYWhoePbs2d7eXgsLi71794rF4rcyYR+aCmAfmkJgH5oyYB/a1HUunU5vbGxMTEwMCwuLiooKCwuLjo4mEAiq+9BA28LRo0eNjIxMTExWrVpVUVHR1NTk5uZmYmJiaGgYHBxMpVKrqqp+/PFHIpFIJBJ9fHyMjY2NjY29vb2bm5vfzYfOVQF0rkKgc5UBnTt1nUuhUHg8XnJysp6e3tGjR4ODg5OSkiay3gJYe/fkyZOZmZmnT5/m8XhcLre+vj4zMzMzMxM8aY1IJFZUVJBIJA6H097eDja1tLRwOJx32y6gc1UAnasQ6FxlfDbOfXTnzsMbN+5dGLx57vwnsn4u6OBas2aNs7Ozk5OTUCjU19c/duzYRNYVo1KpHA6Hw+GA1yKTyQwGA3yHRqORyWQwNAJsotPpYJOySW7QuSqAzlUIdK4yoHOnrnPHrp+7ZcuWhw8fwvVzPwzoXGVA574LdO7n61xgOhcXFy0tLTU1NX9///Xr15eVlcHnRLwv0LnKgM59F+jcz9e5JBJJJpPh8XgvL69t27a5uLhUV1fz+fwJrnEziUDnqgA6VyHQucqAzp26zuVyucnJyX5+foODgyBE4WIIHwHoXBVA5yoEOlcZ0LlT17lMJpNAINja2rq5uXV2dtbX19fX1xOJxAkuLTaJQOeqADpXIdC5yoDOnbrO5XK5J0+eXLRokZqamomJycTXFZt0oHNVAJ2rEOhcZUDnTl3nUigUNptdXV0dFRUVPkpdXZ3qORFoAJ2rAuhchUDnKgM6d+o6l8Fg1NfXb9++ffny5ZajwGfzfADQucqAzn0X6NzP1Lljn81z4cIF0SgTfzbPJAKdqwLoXIVA5yoDOneKOpfJZHZ1dYWFhZmbm3d3d7NG+fgdaBToXJVA5yoEOlcZ0LlTzrlgYTCwHs2cOXO+++47MzMzk1FOnToF+9DeF+hcZUDnvgt07mfnXCqVSiQS8/PzT548WVZWVlBQcOjQofj4+Ojo6MOHDzc2NtLpdHTUqhToXBVA5yoEOlcZ0LlTzrmUMc/mYTKZ4eHhampqv/zyCxaL/b//9/9mZmZOZI2byQU6VwXQuQqBzlXGZ+Tc2w9vXJc798qUdi5AKBQGBwfb2tp6e3s7OjoODAzo6OgkJCTw+fxJNer4QOeqADpXIdC5yoDOnbrOFYlE/v7+1tbWnp6ezs7O9+/f19LSio2NheuKvS/QucqAzn0X6NzP17lsNvvUqVOpqallZWUbNmzYsGGDp6dnXV0dk8mcVKOOD3SuCqBzFQKdqwzo3KnrXCqVymKxeDyeWCw+derUgQMHmpubeTweHJ/7vkDnKgM6912gcz9H57LZ7IKCgmXLlkkkktDQ0C1btnR3dwuFwnEf+osS0LkqgM5VCHSuMqBzp6JzORxOZmbmvHnzuru7d+zYYWNjI5VKUXDpRIHOVQF0rkKgc5UBnTtFnZuVlaWtrX316tWAgIB169ZdunRJLBaLxWI49/cDgM5VBnTuu0Dnfo7OBas4fvnllwEBAbq6uj///PP+/ft37NixY8eOqqqqifShiUQiyShcLpfFYknGMFbc4DHA4PtsNhs+g/J9gc5VCHSuMqBzp6JzGQxGQ0PD1q1bHRwcNm/e7OHh4eDg4OTk5OTkVF5ervrXaTQakUh0c3Nbu3bt2rVrHRwcjhw5gsPhNm3aZG9vD76Jx+OBuMlkslAoLC4utre3t7e3z8vLE4lE8Fnr7wV0rkKgc5UBnTsVnUsmk2k0mkQR43aj0Wi0zs7OoKCgvXv3BgcH29jYWFpa7tmzZ+HCheHh4f7+/n5+fvX19WARXg6Hk5eXZ2dnFxQUFBwcvGbNmoyMDPAEIPoYeDweDodTU0PRuVgssnMnWuE//YSEhKAV/ve/IxERyL/+hVZ+QACyaBFa4e7uyKpVqCTr6iJ796KSjCDIf/6DhIejFY4gSHg48p//oBW+dy+CwaAVjiBIaCh07p9Ys/yDEQgEvb29eDx++fLlbW1t7u7uGzdu7O7uptPpEomEyWQCcQuFwpCQEAMDg/Pnzw8ODlpYWPj4+IjFYgqF0tzc3DQKlUrF4QoWLVL/4gsEpWJpifj4oBWuro6Eh6MV/s03SHQ0MmMGWvkHDiAYDFrhXl7I2rWoJJuYIP7+aO327NlIVBTy1VeohH/1FRIVhcyejdbO+/sjWCxa4V98gURFhQ0MQOd+dOeCsb1RUVFmZmYXLlz49ddfZ82apa2trampmZyczGAwwJqQAoEgKioKi8UKhUKxWGxtbR0QECCRSDo7O5csWaI5ire3Nw5XvnWrekQEEhKCSomPR44fRys8KgpJT0crPDQUSU9HwsPRyk9LQ2Jj0QpPTkaOHEElOS4OSU1Fa7cjI1E8oSEhSHo6EhmJVnhqKhIXh1b4r78idXVhMhl07kd3Lo/HKysrmzdvHolEolKpTCaTRCI1NDS0tbUtXrwYLJTD5/MVOlckElEolMbGRsIoZDIZhyvQ0FD/6isEpWJlhfj4oBW+YAESHo5W+H//NxIdjfz4I1r5QUGIvj5a4V5eyLp1qCRjsYi/P1q7PWcOEhWFfP01KuFff41ERSFz5qC18/7+iKkpWuFffolER8P73I/uXNCkGxgY6OLiwmKx2Gx2dnZ2YWHhuXPnBgYG5s6de/z4cTqdfuzYMT6fHxISoq+vPzg4eOnSpaVLl+7Zswe0LdDpdMYosD1XBaA995//RCsf7fbclStRSUa1Pfe771Bvz/3uO7TCYXvuNHQum80uLS397//+b3kPWHJy8urVq728vNzc3JydnRsbG/F4/L/+9S8SiVRRUeHg4ODh4eHp6blx48aCgoJ3n7cGxy2oAI5bUAgct6CMz2fcwu07D6+Pca5YPDhtnUuj0Zqbmw8ePAgaFshkskQiOXnypJeX17Zt25qbm/l8PvgBIpEoFAqrqqq8vLy8vLxKS0vhWLH3BTpXIdC5yoDOnYbOBdodu+QjmUzmcDhgJhsYbQZ+ABiZyWSCTSwWC86JeF+gcxUCnasM6Nzp6dzJBTpXBdC5CoHOVQZ0LnTu+EDnqgA6VyHQucqAzoXOHR/oXBVA5yoEOlcZ0LnQueMDnasC6FyFQOcqAzoXOnd8oHNVAJ2rEOhcZUDnQueOD3SuCqBzFQKdqwzoXOjc8YHOVQF0rkKgc5UBnQudOz7QuSqAzlUIdK4yoHOhc8cHOlcF0LkKgc5VBnQudO74QOeqADpXIdC5yoDOhc4dH+hcFUDnKgQ6VxmfsXOn77pikw50rgqgcxUCnauMz8u5N/7HuT3Que8FdK4KoHMVAp2rDOhc6Nzxgc5VAXSuQqBzlQGdC507PtC5KoDOVQh0rjKgc6Fzxwc6VwXQuQqBzlUGdC507vhA56oAOlch0LnKgM6Fzh0f6FwVQOcqBDpXGdC50LnjA52rAuhchUDnKgM6Fzp3fKBzVQCdqxDoXGVA505P5/J4PMEobDabRCKxWCzwJZ1OH/ugSTKZzGAwwCYmkwmfQfm+QOcqBDpXGdC50825VCqVRCIdPnw4JiYmOjo6ISGhqKhIKpWWl5dHR0fHxMQQiUQ2mw3cSiaTeTxeY2NjdHR0dHR0XV0dn8+Hz1p/L6BzFQKdqwzo3OnmXDqdTiQS7e3tLSwsbG1ttbW1DQ0NGxsbHR0dV6xYYW1tvXv37ubmZjqdTqFQmExmXV2dp6fn8uXLly9fvnnzZjwez2QyoXMnDnSuQqBzlQGdO92cCxAIBF1dXe3t7e7u7hkZGW5ubg4ODpcuXeru7lZTUzt+/DiPx6NQKEKhMCQkxMDA4Pz584ODg0uXLvXx8RGLxRQKhc/ny1snJBJJfn6+mpoaehXF1BTZuROt8J9/RkJC0Ar/xz+QiAjk3/9GKz8gANHQQCvc3R1ZtQqVZAwG2bsXlWQEQb7/HgkPR/72N1TC//Y3JDwc+f57VMIRBNm7F9HTQyscQZDQ0FDo3L+mD00oFCYlJampqV27ds3d3d3R0VEqlbJYLC0trfT0dC6XC9QcFRWFxWKFQqFYLLa2tg4ICJBIJJ2dnWvWrDEfxd/fv6ysbPbs2ehVFCMjZPt2tMJnzECCgtAKRxAkLAz54gu0wvfvR9D7gOHqiixbhkqylhayZw8qyQiCfPMNih9cEAQJDUXxg8uePYi2NlrhCIIEBwefP38eOvdjO5fNZldWVpqZmRUXF3d1db3rXB6Px2QyFTpXLBaTyeTk5OSEUfLz85uamsrKyqqrq8vLyysmm/Ly8tbWSgYDj1J4Xd0ZDqd60pMBlZUVXG41Ho9KeHl5OZtdTSBUonRkqFR8R0fVpIeXl5c3NVUymaic0IqKipqaM1wuWie0oqKCy62uqTmDRnJ5eTmTiW9uRuuEVlVVcTgcgUAwBZw7dPvOo+s37l24cOvcuZtne66IJNPXuVQqlclkHjt2zMDAgM/nS6XSTZs2OTo6nj9/XiKRLFiwIC0tjc1m19XVCQSCsLAwQ0PDvr6+gYEBCwuLvXv3grYFLpfLH4XNZtNoNDD4QSqViicbqVTKYHCIRBoa4RKJhMfjt7WRJRIJGuEikai1lSwQCFHKb2+nsNk8NMKlUimJRKdSJ/+cSqVSFovb0UFF6YTy+YLWVjL496SHi8Xi1lYyny9A6Zh3dFBZLA5q1xGDRCLRaDRlcvgIzh0efn7//pN794bu3Hl048aDwcFb58/fPNtzRSS+wOUP3L79WCzpmW7OZbFY5eXls2bNampqotPpQqEwKCho3bp1OTk5x48fX7p0aVlZWV1d3ezZs2k0Wnp6urW1dWZmZlZW1ooVKxISEvh8/ruZEonE0dHRy8tLJBKRJxuBQBASEmJlZSUUCic9nM1m5+bmamtrg4o4ueE0Gq25uXnhwoV4PJ7BYExuOIVC4XA4BgYGR48e5XK5kxtOJpPFYvHatWt37tw56eeUz+cfPHjQzMwMDIOZXJhMZklJiYaGBpFIpFKpkxtOpVKJRKKGhkZJSQkYOjm58Pl8MzOz2NhYNI6MWCx2cXHZvHmzWCxWJgf0nNvdJa2uaf3jzZuHD4fv3Hl8+/ajW7ceXrv+YPDi7QsXbvX1X5d1XRFJLt69+5THlzU3t0wr5zIYjNraWicnJzKZDEQjEolAGwIWiy0tLRUIBPX19Y6Ojh0dHSKRKDMzE2xKTk4WCoUKMyUSybp167Zs2aLidH4w4K+Cubm5SCSa9HAOh3Py5Mn58+fT6XQqlTq54XQ6vaWl5ZdfflE43uNPQqVSuVyutrZ2YmIi6POcXCQSyerVq7dt2zbp51QgEMTExBgYGAgEgslNplAoLBaruLh43rx5nZ2dKm7oPgwajdbZ2Tlv3rzi4mI0rlOBQGBgYBAdHY3GkZFIJA4ODs7OzhKJRNnPoORcMrnz6pXzjc2k9g5maxu3rZ3bCkobp7WNC77T1s5tbeO2dbAbCO1SCX9k5M30cS6FQqHRaG9dpWw2GzQUgNsxKpUKfoBMJjOZTLBJxY5JJJINGzZ4enqi5Nzg4OClS5ei5Nzc3NyFCxei59x58+ah51xdXd2kpCSUnGtnZ+ft7Y2Gc2NjY42NjVFybklJibq6OnrOVVdXLykpQcm5xsbGMTExKDnXycnJ1dX14zu3o6Pj0dCjK9duNzZTqTQ+hSqg0QR0upDBFDKZIiZLxGSJWCwxmyMhUzgyWe/TJ3dGRl5PK+dOOlKp1M7Ozs3NTcXp/GBEIlFgYKCxsTEaQudwODk5Ob/88gtKzm1ubv7pp5+qqqpQcu7ChQsPHz6MhnOlUuny5cs9PT0n/ZwKhcKoqChdXV1lH5v+DCwW69SpU7NmzULPubNmzTp16hQa16lQKNTV1Y2MjETjyEil0nXr1oHecmU/g5pziTduPnz0+PmzF6+Hn/32/MXvr1798fr1mz/ejLzL8+d/3Lp1Azp3HBgMRnFxcVlZGYPBQCMcj8fn5+ejEU6j0ZqamrKysiZduBQKhUqldnZ2ZmZmtre3o5FPo9FycnLq6+vBHJbJhcFgFBUVlZeXT/php9PptbW1ubm5aOw2jUZrbW3NysoCH9cmNxw0EGdlZbW2tk660CkUCp1Oz83NrampQemElpSUlJaWqjih6Dn35q2HDx4NP3g0/PDR8KOh50+evBgefvn8xauXL1+/evX61avXv/32x+vXb/74Y+Tx45e3b0PnvgObzeZyuWw2G3xJJpPZbDaLxSKTySwWi8vlcjic963xoB0DNG6A73A4HC6Xy2KxGAwGh8Mhj5l2DHaAw+FMMJlGo3G5XC6XK8+XvwU6nQ7GI4/dDfDDE3wLVCpVvqugvwIkcDgc0IwjzyGTyeDluFzuW0tbjPsS4Gi/lTA2Z+zbVLY4xluHRf5O5Qdz7IGSn9N33+ZE9plMJjMYjLF7CI45OKGg30/+w+9VbcA9vhxwTuUJdDp97I3/2Lc5QVGqPqFjcz7shI69fN5K4HA4Yy+BiZ/Qdy+ft16FRqOBAQw0Go38/19TRf4qoDUMOndqAap7fn5+enp6UVHRW5Wbz+eXlpamp6fn5OSAMWQTjCWTyVwut76+vr6+nkajgUoPTnZxcfFb6zzweLxTp06lp6fn5uaOe5WCq5FIJGZkZKSnpxMIBC6Xy+PxiouL300Ab6Gqqio9PT0jI4NGo417l0en0xkMRlZWVnp6ekVFBY/H4/F41dXVIIFKpcoTyGQyh8Npbm5OT09PT09vb2+XL22hGhqNxmQyKyoqwFFqaWkBCa2trfI/ReCSI5PJ4G3W1tbyeDzV4TQarbq6+uTJk2BXc3JyQAMLSKipqRmbQKPR2Gx2Tk5Oenp6WVmZwpU33jrsPB6vvr4+PT29vr4eSHZSqg24k83IyAD7mZeX19DQIBKJysrKQAKLxRrrRB6PV1tbC94jhUIZV140Go3FYmVnZ6enp58+fZrH43G53Lq6OpAgP86U0VuNtrY2cDpaWlreujNQCI/HKywsTE9Pz8/P53A4HA6nvb0dvJfm5uaxCQwGg0ajgU14PF7FMQcVo7Gxsba2Ftwjc7lcHA6Xnp5eWFgI/lpMpNpUV1fTaLS6ujro3KkClUoFA8jMzc2xWKyVlVVeXp7cKQwG49SpUytXrsRiscbGxseOHaNSqRO8VWSxWGfOnNHW1vb39xeLxVQqNSUlBYyXWL58eUFBgfxV6HQ6DoezsbHBYrGmpqapqanA0cqSGQxGc3Ozt7e3sbGxiYmJh4dHc3NzcXHx8uXLQX5KSoo8gcFgVFVVbdiwAYvF6uvrR0VFqR7PCAYmBwcH6+vrY7FYe3t7PB5fV1fn6OiIxWINDAwiIiLkDYsMBqOpqcnb29vExMTY2NjHx6e1tXXcT5E0Gk0gEOzduxc0Ore2tsoTdu3a1dLSAhJoNBqRSAwODjY0NMRisS4uLrW1tar/YIhEouXLl8+ZM8fY2NjAwMDa2rq5uTkiIgIkODk51dTUgARwcJKSkoyNjbFY7KpVq4qLi1WEk8lkgUBAIBDWr19vamp64sQJgUAwttqMbVgYW21MTEyOHj2qutqw2eyKigoDAwN9fX0rK6sffvhh69atBAJh1apVoOIlJSXJE8AonU2bNmGxWENDw9DQUCKRqOKEgl9V8vw2AAAgAElEQVRMTEw0MjLCYrGrV6+uqKggEAguLi4gISgoSJ4ATseePXtA1dqxY0dzc7PqYw5aD6ysrLBY7JIlS7Kzszs6Onx9fUHCtm3bmpqaQAJoO46IiDAwMMBisQ4ODmDEocJYJpNZW1traGjo5eUlkUjodHpmZuaSJUuwWKylpWV+fn5bW9vOnTsVVpvOzk55tdm0aVNFRUVTUxN07lQBVLXZs2eXlpYODAxkZGQsWLBAfp8IegAOHjw4MDBAIBB++uknMAR4Isk8Hi8pKWnGjBkHDhyQSqVtbW0///xzTU3NwMBAYmKipqYm6MkFAyo0NDSSk5MHBgYqKyt//vln1b0lLBYLh8Pt2rVLKBRevXp15cqV27ZtMzc3T0xMHBgYqKmpmTVrVkdHB9hPqVS6YsUKb2/vgYEBFos1e/bsoqIieRPKu9Dp9IaGBnd3dxaLdfv27V9//dXa2trNzc3Dw2NgYIDD4fzyyy84HA4kiMXivXv3WlhY9PX19fT06Ovrh4WFqe4toVKpQqEwMDBQT09vzpw5IpEoICDAzMwMJBgbGwcHB4MELpebnp6urq4uFAoHBgacnJw2btyooreEQqGIRCJTU9NDhw7duHGjt7dXKpVmZ2erqanx+fyBgQE3N7d169aBBAaDAU5oc3PzwMBAdHQ0BoNRMYwEjAF3cHDIyMi4cuUKj8cjkUhjq426ujqbzX632jQ1Nf3888/jVhvwMUgkElVXVzs4OOTk5JiZmUVGRg4MDLS0tPz8888EAgHoSSqVbtiwwcXFZWBggM/nz5s3LysrS0WTFFjX6dtvv2UymXfv3o2NjTUxMdm+fbujo+PAwIBQKJw/f758crxQKAwNDTUyMurp6enr6zMzM9u3b5+KwwIaiNTV1bOysgYGBkpKSrS0tCIjI/X19c+ePdvX12dpaenr6wv6itlsNg6HmzNnDofDGRgY8PLyWrlypbITyuPxMjIyfv755x07dkilUjqdPnfu3KKiooGBgZycHAwGExwcbGZm1tvb+1a14XA44HSAarNp06Y1a9ZQqVTo3KkCUNv8+fMLCwtlMllqaurixYvlzpWPdJHJZDU1NWpqavIlysaFTCb39vauWbPGx8dHKpW2t7erq6tXVFTIZLKEhAQ9PT0wFwM4F4PBJCUlyWSy0tJSNTU11c4FrYp8Pl8ikaSlpdna2lZVVWGx2ISEBJlMVlFRMX/+fLlzJRKJvb29t7e3TCYjk8nz588vLi5W4VxwTGQyGbg73rhxY3l5uZOTk6enp0wmo1KpCxcuLCwsBAnAmNbW1mB+momJSVRUlIpRQVQqlU6n796928fHp76+Xltbu6urKygoyMLCAiSYmZmFh4eDBC6Xm5WVpampyWKxZDLZpk2bXFxcVA85EIvF5ubmGhoaGzZsWL9+PZvNLigoWLRoEYPBkMlkmzdvdnJyAgkMBqOxsVFNTa2urk4mk0VGRpqYmKj4ayEWi/39/WfMmOHm5rZ69erS0lJgK3m10dLSkjt3bLWpra1VV1efYLXp7e319PRctmzZzZs3TUxMwsPDZTJZfX29urp6Y2MjcK5EInF2dnZ1dZXJZAwGY9GiRSdPnlThXPDBJTQ01M7ObuPGjRs3biwuLvb09HRycpLJZGByfFZWlnxBksjISFNTU5FIJJFILCwsfv31VxWHBTh33rx5OTk5g4ODFRUV+vr6QOtCoVAikdjY2Pj7+wNrs9nswsLCBQsWUKlUmUzm5eW1du1aZScUXD5ubm6bN28Gzl20aFFeXp5MJsvIyAAHx8LCQiwWv1VtOBxOdna2vNo4Oztv3LiRQqFA504VgNoWLFhQWFgolUpTU1N1dHRArwX4CGxiYhITEyOVSqurq9/LuRQKRSwWr1y50tfXd6xzpVJpQkKCvr4+n8+n0Wige0RPTy8pKUkqlZaWlk5kJCaVShWJRElJSVZWVpWVlf39/Xp6egkJCVKpVO5cBoNBp9PlzpVKpSQSaSLOpVAobDa7vr4+LCxs8+bNx44dc3V19fT0BLckwLngEMmdKxaLhULhuM4FrckzZszAYrFGRkZfffXVzp07w8PDLS0tQYL84gGdMMC5TCYTzOce17kMBgOHw4WGhgYGBvr6+jo7O584cUJbW5tOp0ulUrlz6XQ6k8kEzq2trZVKpZGRkWAVDmXJIpEoKCho4cKF4eHhYWFhdnZ2eXl5Ojo68mqjra0Nei/fqjY1NTUTdC64s1u1alVZWZlMJjM1NQ0PD5dKpXV1dcC5TCYTnFDgXLmJxnVuR0fHli1bfH19IyIiPDw8EhIStm3b5uTkJJVKmUym3Ll0Ol3uXLAgybjOBcf8xIkTNjY2lpaWenp6ixcvjouLMzExEQgEYrFY7lzQmQacS6FQpFKpaudSRueCuru7g3eqoaGRl5cnlUrHOlckEr1VbeTOBdUGOnfKAdQ2d+7c0tLS/v7+jIwMDQ0NLpfb2dlJJBKFQqG+vn5cXFx/fz+BQJg9e/bE2xbIZHJXV5etre3+/fu7u7vb2trmzJlTU1PT39+fmJi4ePFigUBAJBI7Ozv5fL62tnZKSkp/f/+ZM2fmzJkzrnPZbPbRo0dtbW3b2tq6u7uFQiGYvtXf319TU/PLL790dHRQKJSOjg6pVLpq1aodO3b09/czmcy5c+eeOnVKtXNJJFJTUxOXy7127dqvv/66fPlyd3f3rVu39vf3s9lsNTW1goICFovV3t4uEon27dtnaWnZ29t79uxZQ0ND+e2GMqhUKugtDAoK+umnn0pLSw8cOLB06VKQgMViQ0JCBAJBe3s7+JC4YMECgUDQ398P1tBQ3bYAdh58qGSxWLNmzTp8+LCGhgaPx+vv79+8efOGDRukUmlHRweNRmtsbAQntL+/H8wiU+3cPXv2rFy58vr161euXMFgMKGhoTo6OvJqA5qk3q02jY2Nc+bMmUi14fP5vr6+1tbWfX19AoHA0NAwKiqqv7+/ubl5zpw5jY2NwJ5SqdTBwcHV1bW/v5/H46mrq2dnZ6twLoPBqK+v//777+l0+q1bt2JjY83MzLy9vZ2cnPr7+wUCwcKFCzMyMkDHF1iQxMTE5OzZs729vUuWLPH39x93aC2fzy8sLMzMzNy9e7eJiUl0dLShoWFXV1dvb6+VlZWfn59IJGpvb2exWAUFBfPmzWOz2f39/du2bVu9erWyEwouH2dnZ09Pz+7ubhqNpq6uXlRU1N/fn5OTo6+vHxISsmTJkp6enreqDZvNzszMlFcbZ2fntWvXwraFKQToa8JisfHx8Xg8PiwszMrKqqenB1TKgYEBW1tbPz8/PB5//PhxQ0PDifQRAeh0emdnp76+voODA5PJJJFIRkZGR48exePxgYGBy5cv7+vrA+2kvb29y5YtCwoKwuPxR44cMTY2Vt3NxePx0tLS1NTUsrKyysvLcTgckUhctWpVYGAgHo8/evSosbExh8OJjY21tLQcGBjw8PBwc3MDI4L19fXLy8tVnBFwidrY2OTk5ODxeC8vr+3bt+/bt8/Z2RmPx+NwOAMDAzweX15evnjxYj6fHxMTY2NjU1VVdebMmSVLlkxk2i6Hw5FKpZWVlXPmzJFKpXFxcVZWViDBwsIiMTERfOCtra0tKSkxNDQsLi7G4/Hr16/fvXu36pl7fD7f3d193759YJyGmZlZZmamiYlJUVERHo93dHTcuXNnf3+/qakp6NcyMDBIS0vD4/G+vr52dnYq/loIBIKIiIhly5ZVVVVVVFQsXbr02LFjNjY28mpjaWmpsNqkpqZOpNrweLwjR47o6emBUy8QCECrFB6PT0tLMzQ0pFKpx44dw2KxfX19u3btAh1QRUVFBgYG4zbQNzc3GxoanjhxAo/H79mzx83NLSgoaP369Xg8vri42MjIqLi4uL6+XktLi8lkHj16dOnSpWfOnKmqqrKysoqJiVG4IMlb1NbWnjx50tbWtrm5OTk52dzcvKKioqqqatmyZWDi7+LFi0+fPo3H4/X19XE4HB6Pd3Fx8fT0VHZCweGysLBYsWIFnU5nsVjm5uYHDx7E4/GRkZGrV68+fPgw+JD3brUpLS2VV5sNGzZ4eXmRSCTo3CkEjUZrb2+3trbGYDB2dnaU0XliYDEUBoPh5OSEwWCwWCyBQJh4wwK4ShcvXqyjo3Py5EmBQNDU1GRubo7BYDZs2ECj0UQikY+PD+ijoNFoa9euxWAwS5cuHff65HA4BQUFWlpaRkZGurq6oC1YKBRu2LABg8GYm5s3NTUJhcLExEQnJyc+n8/lcnft2oXBYDAYTGlp6bing8FglJWV6evrYzCYrVu3gkGRPj4+IKG4uFggEJw+fXrFihUUCoXP58fFxYFNycnJY8cFq4DJZFZWVtrZ2YFhVfHx8SAhMTGRz+cTicRly5bh8XiBQJCfnw82BQQEjGtzMArFxcVFT0/PyMiotrZWIBAUFBSABD8/PzBMav369WDgQUNDAxaLxWAwzs7OTCZT9YgULpcbGxsLolJSUvh8/gSrTUNDw7jVhsvlpqamOjg4gJtKsFSei4sLBoMxMTGpr68XCoUnTpxYt24dGBe4f/9+sCcFBQXjthQxGIy6ujpjY2MMBuPq6spisXg8XmBgIEjIy8sTCATV1dXLli3r6Ojg8/lHjx4FmxISEiZ4zFeuXKmvr19XVwdGAaekpICEgwcP8vl8KpW6YsWKsrIygUBQUlICNu3Zs0dFbeHz+YcPH9bR0dHR0UlJSREKhR0dHcuWLcNgMKtXrwbVJiEhYdxqs3//fhqNBsfnTjnAiFQAGF8N/g0GV8s3ve9cGjAuksVigYt5El8FjC2V/wqo92MTwLh0MFDxA97C2F0Fg43eSqBSqeC0jt0EfniCB0d1gsKDNpHwd9/sWwlg/KZ8aNTYMzLuDr+1n2Nf689XGzBmWcUbAT8AZqP9mRMKPttN7gllMBiguVlZgrKrQEUm2CVlvzjBV6HRaG1tbdC5UxHqKGO/VLjpA2LReBXqGJQl/Jm3MPHwd9/mxF9CWYKKg/a+e/7ud/58uIrkP3nMx30jfyYcvRP67s9PyglVfbQn8ipkMhnO/YVAIJCPBFxvAQKBQD4e0LkQCFq8tcANWLdl3P4lyPQGOhcCQQsGg3H69OmUlBSwbE1aWlpTU1Nubi4aSyBCPhWgcyEQtODz+cHBwaampl9//bW6urqNjU1JSYmXlxeFQgFVkc1ms9lssVgsX0ZLJBKJxWI0HmEAmSJA50IgaAHaFnp6egwMDJKTk/v6+lpaWhITE6urq3fv3r158+aTJ0/m5+eD6SEikYjD4fj4+Li7uwcFBaHxkCTIVAA6FwJBFz6fr6+vf/jwYZlMVlZWpqamdvjw4X/+85++vr4uLi7Ozs579+51cHAoLy/fu3evp6env7+/m5vb/v375UM7IdMJ6FwIBF3kzpVKpeXl5To6OocOHTI2Nr57966bm5ujo+P9+/d1dXVjY2PnzZuHxWLt7Ox0dXUXLVo09uEXkGkDdC4Egi7vOjc+Pl5fXx+scbNp06Zz584ZGRnFx8draGjExMTgcLjMzEyUHmUG+cuBzoVA0EUgEGhoaBw6dAi0LcyfPz82NlZDQ+PcuXNOTk7r16+/cOGCtrZ2bGzsqlWrjh07VltbGxcX5+rqKl/9FjKdgM6FQNCFw+E4OztnZWUJhcLq6mpHR8eMjAxnZ2ewOHpAQEB3d7eLi0t2djadTgdLvtrb24MVEv7qfYdMPtC5EAi6gKcoglV+qFQq+Dd4MiaTyQSjxFgsFlhcnDUKFO50BToXAkGddxc9kf937JeUD1opBvJpMc2d293dfXYM3d3dUqlUKBSCx4tBIBDIR4ZMJre1tTU0NFRXV585c6a0tHT6OBc8QxBM7AGP/8Lj8dXV1Xg8vqqqqhICgUA+OmfOnCkvLy8rKystLS0uLi4sLMzNzc3Kyjp+/Pjhw4cjIyPt7e1DQ0M/PedyuVwikZiVlZWdnZ2dnZ2VlZWWlpYMgUAgU4xjx44lJSUlJiYeOXLk0KFDHh4ecXFxRCLxU3JuY2NjU1MTgUCoG0M9BAKBTEkaxgC+fC/dTQnnys0LgUAgnxDNzc1NTU2fqnMhEAhk2gOdC4FAIB+PUec+Gnry4vHTF0OPnz9+8nJ4+NWLF7+9+u3169dvfv/9ze+/v/njj5E3b0ZGRkaePfv99u2b0LkQCATyITQ0NHQSiffu3xZKu2vriWy2mMkUsVgiFkvEZovYbDGbI+ZwxGyOmMeTtrcziCTWnbtXR0Z+h86FQCCQ96ahoYFKIZ0/33O6or639/zQ0ONHj0AZevRw6OGY8ujR46tXb+KrW5kM2sjICHQuBAKBvDcNDQ1UKqm7W1pb1z4yAXg8WWtrK3QuBAKBfAjAuWfPyhoIxJGRkd9+e62svPrt9cjIiEDY3d7eDp0LgUAgH8JY5755MzI09PTVqz9evvx9aGj48eNnjx8PP3364vffR548eT40NPzmzRu+ADoXAoFAPhS5cwmEztev/3jy5FVLSweNxn769PWtWw/u3Xty48a94lNld+8+vnXr4cuXr4XwPhcCgUA+GLlzG5tIf/zxpr6+1WLpErvVtnQ6/86d4UuX74SFROjp6MQdTBi8ePvxkxdC0VnoXAgEAvlA5M5taiK9ePEbk90dGBiiuWjh6lWrWlrpIcER2hqL1tiuqa1rl3VduXvvqQg6FwKBQD6Y/+fcZtKTJy/E0ktd3VeiIuN0F2vZWFkb6GEcNjgQO7k9vTe4vP6btx6JxD3QuRAIBPKBjHEu+cmT5xxun1gy2H326qG4RD2dxZucnCkUYVf3VYHwHIfbd+PmQ+hcCAQC+XDeci6X1y8QnhOJL3SfvXrkyPH2DjYQLnQuBAKBTAIKnQtK99lrYsmg/EvoXAgEAvmzyOehNTWTh4dfjnXuW4XD7bt565FY0tvW1qbUuSnJCS2tbQ0QCATy2UB46/8qqaurI1M6+3q7q/DNV67c6uq+1H1WcenqvnTx0q2OTlYnkajYuYlHDp1IS6TRaJ2dHURiu+rS2dnR0dHW2vpJlo6OdiKxo6OjHRZYYJmsQiR2tLf/9Vf3h5W2trbOzg4icXz1ETvaaTTywwd3hMKewqKqmtr26po2haWmtr24pLahiXL7znXF64rFH4qpxp+6fft6X1/3hfN955WXC+f7enq6bt68fPPW/es3Pq3y4Nbte1euXOrv7zt3bgAWWGCZlDIw0N/f33/j5o2/+gL/kHLtxoM7d2+dP9cz0N+jQn0XzvedO9fb19d9+/a1a1dvXLl8vb/vwrmBiyrKQP+FC+ev3L1zTfH6uUcOH8zNy2xsoXR0MESiboFA9m7h/88/uqqqmttJ9Dv3Hz96/PzB0LNPpTx++vLi5RtUKofDFYvF3bDAAsukFIFA1knmMjmSh3/1Nf4BZejJS9nZ/vKKBgaDLxQqUJ/ce1yu5HR5A5PDv3zp2pXL165euXHl8nUV5eqVG5cvXb9987Ji5x47mhAcFMxiS96A9c1V8uTJcHFJ7fnB64+fvgDPqPgkyvDz3xgscXs7fSKLsEEgkInz8MFQ2en6B4+GHw49+8uv9PcqT4ZfVVa1SKU9E3mb167dOnWqevDC5SuXr1++dG3ccuniNZXODQ7p67s0MjLyx5s3oIyMjDx48KC2tnbsN9+MvBkZGcFXt14YvP706YtHj4Y/lfL8+W8cjpREYo2MjDx6NDw0BMtULI8eDT9+PDw0NPx4zDcfP372l+8YLMrK8+ev7t9/VHGm8dGj4aGhZ3/5lf5eZXj4VXVN27XrN0ct98fIyMjg4CBY9/bNqPeAD58/f3n6dP0EnHv92tVbV6/cvHTx6jjO7ekdHBkZefb85fMXr96MjNy/92DP7t16urqnTp16MzLy/PnL589fvnjx6s2bN/jqlouXbgw/ezX0+PmnUl68/J3DlZFIrDdvRu7ceXTv3hAsU63cvz/0/PnLoaHhZ89eDg0NDw+/ePL42fDwi3t3//p9g0VhuXt3aGjo2b37D89UNg09fv74yYu//Ep/r/Ls+evqmrbLV67/8ceb5y9e/vHmzeDgRedNTiZGho2ExpGRkZcvf3v+/OXzFy9f/fb7kyfDp8sbVDv3yuUb5wbOUUn1Qj7j8uWb4zi3t/fi77//cf/+42fPfrt8+fq2rV4L1NW2bd129mz/0NDwgwdPQHn9+vfq6pbLl28+f/Hbk6cvPpXy6rc/ePwuEon1++9vbt9+eOfO0N27jyah3JmEcufulCpDf7582MG8f3/o+bMXrUTm9Zt3SDTexUvXOXzZ2b4LFIbw0dDwh7+jO0N/vkyR2vJX1423q8rtO48ePRq+d+/hmcqmJ09fPB1++Zdf6e9VXrz8vaa2/fLl68+f/3b//uNHj4bv33tcWFCsp6trZGBQUV758tUfQ0PP7t9//Pjxs8ePn47r3KtXbvb39RFq82RS+pMnL25cv6jSuX0Xnz17de36fS5X7LLJWQ+j678vcHDw+r17T69evXv12t2r1+5evXr31avX1TWtV67efvnqj+Fnrz6V8vr3Eb6gGzj31s0Ht249vH17MsqtSSi3bk+hMjmH5YPK/XtDT58+q6huGbx0rbaxs6dvsJ3E5om6Glvpjx4Nf3DsrVuTUKZIbfnLq8dbVeXmrYcPHj69d+9hZVXT8LNXz57/9pdf6e9VXv32prau/fLl6w8eDl+5cufq1bs3bz58+PB5dXWDtaWlkYF+ZkbO1at3r19/cPPWg6Ghp+XKnXv1ys2rV29dvnTt4uCV/6+de/tt27rjAN7/ZVjQdesuz8We1iZ72IYuf8IG7Gl9SN2ia9MtxdIAa+GiSbrlISiQJovtRbIt27Gu1sWXyBJ1IakrSUm8H1IirYutC0WKks4elKVD4US1rU7WQOLzfMhzeH5fHVFHlIBsGEaj0ZTEF2YuQTL1RoekpKsfXPvxD1+5+PobHu+OXG4RpPhMnhA0zVhZdQOgmOaw2+3NiuEQJhKZQDCs6ybLVDhO4flJ4CaAmxR+AiYzLKcCxINms2NzeBkOrLtCBMX4t6MJLLfh3KnIhzynns5ExvaczJbzNlVYVpHLdfWg9sjm7HZ7um5OvdJPpN8fOtZ8HAcAqOXywijiOL7GsOrVq3/5wYXvX7p4yePdZdiDYkluNJqLS8/NXCKfy2fTDM0zNEfkMgWSYuhxv6GRJFtRjhJJOpMV/vzhX3/2k1ff+MXr9mVXsXSAYjSGMxjOJFG61dJWVj1AUvt9qOvmrIAQJpLZYDDc6fRIEhSLUrFkOU5RnhaGrrTbmn3dxwnyhnubKnKBHQRN5x0bIZ6vnqFlaQKmfl/OoaJcKEiCoKpqzWZz6rppGP2pV/qJDAdwlLk0XUmiJRSjc3kJw5l35v70yssXfvOrX29ubhNUZfQim3r96DmZC3gOeJ0Ljx13FUWlSGL5X7ee7G4qSqMssWMyV5LrkSiRxOhMVvz4+qc/ffVHP3/ttTt37qXS3Oh/xEiMaja1VYdHktTBABqGOSsghMlkNhAMt9tGNseTpEhSluOQYBLEUygUJJYr31/aQHFyacUdiaXXnaHATmx5LcAwyunanJip35dziAQEIbKsoqg1m91pGGav1596pZ8sFoZwbc3HcaBQkJAYiaXYUCjx+9/94eUL37v85mWPN0yQ5VicisUpPMXU60eLSxvHZi7HihiKcExuCId0iUHje9Wq1OkYY54tkNTTzI0nCihGZ7LijRvzv7x46eHDVQxnv5G5snwwHMJerz8rIIQomguG9huHnUSyiKcYPEWfG8xEpFL02U3qYk4nniz4Q8lINB/cRsOR7PYutvskvRdOp9PstId36pPkPE4VDKcJEihK1WZ39Xp90xxMvdJPGgtr61vPMhfF6L0nqbf+eOW3b172+5EcIcfiVDxReF7m8hwQeHm0FVcC6tGhpipVjgVKpXHYaAFQGbPOpQqcJNf3I8ToHKNXkzldu5msODpxPFGIIlSr1V11eMrlKoTQNIezAkKIYvnQ9n690YkiZAItJpLnRXJCJnM96CSceijQEp5iUYzGcfbpEy2MxnBmdnv0/z1V4olCNseras1md5nmsN+fpUwYxcLa+hbPS4WCFEXIWJzCcHY/kvN4w5kceJZ7SIzCU0yj0fzvzBWEMpZEfO7FfDYtipUnO+6gb4Wh+WKh4Pc8ioYDY/aKzc29kydoRT1KPF0DMhjOpDJcnpAw/OuPRxSj223dvuwcZW6/PzMghEk059vaq9fb8UQRxWiLxXJGSZTO58VyWX30yNnvw8Fg+pV+0lhYWfWwrMgwCoqVRiv3dIbP5QGGf/2tAsPpXF5oNJr/fOh4lrmiWEnE9pwbX6qKWK0eBXwru6FlXdcLFOVcv5fLRlot/fi9Yu+/P3/j42sfXfsoEIpFkex+ZIzwPmZf8VSUQ8Poa5o5K3RjkCcYp8sfRTIud9TjQywWyxm5vYg/EI8iaDAU6XYHWneWMkHTTMPoB4KI17c3Nvoi0dzObnzVscXQAscClhFZRiwVuQO11u0aEqjQJa7VbGuaztCCKMia1q1Wj455nvuPO/YrV258cfuzGLKdSOLLdofb7XO5vC9gs60WiyX14KA8U4csV2q1Cs8Rfn/A6fS8uI8Wi+XbcDq9LpcXw5B6DVQqlWlX+WmORqPu9W6trT1+cfRtbrpXHY+BBGQgAJEbkUReAgIQOCByEuAlkQcCJ4mcBAQg8qLAKWX6m5l789bi9et/r9dVCCGEJoQDCPvjDCDsQajPIAPC3n+6YLFYJsWE0Jh2dZ/FKBPG5t4AQuOEdAjh3bu2+c8ePM3cW7cX3313fmFh8/799QcPTuD+bDpRHy0Wy7c09dL+38TCKVr+6ivH22//7fYXSy+99968ojYWFj2f31z45NN7FovFYvkufH5zYWHR89Lc3CdaV29rekczLKS2C5sAAAAOSURBVBaLxfLdaWv6vwHRh6rjmXbJNgAAAABJRU5ErkJggg==&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
After opening the Controls palette, use it to place controls and indicators on the front panel.&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;400&quot; 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&quot; width=&quot;253&quot; /&gt;&lt;br /&gt;
Note: Use the thumb tack to pin the Controls palette to the front panel and then select View»Change Visible Categories.&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;397&quot; 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&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
the Change Visible Categories dialog box, click Select All and then OK to make all available controls and indicators visible on the front panel.&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;335&quot; 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&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
Controls and Indicators&lt;br /&gt;
Controls – knobs, push buttons, dials, and other input devices – are the interactive input terminals, while indicators — graphs, LEDs, and other displays – are the interactive output terminals of the&lt;br /&gt;
VI. Controls simulate instrument input devices and supply data to the block diagram of the VI. Indicators simulate instrument output devices and display data the block diagram acquires or&lt;br /&gt;
generates.&lt;br /&gt;
&lt;br /&gt;
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&lt;img alt=&quot;&quot; height=&quot;320&quot; 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&quot; width=&quot;315&quot; /&gt;&lt;br /&gt;
The figure above has two controls – Number of Measurements and Delay (sec) – and one indicator, a waveform graph named Temperature Graph. The user can change the input value for the&lt;br /&gt;
Number of Measurements and Delay (sec) controls. The user can see the value generated by the VI on the Temperature Graph indicator. The VI generates the values for the indicators based&lt;br /&gt;
on the code created on the block diagram. To learn more about the block diagram, see the “Block Diagram” tutorial.&lt;br /&gt;
Every control and indicator has a data type associated with it. For example, the Delay (sec) horizontal slide is a numeric data type. Double-click the Delay (sec) control to make LabVIEW jump to the terminal location on the block diagram. Notice the color of the terminal. Orange terminals signify a data type called double (DBL), which is a type of numeric data.&lt;br /&gt;
&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;br /&gt;
The most commonly used data types are numeric, Boolean value, and string. Learn more about data types in the “Data Types” tutorial.&lt;br /&gt;
Numeric Controls and Indicators&lt;br /&gt;
The numeric data type can represent various types of numbers, such as integer or real. The two common numeric objects are the numeric control and the numeric indicator. Objects such as meters&lt;br /&gt;
and dials also represent numeric data. Use the Controls palette to place a numeric control on the front panel and then use the increment and decrement buttons to adjust its values.&lt;br /&gt;
Follow steps 1-3 to create a numeric control and change its value.&lt;br /&gt;
1. Right-click the front panel to open the Controls palette, and from the Numeric subpalette drag and drop a Numeric Control onto the front panel.&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;395&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
2. Label the control Input by double-clicking on the label and typing the word “Input.”&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;br /&gt;
3. Now change the value of the control by clicking the increment or decrement button. Alternatively, you can double-click the number with either the Labeling tool or the Operating tool, enter a&lt;br /&gt;
new number, and press the &amp;lt;Enter&amp;gt; key.&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;br /&gt;
Boolean Controls and Indicators&lt;br /&gt;
The Boolean data type represents data that has only two parts, such as TRUE and FALSE or ON and OFF. Use Boolean controls and indicators to enter and display Boolean values. Boolean objects simulate switches, push buttons, and LEDs. The vertical toggle switch and the round LED Boolean objects are shown below. You can find them in the Boolean subpalette in the Controls&lt;br /&gt;
palette (see below).&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;br /&gt;
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&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
String Controls and Indicators&lt;br /&gt;
The string data type is a sequence of ASCII characters. Use string controls to receive text from the user, such as a password or user name, and use string indicators to display text to the user. The&lt;br /&gt;
most common string objects are tables and text entry boxes as shown below. You can find string controls and indicators in the String and Path subpalette or the Lists and Tables subpalette.&lt;br /&gt;
Some common string indicators are shown below.&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;400&quot; 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&quot; width=&quot;398&quot; /&gt;&lt;br /&gt;
Shortcut Menus and Property Dialog Boxes&lt;br /&gt;
All LabVIEW objects have associated shortcut menus and property dialog boxes. As you create a VI, use the shortcut menu items and/or the properties dialog box to change the appearance and/or&lt;br /&gt;
behavior of front panel and block diagram objects. To access the shortcut menu, right-click the object you want to modify. To access the Properties dialog box, select Properties from the shortcut&lt;br /&gt;
menu.&lt;br /&gt;
Follow steps 1 and 2 to create a string control and then use the Properties dialog box to add a scroll bar. Start with a blank VI.&lt;br /&gt;
1. From the String &amp;amp; Path subpalette, select a String Control and place it on the front panel. &lt;br /&gt;
&lt;br /&gt;
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&quot; width=&quot;320&quot; /&gt;&lt;br /&gt;
2. Right-click the string indicator to open the shortcut menu and select Properties.&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;317&quot; 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&quot; width=&quot;320&quot; /&gt;&lt;br /&gt;
&amp;nbsp;3. From the Properties dialog box, put a check in the Show vertical scroll bar checkbox and click OK.&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;315&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;320&quot; /&gt; &lt;br /&gt;
4. The resulting string control has a scroll bar so the user can scroll up and down to view all of the text. This allows the use of a small string control to display a large amount of text.&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMIAAACfCAIAAAAkk5FPAAAG0ElEQVR4nO2dTU8bVxhG/cdQfhGs2CN1VZWksdVkkbaJpWyQcAQLE7GoMJJZNp9VgpQY0hBqhBszQENKbELbhdvJdO7cO3fGj40/zqNRZMZn3rGYw3uHex1T+JuQvlO46hdAJiFoRARBIyIIGhFB0IgIUqg6Uy6X3QAMTLVaRSMYAYNGMAIGjWAEDBrBCBg0ghEwaAQjYAplQvoO3QhGwKARjIBBIxgBg0YwAgaNYAQMGsEIGDSCETBoBCNg0AhGwKARjIBBIxgBw5oaEYRuBCNg0AhGwKARjIBBIxgBg0YwAgaNYAQMGsEIGDSCETBoBCNg0AhGwMg0KkTS+zKxTmx/vnPBjBqjWVMrFOJ1zD1kgqPpRmaPiXWmkAn/jQKxQ+hYY8foB7V/6xp+RPfHnq3+p5p5bO7XAzNMRn+LnShKTBE0mjAGjWAEDBrBCBjZLbbtlrnqp1HIc4s9jswoTj+i0dgxI6RRaisa8uuB8WdGSCOY8WXQCEbAoBGMgBGsfJVKpSLxS//f7dGMoBuVSqXv0rKwsACzubmp+ukfNUam0dfOzM/Pu4GJZ7a2ttDIlWKx2NPoK3vm5uYcz042Mzs7W6vV0CglUY26xMjS0hIaodGXBEfN7carm8V7Dx/W1tY2Ylt1baMaPq5uXL/x43bjVReNPMtNlUa3bt/f3m74/MHD7e3Grdv3u2jkWU6rUaFQ6L/IgNLTyP9PZ6JRhnKmRtG1+vAaePqRQ6OshyTyPkVCjS4+f07d0ChbuUSNtNdYe0j/Gj3/5W24XZuZuTYzE93T29AoWzm3RuGX4c5oozL7ViLWdappku4DzU6ZWiSm0c+PXqduaJStXCaNEp9KtM2xP7VI7LHpcddIahE0cjCCNbVisbiwsDA/Pz83N+ejkfuCmf3AZoOtiHmgw4wcGu2+2Xv1+rfUbffNXqjR8vLy6upqpVLp/7s9mrmCQS0qk00jn6bir4hQo/bR2eL1O3fvVVK3bxbv7B8cdaekG/VfzvMW28ctx/5+DBAOapeX3WKpvL6+Gd3W1jZie9bXN4ulcnDURCPfcpl+4bfdyZrXOHVsiklgHugWK7Gr2YqEGjH9mMhc8fSjTYv+4UEkvMU+P++026ft9mmrFbRawf7+743GQaNx8OLl2ydPdx89bjx+sjNdt9j9l5tmjQ5bwWEr2H/3PqLRDhrlKTdta2qhRuZA9uLl2yfP6Ea5yk2tRu326be378c2ulHOcm6NrmQkGtBJPbrR3lPujfKV066pSTIcjZK7EYNavnJTq1HyvRHdKF85x7xR1z79Y5u5MR/bppqiWKyUz0ljB9pekkMjulH4eOBrauZjR69ywzbAR0f3gZ7t0+feKPEWmzU15aBm9qeslpjHJl51n5O6y/polNiNnvKbWr5yOTSyXSfHgbZj/TXyPJcjSdOPx4et48gs9t6UDmr9l+tHo9RulHpsDo3cLyNxpLNqdBgcHgbvvsxi73GLnbNc4ryRbeyIPmszIDb02MY128X2PKmpqXkiX4323zd2mo2dJhrlLzeps9g2jXbf7D17/mvqFn3bGhpNqUaJTS44ah6d/LF4/fu79x78f6vE95Qf3Lj5A+83ylBuIjVKTPMgaAcf2sdnwfHZ8cnHk9M/P3w4P/vYOT/vfPp00elcdDoX3e7lxcVfva15EHTRyLMcGqHRwG+xPZMJvqqgkY0Zxlv6fTIWGvFREDYGjTKE92LbmEGtqcVmaMwJG9vEoxuOzSqZ/ECT+6MgWFMb1Jpa7ArZ9tgmDB1zm4MLHwVhY0ZlTc3Wb3yMHFpD4qMgbMxoaeTfbxylBhf+D7+NmRyNhtmN0Kg6ZI26GRdTHYOa+axZfKDJ/VEQaDSis9hDHs564aMgbMy4ajRGQaNsGv1kz9LSkuPZiWfQyFejmjPLy8tuYOKZer1eq9VUl23UGI1GW2lZXV2dTqZer6+srNTrdTRKSaVS2UwLTK8zqS7bqDGCNTVC+OuOMAIGjWAEDBrBCBg0ghEwaAQjYNAIRsCgEYyAQSMYAYNGMAIGjWAEDBrBCBjW1IggdCMYAYNGMAIGjWAEDBrBCBg0ghEwaAQjYNAIRsCgEYyAQSMYAYNGMAIGjWAEDGtqRBC6EYyAQSMYAYNGMAIGjWAEDBrBCBg0ghEwaAQjYNAIRsCgEYyAQSMYAYNGMAKGNTUiCN0IRsCgEYyAQSMYAYNGMAIGjWAEDBrBCBg0ghEwaAQjYNAIRsCgEYyAQSMYAcOaGhGEbgQjYNAIRsCgEYyAQSMYAYNGMAIGjWAEDBrBCBg0ghEwaAQjYNAIRsCgEYyAYU2NCEI3ghEw/wAebOG7BEhVdAAAAABJRU5ErkJggg==&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://treznasatrio.blogspot.com/feeds/8472228294748782029/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://treznasatrio.blogspot.com/2011/11/labvew-ni-tutorial.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7683102144482861222/posts/default/8472228294748782029'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7683102144482861222/posts/default/8472228294748782029'/><link rel='alternate' type='text/html' href='http://treznasatrio.blogspot.com/2011/11/labvew-ni-tutorial.html' title='LABVEW NI-TUTORIAL'/><author><name>trezna satrio</name><uri>http://www.blogger.com/profile/14186351799520736184</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>3</thr:total></entry></feed>