<?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-1904973155951785049</id><updated>2024-12-18T19:32:01.963-08:00</updated><title type='text'>Sir Lancelot</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='https://dark-lancelot.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/1904973155951785049/posts/default'/><link rel='alternate' type='text/html' href='https://dark-lancelot.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/03545136173731598826</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>2</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1904973155951785049.post-3566685844235363161</id><published>2018-06-10T03:05:00.003-07:00</published><updated>2018-06-10T03:08:39.777-07:00</updated><title type='text'>Sistem Pendistribusian Tekanan menggunakan Pressure Controller</title><content type='html'>&lt;!--[if !mso]&gt;
&lt;style&gt;
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves&gt;false&lt;/w:TrackMoves&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &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;false&quot;
  DefSemiHidden=&quot;false&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;375&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;footnote text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;header&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;footer&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;table of figures&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;envelope address&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;envelope return&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;footnote reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;line number&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;page number&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;endnote reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;endnote text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;table of authorities&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;macro&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;toa heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Closing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Signature&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Message Header&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Salutation&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Date&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text First Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text First Indent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Note Heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Block Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Hyperlink&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;FollowedHyperlink&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Document Map&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Plain Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;E-mail Signature&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Top of Form&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Bottom of Form&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal (Web)&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Acronym&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Address&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Cite&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Code&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Definition&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Keyboard&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Preformatted&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Sample&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Typewriter&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Variable&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal Table&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation subject&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;No List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Contemporary&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Elegant&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Professional&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Balloon Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Theme&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; QFormat=&quot;true&quot;
   Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;41&quot; Name=&quot;Plain Table 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;42&quot; Name=&quot;Plain Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;43&quot; Name=&quot;Plain Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;44&quot; Name=&quot;Plain Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;45&quot; Name=&quot;Plain Table 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;40&quot; Name=&quot;Grid Table Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot; Name=&quot;Grid Table 1 Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot; Name=&quot;Grid Table 6 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot; Name=&quot;Grid Table 7 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot; Name=&quot;List Table 1 Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot; Name=&quot;List Table 6 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot; Name=&quot;List Table 7 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Mention&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Smart Hyperlink&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Hashtag&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Unresolved Mention&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:0cm 5.4pt 0cm 5.4pt;
	mso-para-margin-top:0cm;
	mso-para-margin-right:0cm;
	mso-para-margin-bottom:8.0pt;
	mso-para-margin-left:0cm;
	line-height:107%;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:&quot;Calibri&quot;,sans-serif;
	mso-ascii-font-family:Calibri;
	mso-ascii-theme-font:minor-latin;
	mso-hansi-font-family:Calibri;
	mso-hansi-theme-font:minor-latin;}
&lt;/style&gt;
&lt;![endif]--&gt;

&lt;br /&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;&quot;&gt;Sistem Pendistribusian Tekanan menggunakan &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Pressure Controller&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;
Nama : Maulana Ihsan&lt;br /&gt;
NPM : 1506669923&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span class=&quot;fontstyle01&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Pendahuluan&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;&quot;&gt;&lt;br /&gt;
&lt;span class=&quot;fontstyle01&quot;&gt;Regulator dan Valves adalah elemen terakhir, paling
mahal, dan paling tidak dipahami dalam loop kontrol proses. Mereka digunakan
untuk mengontrol variabel proses dengan mengatur aliran gas, aliran cairan, dan
tekanan. Dalam&lt;/span&gt; &lt;span class=&quot;fontstyle01&quot;&gt;banyak proses, ini melibatkan
pengendalian ribuan meter kubik cairan, menggunakan sinyal analog, digital,
atau pneumatik tingkat rendah. Pengaturan aliran gas dan / atau cairan juga
dapat digunakan untuk mengontrol suhu. Loop&lt;/span&gt; &lt;span class=&quot;fontstyle01&quot;&gt;kontrol
dapat berupa loop self-regulating lokal di bawah kendali pneumatik, hidraulik,
atau listrik; atau loop dapat dikendalikan oleh prosesor, dengan posisi
tambahan putaran umpan balik. Sinyal listrik dari pengontrol adalah sinyal&lt;/span&gt;
&lt;span class=&quot;fontstyle01&quot;&gt;tingkat rendah, yang memerlukan penggunaan relai untuk
kontrol daya, atau penguatan dan peranti pensaklaran daya, dan mungkin
optoisolator untuk mengisolasi sinyal. Perangkat kontrol daya ini biasanya pada
titik penggunaan,&lt;/span&gt; &lt;span class=&quot;fontstyle01&quot;&gt;sehingga aktuator dan motor
yang dikontrol secara elektrik dapat dipasok langsung dari jaringan listrik.&lt;/span&gt;&lt;br style=&quot;mso-special-character: line-break;&quot; /&gt;
&lt;br style=&quot;mso-special-character: line-break;&quot; /&gt;
&lt;/span&gt;&lt;span class=&quot;fontstyle21&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span class=&quot;fontstyle21&quot;&gt;Pressure Control&lt;/span&gt;&lt;span class=&quot;fontstyle31&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 36.0pt;&quot;&gt;
&lt;span class=&quot;fontstyle31&quot;&gt;• &lt;/span&gt;&lt;span class=&quot;fontstyle01&quot;&gt;Pressure Regulators&lt;/span&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 36.0pt; text-indent: 36.0pt;&quot;&gt;
&lt;span class=&quot;fontstyle01&quot;&gt;Regulator yg dikontrol pegas adalah pengatur tekanan yg
dikontrol secara internal. Awalnya, pegas memegang katup inlet terbuka, gas di
bawah tekanan mengalir ke silinder utama, dan mengembang pada tingkat yang&lt;/span&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;&quot;&gt;
&lt;span class=&quot;fontstyle01&quot;&gt;lebih tinggi dari gas yang dapat keluar dari silinder. Ketika
tekanan dalam silinder meningkat, tekanan yang ditentukan sebelumnya tercapai
di mana pegas diafragma mulai naik, menyebabkan katup menutup sebagian. Yaitu,&lt;/span&gt;
&lt;span class=&quot;fontstyle01&quot;&gt;tekanan pada diafragma mengontrol aliran gas ke dalam
silinder, agar idealnya mempertahankan tekanan konstan dalam silinder utama dan
pada output, tanpa menghiraukan laju aliran. Tekanan output dapat disesuaikan&lt;/span&gt;
&lt;span class=&quot;fontstyle01&quot;&gt;dengan penyesuaian sekrup pegas. Katup dua-duduk
seperti yang ditunjukkan biasanya digunakan. Katup jenis ini tidak dibebani
oleh tekanan gas yang masuk, seperti halnya dengan katup satu-duduk. Tekanan
pada satu muka&lt;/span&gt; &lt;span class=&quot;fontstyle01&quot;&gt;katup diseimbangkan oleh tekanan
pada muka katup lain, sehingga diafragma tidak terisi oleh tekanan gas yang
masuk yang bekerja pada katup.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;mso-no-proof: yes;&quot;&gt;&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/span&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 36.0pt; text-indent: 36.0pt;&quot;&gt;
&lt;span class=&quot;fontstyle01&quot;&gt;Regulator yang dikontrol berat ditunjukkan pada Gambar 13.1
(b). Regulator yang dikontrol secara internal memiliki diafragma berat yang
dimuat. Operasi ini sama dengan diafragma pegas, kecuali pegas diganti&lt;/span&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;&quot;&gt;
&lt;span class=&quot;fontstyle01&quot;&gt;dengan berat. Tekanan dapat disesuaikan dengan posisi berat
geser pada lengan kantilever.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;mso-no-proof: yes;&quot;&gt;&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/span&gt;&lt;span class=&quot;fontstyle01&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 36.0pt; text-indent: 36.0pt;&quot;&gt;
&lt;span class=&quot;fontstyle01&quot;&gt;Sebuah regulator diafragma tekanan dikontrol ditunjukkan pada
Gambar 13.2. Regulator yang dikontrol secara internal memiliki diafragma yang
diisikan tekanan. Tekanan dari pasokan udara atau gas eksternal yang&lt;/span&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;&quot;&gt;
&lt;span class=&quot;fontstyle01&quot;&gt;diatur digunakan untuk memuat diafragma melalui
pembatasan. Tekanan ke regulator kemudian dapat disesuaikan dengan katup yang
berdarah, yang pada gilirannya digunakan untuk mengatur tekanan output dari
regulator.&lt;/span&gt; &lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;mso-no-proof: yes;&quot;&gt;&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/span&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 36.0pt; text-indent: 36.0pt;&quot;&gt;
&lt;span class=&quot;fontstyle01&quot;&gt;Sebuah alternatif untuk diafragma tekanan internal, seperti
dalam regulator yang ditunjukkan di atas, adalah untuk menerapkan tekanan ke
bagian atas diafragma, seperti yang ditunjukkan pada Gambar 13.3.&lt;/span&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;&quot;&gt;
&lt;span class=&quot;fontstyle01&quot;&gt;Penampang melintang menunjukkan tekanan output yang dimasukkan
secara eksternal ke pengatur tekanan pegas. Pegas memegang katup terbuka sampai
tekanan output, yang diumpankan ke permukaan atas diafragma,&lt;/span&gt; &lt;span class=&quot;fontstyle01&quot;&gt;mengatasi gaya pegas pada diafragma dan mulai menutup katup,
sehingga mengatur tekanan output. Katup dibalik dari koneksi pengatur internal,
dan tekanan internal diisolasi dari sisi bawah diafragma. Beban berat dan&lt;/span&gt;
&lt;span class=&quot;fontstyle01&quot;&gt;diafragma udara dimuat juga tersedia untuk regulator
yang terhubung secara eksternal.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;mso-no-proof: yes;&quot;&gt;&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/span&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 36.0pt; text-indent: 36.0pt;&quot;&gt;
&lt;span class=&quot;fontstyle01&quot;&gt;Regulator tekanan yang dioperasikan pilot menggunakan pilot
internal atau eksternal untuk penguatan dan kontrol sinyal umpan balik. Dalam
hal ini, pilot adalah regulator kecil yang diposisikan antara koneksi tekanan&lt;/span&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;&quot;&gt;
&lt;span class=&quot;fontstyle01&quot;&gt;ke regulator dan tekanan pemuatan pada diafragma. Gambar
13.4 menunjukkan regulator percontohan yang terhubung secara eksternal. Tekanan
dari output regulator digunakan untuk mengendalikan pilot, yang pada&lt;/span&gt; &lt;span class=&quot;fontstyle01&quot;&gt;gilirannya memperkuat sinyal dan mengontrol tekanan dari
suplai udara ke diafragma, memberikan kontrol yang lebih besar daripada yang
tersedia dengan diafragma tekanan internal kontrol. Perubahan kecil dalam tekanan&lt;/span&gt;
&lt;span class=&quot;fontstyle01&quot;&gt;output diperlukan untuk menghasilkan perubahan rentang
tekanan penuh dari regulator memberikan sistem gain tinggi untuk regulasi
tekanan output yang baik&lt;/span&gt;&lt;br style=&quot;mso-special-character: line-break;&quot; /&gt;
&lt;br style=&quot;mso-special-character: line-break;&quot; /&gt;
&lt;/span&gt;&lt;span class=&quot;fontstyle31&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 36.0pt; text-indent: 36.0pt;&quot;&gt;
&lt;span class=&quot;fontstyle31&quot;&gt;• &lt;/span&gt;&lt;span class=&quot;fontstyle01&quot;&gt;Safety Valves&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;mso-no-proof: yes;&quot;&gt;&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/span&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 36.0pt; text-indent: 36.0pt;&quot;&gt;
&lt;span class=&quot;fontstyle01&quot;&gt;Katup pengaman dipasang ke semua kontainer bertekanan tinggi,
mulai dari pembangkit uap hingga pemanas air domestik. Gambar 13.5 menunjukkan
penampang katup pengaman. Katup ditutup sampai tekanan pada&lt;/span&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;&quot;&gt;
&lt;span class=&quot;fontstyle01&quot;&gt;bagian bawah katup mencapai tingkat yang ditentukan sebelumnya
oleh pegas. Ketika level ini tercapai, katup bergerak ke atas, memungkinkan
tekanan berlebih keluar melalui ventilasi.&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;fontstyle31&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 36.0pt; text-indent: 36.0pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 36.0pt; text-indent: 36.0pt;&quot;&gt;
&lt;span class=&quot;fontstyle31&quot;&gt;• &lt;/span&gt;&lt;span class=&quot;fontstyle01&quot;&gt;Level Regulators&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;mso-no-proof: yes;&quot;&gt;&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAaUAAACwCAIAAAAg3OZlAAAgAElEQVR4nOy9Z3hb2Xnv65zz3HNyT2Y8RdOrxnacxHGcm5zEx/GJPa4ZT2/qjZQoib1IJMXei1jAAnYSHSTAAvbeO0GCvRMEUUmiEr0XAu/9sCWOZkaiNCNqII3we/AB2lp77RfA5n+vtd6yfgAuXLhw8XjwA2cb4MKFCxffES69c+HCxeOCS+9cuHDxuODSOxcuXDwuuPTOhQsXjwsuvXPhwsXjgkvvXLhw8bjwaOmdXSaRmG0O5B8Wg0YilX/xn1Y9fXRMa7Y7xzQXLlw89DxaemeL8jyNa5lC/kHJiUER2vf+z6Hmnvzsc7bSSaa5cOHioefR0jvoI2ec8ooFADDv+Ht4zHJlk0Pd1bQGkcIAJuHl8x4zKxwmiwcAALblhYVdANHGQmUFZZkjcqbdLly4eAh4xPTOpuIc+/gzvgG4o7TQ+AK9RtbW0kpCJ56+HKHVyQK8/caGuk8cc1M7QL0x4hsYNTvRH+AX3FBXf8UvcJ6vcLb5Lly4cCaPmN4BAOraZXLHJDUvuWF0HRzmgfbG0qzk9z86w9/m+3pc3DHZUgPPN06wWzHp1b1z+CS/oxeC62tpF09+XtE552zbXbhw4UwePb1bH2t0O3kyKjHLBEBFhUdmUXXi5aOfn+Vv833OnxeagT1W5+3pExufprNBUcSlgITizU2BUCQxmq3Ott2FCxfO5NHTO7AbTv7+31KIPQBASgs57x9DRCf++u2P1nmsS2dOb8gdAOYL7/0mqawNALjT3aePnabU1Dc2NG0rdM423YVTcJhMJovVtmsxikRil//+ceYR1DuAbR5HqbMAgN2sba2nza9yOCyWSqNlMdeMVgcAiDd5Cq0ZaSzmLFHLy3uHJ43W3b0etra27Pbd23bu4vuEYHHg/KlTEdeuZRVRNlnTlzx81Pv/7LumdSbL8R1ZdxvUKtXM9HRDfT0Oiy0uLMKWYepotZMMhkLuWn0+AB5Jvbt/qquqfL28eTyusw1x8WCZ7cR/dtrfaDSazBYFe+Kcm6faDgAg5K4vrW4gbSxG3crCHF8kBwD+ZOunn5xa4G/bvvNxYH9fX1xMbFBAQEJcXFlJKa26pqG+vpZGw2EwifEJQQEBMVFR3Z1ddrtrhPrteUz1DgB6u3vcz56to9U62xAXD5D5HvKZi9esVqvNtqvkMNzP+9gAWgjZV6/FpSdGxaQWGW2OkTZaWUlJwOVLfTOc2Q78b//zj/jadr3luzNyeGjIz9snJjJqeGjIYDDcto3ZZKKPjSXExvl4evX29Hx3xn2/eHz1DgBkUllYSGhURIRS6QpT/n6yNkJ7+9e/jQiPRGNqhNxZL+/QzY35zz8+LrIAAASc/qRmmG03q4d72z2PvRuJbgQ169Llq+bvyjyLxZKSlBzo7z8/P3+Pp6wsL18NDIqPjTMajQ/Utu8lj7XeIVRSqOfPuQ0ODDrbEBcHz0Jv+anzVzUajc5gVHAYl32urUz2Hj3hicwJ04M98ggNWTGhTQOTJFRYdG7drnTxvEfgd6N3SqXSx9OrtLjkW5yLw2I9L17ake0cuFXfb1x6BwDAWmf5enmjMjKsVlfMyveK6bayT04FIO8VrNGjxy4YDJprF0/j6gdmRzvPnfVkTNI/f++DIca058e/8Ukkg05w9KNPuxlLOtODvRM0Gs2lCx7NjU3fuof2tnYP9/Ouqck3wqV3N7DbHfnoPM+Ll5YWl5xti4sDQ8JdbGrrR96bVMLmlg4HgE7CKc7OSE9DTa1uAcBQMyUtu6S/t7t3aAoAhpoo1zMLRaoHO1sMDrpSS6PdZydNDY1XAgIcjoPxJ+9sc3u7Ojq7eiXK268hfh0xZ6l7YPxArv7d4NK7LzExMeHhfp6AwzvbEBffZwg43PWU1APpKjMtHVtWdiBd4RMDPzrlhU5P+OSIG3tHfy+nbC6NkipbDuTq3w3O0TuLxbK4sDDJYMzPzRsND9eyq06nS4yPvxoYtL215WxbwGq1Li8tTU5OTk1NaTQaZ5vj4gDY2ty6eP7CQXkbTCbTpQsefB7//rsqjvbPodEB4Oynn0xxVQCO4fY6VAZqaHodAObH+ory8qobu3cBxNzl+sqKMmzFKpO5uLJhUEk6Wpqba6syUWjmphwATMptfGEullDe3NTC3n6IIgedo3fzc3OfffzJ1cCg3//mt00NjU6xYX/aWlvdz55raW52rhnz8/N/fPt30ZGRp44fp1ZUONcYFwdC+vXrTY0Hec+3NjenJiXffz/ktJCPjrp5nfnsanIZAPRW5F4OjKOPDXue95jnylfnpsYGeo795Q+NDMF4Tfav/vOdurb+dmqhb0SWeG34l//6q85hRkV25EnPGLNZH+PnUUxtGx9o+dXP/oHcvXz/th0UztG7sdHRbBQKAEqKikkEolNsuCsikSg46Ep8bJxWq3WWDeN0up+3786OrKO9nYDDOcsMFwfFzs6On7ePxXIA0X2zs7PT09MAYLVa/X18ZVLpfXaIT7riHZExNjLoc+5Ufd/09cAz7gExeEyZ14ULw4tbC8PtJaWlnqc/wzbPjNUWhqfhAWC+ixwUm7+5NODhEwEAVsnChYtX1qb7j53yRNYU0654ENofojodztG7cTo9Mz1DuL2dEBdPpVCcYsM9QiISL7i5j9O/waLs7u5uXW1tSVFRYX7BxPh9reaODA+npV4HAFp1DRHvWlX8LrBYLBKx5AF1Xl9XV5CXd9dmer2+u6urnEQa6Ov/esyAxWLJz0W/8Oyh9OtpyJHSouL62rrbdmW1WhUKBZ/Pn5me7uzoIBIIXO7t04qKo3wzyvsAICvodHQutSQxIAZdbbVad3ft23Ndn3x2zuiAJJ9jRQ3To7UFEdcxADDdTgiIQQsWBy54hQGAmjtx/mIQf33m4/ePyOwA4PA68h65+yFyADpT7wQCQVx0TCWF6hQb7p3VlRWvy5fzctF2+z05whRy+anjJ+potMz09GvBIfdz6Ynx8atBV2QyWX1tHYlAuJ+uXNwjer0+OOhKdWXVg+g8OTFxYpy+f5v+vr7//NV/PP/0M88++dQLzx760+//MDU5ufe/9LGx9//y7rNP/vCJv/5/42NikYMjw8OR4eHsDTZ9bKylubmcRM5H5yXGJ0SFh0eGhYeFhkaGhacmJ+ej83AY7Nbm7RemKajw9z87kxgXedknmKcwyjcYHqdPo7JyccRq1vK055kTaVn55z79oKSeTm8qi80kAMBsV0VoUtHW8rBXQAwAqHmTFy8F2Bx2fFqYd1A0EVvw7u9+V9W/ciBf3YHgNL1LS00FgJLiEjKRdMd2DrtOrRSJpYjMaJUyoUR+x8YPkt3d3ZysbB9PL9b6+t5BPo83P3ebsbpELE6IiwcAHpebnJh4P9dlTEwEB10x6PXtbW0uvfvOUCgUIVevpian2HcPMll1d3c3NDh4/yDhSQbjzVdee+HZQz96480fv3n4R2+8eeipp3/207/jcXkKhSI6MvL1l1954ZlDP37z8Gsvvfyn3/0+JSk5JioqOOjK737z29io6Mz09KKCAkp5RXdX18z0NJvNlu/Id222ezHPpNew19fWmBt7rU1q6ejw8AZfBABKEW9hZcNsMqm1erNRr9bqAcBi0qs0ul2rWalUA4DdZlEolMhfK399WSgWRXq5N9A37uM7O2Cco3cT4+OojMz19fWIsPCqyso7NdPw5k598mFo6DWPC15TTNHiQG1WSfX+PYvYK4uszYO29wajIyMX3NwpN/0GF865/esv/jk2Ojo0ODguJjYyPNzrsidzjbm7u3v65CmtViuTyX7z6/8bHnotLTU1Njo6IS4+LiY2LiYmIS4+Njo6PjYuPjYuNjo6MT4+LjomNjomMf7G8YTYuNjo6OTEpMseFz/96KOsTNSZk6eOHzmakpSM9BMVHhEXHXMvPj6HfVenUctkUrXOYDVq1tfZX6sPYpdKxEbLF4clm9xN8Z5PzbEjEetN9/QH8z0jH4328/GR3ve62B47sp2IsDDbndXH4XCcOHrs2R8+9ZPDb/34zcPI6yeH33r+mWfPnT5z9vTp//aDHzz75FOHX3v9x28efvXFl37/27fn5+Y2BQK1ShV+LcyJC81fYtfUWEmqa2wl5F/3uZqgMj1EBQ6cNr7LSEtXq9Vpqdcp5Xd0O0oX+z874mYHaMwN+/xSjF6r2toWbvL5BqsdALRyyZZEBQBzE8O9A6MmO4DdnH7F/XxQImfzQa2/aDSa2OjojLR0EoH40nPPv/Tc84H+/jVVVcLtbcYEIz421sfTa6C///SJE5c9LqrVahKB+JM332qsb5DJZDgMdnpqanZmlojHi0WitpbWlqYmsUhUmJfPWmcJ+IKigoJNgaC9ra2psVEsEpNJpOmpacbERFJCAnONOclg4DAYsUhcTiKPj9ED/f1FwrtvyjHehPn0k+ORYWFllR2SjYkz57y/Gkvq0KbFRs9wvhg4E1NCkkr3HIiWnMSYkaXtA/sGHynaWlvdzpydmpo6kN54XG50ZOQ+DcRi8T/+/T+88cqre2KHvF576eX/+PdfstbXa2toZ06e+snht5794VPPPPHkb3/9f+FmsHFcTCyHwzkQO+8bB399sam+trWjX2dxYm2t2+BEvUsz6PWZ6Rn76J1sefDEqUtWsJOSA0PSSBMd5cmo4qxI/5L6cQDIjw+p6pyoLEwKT8gqy00LvJaiNZtSAs6euhQys/JgCz2RCMRDTz19+LXXX37uhffeeQcAhgYH5XI5ALS1tJ46fjzQz39keNj7sqdwezs5Melnf/d3jQ0N83NzM9PTy0tLc7OzS4tLS4uLDAZjZXllempqZXl5ZWVlempqYX5+cWFhYWFhaXFxfm5uanKKyWTOz82vra2trKxMMhgrKyscDofDZl/28BCLxXc1tako2iuiAHkvWxt29wjQWc0SsdQO4LCZxWKJ3WHf5HJ0ZjsArM8zxifnipOuZeBbb3bg2ORxtUaLRqmQioUTI4OszQMb7+yDw+EwGAx6nc6+6+Qyhasrqxfc3PeZhdw7HDY7NjpmnwabAsHf/+1P33z1ta/o3esvv/Lv//KvJpMJabbOZOZkZf/h7bd/cvitzc0bs5nEuHjWOuv+jfx+46T5LH0clZGxuLAQFhK6z520szZ66sjRtIzUa1GpOwbbaG1BVCaZN93q7huvVwlDgmOYy+NHPjmFRIJfO3+kbozdS87KJLQ9aPsD/PxfePYQci8+9/QzpcXFm5ubHDZ7dGREp9M11jf81x/+uMFijY/R3/njnzLTM/70+z98+uFHKUlJIVeuhIWEJsUnBPr5x0ZHR4SFBfkHpCQlhVy5ejUwKDkxMdDPPyYqKjY6OtDPPyk+4WpQ0LXgkOTExEB//+iIyJysLD8fn/f/8u5Pf/Tjk8eOm813T2xvwyReCs7Y2dlR6wyy9dFLPuFC/tIlD18tgFU853HeV2M2h3l7LG7r+2uKfAPDMWXFf/7VL3OofTc7sEX6XWKsiwujLp28GIwtyP3s4yPja3fX2fskLxd96YJHWEhokH+A05OatVpt6NXg6ykp91l7jsvlBvr579PAarX++Q9/fPHQc7eK3U8Ov3XoqadPHjv2lbwxq9U6Mjwsk8kAwG63B/j58fkHEHX8/cZp47v069cBoLiwaB9/hWx56Phxd772Rh32vkp0cGIJwG70Ff+E+ITy5nHDNuOTz9yRAUCc92lK30pLaXIarvVOHR4IeCz2//nBXz37w6deePbQm6++9tzTz/x/P/8niUSiUCgYExNWq3V1ZWVuZtbtzFkcBpuRlgYA1ZWVtTX3mywJAE2NjR9/8OErL7z41P96oqXpnmKh+8ozfvv2e9GRkYS6Pjln6rJP+DZv8YK7F6J35895aczmEK+LIxOTHsePr6kAALJCLl7/4ju0hV52o68JM0MuYJqmACAv0jOL1H3/n2V/IsPDF+YXJhmT7/7XOw9J4aO83Fw/bx/JPYyp7wSPxzvyyaf7B9/Ramqe/psn33jlVWQJ7yeH33rtxZdeePbQQH//PmeZTCb3s+cQ7XOxD86cz+7s7FxPSaXcOW1AstDz/kcn9+o/dJEzvMNQADBclfUvv3pPYnSA3ZB45VJ6SWV7LdHN3Udq3B2pQh8/5zcxt3bro9BmsykUB5bUMj05RSkvT0+97nbm7D//489/8x+//snht95/512NWgMAjIkJAFAqFEQ8/uhnnwcHXQEAakVFFfXbT4g0Gk1tTc3H73/44qHnXn7+hR+98ebLz7+Qfj1temp6coLxldc4nb6y/EVEe2tZgm9Uod1utzscMubIJZ/wbe6Cu5uXHQAUy25nPTVmc5iv58Dg0OnPj26aAQBKYgNSsXtJkbYwr/Pja9s50X60vmUAKEm6iiZ3fevPco8kxMWx1llqlfqyx8WHZRkeoL2t7dyZs7dGh3wjRCLRb/7j11t3y1PMycp66/U3Xjz03KGnnn7pued/cvitu4ZeCgSCTz/6WKdz7dByF5yld+OojIylxcX957NmtXSMPrn3NJQKWHNLLACwaHfmFlaRg7tGRV05vgxD4ks1AGA3axsq8C19E7fqnUajCb92LSkhcWFh4QA/xTqTmZZ6nc1mkwiE6akp4fb20MCgw+EYHLixlnf6xEnvy54AQCkvv58ww9HhkX/++T/9j7/6by8//8Legs75c26ojIz069e/8kpKSLg1ZaU+L+xCcA7yXrLSf/yMt14jP//pe9ja9qq86P/43eeGXZvP6aMzbFlu+KWQpKLR0f4//9s/JePab3Zg8z97dGR5M/WKO6l9DgByIi5nYB/4ikFCXNzy0jIAhIWEqlSqB325e4e5tnbBza266ttE58lksn/425+2td59/pGXm/vJhx+mJif/5c9/vpekxtbmll//n1/tLfC5uBNOjr/DlJbtF393cJiMptaWliuBgdeCQ/p6ew+kz7nZ2fiYWK1Wy+FwTCaTWCyem53V63RLi0s7OzuR4eGRYeHonBwAqK+tbairv59r2e32Sir1vXfeOfza62+++trzzzzb2d5xLydurs+Nz6wh701qycjoBAAIVhjorNzWjq7h0Umb3T45Oiw3OMCkqCgrKK9sGBkaXuMK9648RR+RqQ3LM+NcoRIA1uYYq2zh7S92cCTExbFYLOH29sljxw36e6rV8Z2h0WhCrl5NTUre/Ya+FOH29kfvfxAfG3vXlpVUanJiEgAUFRRMMhh3bR8eeu2Dd9972L6ohxCn6V02CqXRaPy8fe5novftLh0bHe3v40utoNxnxZGlxcWTx44bDAa73V5Lown4fIvFMjszazKZAnx9G+rrt7a2Pnj3vSpqZYCvb4CfP6WigoDDE3C4cjIZW4YhEYlkIhFbhqkoL8dhsTgMpqK8HIfBkAg3jpeTyAQcHo/FVZSXk4mk+tq6spKSP/z27TdfffWJ//nXYSGh3+OtWxLi4tbW1nQ67UM1n72Vgrw8P+9vFp3H4XCSEhLDr4Ux19b2b0kmkVAZGQCQlZk1OjKyf+MN1oafj09MVPQBLtp8X3Gq3qk1fj7ftd4hcNicnKwsH0+vfHQen8f7dp1MT03lZmdvCgRtLa0AsL293dbaZjAYjnz62dlTpzUajY+Xd01VdVpq6tNPPBkdGZWWmkomEskkUlJCQktTc15Obk5WdktTU3REZE11dUNdfUxkVGN9fV5ubk5Wdktzc0pSEhFPoFZQYqNjWpqaiXhCanLyyPBwUUFhYnz8h+++9z2+v/fms+Gh1x6q+eyttLe2up05O8m41+U8Npudfj1tbGw0Kjxi/5YkIrG1pRUAUBmZd9W72Kjojvb21ORkZBXFxT442T9bVFBYTiI7xQYAUCgU5SSyn49PfGzs9NT0Nz19YX7B8+Ilg8FgtVoZDIZELBHwBb7e3jgMJsg/wP3suXE6ncflvvfOXyrKKwCAtb6u02rNZjMSJyWVSJHgqcWbq4pLi4sAIJVKRCIRALA3NrRard1uX5ifBwCz2byyvAIAXA7HaDRGhoULtx/4vNJZJMTFsdbXJRLJ6RMn9A/xNG1tddXD3b2Kek+Ls2w2OyYqGgCuBYf0dO+3x1g5iRQaHAwAOVl3Gd8N9PUjLSPDwl16d1ecpne52dk7sp1Tx4/XVN8lRexBs2u3d7Z3hFy5Gno1uK21zWr9UrpPVWXl6srtE54X5uc9L12yWCztbe2/+fWvfb28vS5d7uzoBID33vnLJGPSarX9+pf/56P33r+enOLj6ZWanBzo5x9yNTglKdnb0zMuJiYs9Jqvl3daauqVgMAAX7/rKSlelz1jo6LjYmK8L3teT0nxunTZ7cyZiGthxz7/PMDPPyUpyevSpZSkpOArV44fOfo9rgCaEBe3trqm1+u9L3s+nPPZPbRabWhw8L0k27LZ7OjIKAAQCYVnT53e2rxj4iOZSCzIyweArEzUPnonEgrPnT6zvb0NABHXwlx6d1ecGY+yu7ublnq9glzuFBu+ztzsXGJ8vK+3D5lIRKaKNpvtn3/+T3/63e/1t9sVdHZmpiAvX6VUHvv8CK2mRq/XIw4yqUSCPMbXmczQ4GCZVMrj8QQCAZfLFfD5fD6fx+UKBAIej8fn85HjfD5fcMtxpD2fz29qaHA/d064LUxNTi4pKhIIBJsCAY/L5XG53++bOyEubnVlxW63XwkI1KjVzjbn7uSj8/y8vb+S8fIVh8ae3gHA6Oio+9lzdypaRyISkb+LrMw7zmcVCsUFN7ehwUEAsNlsLr27F5w8n83LRTtxPntbBAJBQV6ej6dXaXExtqzslRdefPqJJ328vL7ecnlp6aL7eQCglJfX3bL3ikwq9fb02trc7OroiAwPvx9j5mZnrwQGAQAei2tteZQ2CrhPEP+sSCQ6cfTYo+J27Ghvcztzds+d2tzUFB567dYGt+odAHR3dbmfPXvbJLByEinIPwDuPJ/lcjgX3Nzab4a2uPTuHnHmfFYmlZ44dszp89nbotfp62i1P/vp373xyqs/euPNZ554MjM9/dYGzY1N7/zxT6+99HJQQMC1kNDmpi821jOZTDFRUaHBwb5e3iTifVVvpo+N5WRlAUA+Oq+poeF+unq0SIiLQxYrQ65cVT8K4zuEdSbTw829ualpa2vr53//D6+//MqtO0t8Re8AgDEx4X72XOXXlv9IRCKtpgbu4K+oo9Hczpy99bhL7+4RZ85nHQ5HTlZWBfnhGt/tsc5cf+v1N5DaO4dfe/35Z56l3ZTm7q6uF549hBQpe/7pZ5558oe9PfstP39rJhmTVwICAQBTWtr4mOnd6soqUqn80Vqm1Ol0ifEJ//KLf37lhRefffKHSBgdwtf1DgDkcnl8bJy/r29PV/deqSgqhYLsOpaVmbk3YLTb7YMDA0H+AdGRURLJlyoAufTuHnGa3qEyMo0GQ1jotYeznrvD4bjg5v7ff/CDQ089/eyTPzz01NNP/80Tr7744tTkFAC4nz13a5GyQ0893Vj/QMRoksFAMtJKiooeN71jrbOEQuHJY8cMt1s8fZiJjox8+oknf/zm4ddfevlf/ukXOzs3CnzeVu8QZqan42NiA3z9slConu7u9OtpIVeuAkBudja1gtLX24vOyQnw84uJip4Yn/j66fvonVQqZUxMMCYYX2JiYpLBuKs+Ouw224FWPHU6zou/y8pSKZUe7ue/XWrOg0an1cVERcVERedmZ5OJpJbm5t6e3loarZJCpVRU/OJnP3/95Vf2Klg89/Qz1QdRL+jrjNPpSNxpQV7e46Z3D2c+2f7Y7fbM9Iz/8Vf//ZUXXnzr9Td+/ObhZ578IeJphX31DkEiFjc3NaFzcj/7+JOujk4AyExPP3vqdE5WdkNdnXD7jlUI99G7xPh478uemekZ6dfT9l6ojAwP9/M52dn7fxxMon9AfOndP/ajg5PzyfBY3HeTT3Y/bAo229va8tDohLj42KhoTFlZaHDIM088efi1139y+K0fvfHm888829lxT9ld3xTGxMTF8xcAAIfBPG56t85kKhUK97Pn9I9OGrzVYikqKHQ/e+4vf/7zP/79Pxx+7fUXnz30H//+S4vZDADim4X+70ollRoXEwsA2SgUUoFif/bTu7j42wZUTdDHM9LSv358D5OCd/X8sfc+O7+tdXIJwgPEaXqXlZmp0+muBgZ9fbHW6RgMhvm5OWoFJTEu/mpgUGRYuIf7+e6urk2BYG11FQBEQuGZk6d++qMfH3rq6eeefvbNV1/r7nogJUPGRkfjomMAoKiw8HHTOyaTqVKpPNzcH7myH3q9nkwixUbHfPLhR//4d3//N//zr8NCQluam4sKC498+lljQ0NDfX1D3RevWhqtv6/v1uAVMomUkpQMANmorLHR0btecR+9S05InJ2Z+frxoYFBVEbmPn32UAvLG/sL4wKK6+9rj72HCifmk2WplKrLHhcf0Ezwm6LT6ebm5ijl5VHhEeGh15ITEhEX2PDQEFL/RyGX08fou7u76JzcKiq1MD//g7+8e+zzI6jMzL7e3gcUEzs6MpKSmAQAhfn5j5veIfPZiGthj9B8FqG+ts7D/XxNVXV9bV1tDY1aQcFhsHgsjoDDlZNIeCwWh/nSC1NaeuTTz26NxSMRie2tbQCQmZ5x13wyeCB6Zw48dwRTN1Ac6/Xp+fuKqXqocPJ8tnT//ckeMBqNZmZ6hkwkBvkHBAddCQ0OTr9+fWJ8YmlxSSQUAoDRYLRYLBKJpLe7B4fBRlwLCw0O8ff1zUahuru6voPyihPjExfc3AEA+/jNZ1nr6zKZ7Oyp0w9zPtltqaZWVVd9syirqPCIW+vikUkkJHLzrvlkCPvoXVJ8wvotm+rtMT05lZmecacOBTMdxz4/kV9QVJCV8vZv/2tB+Ij9BHfCaXqXk50t35GfOXnyXuLvBgcGc7KyYqOioyIi01JS62vrvvUcR6vRMCYmCDh8ZHj41Y6nwB0AACAASURBVMCgmKhobFkZpbxcqVTabDbEFcjj8fp6++ZmZ2OioiLCwq6FhFwNCiotLhkdGbn/Xdy/EXvju/y8xy7+jrm2ptFoHtr6KPtQU1V9awnCeyE89Nr2Le4IMomUlZkJAFmo/fLJ9thH76IjIq8EBJYUFRcVFOy9SotLfC577m3X/VUcu0n+bmVNN+ogJFz6JDD1IQ0a+6Y4cb/tdKvVmhifsM9+PQDAYrECfP2iIyPb29pYLBaPxxseHMrKRF2+4NF6D3UQEfR6/TidTsQT4mNiL56/kJZ6vZxEiouJNRqMi4uLWzeS9hdrqqtHhocvXfCIiYqKCAuPj42rpFKnp6acGO9KHxu7FhwMAKXFxY/b+G4v3viRW7+rraF9C727NRetnEyuqaqGe6uPAvvqHZfLaWtpbW9r77jl1d7W3tbaescEXod1amJCbbyxnijjr40xDrJQrhNx/v4V++STzc/NnT116ra/9/bWlp+3DxFPuNO5BoNhbHSUTCRFhoV/8sGH15NTigsLO9s79Hq9UChE/oT4fP7C/EItjXY9JSXQ39/X2zstNbWhrn5tdfUhKRU7MT7udfkyAGDLyh43vWOxWCKR8PjnR2Qyqf6RgkwkfVO9CwsJZa2v7/WAxWD2zyf7Cq5443vEiflkOTsy2T71UZRK5flzbmurd6yMaLVaPS9duvVuUCpVoyMjmNLSsNDQ40eOJicmpiYntza3MCYYOp1OoVBodTrm2loVtTItJTUt9frZ06fDQkPz0ejWlhbBQ7m308jwMCo9Ax7PfLKVFbvd7nb2rJ+3T2RYeERY2CPxiomM+viDD79p+X4/b5/LFy9GhUdEhIVFR0Z+8O57dbW1cBDjOxe34hy9o4+NIcsT2ais+tq627YpyMvfZ/iGwN5g+3p5M8YnSotLIsMjrgYGRYVHVFVWToxP9HR3AwCfz9/Z2bFYLCVFRZHhEYnx8Uc//zwxPp6Aww0ODMikD/t+TvQxOpJPVlZS8riN71ZXVnd3d4P8A6QSidFgsFgsRoPRbDJbzBaDwWCxWEwmk9FotFqter3eZDJZrVaDXo8cN+gNVqvVYDCYTWarxarX6y1mi8Vi0ev1NqvVaDAiVQv1er3FYjGbzXq93mq1IifarDaD3mAymZATrVar0Wi8eaLBZDRarVaD3mA2m81mM9KPwWBALDEYDBazhVpB+RbjOx6PZzKZjAaD1WotyM9H/Hj71Ee5FZfe3SPO0bv5+fnjR46mJCWfPnHyatCV3p7eudlZLocrFov1Oj0AmM3mQH9/9T0EIoRcvfqn3/2+qaGxrbUVKZ+5tLi4KRBoNJrigkJsWVlMVFSgn39qUnIFmTw9NaV/pJx943S6r5c3PJbrdxssllAo/PTDj5AtEMUiESJYUonE4YAdmUyn01mtVmQRymAwIOkHEokEWazY3t52OBwqpRJJNZXJZIgcCPh8h8Nhs9mQE7e2trRaDQAI+AKT0QgAPB4PALQajVgkAgAOm41ExrHZbADQ6/WII1UqkSD3J4fNBgCbzcrlcABAo9EU5Rd80ypn0RGR01PTiGdGJpWWlZYG+PmBaz570DhH72ZnZwP9/H/xjz8/9NTTr7308svPv/DGK68efu31X/7r/15aWAQA1vp6VMRdal4jlJPItTQaAJhNptXV1Ya6+oS4+EA//9DgkOTEpJrq6uWlpf13/HyYuWU+i37c9A7xV1wJCNja3Gxva+vt6VGpVGUlpetMplgkLi4qUiqV05NTZSWlDoejpbm5qaHBbDIXFRQsLy+rVKq8XLRSqZybmysuLASAttbW2hqa1WotLiyan5tTq9V5uWipVLK0uFhSXOxwOLo6u2g1NTabjYjHMxgMhUJRWlzC43LXVlfxWJzJZBoaHKql0fR6fR2ttr+vTyqVUisqFhcWWCxWBZksFotnp2dqqqo1Gk1mejqZ9M2irDwvXmptbpFJZZUUKo/HKyoopFXfsT7K13Hp3T3iHL2bGB8n4PH56LxDP3z6x28e/tEbb77+8it/+6Mf7VUZWWcyv1J/6U709fZeDQwMCwmNjY5OS03FlmEmGYxHLkL1TqwsLz+2/orVlVWbzRbo5280GhVyuVKpBIDtrS0kNwsZvpnNZqFQCABqtRpJy5dIJMgoSSQUWiwWh8OxNwBEHKAKuRzRBYlYjGSqCQQCZMS3vbUFABqNBmkpk8mQG4nP51utVgBAFnkNBgPSUi6XIxcVCASIg4vP5wNAHa32m67fBQddYbFYALC1teVwOJCYZHDNZw8a5+jd1OSkr5f3teCQl557HtG7p/7XEx+99z6tugZbVobH4WKjoq8Fh9xLV81NzW+98YbnxUtpqak4LLapsbG6qqqcRC4nkzGlZTgMlkQkYkpLiQQCAYfDlJaSCAQ8FoctKyMTSZjSMmwZhow0wOOJeDymtJSIJxBweGSjSGxZGeZmSwIORyQQMKWlBByeiCdgSkvJRCIOg8GUliIt8VgsiUDElJbisTgSgYApLSURiTgs9sYbDAaHuXEtHPaGVSQCAX/DKiIei71pVSn2Zsuw0NDQ4BB4LNfvkHqfp46fMJvNzjbnm1FFrQy/dm1qcnJkeJgxMUEfGxsZHp5kTI6OjIyNjk4yGCPDw/QxOmNiYq/BmVOnbn1I4zCYQD9/cM1nD5rvWu9mZ2by0ehTx0+cOn68kkL55f/+t1dffOmFZw+hc3J7urrjomOam5oK8vJTk5KC/AOMRuNdO0RlZBQXFuXl5lZSqM1NTfExsZUUKolATIyLb29tw5aVpSQmtba0JCcmYUrLmhubEuMTiHhCFbUyLjqmtaW1nERKiI1ra2nNSEsryMtraWq+npJSUlRcX1sXExXVWN9QXVkZFx3T0tyMzsnNykS1NrdkZWaic3KbGhtjoqJrqqsb6upio6Lr6+pKiorTUlLbWloL8vIy09NbmpvjYmIqyOTGhoa46JgqaiURj0+MT2hvbcOUlqYmJbe2tCQlJOIw2KbGxoS4eBKBSKVQ4mJi2lpbSQRiQlxca0uLv68vEriTj0Y/dv7Z5RUA8L7siQyalhYXzWazw+GYm5sDAKVCgexqKBAIBAIBAKysrCCV8uZm5wBAr9cvLy8DgEQi2WCxAABJ2ACAhfl5s9lss9kWFxcBQK1WIxn1PB4PCfpdXlpCukI2aDcajcieSiKhkMflAsD6+joSeb64sGCxWOx2+/zcHADI5XIOmy3g8329vEOuXEVn51y+eDExPj4blXX+nFs2CpUYF+958VI+Oi8sJNTf1zcvN9fH0yviWlhpSckUg2Gz2SwWC4fNxpZhkFUa13z2YPmO9I7L4eAw2CsBgWGh11pbWlpbWvLRaADIRqGe+psnzp+7UYa/vq5unE7X6/RUCsXH0wvxse6DWq3+w9tvi8XileVlpI7exPg44sgnEYmrq6sAgC0r29rc5HI4BDweAFZXVspJJACoqapGEmPJRNLa6qpELMGUlprN5k2BAIvBAEBbS2t/Xx8A1NbQJhkMrVZbWlyiVCjkO/KSomKbzTY8NISUNe5sb+/t6bFarZjS0q2tLaPBUFxUpFar52bnkN0mx0ZHkf22iXjCOpMJ4MCUlgqFQvbGBolAAIDFxUUk7rqKWjkzPQ0AJAKBx+WOjY76+/rCY1nvc2111WKxnDp+PBuFMhqN3V1dyFeEx+IG+vvVanU+Gr22usrj8bIyUXK5fJxOx5aV2e32mqrq5sYmk8lUWlw8Mz0tk8pQ6Rmbm5tLi0uF+fkmo7GjrZ1aQdnd3SURiIMDgzqdLgeVxVxb47A56JwcpUIxNjqKKS2z2+20mpqW5mar1VqQlzc7MyMWiXKzs7e3t5cWF/PRaKPR2NHeXkWhAgAOgxkeGlIplXm5aC6Xq1AoMKWlNpttYWEBibhqbW4ZHhwCgIrycvbGht6gLy0u0Wg0XC4XKXnb1tJaRa202Wz1tbUX3N2JBALcbb+ePVx6d488WL2T7+zU1daGh167GhiIw2A5bA5yfGpyMicrSy6XX/a4+OlHH2s0GmpFRS2NptPp6mprV1dXxSLRtZCQD/7y7v4u2qiIiML8grbWVp1O19XZWVZSqtPpent6RoaHlUolOieHPjYmk8moFRSFXE4fG8tHozUaDX1srKerW6vVFhcVdXd2qVSqKip1a3NzaXExC4Xa2dmZn5trbmrS6/VEPKG+rk6r1dJqataZTC6Xi8rIEPD5rPV1Wk2NwWCgVVdXlJfr9frmpqbZmVmJWIzKyFxZXt7a2qqiVup0+va2NkxZmV6n7+nuHhsdVSgUudnZExMTUqmUSqEolcqR4eGCvHytVjsyMtLb06PVaosKCnp7epRKZXNTE7WiYq9ewOM2vltbXTMYDP6+vh3t7XgsVqvVNtTV11RX67RaTGnp6MiIVCpF5+Ry2OyVlZXC/Hy1StXd1UUiEPU6XQW5vLOjQ6lQFOTlzc/NCfiCvNxcqVQ6TqeXFpfotLr62rr62jq1Wl1WUjoyPCyTydC5uTwud2lxsSAvT6NWd3d2VpDLtVptOZnc2d6uVqkK8vIWFxd5XC46J1cmk9HHxrBlZVqtto5WW0ujabXaspIS+hhdIpGgc3KQrgoLCtRqdWdHRzmZrNfpyERiT1e3QqEoQOctLS7yeLy83NydnR0kaFSn09XW0Brr641Go4+XFzIgcOndwfJA9M5kMvX19ibExQf4+uVkZX29PANSD0qv10eEhXlevKRWqx0OR011tUwqVcgVSESeRCyOCo/wuuQp4Au+fgmrxZKUkBgUEAAA9LExpEZYZ3vH/Nw8AFRXVVksFo1Gg2wMujC/MNDXDwBDQ0NjI6MAQKupUSqVVqu1kko1mUxcDhcpRzEzNd3T1QUATQ2NyMpxTVWVXL4jk8ka6uoAgMlkNjc2AUBXRydSG6qhrp7P4xmNRqTa+/bWNrLzwMjw8PTUFAC0t7UjG8tWV1XZrDZEXgFgbnZ2cGAQAAb6B8bpdACgVddoNBqLxVJJoVosFpFQGB0RmZyYCADFj189KKQ+SmRYuMlkGhocRCaMtJoauVxuMplqaTS73c7jcpEh9sT4+NjoGAA0NTTyeTyHw1FHo+n1+p2dHeTnWFxcRLxhXR2dyM/RUF8vlUqNRmNVZSUAcLncttZWABgZHhkfHweAtpZWLodjt9urqJUWi0UmlTXU1wPA/Owc0lVvT+/i4gIA1FRVKZVKg16PbNvE3mC3NDcDAH1sDOmqsb5+c3PTbrfX0mhGo1EikdTRagFgfn6+r68PADra25E5dUNdnV6vJ+LxLU3N4JrPHjQHrHfrTCYqPcPf1y8xPqG/r+9OWVl79VGwZRgCDrdPh4P9AxfdzxcVFCwtLur1erPZzOfxaqqqfTw9iwoKABwHa//DxiRj0sPdHR7Xep8KhdztzFnjo1bP/f7BYTAxUVEAkI1ypr9CK2KmRIfHxcYXYip15n2qfu4WpSeOrIjsFqNaawCAZkJeefPdy/Z99xyw3nV3dVVRK+/6vY/T6Tk367l/PTLT4XDc+kaj0ZCJxLiYmJCrV68EBEZFRKKzczY2NvY55evH7Xb7bRvs08OdurrTm7s2uE1Xd7NqZHg4+XGtf8dkMtVqlYf7ecRt9SB+uLt2dYDX+kZW4bHY1KRkcPZ8VsBo+PM7ny8uzAef/Sgk7UbGiEqp3Gtgt5o0WgOAg7k0L9cYmzDXk3KpFot1a2ONvSm52f7GkhTy8Wxmo95o/cqFds0Gre7GU81i0OrNX+x5bzLoTLa9b8ahVKntN74oh0r1pUIeSKAS7JrVmjvmFHxJ76wWk06ns9h29Rq5UPwAc63G6fTsTJRWqw30D8BhsW0trSKRyOFwkIkkuVy+urJSW0MDgNmZGWQfnK6Ozk2BAAAIePz21pZGra6j0RwOxwaLVUWl7u7uNjc2zczMAEBdbe3y8rJCoSATSVarVSwSlZPIFoult6dnaHAIANpb2ybGx00mE7LQo9VqSQSiwWAYp9Pb29oAYHBgoLenx2G3l5PIUolkd3eXTCSplMqlpSXEEzI9NdXc2AgAVZWVSMw9pbxia2uLz+NVUigOh2N9jVldWWW32xvrG5BZWG1Nzerq6o5sh0wk2axW4fZ2BbncarV2d3Yhd3Nrc8skY9JgMCDGqNVqEoFgMpmqqJVI3HVRQcHjpnfIfPaCmztSO7qxvn6duQ4AJCJRp9OJxeKqykqHw4EstgJAZ0cH4uqhVlDEIpFWq6VWVNisVg6bU1NVBQDDQ0OIW6yOVstaX7fb7VQKRa/T78hkFeXlDodjZnq6o70dANpbW6enpgGgurJKIpYYjUYSgWCz2daZTGRKOzw4NNDfDwD1dXXsjQ0AIBOJBr1BuL1dXVXlAJidmUX2C25va5ubnQWAivJyqVSqUaupFRSbzcZisZCJ9uDAAHIP0Kpr2Btsq83W1tqafv16a0srOHs+K5hsOuEWBADdZdFnAjLsJkVWQmRcdHREVCJfbhStjcVGRGblYdUGE6Ukf2yRmeBz9L3PL4wvsPpqSXUD8zadOD02IjY6JiI6RaCwKJh0Xy/vgvxcz/Pu1LYvaiYzGd0xEZE5hXidHSY6qmKiY6IiomfYYia92dcnoDA73cPNY3Bhy6IVoZJiU1IzFjg7CsFKXFhobHRM/PU8jQ1WBxsuup0LiUoZHRlIi4/JzC7alN9+TvCF3nVS8k+dcgsPCa3unBhrJQRG3WUvD4NSvLZxm5W1ewHZj9Fut19PSSXgcDwuF5WRIRIJp6emcFiswWCgVFTQamqMRiMeh5udmdna3EJlZPL5/A3WRklRkU6ra6irJxEIBoOhilo5NDioUiqzUajlpSXh9nY+Ok+lUnV3dRUXFWm12qbGxraWFr1Ol49Gj9PpapU6Py9PKpHS6XR0To5Coejt6a2urDQYDGUlJV1dXQaDobiwkMvhLC8tZWVmisVixgSDgMMbDIZyErm+ttZoNOKw2Pn5eQGfj8rI4PP5qysrJUVFOp2ujkYrJ5EQ+0eGh+VyeVZm5urqyubmZn5eHrJ0XVpcrNPpGurqOtrbdTodOieXwWAoFMp8dN6OTDY6MorOzVUpld1dXa0tLfSxsSuBj2n+LHNtTafTuZ05i8rImJub29raQufkbG9vTzIYRQWFSqWytaWlqrJSr9fjsbjBgQGlQpGPRm+wWKsrq3m5uTKpdKCvn4DD6XS6Sgq1taVFr9OVFBbNzc5uCjb3uiouLFKr1UjYpl6vJ2BxI0NDcrk8Lzd3Y2NjdWUlH42W7+z09fQQ8XitVltJpba3tel1+qKCwrnZOYFAgM7JEYmEE+PjJUVFKpWquampprpar9fjMJiR4WH5zk5eLprD4SwvLeWj0TsyWV9vL4lA0Ol0lIqK9rY2nU5XVFi4uLDA5/HQOTlCoXBxYeHzTz7Nzc4BgOz7rn93P2zPth877lZBwJ4/e2GWLaVmhQWn4O0ORwcuNTC+sK+64IOj3kqzHcAR4n6qlynrwKcmoqsBoCwuKL+6h5IdFoGi2B32xsL4wEQMf6rtz+8dV5uszH7qZ6d89oIqa/MiPzlz1bALFsnyB3/8U9vYbBs+/XJoRnd10edng8xWWychxTMiX8Gd+uPb/7UoUAJA+MXjRbQxh30XHX45k9Q9Tsv/8HSgQqPvr8x55yM3qc52p0/0hd4VxfmGp5NsNtvu7u4QrTAgMgv5JpfnppncG5UIVTLh5ARDpjEDOBoK4k5eCtsUfpv6l+N0Ojo7RyqRnjp+4vw5N71ev7Kyko3K0mo0c7OzSOQRmURCFn2JeAKPy+XxeJnpGWKRiMPhICWk6uvqkSj2Kip1aXFJKpWiMjM3WCyZTIbDYOy79p7ubhwGAwDNjU3jdLpWq83NzpmbndPpdGUlpQaDYWJioiAvf3d3d6C/v7uzC0k2GhkesVgsZSWlcrl8aXEpJytLp9NNT00hXhQSgYAMAwk4nEDA57A5qIwMqVTKYrEo5eUAUFtDQ3Zco1ZQVldWxGIxKiOTw+FIJBI8FudwODo7OvA4HAA01NczJhhqtTonK3txYUGj0ZSVlJpMJvrYWFFBgd1unxgfj4qIQOfkwOMaf2e328NCQgUCQXFhIYvF4nK42SiUTqcbp9MJOLzD4aBV17Q2t1it1pKi4vm5ObFYnJWRKZVIlpeWiouKzGZzZ0dHJYUCAEQCYWR4WK1W56CyOGwOh83Jy0Wr1Wr62BimrAwAaqqrO9rbzWZzYX7+wsKCWCxGZ+eIRSLEY2u329vb2mnV1Q6HA4fBjo6MIAExbDabzWZno1B6vX50ZASJLqqqrGxvbTObzcWFRYsLCyKhMCsjc2dnZ2F+vrSo2GKxtLW0IjcJHoejj40plcpsFIrP421sbOSj0RaLBZWRiQTfOHd8tzXTdvSYW8/g8LZcDwAhbp9V9K0DgJLZ99nRy3bHLi4t9IxnuFJnive7OMDaacelpBTWAwAhNbysujXW72zdGB8AJPNtpy5cWxhu9w1JBgAVc9TtvP8XRQ13TXmxft5hmUv0zvf+6z0ShYIrLWnuGWsrz4vJIADAUl+lZ1AiAIw0Yj/69Ozs8rLH8SOz2zYAmGzI9wnPG67FRWQSkL7I2dHH3QK3FHcb32FTr0Zlko0Gg8W2O1xXfDWuAKy6tIiglPTMmOCAImongLW2nIAtKbx40Z8r1+MS/d/5+EzP6Oy3+B736t8VFhTERkcjVYU5bI5Go7FZbcw1JgBYrVYkoHRrcwvJGN8UCJD0HebaGrLYgVSLkkgkSKUAsVgs3BYCAJPJRHJmmWtrDrtdqVAiudwKhYLP4wEAi8VCCgesr6+bzWa9To+EpOp0OmR6wuVwkAQmDput02otFsv6GhMALBbLOpMJAJubm1KJBAAEfL5CLnc4HIi1DocDsUosFiNZRyKRSCQSAQBzjYmkJa2trjocDoVCweVyAUAulyOJSqz1deSrWGcyLRaLxWyuIJMDbsTfPYb5ZCt2uz3IP8BsMsnlciRvjMvh6LRaAGCxWLu7u1arFSlWrlKpkLDkTYFAIZcDAIfNRtxlyO+iNxiQxH6xWIz8HHweDwkqZjKZ4HBYrVbkHlAoFEgA8/bWFnK/sdbXLVYr8gYAdDod0pVUIhHdrCmApKaxWCy73W6xWJCWSqUS6UrA5yO3E3tjA0kXuWGVXs/hcABAJBIhdQ14XK7ZbCbi8chD3bn5ZPzx2vc/9dj7Z21BnHcYSqlUlmeEXU0olEuEOp3iwsd/bh5eTPBx71qV9RBTvcOzdQZTSUxATmVvK/56QEyeUqnEJl+NRtO49KbTl8IAQLbQe+T4xT29E24KdBrpmQ//Qmvt8TlzoneeZ7WYdQZTCzbVPzoPAKZbse6+sRqVXKnR5UdeikThS5KCU0saVEp5gu+5suaJYWquX1wBAEi2N3U6jc/RvxAab7+p2xd6R80O/+OfP44KC6/vnxlvJ0ZnEGY7iac8YwEA1KzP3v+EqwHFNruljvLe73/TNith9hBDksu+3feIzGcdDkdGWjoyLHJxW2ZnZgP9/QGgrOSxizdG6n2eOnb8Iam9+l2CLSsL8HV+fZQd9lQ2GrNXbMNh1hDy0iPDwpPS85UG60xfQ9S1UFQ+Xq0303DFcwK1TsqKCPQtb+zra6xuHVkCmw6TnRoZFp6CKlKZQLY2XoyvAQDN5kp+IW5vPjvUQo0MDc0pIhntwJ7qDQkMjI1NHJrdWJ7orqjrAQDe/BCxqk3MXUqOjoxLTGMKNRaNODspNjIsIreUagVYHmwm1/cCwMxAc3TYtbTsEqnq9qlZXxnfkQw3x3exKGI/JcsnuhgAANQXTpxobG4P9r+ysLoeeulky+TWfHPxlcRvuRfvOJ2OzsmRSCRHPv2MRCQio7Ndmw1ZkJaIJcjDXLgtlEqkAMBcW0McrEwmEwCUSiXyMN+RyZDiPMgwDXmzu7ur1+uRJ7BapUISgDhsNpJGvrGxgZQqQ57ABoMBGdAJBALkduHxeGqVGm4+gfdGEGKxGCkQtL21hRTO2xtmIlYpFArEqSKVSpHaROs3h5nrTKbdbtfpdMjDXKVSIcNM9sYGUrxog8UymUxms5nFWgcAvV6PWNXc2JSW+rjmk62sOBwO78ueIqEIADZYrN3dXYfDgfwcGrUaGRSLRCJkoM3hcBBPLjIANxqNyKBevrOD3CR8Ph8pzc9aX9/d3bXZbMiXrNVqkRpQwm0hMqBjb2wgXSE5/CazGYkHkEmlN8aGfD4SCY9YZbfbWTeHmZuCTQAQCoVIwhn75jATscpgMHA5XADYkcmQ3DUej4fcmaz1dfuu3Wq1Cre38VgsMg1/COPvbLZbV8du48i2f9kT/eX2d+JLp9jvLczMZvvGG+N+oXd5UZfDMm4MtfooWd4RuVrh6rnjp/rpjEZMRkBUzngH5ZNjF8fHBv/zFz+rHuHyxmo+P35pfmXDdm/G3co4nZ5xPQ0AcrNzCDh8c1MTsiiGKS0bHBwU8AWojEyRULixzspMz1AqlY31DUg5fyqF0tLUtCOToTIy2RsbQqEw43qaUCjs6+1F0sVampupFRU6rQ6dk7O4sKBSqVAZGRssFmNioqig0GKxDA0MIstkxUVFdDrdbDajc3Ln5+aWl5ZysrM1Gs3M9HRebq7RaCQRiF2dnQ6Ho7S4ZHR4hMflojIyJWIxc42JyshUq9V1tbXIUmMFmdzW2iqVSFAZGVwOZ3trKyMtTSwSIeH+ANDY0FBJrdSoNTlZ2ctLS0qFIjM9g8PhjI/RS4qKrFZrX28fFoMxmUxFBQUTExMmozE3O3ttdbWttRXJG38M88mQ+iinjp/IR+fZbLbWlhYkRrespIQxMaFUKvNyc3k83gaLlZudrdVqhwYHkRqZFeTynq5uk9FYVFC4urIiFomyMjKlUuns9ExpcYnNZmtqaKyrrbXb7XgsFskUzMpE8fl85hqzAJ2n1+kG+vpIgnphGgAAIABJREFURCIAUCkUJFMwLyd3bXV1a3MTnZOzs7MzMz1dUlRktdqam5qQTMHSouLpySmFXJ6XmysQCNbX19E5OXqdrr+vD4m4IhOJ/b19BoOhML+Auba2vb2dlYna2dmZmprClJXZ7fb62rrG+obd3V1adbXX5csV5eXg7Pns948v9G5xYpA+y0Teb7Pm+0enAYC7OJ6TkZ5fTJTqdgEs1dg8fGXjQE/3woYQ7JZqbD6W0mz+VnqHxN9duuCRlnrdarWWlZa2t7Wp1epKKpXH5THX1lCZmSKRaHFhoaG+wWg0VpDJtOoavU5fS6OtLK8gvtEN1gZ7Y6OmqtpkMjXU15OIRIPB0NLcPD01JZFIsjIz5+bmtjY3qRSKVqvt7ekpKS42Go1fJJzl5o4MD0ulUkpFhUwqY0xMoHNzkYSzrs5OnU5XWlzc2dGhUqkqKRQBn7+yspKVmSmRSObn5psaG41GI5lIqqut1el0tJqatdU1xKnC4XBYrPWa6hqTyVRXW1tOJhsMhuamptmZGbFYjMrIWFhYEAgEVApFr9cjaXBIfujNhLMc+tiYRCJpbGior6tDdqR/DPPJmGtrer3e18u7vq6ugkzW6/WVFGprc4tKpSosKJiZnkbUZ3t7e3pqurS4WK/XNzc21lRV6bQ6HAYzNDgolUjQObnrTOY6k1mQl6dSqfp7e4l4gl6vp1ZQOtraFApFYX7B9M2uRCLRJIOBdNXU2FhbQ9NoNFgMZmhwUCaVonNyN1is1dVVxNXe19tLJpF0eh2lvKK9rU2pVBbm58/Nzgr4fHROjkgommQwykpK9Xp9Q319bQ1Nq9ViS8tGh4fFYjE6J2eDtbG6ulqQl6fRaHq6u8lEol6vryCXd3V06HS6i+cvPAz+2e8fzttvOxOl1WqDr1w9c/KUQq6w2WxkIkkmlcqk0urKKgBYXFhAovBam1uWl5bA4aikUNlsttFoRB59XC4X8WEN9Pcj+Vj1dXVIrBOZRLJarDs7O8hTempyqre7BwA6OzpGhoYBoKK8XKVSGQwGIh5vNpvXmetIltjI8EhnezsA1FRVbW1tWa1WEpGokMvFIjESwzU3N4c4apubmlZXVhwOB7Wigsfj6XU6ZCGSvcGmVlAAoK+nd5LBAIA6Wi1SXaOcRNq17UokEsQqxsREf28fALS3tSF7yFeQyzUajU6nI+LxVqtVwOeHhYReT0mFxzj+LjIs3Gg0dnV0zM3O2u32chJJIZdrNBpqBcXhcKytriI/x0B//8jwCABUUSt5PJ7VYqFUVOj1+u3tbeTnmGQwujo7AaCxvn5xYcFut1dSqFKpVK1WIz/H6uoq8kTp7uoaGxsDgNoaGofDsVgsRALBarVubW4hmf/jdDrSVWtzy8L8vN1uJxOJSqVSpVIhRSuWl5aRQV9fby99bAwAKimUzc1Ns9lMKa8wGo0CgaCSSgWAifHx7u5uAKivq1tZXt7d3a2kUPR6AwGHQ/LJMtNd47uDxMn7bSObq+8d/2qiwtfSD+4xk2G/BvYbDb4yKt03E+NLfdq/xUXv1gC56NfD+sfp9AuPcT6ZSqW6cM4N8Vk/VIkxd0rXccDXerB/m65wGExSfAK4xncHjfPGdyiURqPxvuxZ4fLP3pmx0TFkPvsYju/WmesKheL8ObfH0D+Lx2LjY2LB2fmz3z+cqXcqlcr7sicei+vu6lIoFHa7vbqySqfVrq2sIpUq5ufmkIlDQ10d4vqspdEkEsmmYLO+rg4ANlgbTQ2NANDW8v+z997hbWXngfc+z/f3Zje73yZxsvFuNsluvmTX2cSOHTvuZWY8mfF4ZjSqVB2qN0qiWMQiiqQKGzpIkCjsJNg7wQZ2kAQLQBKNAAGC6L3jogPv98eROJI8GmvGdmib+D384/Ly4NyX9xy8957ztkGpRAoA/b19KqXK4XC0s9sSiYTJaOxs74jH45NcLsp2NzoysrG+HgwG2a2t4XDY6/G2tbIjkQh/aWl6agoA5mZmFuZ5iUSijc12uVzRaLStlY35MbFYzBkaBoC11TWUmK+rsxOZ2Dra2mxW665a3dvdDQDyLTlajAz29yOrXG93j3pHbbPa0ILIoNd3dXTGE4mJ8fG11TUA4AwPizZFGIaxW1sjkYjL5WprZcdiMXZLa35uLgBQyQdO36H1bOrZc7MzswCwVzOT3doaCoVMJhO6IRsbG2g4xsfGJGIxAHS0tzvsDq/X29XZmUgkdlSqgb4+AJifm0M7DH29vZpdTSwW6+rsDIfDVqsVWUKEAgGaA6MjIyhXaHdXt9PpxDCsrbUVABRy+QiHg7paWlwEgIH+fp1WBwBtra2RSMRgMKCNEaFQyJ2YAICxkRHkj9ne1uZ2udxuN1qAb29vo4Cz2ZnZ1dVVAOjt7tHrdJFIZHxsDFdejr4Cr2mfBYD8nNwD+GD4vOybvit98gQAKsrK61i1MqkUX1HhsNvnZmbRdjKTzhgaGPD7/VXUSrFItK1QlJeWmoymdeF6FZXq9/lbmprb2GwMw2qZrMWFBbPJVF5aqlIqVSoViUDwer19Pb21TKbf72e3tIyNjDidTnxFxcb6usViIeBwDoeDO8GtpFC8Xu9AX39XZ6fX46WQSHNzc263m0Qg6HS6leVl1HJqcqqhrt7v99OrazgoAIhClUqlW1tbyHyxtrpKq6ry+/1NDQ0d7e2YH2PS6fylJYPeUFZSqlbvbCsUJALR5/XuhcE1NzVNjI87HA5ceblItGk0mgg4nMvlGh8bq6qs9Pl8fT29IxwOj8dD/ncH0D6L7BUnT5woefx4a2tLua0k4Ql2m216appRU+PxeDra23t7erxeL62ykr+0ZDKZiHiCXqcTrK5RyRSn0zk8ONTS1OT3+WqZLO7EhMvppJBIWzKZQq4g4gk2q3V2eppBp/t8PnZra19vr8fjqa6qWl1eNhoMBBxer9Otra1VUigej2egr7+1ucXr9daxWFOTk6ge0JZsSyGXkwhEh8MxxeWyGAyPx9POZvf39Xm93ioqdXVlxWAwEPF4o8GwsrxcRaG6XK7BgQF2S6vP52MxGFOTk06nE4XBbUllKB3eMp9/6P33SYSnCXE/Vd857PbxsbFRzsjoyMjoyMjw4NCh9z/oaGsfGxlFZ0Y4I8ipK8nz7Ju+Q/53Rz86fOHj1EAgsLqyQsDhfT4ff2mpv68vHo/Tq2vGRkaj0Wgdq1an00ml0vLSUqvFKpVKUcKylqZm9FhubmqSb21pNJqyktJdtVqr1dbX1sVisb7e3oa6OgDo7upaW1212WwVZWUSscRutzMZjEAgMMnl0ioro9Ho2Ojo9NQUhmFEAmGZz/f7fIyaGqfTyV/iE/EEzO9f4PEGBwZisVg1jcYdn4hEIrVMpsFgEItE5aVlKPIMecw0NjSgkPKmhsbt7W21Wl1WUqLVaDW7u4319fF4vKe7u7GhAQA6OzrWhUKrxVJeWrYlk1mtVhaDEQqFJsbHa2i0WCw2Nzv74P59ZKc7gP53yB/l7p10hUJBIZHVOztSiQRfgcP8fu4Et7G+IRaLNTU0jI2MYhhGIZElYsmuWl1RWma32ZaXl2to1aFQCNlGY7FYTXU1n8+3Wi0VpWUajUYiFiPb6MT4BCpz3NjQwJ2Y8Pl8RDxeJpOp1WoCDm+1WPh8fhWVGovHuru6ent6IpEIrbJyZXnZarES8XjN7q5IJCLgcAEMGx8ba25sQmmTJ8bHfT4fmUiSyWQ7qp2K0jKHw7G0uMioqQmHw10dnT1d3dFolFZVhXwJykvL9DqdaHOTSiZHwpFHxQ+RJ9Or3u/aWtknjx+volZSyGQqmUwhk6uoldRnx7TKytRz5/AVFf/Go/bbz/693z1+kkgkiHhC5t27yOdWLBK5XK5wKIRsrIFAAB1sK7ZRiSm5fMtkMiUSCcHaWiKRiMXiKJOoVqNFjqNqtRr58QoFAuR+LFhbS8TjFrMF5eY0Go3IpXljfR05eQqFwmAw6Ha7UQ5Ip8MhFokAQCIWI9dT0eamx+0OBoPrAgEA+P1+lFJUoVCgxeyWTGaxWOLxp8JEo1F0sLu7i/xdd3Z2UFCRQCCIhCNPpUokTCaTTCYDAIPegCKZNoTr6FYIBYJwOBzAMHp1NcoXcADf71D9ijtpt0LBoMFgQCMrEYs9bjcAbGxsRKPRYDC4sb4OABaLBXn8yuVyi8UCACKRKIBhiURCIBAAgNvtljwrUoGGQyaVotRGqEEwGETlLIxGIxoO5fY2CmRcF66jIhXoWk6nEy2c90pniDY3vajexfp6PB4PYBhqaTaZUFdbMtnedAoGArFYDM1tp9OJ0nzu7Owgp2ipRBIMButra1ElgFfpO5S64jNuIG9+nogj/Iqj8PvHvuk7FD+Lr8Al48k+A6FAeO3yFTiQ+u5pfbLDR4LBX1626fcMRk3Nzc+st93c2NTS1PQZPUyMj6MV8RSX+7CoGF9egSsv3/vBV1Q8LCpCXlyfis+iLM6+m3svp7iEbHxFbNbvIvu3nsXhLWbzR+9/0FBfj6pGxWIxFIvjsNtRyPfzBUDRB9Hj1OvxoOBql9Npsz4tAIrCVrQaTSIBgUAAJQ7web2olqhep0O7ucirbq+8fDAYRLFfJpNpr24pcoBAu+PRaBSFu9ltNqfDAQBWiwWFJb0kldvtRiFEqKYPOo9K0yNjC4ZhRoMBALxeL5Jfp9Oh91CdVhuNRiORCHrIBwIBJNXQ4GDJ4ydwgNezl89fRNNDp9UmEolEIoGGw+fzoTAym82GJoler39aJVajAYBgMIjuttvlslmtAGAyGtHIarXaRCIRi8XQGzrm9+8VnEUZBPQ6HUoQgIYjHA6jlk6n0+FwPO3K70dSAUA8HkdSeb1e9HZps1rRJEEmiBekMhoBwOVy2W02ADAajSh2DfUQjUbtdjuLyURega96v3sdfYcqYGRlZJCJxLmZ2empqb2fudnZkkePix4Uvurj+vWRN998X61WF1z6MO1hw+sN2u8A+2mvSCQS5aWlLAazp7sb2cVolVX8pSWVUoWvqHA4HGi/xuv1drS1I4tnQ339+NiY2WSqKCvX6/Vajaa8pNRmtXGGOSg3VHdXV3dnl8fjIeBw29vbDoejvLRMq9HMzc4y6PREIjE+NlZfVxcMBqlkyvr6ejAYJOBwWzKZUCCgkMmBYGBpYYFWWRkKhVgMxtzsbAISVdTK1ZXVbYUCX4FDiT+JOLzf72e3tiIjWh2LNcnlGg0GXFm50WDcVavRpt7QwADyne5sb+/p7nG5XPgKnEqlstls5aWlep1uZnoa5YYa4XCaGhqCwSAqCoNhGL6iYkel6u/tQzU6DmD+O6lEGo/HTxw9Vl1FSwD0dHeju42SLNntdhKBaDKZZFIpmUgKBoMT4+PobtfX1s7PzgUCASqZot7Z0et0+PIKt8vFX1ysZbIAoKujY3hwKJFI0KtrRJsit9uNKy83m0xikQgN/ejICDLINtY38ObnI5EIAYdHuyVo129pcZFJZyQSia7OzpFhDgBUUigSsdhmtZIIRIvZIhGLqWRyOBQaHRlBeT1ZTObiwoLf76eQyZrdXc3uLr4C5/F4FngLSLW1s9tGOJxYPN7GZt+4dg1tUr8qnuz19V1xYaFMJv3FBstL/PLSsld93CiaOHzk3O6u8nHWrZ6pjdcfuN9y9tn/7uqly7jyCvQ9n56astvsjfUNRqNRIBDgKyocdsfS4uLQwGAgEGDU1AwNDHo93uamJpVKtSXbKi8t1Wl1mxubXR2dkXC4pbm5va0tEAi0t7VJxGKNRlNWUrK1taVQKFqbWwKBQH9fXx2LFQqF+/v6VlZWLBZLRVkZCktqbGhwuVxTk5OVVGogEJgYG5uenkYJzmZnZqxWa2N9vdlkWl1ZIeBwTqdzgccbHhrCMIxOq+YMD3vc7ubGRrVajYwqBr1+fX29u6srHA43NTZ2dnRgGNbObkPFA8tKShQKxdbWFru1NRQM9Xb31NfVhUKh3p4ewdqa2WQuLy0TCoUajaanq2tocDA/JxcOpP8dyvd56cKFlqamjrZ2VMWGOzFhs1pJBIJEItlWKEgEgs1qnZudZTGZwUCgjc0e6Otzu91VlZXLfL5WqyXgcJrdXaFASKus9Pt8qOah3++vZbKmJ6csFguRQJBIJAq5gkwk2u32menpWtRVa+vgwKDL5aqiVi7z+TqtloDDazXatbXVqspKDMMGBwba2W0+vw/Vh7RYLCQCQSaTybe2SASi3W6fmZqqY9UGAgF2S8vQ4KDL5aqiUFZXVjUaDRGH12m1KAgXxRq2s9v8Ph+TwUBFHU+nnETWhlfZZz+XvvvFglkAMDM1/Rn6ziqfe+u7371+5dK7Pzs8I9x+VbPfOfbZ/+761avHjxx1OByBQIBeXW2zWo0GQ3NTEwDwl5ZQTsTuzi6xSBSNRllMpkqp9Pl8yKAmlUiR+XV0ZARF7TQ3NQkFgkQiwWQwopGoTqdDlWQXeDxUdaynqxvVAK1lMt0ul9PprKHRwuGwWCxGrnNjo6Moc0FTQ4NOp8MwrKa62uGw67RalK9iYWEBRbl1tndIJZJIJMJiMHbVapSBHQBEIhHKXMYZGuYv8ROJRFND4+bGRiwWYzGYsVhsd3cXZSGdm53jjk8AQFdHJ4onq2UwvV6v3W6vodGi0ahKqUy/dbuspAQOZP2Kp/FkWVl+v7+3pwfZcOjVNQ6Hw2a11dfWJgCEAkFHWzsADA8Nzc3OxuPxOhZrV61GGg3DMJVSiZIIzMzMoFztrc0tqEh2HavWYrFYrVY0SQQCAXLq7O/t483Px+PxpoZGlUrl9/traNXRaHR7exuFi01yucgLr6O9HZXurqFVu1yuvUjB1ZUVlEhicGAAdVXLYGq1Wp/XW8tkBoNBhVyOkghMTU4iD9OWpmaJWBwKheqYLAzDmHR6X28f/DrWs8WFhSic8SV4c/Ofoe8Mm2NHUy4BgGah/Xs/PuR6ueDE7yr7H09WRaWiSBqUWhkAwqGnGbfQ3lYsFotGIgAQj8fRJh1KsrTXMh6Poy2SRCKBDsLhMOoTtUwkEp98JBwGgEgkguJ49g6e6zP0vDDRaDT+VKrQy1JFo88fvCRVLB77VaRCLWdnZj4+cxYOZDzZlkzm9XpTz55D9cnQPYw9G469W/TSPdwbjmg0+vLIPrvtT7uKxZ7Otxcb7B3szbdXXWuvq71roV8BIBwOvSTV0+kUiSReJdUzsROJBIvBQAa9X/39Lic7e3hwEGUz++THZGprZT8sKn7Vx9H+nXJnp7PywYen0rDPnXjpt5R903cVZWV+n+/m9RvJeLLPYHFhMT83Dw5k/Vm5XG6zWU+nnAyFDlzYAIvBuJeVBa+OJ3t9fddQX3/l4sWc7Ox7WVl7PznZ9y6dP9/1ao8Wn3m74O6t3JzchyUkjdX7K/9Dvy3sm75DARXnTp9hMZkzU9N+vy8Wi/X29IRCoS3ZFiqPvbmxMTf7NJYImb36+/pdLpdOq0NZTFRK5fjoGACMjYyivJ6c4WGDweB0OJB9w2Q0ok3u2ZkZ5FjHnZhQyBXBYLCvpzeRSHg9HhQAtLK8zOfzAWCBxxMKBJBI9PX0BDAsEon09fRGIhGpRILKY68LhWj5OdDfj5yq+nv7PB6PZncXrU22FQq0UB3hcJCRd3hwyGQ02W22wf4BADAYDJxntdBQGNzE+LhyW4lhGAqPQ2VfAIDd0vog/z4c4PXshY9Tl/lPAwGRN1xvT088HjebTOhui0QiNBzTU1MoyWt/X5/P6/N6PKiGunpnB5XHXlpY3NzYBADO8LDZZI5Go0MDg/F43GazoU2MjfV1VLh9cmICVZ4bGhz0+/0YhqGKdNvb26jK3eLCAvKwG+VwkFG+r6cnkUgYDQYU3La5sYG8PSa5XPWOGgD6entR5Tl0LaVSOcnlAsACj4e8+YaHhqxWazgcnp2ZIRGJaN6+Kj9KU0MjWn2/igUeD/mjJHmeffa/I+IJ9bW1gjUBhUTyeb2jIyNNDY1ej7eSQp2a5LrdbiIeL5fLNzc2UL68xYWFahrN7/OxGIyBvj6fz1dFrVxdXd1Vq8vLSo0Gg1gsJhEIKIystaUFBZxNTU6aTaby0jKFQqHRaHDl5R63Z6B/gMVgYBjWxmb39/U57A58RcXa2prVasWVl5vN5pnp6UoKxefzDQ8NtTQ1ezweCpk8Mz3tcrkIOLxSqRQKhAQczu1yzc/N0WtqfD4fMqr4vD4qhSIUCFRKJUoRurmxQSaSUNq1djYbwzAmnTE7M2M0GstLS5VK5c6OGldRgaqp1bJYAQxrbWmZmJiYn5tDeb0PoP8diic7cezYk0ePdnd3RSIRhUTyer2coeHG+gav19vY0DA6MuJyuUhE4ubm5q5aTcQTbDbb/NxcDa3a6/V2dXT2dHX5vF5aZdUCj2cxW4h4gmZ3d3N9g0Iiu93uUQ6nqaERw7A6Vi0K4qaQSBKxeGdnh4jD22y2+fl5enUNhmHtbHZPd4/H7a6h0ZYWF1FU4u7u7sbGBpVM8fl8QwODzY1NXq+3oa5uYmwcpSOViMU7KhWJQHA4HDPT04yaGq/X29He3tfTiwLOlhYXzWYzEY/XabXCNQGVTPZ4PLMzMx99+CGVTIZXr2cb6urTrl8fGx0dG3nhZ3RkZJLLRYa1Kmrlv/m4/baz//Fk1y5fCYVCszMzFDIZ8/tnZ2bGRkdDoRCVTJmdnkElWVGMKq68wuFwCASC3u7uWDTKYjAHBwaj0WhTY+OuWr21tVVWWmrQGxQKRWtLSyQSYbe2oqj7jvZ2sUis1+nKSkqV20q9Xt9QXx8IBAYHBlgMRiQSGRocXFpcdDqduPIK5OtQy2J5PJ6pyclKCgXDsKnJyYnxcWRHnp+b9/v9daxaq8WyzF/G43Aul2t1ZaWvtzcajTJqajjDw5FIpLGhUaPRSCWS8tIyk9G0tbXVxmZHo9GWpqaO9vZYLNbGZsukMhQGt7Ozo9VoGusbQqFQf29fHas2Eo1Ocrkljx/jyivgoPrfhcPhO7duowpher1+bXWVTCQh22gbmx0Oh5l0xsz0jMvpIhEIyu1tmVSGnosz09O1LFYwGGxtaRns7w8Gg5UU6sb6ularrSgrMxqNq8srtMpKr9c70N/f2twci8WYdPr83JzDbsdXVKhUKplUSiIQHXb79NQUk06PRqMtzc2c4WEMwygk0ubGhlarReUTl5eXKSRyIBDo7+3taG9HRpW52TmH3U7EE1QqlUQiIVTg3G73FJdbX1sXDIVQitBAIEAhk0Ui0e7ubkVZudls5i/xq6uqIpFIQX4+k86AV/ujbCu2K8rKSATiSz9V1MqLqef/+D//569/9Wu0yiqDXr+XbyoJ7K//XSwWqygrv3XjJnLyXObzkaEWGVs9Hg9aEYhFIrRWXRcK9TpdPB5H65dwOMybmwOA7e1tqVQKADKpFIXv8ObnkVVhfm4ukUjodTpU91q9syPaFAHA4sIicgdd4PGCgYDdbl/hLwOAyWhaW1kBABTVCAD8pSWX04n5sUUeDwBcLhdKjLG5sfk0dm1NYDQYYrEYkioYDPHm5gFAIZejQmsSiQSts3jz8+FwOAGAZrBWo0VrIpVShVY0qGjknvxer5dMIN69cwcOpP8diie7e/tOKBRSqVRoZFeWl5F38dLiYjQa9Xm9S4tLAKDVatF+xbpQiBx6l/l8zO+PRqNoXKxWK3LLkEmlaDjW1tZQAiXUwOv1ouwp6h01ijwTbW4iN+MF3kIoHI5EImjozSYz6koul6NlL39pCU2npcXFeDzu8XjQuhjlxAYAoUDwbDrxA4FAOBxGk9xiNqPAMqlEgmporK2uovLeyA3g9fOj7IFh2Ne/+rUvf+lP/+q//8VX/u7v3vzRj1PPnnvy6DGaWgecfV7PkomkpobfH+/tXztCgfDyhYsAwKg5cPUYFQqFyWQ6fuQoCj84UDBqatKu34DXrk/2EjXV1X/47//gf3z5v335T//sT//LH/0//+7f3U5Le726Ob/n7Ju+I+BwFovl8IeHGusb0PtdPBZDkUMopzkAoJTrAIAihwAAWS0wvx9Vh/J5veizFosFeQygzeNQKOSwOwAAwzAUE26z2aLRCABYrdZ4PB6LxVAgWjgcRg95h8OBAs7sdjtyEUDXisViKBrJ43ajkrUupzOABZ6XCl3U7/ejUHav14uepaiH56QKomgkDMPQS4rNakU1lqxWayKRiEajyAASCoVQRN0oZ+TJ4wNan0wqlYbD4UvnL6DKrWgUEokEmiSBQADNAbfbjSaJzWZDazd0t8PhMLrbfp8PTRKHw4FGdi9+EQ19MBhEw+FyuZButVmtsXgc9QkAkUgEtfR6vWhm7nW1JxU6QBYJAHC7XikVikr0+XxokjjsduTFsicVctNDeb/LS18rv/FLeL3eb/7T1//sj//kr/77X/ynP/gPJ44e/WKj8PvHvum7sicl0Wj0UfFDFoPZ3dmJlhIoVEghl5OJJJ/Pt7mxQSWTkYc6MrHV1dbOz82h9GR2m029s0OowLldroG+fpSFqaO9HdX9IeLxep3eZrXiKyrMZvPU5CTy8OQMD7ex2SieTCGXBwIBIg6/q1avLC/XVFdHo9G52dlaJjMSiTBqatZWVxOJRCWFKhGLZTIZhUTG/P51obCSQg0Gg82NTVOTkwDAYjAWFxZ0Oh0Rj3c4HCqlkoDDe9zuvp4eZPxta20d4Yw4HQ6UCs1iNuMrKqxW68T4BKquMDgw0NneEQgEKCSSclvp9/kIOLxer+/u6rqddgsAqquqDtr7nUQsSSQSKceOI/fyzo4O7gQXACop1G2Fwma1Uslkp9MhEomqq6qi0egIh4Os27VM5trKKoZhlRSqyWjU7GrIBCKGYby5eXS329nsSS43kUjQq6uV20qn00nA4Z1O57pwnUVnxGKx4cFBdLfr6+oEa2vhcJiIx5u81vLQAAAgAElEQVRMJpVSSausDAQC83NzaDp1tLWhUMhKCkWlUpnNZiqZ4nK5NjY2amjVsVhseGhooL8fABh0+rpQ6PP5KikUs9m8s7NDIZECgcDszCwKHWttbpmZnkbxZHdv30Eey19gPYug06r/0x/8h//6J1/6m7/+n9evXEXJY5Lsq/+d33/rZhqFSPL7/fiKCj6fbzQaa1ksu90+PzdPJpG8Xi93gjs2Oub3+ysplCnupMvprGOx9Hq9UCDAlZdbLJalxSXkL1LLZA7092MY1ljfoFIq5VtbpSUlu7u7G+sbba2t4XC4jc1mt7SEw5E2NlskEmm12rKSEqlEsq3Ybqyv9/v9w4ODTAYjHA739/UuLS7abTZcefnK8oper69jsZwOx+zMDJVM9vl8E+PjKMEZhUSemZ52OBy1LJbRaFxbXcVXVNhstgUer7+vPxwOM+j04aFBv9/fUF+/s7Mjk8nKSkq0Wq1QIGhva4tEIq3NLe1tbeFQmN3SKpVINBpN6ZOSra0tuVze3dU1MT5+LysbDqT/HfI3vpCaymIwBvr7fT5fDY22uLBg0OsJOJxKpUKPQ7fLNToy2tzYFAoGG+rqJ8bHHXY7mUgSbW5uK7aJeLzZZFrg8Zh0ejAQ6Oro6Ovp8Xl91VU0/tKSXqcj4PAqlWpjfb2SQvG43SMcTktTczAYrK+rm5zg2m02MpGEMs4S8QSz2Tw/N8ekM0LBYGd7B8rrSauq4i8t6XQ6Ag6nVqvXhUKUIpQzPNza3BIMBupra6cmJ202G5lAlIjFcrmchCdYLJa52TmU8bC9rW2gr9/r8aDMehaL5fiRo7jycnjt+hW/iM/n+/o/fvUP//0fzM7MiMXiM6dOdba3/7pH6XePffW/czgunr9w/PARp8PpdrupZLLdZtPsatCTc3pqCj332lrZErE4EAhUVVbuqFQul4vFYADA2upaHYsFAIP9A4sLC7FYjMlgrAuF0Wi0hlYdjca2FYrqKhoAzExNIze9lqZmVJ+MXl3tcbtNJhOVTIlEIutCIXo97OvpRZ5xtUyWXq93OV1UMtnpdO7s7CD3Tu7EBApgam1ukcmkGIZVUama3V273c5iMAFgeXkZZWrs7+1b5vOj0SiDThdtbobDYXp1dTwe35LJamg0AJjkclHK76bGxoX5eQCg06p9Pp9Bb6ikUGKx2JZMdiftVkVZOQBQSAfU/+5eZpbH42G3tq4LhZjfjxIX63Q6JoMBAIu8BZQiv7uza352LhKJVFdVaXZ3nU4nqnIpEYvR6+HoyAiHw0lAoo7JEm1uoigxq82q02rRJFng8ZD/bTubvcDjRSIRJp2h3tlxOBxoOEQiEfKNHx4cQvFkTQ0NmxsbPp+PSiK73W7N7i6aA3Ozc3tBhws8XjgcplVW6nQ6u91Op1WHQqHNjQ0U5TY8PDw6OhpPJFgMplQiQTo9gAVqaNU9XT3wK7zfAQCZQCzIz0fHDofj7p07D+4XHPCc7/sfT0YiEFGoTSAQQBsZvmeGJLTBEQwGg4EAAIRCoVAwCABoD2WvQTgcxp6FHKHYI5/PhzZNfD4f2hdDW2+xeBwd+P1+tH3r9/tRffi9PtHVMQxDGzSBAPZKqYJBAAgFQ8gW/FKDF6QKBF6QyusFgE+kisVelsrnRy0nxsdTz52DAxlPJpPJMAy7mHo+gGGxWAyN7N4k8fv9aMcW3cz4s5ENhZ4OB4ZhaF7tjQsa4r3hCAaDT0d2b+h9PgCIxWIo11M4/LQrv9+/N52ebxmNRlFXgUAg+kukCqLp9BlSoekUCARQIXBCBQ5+hfc7eC4Mbg8mnX7+3Dlk6T6Y7Ju+Ky8tDQQCGXfSk/Fkn8Eyn5+TfQ8AaJWVB03foUzFJ4+fCD2LXD44MOn0jDvp8Nr1yV6fxYUF5Jv1PLsyQVMts6aGuSCQxj697OW/BbPD3QsbqpdOWreFtY1dvy6h9s8+W4Gz2Wwnj5+oZbKWFhfD4VAsGh0dGY3H49sKBX9xCQAkYsna6ioATIyNI2Pc2NgYhmEGvR6lOVHvqPdiiYwGIwBMcrl2u93ldKKILmSpQFdErlJzs3NajTYYDI6NjAKA1+NFpbiFQiFK6b6yvLwlkwHA6MhIJBKJRCJjI6OQALlcjgKbxJsi5DM1PjaGDH9jo6PBYFCn1aHoN5VStchbAICpyUmzyQwA3IkJh8PhsNvRAtZkNM5MTQMAb563o9oBgNmZGb1Oj2HY2OgoALhdLmSfaWezUVJGCol00PQdWs9eTD2P0ntMT007HU4AGB0ZBQCLxYLutkwqRd5wCzyeXqcHgPHRsVAw6PV60dBrNJqFeR4AoCSGADDJ5Tqdzmg0iuqd2+12ZHOQiMXoWvNzc3qdDgC4E9xQKIRhGIoS21GpUJW71ZUVVBhgemrK5XIlEgk0cCaTaX5uHgAkEglSK/Nzc2hmjo2OhsNhj9uNrqVWqxcXFgFgZXkZ+QNOTnDdLnc4HF5eXq6kUpGV41dZz74mw/WEU2evtLZ1dbPry/A0Z+Dz6RbJ3EBd58SvRZJZTs/C+sv6TjHdfjw14/kz3bVVPOkXLEW0z/53FBKpvrZ2gcerqa4OBoO9PT1trWyn00nE45HFoLy0TL2zw19aIhOJGIZNcrlMOh3F4kyMj3s8HiKesLm5KZPKcOXlDodjdWWFQiJjfqyOxUIRi7TKSt78/O7ubnlpqU6rlW/JceXlPp+vo629pfnpzvQIh2MymcpLS2VSqU6nKy8ttdvtIxwOg04PBoNdnV2d7e0OhwOPw63w+Vartby0TKPRLPAWKGRyIBAYHxurZbG8Hi+VTJniTrrdbjwOJxGLxSIxrrzC5XLxl5aoZIrf72cxmAP9/X6/v5JCXVpcVO+oy0tLDQaDVCrFV+D8fn9bK5vd2hoMBmtZrNmZmZnpmetXr8KBjCeTSWWBQOD40aNPHj0ym80ryyu0yspgMNjd2dXR1u71eZl0+uzMjM1qxVfgthWKLdkWmUj0erzjY2Ooyl1zYxPKTkgmEIUCgU6rJeLwZrOZv7REq6zCMKy3p6ezvQPDsOqqqrnZWYvZQsITVEqlVCIhEYhej2difLyhri4YDDbU1o1wRpxOJ5VMRnEa+IoKs8nMX1qqrqKFQqHOjo7uzk6v10uvruHNz1ssVnxFBeqKQiL5fb4RDgeZxVCNIZfLRSIQNtbXNRoNEY+3Wq0LPF4NjYZh2Pjo6NHDh2mVlQBQUfbF17Ovg0ky9dZP3t1xveCapxTOVZQ8wREq1TY/hO1dnb1YAhKYtaerNxBNTA12trayyx8+qOscj0PkyfUTP3o3ZXJJDIlwfwuj6EHRKE8MEO1vbywtLu6ZWEZ9jvW0b+xYAWBquFemcwHAcHe7xu4Xzgw9Kiysax9OAKwvTolUFoBIT0P1o8cV9bW1Y/NCw+ZUyolzLS2NBfmF6ypr0KE99KNvXkgvFu+YvsD/u8/+d8cOH7mddisSiY5wOPTqmgAWmBgfn5udRWWiVpZXXC5XY0ODw+GYn50lE0ket2dxYWGEwwmFQrTKykkuNxAINDc2mYzGdaEQV1Fhs1o3NzZ7u7vDoVBdbW1fb28oFGpns1VKpXJ7u7y0TK/TK5VK5JLS0d7e0tQUDof7ens31tfNJlN5WZlCoTAYDM2NjX6fb3hwiEGnBwKBsdFR3vy8x+Mh4PCCtTWn09lY34Dilqhkstfr5c3No7e8SgoFlTpramxEYXB4HM5ut68L1/t7e0OhMIvJHBgYCIVC7NZW9Y5aLpeXl5UZDAaFXN7R1hYKhZDKC4fD42NjJAIBJSk7gP53Mqk0FArdupm2srxMJVMsFsv87Fx1FS0QCHS2d/T19AYCAVpl1TKf/0kIqkBAJhI9Hg8ys2IYVldbOzE27vV6yUSSfGsLJam22WxzM7NMOgM99nq6utF0Wl1dNRoM+IoKvV4vEAgqKVS3y8UZHm5qaAiHw7Us1tTkpNvtJuIJCrlcoVCQCUSr1TozPV1TXR0IBNrZbOQhUEmlrq6sGI1GIh6v1+vWVldR5O/w4CC7pSUQCNQymOi5SCIQtre3t7a2CDicw26fnppGvlD3MrOQFeU3re/6qfkp11/ICmXb5p/46Njs6uZMN/3MxSyteuPYoRRrDBI20eEPTjjC8cs//25meaNoffnQ2z9dVLqGqh9cvPvE4vR2Ugsv3X0sWF1KPZ0qkEoPff8bhaQGybYWdcssupmN74C4/71vfiWvcgDC1svnrw32tZ0+fWl1dS3nytm+eTH1/lVm/9J4Q/nNHJxYLMlIefv4bbxzh/+j778xJxAPMJ8cPns3Hg1kpR4jN3M8/i9ieNk//7uSkkgk8rCw6MbVa8gKsbS4iKwHaPXh8/n24slQlQCBQICcNtEMiMXi6EClVMrlcnguKGdviqAlj9FgROuUnZ0dlI9kgbeAtodRS7fbjdYpZpNZuLYGACvLK8jNdWlhEe2RLz6LckNrbdHmJioxsba6ipxRUVfRaBStaLYVClQ1TSwWo/oVL0ml1+vRClqpVKIVNLLlAcD87BwAoFzzmXfvwoH0v0Pr2cy7GQCg0+pQaJdQIEAmHVSjOhqNoupiFrNZua0EALFYjDYZBGsC1BUaWY/Hg0K7lNvbJqMJADY3NtDOIH+Jj7paX18HAIPBsLOjAgCZTIb8kFEPAIB2V1wu115RMRS7JlhdQwaN1ZVVAAiHw0KBEABMRqNKpQIA0eYmskvspRpeWV4BAJfbjbraViiQdzoKMWS3tKCy3L/p9exk/ZP3Um4/f2aitvjjdBwAAIQvHj/SM8S5cem6MwHglp8/e8kRjGRePM2TOwHg4e3U3sWdlW7KvfImAEhPefdC+oPqyspbN+8sLC1eP3/e8JxGsslmrt7MHRvqqaJS8vKKh7ubCczOLlrhu4c+plfTsm9d754UMEpzmnsnMlNPjEusACAabbqRRzKIp1Ov5QBAzLBx6tTFGEBp+qXu+S/oTrjP9tnmxqbDHx4qLCjIz817WFRU/KDwwf37DwuL8nNyH9wveFRcXHi/oLiw8MH9gvzc3IeFRcWFRQ/y7z8sKsrPzS3Iv48aFD14UFjwID83t7iw8GFRUUH+/YdFRfdz8wry8h8VFRcWPCgsKCh68CA/N7foQeGjomLUw/28/Pu5eY+KiosePEBXyc/JLSx48Ki4GMlQkH//VVI9eCrV/fzc3OLnpcrJffCCVAUvSZWPpCouLiwoKCx4sCfVw0+kyrufm/ewqLio4EFRwYOL589fv3oNABg1B84+q5DLHXb7Wz/+yZOHjxg19OqqKiKeQCVTiAQCmUhkMZgkApFMJFHIZCKeUEOj1VRXowYkApFEILAYTAqJRCYSqWQKEY+nVVYxauhEPIFKJpOJRCKewGQwqGQKiUBADSopVCadQcQTKCQymUgi4glMOr2KSn16UTyBSiazGEwinkAhkSgkMhFPoNfU0KqqSHgClUIh4glkImlPKupTqapraC9LRSa+JFUNakAmEkl4AovBoFVWHTl0CD3nvlg82euDWbb+9TvfrOesoF/9Pv/GeONHJ28AQMKtOPrh8dX11ZTDx2wAAfX8u+8ccYWj6akpkxsmACi4fqZvUb3ALr9VxACAJ2mnCyq7UT8x186Z4ykq+/PL5FDxjZPvHL7kCoRbcdn/8r13hFo3rw134lJe+FlCg4rsK82DcyVpp0gdPABoLc84n002iqfPXMgAAJ9y6UTKxRhA4ZWTrdOfUpHjddi//CgEgk6r5QwPy+VymVS2JZOJxeKSR4+nJ6ekEsnW1pZUKh3o7yfgcBKJRCaVbslkEokEV1Y+PDSEGsikUu74ROnjJxKJRCqVbm1tSSQSKpnc2dEhlUi2ZDKZVMrj8R4XP9xY35BKpFtbW1KJhElnNNTVS542kK2trj4qLl7m859eVCJpbW6mVVZJJBKZTCaTyUQi0ZNHj2ZmZvak6uvpJeLxz0tVUVo2whnZazA+Olb2pOR5qchEYndnl1Qi2ZJtyaTS+bm5xw8fiTY3UQOpREKvrmlqaHwmlXR1ZeVRcfHqyopUKkXvoVTyQaxfEY1GV1dWJrnc5qamdjZ7anJyfHSMOzExMT5Or6mZGB/nTkyMjY5OTU62s9nNjY1Tk5PjY2MT4+NTk5NMOn2Ew5nkcsdGR6e43O6urvq6uucbsBjMwf4B1GCSyx3o70eVKCbGx8fHxqYmJ+tra3u6uqcmJ8dGRycnJkY4HEYN/fkGTY2N7W1te1KNj40xamq44+PoeGpysq2V3dLUtHfRSS6XUVMzyhmZRGJzud2dnQ0vS8UYHBiYm53d3t6G34B99hdRLI+dPX4sKye/IDe7lNIQjgRqnuTm3i/OuX2jmj0OEMflXL+cllNemHHk5HUsFi+6e2NeagEAXN6tIb7aplw8deQok80xKtaunj1dXPyoit5iMakzbqbtOl/YFpxoqriWQwAANb//SMqVIEAMs9xPu5SZU4jDk3dt7npcfhtXZJTMn005XYanpp0+fKOw2iJfvJVZDAD+XcGNG5kRgIlm0vGTF8Z4m1/gn90ffcebn8/LydVoNFKpNBQK2W02i8USCgbFIrHT4UA1En0+n9lslslkoVDI6XSaTKZQKCSVSlFLo8HgcbsddjvK+u9xu40GYygYVMjlBr0+FAqaTCan0+lxu0Wbm4FAwOfzGfT6YDC4o1LtqtWhUMhisdjtdr/fL9rc9Hm9mN+v1+sxDNNqtNvb26FQyGazWS3WYDAoFolcTieqkejz+UxG0xaSyuEwI6kkEqvVispCezweu80mEUtCoZD7mVTyrS2DwRAKBU1Go8vldLvdYpEoGAh6vV4klUqp1OzuhkIhi9nssNv9Ph9aAWEYptnddblcTx49+oxstL9/5GRnCwWCvVxGmxsbihe9xiYmXrAJbm9vo5XgHlPcyb3s6gBgMBhQzpI9ZmdmULwzwuVyzc7MPN9gaXERLVcR4XAYZejcY124joz+e3BflEoul6Mti+cacJ+P29fpdCiSco+Z6WnvMy+/eDz+sKj4Jal+IyQicolILFMEw09lU0pFKq352Z/jconY6vSiXPOhYDAWTwBAOBSMRGMA4DRrVbsGAEiEfaKNTYvjqYNq/GVL7yfugM9lqUrIJSK1zpwAiIRD4UgUACDiN5jtg6zSO0VV8XgsGAwBQCIeCwaDqINdpdxs93yBf3R/9J1Kqfr4zNl7WVl5OTnZmZnXr169eulydmZmfm7evazsrLsZF1PPp9++nZt9Lz8nNzszM+36jcsXL2ZnZObn5uZkZWdnZF46f+H2zbScrOz83LzsjMzbN9Munb+QnZGZl5Obm30vOyPz8oWLaddv5GRl38/Ny87MTL91+2Lq+ay7GXk5Obn3crIzM69eunzj6rV7mVn3c/PuZWZl3Em/kHo+I/1u7r2cp1JduXr18pXszKz83Lx7WVmZdzMupp6/e/vOnlQ3r12/cvHSnlRZGZkXz1+4nXYrJzs7Pzc3OzPz1s2bSKr8nNycPaluvEqqe9mZmVeQVFlZ93PzsjOzMu6kX0w9n5WRcfb06dWVlX0ZrH2h7ElJ6tlzWRmZd27dupeVnZeTk3cv515W9p20W5l37+ZkZ+fn5uVkZ2fdzbiTduteVlbevZy8nJycrOz0W7cz7qTnZGXn5+bmZGdnZ2TeTrt1LzMr915Ofk5uTlb23dt37t65gxrkZt/Lzsy8nZaWnZmZm30PjWPGnfT027dzsrLzc3Jz7927l5l1J+1WVkZGTva9/Ny8nKzszPS76bdu5XxeqdKRVHk52dlZvyBV+qdIdSs7M/PE0aNog+/gsDHHIVOqm1g1Fz6+uCz/IkbYz2B/9B0AxOOJ0DMikUg0Eg09RzQaDSP39r0G0c9qEA6Hf7FBJBL5rAaRT2kQDr1w0ecbfCGpPqXBL5HqFQ2QU/7BIRwOWy1Wi8VitVgtZrMFYTajk0/PmM2owNirG1ieNbA818Bifb6B+VkD86c1sDxrYPmkwb+ZVGaz2e12vxQj8XtPwOtc5c2OjXFNTuzX3vm+6bskSZIk+Tcmqe+SJElyUEjquyRJkhwUkvouSZIkB4WkvkuSJMlBIanvkiRJclBI6rskSZIcFJL6LkmSJAeFpL5LkiTJQSGp75IkSXJQSOq7JEmSHBSS+i5JkiQHhaS+S5IkyUEhqe+SJElyUEjquyRJkhwUkvouSZIkB4WkvkuSJMlBIanvkiRJclBI6rskSZIcFJL6LkmSJAeFpL5LkiTJQSGp75IkSXJQSOq7T0gE7LUMlsX7STlkr2Wnsak9cLDq4SV5GYtyraNvfKyrqXWYt3dSvDg+wOV/xqeS/BaS1Hd7xIi51x5Xd79Q5zUWbqMUPiA07pdMSfadiNdw7fTx2Q11c2nmQ+bg3nm/Q5955fzQkmIfZUvyeUnqu6do1jhHUq6EAMJea2M1+VFhYUPnaAwAYs4Lx4/xVY79FjDJ/tBPK7z5gAYAbYT7qdcyqghP7mbkiTUOANhZ6D6Zmh5Mvv7/7pDUd09pxefcJ7YBQDwcUG0rJroY3/nOG1uWEABUFdyoqBvbbwGT7AuxrAsn+xZUAMAuv/vWR5f1RhOntuTw2fRQAiBqO3/8mEDv228hk7wuSX33FHL+NWrrHAA49VvlD4sbGxuOfnh4Ve0GgDZSXiGhbb8FTLIveK6dTlna9gBA/eOMJ3XDAABOxYc/O6QNA0Do1tmTXLFlf0VM8vok9d1TGsuziqjdAFBffO3qg9qIW/m9f/7OqsYLAMR7l0mt0/stYJJ9IXL3fMrg8i4A1BdfP3ypIAGwOVZ/5HRaMAEQMp09elxsCe63kElel6S+e4p6eTDl3K0owM7K2McnTxMIxBtXbqzueiBsOXno8IbOu98CJtkfeqoKM57UAsBEa+WZc5fKHj5Iu3F7QaIBgM3RupMX70X2WcAkn4OkvtsjTi28S27iAEDQ7wlFAQCiIX9lQVohJbmYPbhEPcb0S+cnVrfRr3aL2R+OA4DLIL+Qcpwr0OyrdEk+H0l99xxhd0cr2+oL753wW3caGtvCn/GRJAcAp1bS3s2JvnhSzBvt5y7vj0BJvihJfZckSZKDQlLfJUmS5KCQ1HdJkiQ5KCT1XZIkSQ4KSX2XJEmSg0JS3yVJkuSgkNR3SZIkOSgk9V2SJEkOCkl9lyRJkoNCUt8lSZLkoJDUd0mSJDkoJPVdkiRJDgpJfZckSZKDwif6zmM3bwoF/AUef2UdCwZnOP0b24Zf12WCXgdvmiuSawAgHovIN9eGBgYlSv2nNsYchsWl1VDsU//4AutL81rb89m046u8Wasv+ostXTaT3e3/QrJ/DuQbyxvyVyYI2lqZqmf3ra8ucudWXv5bPLgwM2Nxh/ZO6OWrQ2OfVMPSSFaGubyXP/VqfFZVTy/nN5eaLeDQ9fZxopHgUE+P0fPrziATDw72dOkdgefPGZViiUwxPTK0bXLvndzg87Q27Nd89dclMTvU3to38YvlK1YmOYuinV+l6xjmnJ2Z9X2e+6qTrdCqa63eF8c87Orr7vUGY1PDvXK9c6/3ge5u03OT7ZfCn+LwRarPIc1vK5/oux5q7n/90pePHj169tLdXb3p7NvfKmYM/1qu4VBv3E5N+as//sNTGWQAcGrEuelpNy+d/Zu//BtG7/xLjbtqSt558617D6nYp2itF1jhNJ65kG58YdgSi8ON19OLvC9/NpF+9I3zuZWf2k/Ma25jd8c/3//0AoKp4XnRLgAMNVW1DL1CK3k0H584sSbfHah5eDGj9OW/Rlz4x4/E2k++yct95JSLBXu/TjRVnL5e8PKnXo1OOPjzD85+YQU/M9QpUrs+o4FVNvv+oTOY33nq5+8tqT1f9DqvIpTy83fmt2x7v7t1mx+nnBbKVLdPfjSwbtw7L5rtv3wt0+L/VUbvC2JYHz95+rJcY/hFfUe8c66I9fJ3RymcG5lZ+yWdBm1t7M44QNSpfvKoxOR77VJACfeNMye6pjZeesIlPNuH3n1f6wzdPv1B19zWs6uYj/3s3eWdzxrflyi5fbaENfT67b8wa7OcecH2b67/T/Qdu/zW337tX5/dryini70i1QKAVrpKq6yeW1yenZ51B6JqySpvRQQAu1LBPH8zEvTMz86try5293ISAH6rupZGbe/nPv9yFvK7zRZT6k+/evw2EQAg8XQUf/y3f3Iuj/G8NE1ld7/1/fek+l/+/Yl4tCff/zl/xwWQkKzMMqurp5Y20Z/wWRfL60eeb2yS8q6dPXHo6Md6XxwA5JvCXbMTALRyiUprWhlg/tM/fbuFMxkCCDh17Prath5OIAYAIBdtLPN59XTavEBu1Svr6bTpZQkARDD3WF87g9mwa/UnAo5L7//4xNUciVJv1qnVeisAOHTyejqttWvIG0SqN8FtIX7vB2/z1iSDdbj0oqqw174mlABA1O9cXV2PJmJbYpEnmAAA3mhvXQO7nlJ4PbNi71+YaadezngCAF6zupFJH5hYTCRiK4tLvggAgEktkyiNEAsMtDXWt/RgUbDJJlJOXXv+zcdjUjUya5ra+j2hOEBidqS3ltUg27UCgHF3W7C2Ntrf0djWH4oDZtcc+sE/X8slqrTGHYV0amRwaJwHAFtrsywGc3ZFCgAOBe/kmasBzHU55fiaIQgQn+X00BkNemcIICISrHIGuvdGZI+w3z3W18FgNqiMLgBQyTYFa2vdLfW9o3Nowjh18tqampHR4dSUE3zlXk24+OObp3EtMwCQdeFMXd8Yu44xyF1Cf6t/kp6Lb927RMBtEayscof6mPVsq9PF5w7SWc1WbxgAIOIf6miqa+7yhBMAcSGPS6dV84RyADCqt9bWBJyetpbOoWAMAEAh5DGZ9Qqd/Xn5+ZPDLGbthtIEkKjKu/KvH55bE33y5UyEPT3NtR3dQ0VpF/DsSQDYEfEZ1dVLIjVA7MGVw28fOr8okA62JB4AABvFSURBVAHAzuYSnVa9tPn0jWlzgVtdWTW3Kloba/rGV7/V2D/lcrlk0q1IIra1KRSsLDfX0ieXRKixXStj1dSMT80LBeueZ4ug9bHm73/7hx0Ta/rdHZFUAQBBp3lNKIn6NWePndS7wrlXTg0sPhM1ZE09fkyowwDisyM9dEaD2Rs2qSQSpQEAIBZYXuQDgEEhZFZXz6zIAICYc5XY/HzJqsTCxACLVSdSGgHApttZ4s12dHSZXJ+kthcvTdXQ6JtKEwDIROsri/N1NbTFjW2LVl5XUzW3tgUAZo1yc1M03t/Bamh3hxKJgPPyoR+nXM5bWlpaFYqRmlCIBCrDr6064Cf6rpOQ+b/+97e5/FXhpjQcdL7/jb992Dhtks5+8+//Pq+49O7Hh/7w//2LTa2/6s6R77x/DQBoWSn/8rOrToP4H//iT7/z3R99fKNArRC+/6PvVVQyb6S8l1FS99KVPn7zH07cIaHjTd7oqfd+9O03juo8nyhGy9bc//qj//h+ytWCnJye8V9SyZjfU3nm+gMASER8owP9E6NDh97+af+iAgB2+f1HT157/q2PWZI3wpfiM1KrevgAUHjlVFX/EgCwCm8V0QfUK0NvvvmziaU1h156+dSJ+rZuVkX+5fTH0QRkn3rn6KXcljrGD7/xtev3Sprr6P/6xk/nZWa3Xj4wONxBL/3g2BVfwJN//sj1fPyOzlpddKu0bsSpERz/4EMaq7GnZ8DsRjMgvtTPevPNn69sbA3V4e6VN+gFI8fO3QYAr4L30eGPPVHvxSOHNgwhTl3Z5bT8/r7e429969xdwt6/MNNOvZlH8jt2r54929U3WJJzp7ln5O7HR5u5UgB4dOcSmzNPzL9NYLWzaaX3K+rNyoVTp6/v6Tu7avXkoQ/I9Pru7n67L1RXmpWWUzbQ037qWMqa2jFe+/Cb33tnYGDg7rnDmaUNQbf5wodvFxBa9GbbnZS3f3b449o2znRv3dnUGwMDA7c+Tqkb4oeMG0/13cmTW/ZQO7kg+yF1sLvhenqx22398PvfOHPlbufwyy/v1l3pwMBwJ6PsZx9dCCag7ObRd49eH+ztOvGzt1hDQsymuHAypbG1k1ma83//8bsbuqc7FX7jxkfvH9MHAQDunHj7yIXMwb7uC4ffq6gfBgC3cv6jw2cdz5Z+uvXhf/6/32Cx24tunfvmd95sbOt4eCf1bNqjWCxUmnm1oobdQa/ILKaGIoGRgf5xTu97b70t0LoHq3K+/cNDgwP9N0+9X0jrd2mE77/30fDYpHhbtyd8G/nBpVsFg33dqSdPTgjVPdSC949d3JQ9W+WFvUW3LxYRmH2d9f/yla+wxjbUa6Mfn78xNDR0+8qVZYWJXnQ95UKWSK7emOpKvZg2PDSUdumSUG2f7aAeTbnYyu6YnFsWzff+9I13OIsCz67w+OHT9kjw6s9/cD69pK+9+Z033pySWL269fOnzzS3ddEepn/lH74ntT99P1Hw+t/68VujqxuzbZXn0goBQM8fOHI6LRCypB4/9Sn67sRxhS3YQX6QXUwZ7G7IyCsdaKYcT80CgO35zivpD7c35y6kXhkcGr579dKiVM98eOc5fZdoxOVey3g42Nt57vgJ3paF3074x3/67uNyosr8tOzBTFfN5Rs5nMH+q5eu71g9WSffPnW9oLm25vv/9LVb+eVNrOq333h7Q4/NNJV+7es/6O7rpxTeSbmYEwx68y4dTcsnb24sffjOe+vGEMTdV06lLCo+edP/FXl+PZv351/6b4cPHz53Jctitx35zt/jWycId45854ObAOCQjv3ln//VhtZXk3XyJ0dvAwAzP/WHh9KcRslX/vzPmBwBALSV3/rSl/+OxqxPP/3u13987IXdF4g8r++UG4vlj+6/+d1/ycM3Rp+9s3cRM/7oj/+6d2ppqK70S3/05QH+Z+0XNJRk3iez0bFKvFLPZB756U8ILVwAiJolJw6n7D77rid82sNvv8UemXly8/h75+4BwOO0VPrQMgA0PskoZo2AS376zFUAGKbdP3e7DAAAwqffe3tRqiu6eqptfgcA7l84VjMkAIDS9I9J7BkAmBnuoZUX/uQn75qi0PDwDqWbBwDVRber2sfrHt/MI/W8JLBbxT999hoAcBsqskrr9YLRM5eyAMCvWko5edkb9V4/c3plXXLuw/fWDBEAmGkpP3vz8d7HZ9qpWY9rFnpp3//Job7+gZLMS+kPGcsjjRcycD7bdtqdB2op/4ff+jajtaeVVnr01M0N4eS5szf29F1NwdXbj+vRcdgifueNdzQBAIBuQtadkkZOA+7OQzoA6Bd7jpy5BQAPb57rXtACwPUTH/avGQHgwqG3O+fVAKBZ6nn/xA29evPsuWsBzHX1zLlVmfTYT75TTKrrbW/44MNj6+vrqceOyj9Zmr8wDWY4PVUVxT/+8c9MkXh5+rnq7mUAGGI8ysM3cVgPrxfQAQDAcfzn7/FVT/eblHMdKal3EwAAkRvH32udUQDA7mL7v75/LgoAIfOZI0dExqfTTb3cc/TEdQDAlDPvfXgmAQDm9WMnLm1trfzkW/9S09zdRse9/9EZTxwU6wt1TNoHP/lh16JyoPp+dmkrAGxNt56+mhd0688feqec2bcnd9yn+eDNt9ZNEQCYaSw5n0UST3ffyPnkBXx3ZeC9Dz9GxyU3zzAGeVW5F458nD7Y338l5cPaodW5dnIergUAiq8cPnYhc7C/7/Kpo9X1rZeOH5pXPF3QhAzCU6cuBgDAKj5x7Jwt5L+R8hFXZAcAQvalmr6FLtK9jLJmAICg7si7762bnn3JnNtnU855ATYGGOfTHwGAcZVz6vzdV+m7C6fOrEtER9/4bhGhrrej/tDPj2wolJePH5FZvDVF6aNr6vqHV987cX1woP/2uSPUtqnasnt7+i7q2P75mz+VOAAARpiF1/Jpc22USznk50Y5euPIWxfvPh7s6z794c8H5zYKrp7uW9YCQHbq4cYxCQA8vnmqYUI+3VSamo72drDjb7+xog82V2RRWqcBoKbg+pO6Cc3qwK1c/KfOpC/GJ/quHZf+d197++maPuZ6/5v/h9A6Vnb9w+9+kAYADvHIX375rze1PtrdYz84fBsAaFkpPzh0y2kQ/eP//P/GNwwA0F6e9md/+VXuklAqle1qDS/aG17Qd4jG+6f//Z/9g/XZkLU8ufI//s8bAABg/rv/8h9Lmqc+Q+6Gksx8UisAKBf7j564YLR7Hl4/hWv6/9s7z7c2szON/xd7ZXfzIZtsdiaJr+yme2bSJvEkjjHVNh1MN8VUG9vYYDDd2PReDaaD6UWACiAJJISQKGoIhASiqdAREkLo3g8Cw9jZTOYaz2Qno983js77Honznvs953me8xwiAK2c62Tvvno6waO/Krjh6FVYUJSfHv/rjz5Z2j58HuFdMTANoCrpTkJF39H6pJPLLQC9RXG+9zIAAEeethZ0/lJKqO+rkTkAiaG+Vf0cAOkPAqt7GM25sQ/T6/bUYntruxUdih8F5baOAChJuFPUPFAaHxhb0PXGF1YKqC5u/scA6WX6g7SqFQ7B1e8+AJ1szNHJb/doN8TTg8WZcbO6wl4+BECpTvUITX59uUnvaK35tq6hs2KxaFas3tZAq4gI9I+Pja3v5+rkrD9dujo6LRQKRGuKDfnMgNu59Wz+I7/ItNqTnlDyLP9svawDgM68RxEpVb012dHPqwAs0Frdbz0AEH3LpXVUDiDC27WPIweO/K5btDOXACyzu645By8vTJ3pHZ/nYvHnJtK4SCBYXF7Xq+a8XdxFG3/F/lqWdCcqvWZvQ3LD0m5Za8h84Peigw2gq/xpQl5dR3Fs0OMSADAoHSwtxyQnD+M87ZWr910jAByGul1rH5cDWBhptLb3NwDYX3Szd5xVnUzwFljtN73vAlALyO6eIQeAVjbu6R3Km2FYfGJBnxQKhaKVdTWn76WrV4RyazfK60YTXdxV8iQuqwXADLneM/ABAOi3gp2sEotaTbc93l20u3xlRmkAMFKf7nM/a2KgMfDe2QtJwmy1sPEwvbuTgtzKukfyH92KSCgSi0RzEqlGd9ScF/sovQ5AfKBjZEqZWCSaX1jaVUnsr1xmLpx01K6U4ejoowWgFrg6eam0e3e8XAdnlAByYoIruhn1z+9GplUDwP7iDUvrqfWTwaNf57s5uiuM4LYXet9JAbDOITh73jk4/D/1jsufcrn65yYiWyQQyOSrANqKku9GPoqLTzMAeVFeAVFZ4tnZuXnJ/sFhTkzImd6p52wvW5jeZ8Sq5KCYQmpTYURSybl+1gc7WaSUtM8KhRLpolanvefr1j0mBRAb4tlI5gN4GulbSxINVj8Pic0HAOy7WF7hrh6UJoTm1g8CUItHggKCE+LiKJPv8oSQM72rSQr89+//+sRcYdi89INvx70gi0dffe/b/5GWW5oQ7vFv335/eklDrU391299Nyn12aX//s6v7cI25JPf+5dvdY5JAailnD/+7ILfnfjK0uLmnuFPN6R3+OC71gFpADaWeLkZGSV5Wb967zsekRnHRqSFu0U+q9uUTf3uJxei0wqe3vP55W+s5tb/lrV9orv0ZuBjADMD1ZctnXp6uv/4kx/Fl/UA4PaWu/hFmSzYx7otn2uWBO6a6aoHrpej89sIL1KvuYeRSGSbj376uJSA/eUbFldqu8hLQpaPs1Nzd399fpJnUMyhwXjH1a52SAjgobdDcdcYgISQmxXt1OK4gODorOaS5AsXLkr3jrsLHjv73ZsSLuTE3E6tIKwKqFZXrBvaegk9PdK1k0G7PkO2tnU7BgiliYEx+Tq12PLSJ/XtPSUJob/62OHAuOdpaz21rKlKDfcMjqVQhjwsPnAIPNM7Uk269900zcaCu53Ni6Zu2vAgV7AAoC036qcf2WzqAcN+tL9bdFoJnUYdneDLpwdsz/kr5NODNn+xrGnu6uvpXdnYLIgPj4zPJfb3uN1wYMwq2gsehz4pAiAm19u5BAPIjfILuv9MOLcQ6HKjgzEPgFib7e4bQRwYiPR1LWimaeUTp/4KG75KV/P8vm9YHI1GGxxmapTzjla2PJUeAIvQUNF4ZvdJC3MLis58VZr6ox99IN3Xp4S6FjQxALzKjw1NLNuUca0uW7T09L0qSn7v/Z9OyE5mPQcKvqOd4+I+AOMty49svO6TBvrDvZwKGsgAFlkd9i6BB6cei7nRJjv7AACKaYLNNU8NoJGMWlu77Bxqk0M9opIL6TQakyOgNOdbXffp7W798ML71WR+a25UZEotAC7hhZv/A7mE39FJyHscEhz72sdlrEx7EHQ/lTTQ5+Pk0Mte4HQWuwU9fv3Tjg9UAQ6WyQX11IGOD3/4X/ldEwsTvXZ2zr3k4UEicXVbx2wvtrX3orNmOMSG69ddCZThQSJRsXfYnBfn4BHS19fXT6JvK+ZcrCwqO8gr/FF7WxfFwW7ADet+7hqApxGeGfXDShH16mWrDsJAbXbcLy9+IlCfqLx+ddr2qp38ECo+5fKlv7R19z27c/Njm8DDI4Wjld3b/gpHayuh8qD2+QNTr5EpNM0RdBtzv7nwXknnOAAxo+u6jX1n/9AQibS2uZdx3/ecv8JQnHQ37NFzUn+fl6M9ZVpOqUj2fXhmewFAacizd/YbHKaRSZTtvd0QF9sW+hyAu57XqwhTAGIDHV/0CVitub+4+MdeIqkq87F3SJwBaMmNcfa5w5oUAXge5mjrE/N3u2z+Ls70Tsofb+8i6ky3Nx5Setq54hUAovHBnLwyYkfVj9//8ZhkD8aDtpfFeSUvqYNkCn3iULPV1dq2rD4ZWRvy2dy05GcZeRMC6acbOh4Z6DSZuvfV8prS/IQnT2pb+kzdNdzd1EVhA1iXzGQ/TUrPKZWrPyPI4PhA4e/iMCxYA44JTZXVTT3TE6wJngRGbcTNGzUDk6ZqRxo1mTykPR0MchGHRJvAse5VZWFZZcMQmcKXLAOYGenPyilRao435aKinKySijrVvgHAxAhVptgBMDU2Mr+sBsBjM+aWN/Q7q8XZWUOMCcYIXbGjN2o3q4tyCcPsWd7kjHgJgGSKkZuZUVnbotw5seBqt9epNIYRWJ3nsbhCAIIxcvrzrAEihTbKPjLqmdRhtcYIHLS8LCkur2UyR9mTwte/d10qZLBnAKhkgsLszJLy6jm5CsC+Sj7O5ZvqGDTq+vLC3Nyicd6Cbk9JozHPT7EWBey8rIzyqibFrh7QddZXZmXmmkzmMiHXZHffXZfRRtkA9lWLJblZw2NTHBZzWX1iR2OSOrPSMzqJDAD6XSWNzjQcHTKo1A0tgCNCc3VWZg6RztHrD0aptG2dEUd7fnaXy7vZr7/DvnqpODtraJTDpNNVe1ohhyFeUgNYEs+MT80CmONQM9Mz+ym0EfqIevfMBpv/+HZqea+pIyjk/sLsrA7iqOlBeBLkltMw+LrmnmqJRh8HoN1apdKYBsCwp6IO0/UAtJuNL4pycgqZU3NGo6GjpqSxY4DLZoqka3LxFJcvA7C5usCcmNlRr1SXFpRXt2wdnF+l6AdaazMzsoZYAgBKmYjB/pRDZlchLc7OaGjtYdDpItk6AAGLkp2eUdvUtXmgh1HbVl1a0zJg6vrs9Iy65u6tgyMAg11NmRmZ3WTmMSBkkbNzSyVSGXN0TGvQj9Opa5taAAIOky9ZASCbYeTmFo5QCB7OrnyV7nQ4bNGGaSbn1cRQd0ZmPpk8OMqaMhxrR4ZpmsNjDoMmV56eKWrQjgwPbx4YX/faAHVcfwwAXBZzY//kqRFz6TkZGS/r27YOdOLpcYHkfHSarre5OjMjm84RAViZnWZNzeLTsMhdmemZLV0k7eERh0GTK/cAcJl06eoWgJnxkYXVnb6q9KC7cS11lUXldRsaAwD9nrqmJK9tgAGgOOHuS8JnebQ/J58Rbyyf5fT0UUQCfoyv3W+ueu/o363afiEkbFJwaNTSxqdOO24vfRqVUvIPCE8w8xZKMTMhNe/vCKP8bHRb8gfBQRTO/BvllKbC0IfPPkcg2decHdXyDF98eKgj1mXfDHio/Zo/6A2ZD8MSSv7qRxPkV4Gh0W8Fln1RPkPvVmYnHkeG+fv63n2YKFl/52FWX5RV2bxy+/xM0LgwN2c+//j/CUeHh4Z3937UbK1LFtfeKJRJ5j4zTvOfic1lcc7TpIQncQkpmQvrX/sz4BmExsrm/rfLJdzh6IePBYvqtz/6gpj3k5kxY+abwpneTbOo07OfYwOZXMilj/Ne/6lYmhfOLX3e5vV7quaGBr5ASBuma95a+SiW5oXz5+55rB0mEdd3v/Tly7JENCd7cyphxoyZrztnepd252Za+cDfqPoGvQVPfB6chcZQ2yoyy1o+b/OFT8ITC1vXhPTrds4rb+nYcEt5dsX5QLY9d2sr6vzmm/XeNd1VOaWNpC+7FTNmzHzFnOlddrR/1ksKAIVU0FRfL5ApjbodvvDEQrwoFqr3DQbNRuerxiHmNABSeWpI3NmO1E2FfGlVfajZmRPPTY7Rmlu6NvbPWdKMBvHUWENd/czcWY4AhXTa9tLvcxoGlSLmTVdfpR5SsWhzVwdgSSJWbWt2VatS+TqAg43llsaG0ZGhW25ujNN9f0b9gWRudnSYPCmSAxgf7m9u7TFtXV+VzDQ3tcrWtgCszE031jeIllQAVmQLUxzWIGVwmi82mX1UywsLK2oAbBqxpbVzfUsLQCGXrah2tHsbswI+eYC4ov7SEw2YMWPmK+C83gUUt4wt86j+fsH19XV3w+8PDfY7X3eU7gJHG8G+fgzuVHRYYFV1Xfy90HYab7Qx97zedZbGP3reqJqlf/SLi6XV9an3A9wCYnSn5mr9vrqlvq6jpf669TWGWGEqXJVMXv/TH1JKO+QzI543/feMxrteTgSWDEBSuFcjhUevzYhMq9ZuLwV73SwoLs99EvGzn388uXqiPsaNecvfXnT3C2sns+oLU6OTc2tKM6NTi+Xz024OTvXNbRyRnDfS4x8Q3lBXG3I7TKrYfR7q/ImVc/qzdEcbO9L0OoCEML9uhrApLz4sKqWmosTjpr90U9OU/vBpNUk63vbBzz6MfPhkQmxe25ox88/Amd7lRAdVdTCKY3wd/KIGycRAR9uyDmph7O2iLs7CaMvjjJejnaW/v2TbT6JkPAoKe1JEay4OffKm3q1Ok667BACARmpvc2N+98w/tySeaqiusPzDb18QuKdlxnu+7lSJDhs8F2efPaPxrrdz3/gigJQIn0YKj1abEZvfRKhKC4rOB4DDNQeLq2OLJ25iwzrf7qrtkh7QLV3+8GJ2ZWtfW5W1jdOMgOdtd6W4eQhAnK/dzeA4ConobW/V2Md8HuFZ3M0F0JYXE55UqVEKgsJilUsC6ys2K3oAKIkLSCzq6ChIfFpNFNFqnbwffXn/ejNmzHzFfFrv2key73mHJRSyWWNs9uTWgX6J3XM75F5qfBx7cZtWl2btFMhms5lj48uKTdKLZ+fnd11lCdHpTStTJM+A+wCwMefh5CbeOgkQ4g+/cvcMkcjXonwcy3o4pxdpwz2c+2c2oJh2dfHdMxrDPRwpPCVO9I5Pr8uML2xuzI0OT6wAAOOGm60NU3qyM/Nojefu5LlyBIOKd+XjS20kBpPBMCWHON5d8bl+taSJEB/i/vBZBXtsjM2Z3t3TJAR71VJ4ALQKwW3/2+mpSXX9k0dr3KtXHUw3bcyMjM5o6CxKflZDEtHqAu68lbjJjBkzX1vO9C413C2nYZQ/1HDN3nuMO8MZH1tR7cJ4GO7w8bVb8QA2JeMO1jbtpFHeFEe6utFfkugVebZfuiUvKjyxWj7Ra+ccCABKoZ2FjehU78jVqZYOt0eoxIs/+H5ey+vcJwe+1652cVVY41hZOuwD6eHuQTHZrDHq735yoWFYPPgiOSS5ck1Ev/InK8oos7fy2Xv/+T/jp2kzjlYmba7YLewDRl1iqMeDlFI+nzc5LZSKeUNURmVq5O3YgtG+antXf/Y0j8Ma39nXRHncKO09UduyOL+f/8FpWw8YNTGB7ikFTSzGkNu1a2NiZX1KRFxZL5/ywtn3MQDot7JSEicX3n00kBkzZr5KzvRugjbA5ssBjPa9SopPLK1sWN86ADDLGRnnSU11ZDOMp4kJmTlF4uXNFRGHPPJ6ZYr56VHauGhPKevtHwKAg83erp7NUwOeQbtdmfusoq5tkEhgTb9OfHJE6e2WqrTQKLu7CDpgX7GQlfKkqLym5VWLZHVrWcA25VCbGOxMiE9q6+zt7ias7ZzuodlX9XT1mhwUBo26Mj8jOTmtnzqhXl0oyX6elVduSpA73NWQlJBYXt2yq9GNUfr4MqXpcqWUN0g/2a2i31l7kZ+ZnPx0kMUHwGcOjfFlG3JBP2UMAPTbRVkZM4vvLAmXGTNm/iGY443NmDHzTcGsd2bMmPmmYNY7M2bMfFMw650ZM2a+KZj1zowZM98U/heUO4XLOTuDbwAAAABJRU5ErkJgggA=&quot; /&gt;&lt;/span&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 36.0pt; text-indent: 36.0pt;&quot;&gt;
&lt;span class=&quot;fontstyle01&quot;&gt;Pengatur level adalah umum digunakan dalam industri untuk
mempertahankan tekanan fluida konstan, atau pasokan fluida konstan ke suatu
proses. Pengatur level dapat berupa pelampung sederhana dan pengaturan&lt;/span&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;&quot;&gt;
&lt;span class=&quot;fontstyle01&quot;&gt;katup, seperti yang ditunjukkan pada Gambar 13.6 (a), atau
pengaturan menggunakan sensor kapasitif, seperti yang diberikan pada Bab 6,
untuk mengontrol pompa jarak jauh. Pengaturan yang ditunjukkan pada Gambar 13.6&lt;/span&gt;
&lt;span class=&quot;fontstyle01&quot;&gt;(a) adalah metode yang sederhana, hemat biaya yang
digunakan untuk mengontrol ketinggian air di banyak aplikasi; dua kegunaan umum
perangkat ini adalah di kolam renang dan tangki toilet. Ketika level cairan
turun, float&lt;/span&gt; &lt;span class=&quot;fontstyle01&quot;&gt;bergerak ke bawah, membuka katup
inlet dan memungkinkan cairan mengalir ke tangki. Saat tangki mengisi, float
naik, menyebabkan katup inlet menutup, mempertahankan level konstan dan
mencegah tangki meluap.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 36.0pt; text-indent: 36.0pt;&quot;&gt;
&lt;span class=&quot;fontstyle01&quot;&gt;Pelampung mengontrol posisi berat pada Gambar 13.6 (b).
Posisi berat dipantau oleh posisi sensor A dan B. Ketika berat berada di posisi
A (kontainer kosong), sensor dapat digunakan untuk menyalakan pompa untuk&lt;/span&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;&quot;&gt;
&lt;span class=&quot;fontstyle01&quot;&gt;mengisi tangki, dan ketika sensor B (wadah penuh) indra
beratnya, itu bisa digunakan untuk mematikan pompa. Bobot dapat terbuat dari
bahan magnetik, dan sensor tingkat kemudian akan menjadi efek Hall atau
perangkat&lt;/span&gt; &lt;span class=&quot;fontstyle01&quot;&gt;MRE.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;&quot;&gt;Referensi
:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;&quot;&gt;[1] William C. Dunn-Introduction to Instrumentation,
Sensors, and Process Control-Artech House Publishers, 2005&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='https://dark-lancelot.blogspot.com/feeds/3566685844235363161/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='https://dark-lancelot.blogspot.com/2018/06/sistem-pendistribusian-tekanan.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/1904973155951785049/posts/default/3566685844235363161'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/1904973155951785049/posts/default/3566685844235363161'/><link rel='alternate' type='text/html' href='https://dark-lancelot.blogspot.com/2018/06/sistem-pendistribusian-tekanan.html' title='Sistem Pendistribusian Tekanan menggunakan Pressure Controller'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/03545136173731598826</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-1904973155951785049.post-7009123935844499781</id><published>2016-01-26T16:53:00.000-08:00</published><updated>2016-01-26T16:53:23.844-08:00</updated><title type='text'>tips dan trick menata blog</title><content type='html'>Mengawali tahun ini, saya akan membagi cara bagaimana membuat blog terlihat menarik. langsung saja apa yang terlintas dalam pikiran anda saat mendengar tampilan blog? kebanyakan kita langsung memikirkan latar belakang blog tersebut. nah ini adalah cara membuat latar belakang blog (biasa disebut template) agar terlihat lebih menarik.&lt;div&gt;
1. silahkan anda login&lt;/div&gt;
&lt;div&gt;
2. klik template, seperti pada gambar&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihGwT6duNaFyl9jmWT4cLkJIJlcb3SrvFjGFZL5W7hyORAlyYTbOkghDpyJGz6duhPsnLaMatSOW0v3vsFKP0x3GMC-tkLNC-f4xOPpBA7BYXsStBmtffe_C9e9xn_zxsW8_YjZ8SUBR4/s1600/1.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihGwT6duNaFyl9jmWT4cLkJIJlcb3SrvFjGFZL5W7hyORAlyYTbOkghDpyJGz6duhPsnLaMatSOW0v3vsFKP0x3GMC-tkLNC-f4xOPpBA7BYXsStBmtffe_C9e9xn_zxsW8_YjZ8SUBR4/s320/1.png&quot; width=&quot;233&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div&gt;
3. setelah itu, klik cadangkan/pulihkan&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvCgJCsVQbEiNQlp-q_s2HdAddkXuZGmCbbu8qff7DrDm-dg218yna7iyZnMdcdWmOUHycTa5RElfT7KrTyreZQKLFJxpNYFzO_oubbTLTZDTPd_-umV9gpcaHulULyBgUPU5xV3psBz0/s1600/2.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;159&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvCgJCsVQbEiNQlp-q_s2HdAddkXuZGmCbbu8qff7DrDm-dg218yna7iyZnMdcdWmOUHycTa5RElfT7KrTyreZQKLFJxpNYFzO_oubbTLTZDTPd_-umV9gpcaHulULyBgUPU5xV3psBz0/s320/2.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
4. lalu, akan keluar gambar seperti ini. klik &quot;choose file&quot;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoNb4-LsFxoMd6HLxHXVb4mwNVFU38mUkC5R9SiGpoD-t1_7V_Leoq-Qcm67TRz-8TiSGaJEk2HfT0e7XBgSZDXxuVev3ijQF5R3CD4vh9OXdadWG4QVnbvrQdo-4ZCYMbzmp2E3Dmrp4/s1600/3.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;184&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoNb4-LsFxoMd6HLxHXVb4mwNVFU38mUkC5R9SiGpoD-t1_7V_Leoq-Qcm67TRz-8TiSGaJEk2HfT0e7XBgSZDXxuVev3ijQF5R3CD4vh9OXdadWG4QVnbvrQdo-4ZCYMbzmp2E3Dmrp4/s320/3.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
5. pilih file, biasanya file dengan format .xml&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOmlYFp8HU3iIdT8cRim15KOVt0b7Z8DsjV_OPJ4MDq8J4Al9RAhknSm4oSbUMX3n_n8mQ5YSgq3a4tSmermdm_VsT4sBtdGdcML7KuQMDaQltCt5mdFDMIBbt54fyTDO1zXYSxrBG_s0/s1600/4.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;230&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOmlYFp8HU3iIdT8cRim15KOVt0b7Z8DsjV_OPJ4MDq8J4Al9RAhknSm4oSbUMX3n_n8mQ5YSgq3a4tSmermdm_VsT4sBtdGdcML7KuQMDaQltCt5mdFDMIBbt54fyTDO1zXYSxrBG_s0/s320/4.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
6. klik open, lalu klik unggah&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
7. selesai&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
berikut adalah langkah-langkah mengganti template pada blog. untuk template bisa anda download pada google, dan ini adalah beberapa website untuk mendownload template :&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
1.&amp;nbsp;&lt;a href=&quot;http://all-free-download.com/free-website-templates/free-blog-template.html&quot;&gt;template 1&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
2.&amp;nbsp;&lt;a href=&quot;http://designscrazed.org/best-free-blogger-templates/&quot;&gt;template 2&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
3.&amp;nbsp;&lt;a href=&quot;http://btemplates.com/&quot;&gt;template 3&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
sekian yang dapat saya share, semoga bermanfaat. bila ada kritik dan saran dapat berkomentar dibawah&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='https://dark-lancelot.blogspot.com/feeds/7009123935844499781/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='https://dark-lancelot.blogspot.com/2016/01/tips-dan-trick-menata-blog.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/1904973155951785049/posts/default/7009123935844499781'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/1904973155951785049/posts/default/7009123935844499781'/><link rel='alternate' type='text/html' href='https://dark-lancelot.blogspot.com/2016/01/tips-dan-trick-menata-blog.html' title='tips dan trick menata blog'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/03545136173731598826</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihGwT6duNaFyl9jmWT4cLkJIJlcb3SrvFjGFZL5W7hyORAlyYTbOkghDpyJGz6duhPsnLaMatSOW0v3vsFKP0x3GMC-tkLNC-f4xOPpBA7BYXsStBmtffe_C9e9xn_zxsW8_YjZ8SUBR4/s72-c/1.png" height="72" width="72"/><thr:total>0</thr:total></entry></feed>