<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-4003271816354347629</id><updated>2012-02-20T08:32:34.846-03:00</updated><category term='.'/><title type='text'>Garimpando Palavras - O Blog de Marcos Eugênio</title><subtitle type='html'>Visite o Garimpando Palavras, com notícias de Patos PB e região.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://garimpandopalavras.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://garimpandopalavras.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default?start-index=101&amp;max-results=100'/><author><name>Marcos Eugênio</name><uri>http://www.blogger.com/profile/12577796122185826232</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://1.bp.blogspot.com/_Nu56GQmDcJQ/TIROH-9DrKI/AAAAAAAAMJQ/uIi4Yh2MIgU/S220/domingo+005+-+C%C3%B3pia.JPG'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>7610</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4003271816354347629.post-6002750955911627767</id><published>2012-02-19T09:03:00.001-03:00</published><updated>2012-02-19T09:03:22.182-03:00</updated><title type='text'>SINFEMP defende aumento salarial para professores</title><content type='html'>&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;o:OfficeDocumentSettings&gt;  &lt;o:RelyOnVML/&gt;  &lt;o:AllowPNG/&gt; &lt;/o:OfficeDocumentSettings&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;w:WordDocument&gt;  &lt;w:View&gt;Normal&lt;/w:View&gt;  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;  &lt;w:TrackMoves/&gt;  &lt;w:TrackFormatting/&gt;  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;  &lt;w:PunctuationKerning/&gt;  &lt;w:ValidateAgainstSchemas/&gt;  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;  &lt;w:DoNotPromoteQF/&gt;  &lt;w:LidThemeOther&gt;PT-BR&lt;/w:LidThemeOther&gt;  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;  &lt;w:Compatibility&gt;   &lt;w:BreakWrappedTables/&gt;   &lt;w:SnapToGridInCell/&gt;   &lt;w:WrapTextWithPunct/&gt;   &lt;w:UseAsianBreakRules/&gt;   &lt;w:DontGrowAutofit/&gt;   &lt;w:SplitPgBreakAndParaMark/&gt;   &lt;w:DontVertAlignCellWithSp/&gt;   &lt;w:DontBreakConstrainedForcedTables/&gt;   &lt;w:DontVertAlignInTxbx/&gt;   &lt;w:Word11KerningPairs/&gt;   &lt;w:CachedColBalance/&gt;  &lt;/w:Compatibility&gt;  &lt;m:mathPr&gt;   &lt;m:mathFont m:val="Cambria Math"/&gt;   &lt;m:brkBin m:val="before"/&gt;   &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;   &lt;m:smallFrac m:val="off"/&gt;   &lt;m:dispDef/&gt;   &lt;m:lMargin m:val="0"/&gt;   &lt;m:rMargin m:val="0"/&gt;   &lt;m:defJc m:val="centerGroup"/&gt;   &lt;m:wrapIndent m:val="1440"/&gt;   &lt;m:intLim m:val="subSup"/&gt;   &lt;m:naryLim m:val="undOvr"/&gt;  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"  DefSemiHidden="true" DefQFormat="false" DefPriority="99"  LatentStyleCount="267"&gt;  &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;  &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;  &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;  &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;  &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;  &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;  &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;  &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;  &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"   UnhideWhenUsed="false" Name="Table Grid"/&gt;  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;  &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;  &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;  &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;  &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;  &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;  &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;  &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;  &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;  &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;  &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt; &lt;/w:LatentStyles&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;&lt;style&gt; /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Tabela normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}&lt;/style&gt;&lt;![endif]--&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-ORuGn1gYNO4/T0Dk9LkJuRI/AAAAAAAARV8/EJgA5skJq8c/s1600/DSC02976.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://4.bp.blogspot.com/-ORuGn1gYNO4/T0Dk9LkJuRI/AAAAAAAARV8/EJgA5skJq8c/s400/DSC02976.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;O presidente do SINFEMP- Sindicato dos FuncionáriosPúblicos Municipais de Patos e Região, José Gonçalves, defende o aumento paratodos os professores retroativo a 1º de janeiro de 2012, no mínimo de acordocom o percentual de 22,23% conforme divulgação do custo aluno ano peloMinistério da Educação.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Gonçalves colocou que a maior dificuldade com oaumento dos professores é a confusão do governo federal que deveria divulgar oíndice de reajuste anual na primeira semana de janeiro de cada ano, mas devidoà pressão dos governadores e prefeitos, fica empurrando com a barriga. “Ogoverno federal tem cedido à pressão dos prefeitos e governadores paraimplantar o piso nacional dos professores e tem piorado com a presidente Dilma,que tem cedido mais a pressão da direita desse País do que propriamente aosreclames dos trabalhadores e trabalhadoras.” Alfinetou o sindicalista.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Para o sindicalista os valores recebidos pelasprefeituras de 1º de janeiro a 10 de fevereiro de 2012, demonstram que osgestores municipais têm plenas condições de conceder o aumento à categoria emtodos os municípios.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Nos dias 27, 28 e 29 de fevereiro serão realizadasas audiências com o prefeito Nabor Wanderley e na primeira semana de março comos demais gestores municipais. Está marcada para Patos, assembleias com osservidores para os dias 2 e 3 de março, sendo dia 2, às 16h&lt;span&gt;&amp;nbsp; &lt;/span&gt;os professores, dia 3 às 09h com osservidores da saúde e às 16h com os servidores das demais secretarias.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Greve geral&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;O SINFEMP vai mobilizar todos os associados para aGreve Nacional da Educação nos dias 14, 15 e 16 de março de 2012, pelaimplantação do piso nacional dos profissionais do magistério e 10% do PIB paraa educação. “Infelizmente Dilma tá fazendo cortes dramáticos na área deeducação e saúde, para pagar a dívida pública, favorecendo os banqueiros, tidoscomo maiores agiotas desse País e os trabalhadores não podem ficar de braçoscruzados”.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; margin-left: 0px; margin-right: 0px; text-align: left; width: 624px;"&gt; &lt;tbody&gt;&lt;tr style="height: 17.25pt;"&gt;  &lt;td colspan="5" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color -moz-use-text-color windowtext; border-style: none none solid; border-width: medium medium 1pt; height: 17.25pt; padding: 0cm 3.5pt; width: 467.8pt;" valign="bottom" width="624"&gt;  &lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;O SINFEMP divulga os valores recebidos pelas Prefeituras de sua base  territorial, sendo o primeiro valor do FUNDEB e o segundo valor o FPM,  envolvendo o total recebido por cada município de 1º de janeiro a 10 de  fevereiro de 2012.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr style="height: 18pt;"&gt;  &lt;td colspan="3" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-right: 1pt solid windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; height: 18pt; padding: 0cm 3.5pt; width: 233.9pt;" valign="bottom" width="312"&gt;  &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;REPASSE DO MÊS DE  JANEIRO&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td colspan="2" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 18pt; padding: 0cm 3.5pt; width: 233.9pt;" valign="bottom" width="312"&gt;  &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;REPASSE DO DIA 10/02&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr style="height: 18pt;"&gt;  &lt;td colspan="3" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-right: 1pt solid windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; height: 18pt; padding: 0cm 3.5pt; width: 233.9pt;" valign="bottom" width="312"&gt;  &lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Areia  de Baraúnas: 94.828,18 - 474.663,31&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Cacimba  de Areia: 114.965,07 - 524.536,92&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Catingueira:  142.638,97 - 558.042,66&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Condado:  198.143,19 - 561.034,00&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Emas:  123.971,17 - 548.101,55&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Junco  do Seridó: 171.743,12 - 578.458,19&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Malta:  150.895,10 - 572.874,21&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Mãe  D’água: 157.690,79 - 556.383,17&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Olho  D’água: 259.305,18 - 614.848,79&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Passagem:  97.482,70 - 509.416,66&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Patos:  1.996.499,83 - 4.676.120,75&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Quixaba:  90.846,33 - 485.256,13&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Salgadinho:  160.153,94 - 578.830,64&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;São  Jose do Bonfim: 137.991,40 - 574.669,94&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Santa  Teresinha: 176.268,49 - 648.165,83&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;São  José de Espinharas: 166.867,90 - 567.053,97&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;São  Mamede: 294.388,47 - 669.208,10&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Santa  Luzia : 323.607,59 - 1.093.128,31&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;São  José do Sabugi: 130.580,47 - 558.221,11&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Vista  Serrana: 106.296,34 - 565.726,34&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Várzea:  105.062,46 - 548.387,32&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td colspan="2" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 18pt; padding: 0cm 3.5pt; width: 233.9pt;" valign="bottom" width="312"&gt;  &lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Areia  de Baraúnas: 46.226,02 - 285.912,92&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Cacimba  de Areia: 54.533,14 - 387.243,23&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Catingueira:  69.750,77 - 397.831,23&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Condado:  95.524,47 - 344.875,15&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Emas:  61.462,95 - 401.269,77&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Junco  do Seridó: 84.785,44 - 338.180,13&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Malta:  72.553,53 - 400.578,73&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Mãe  D’água: 77.345,14 - 376.231,22&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Olho  D’água: 126.508,77 - 380.558,42&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Passagem:  47.887,44 - 360.132,31&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Patos:  957.893,42 - 2.596.521,70&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Quixaba:  44.579,07 - 320.069,49&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Salgadinho:  78.683,93 - 422.627,32&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;São  Jose do Bonfim: 67.545,20 - 419.414,07&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Santa  Teresinha: 86.745,43 - 517.870,14&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;São  José de Espinharas: 80.754,68 - 349.176,50&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;São  Mamede: 144.139,12 - 432.517,96&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Santa  Luzia: 158.509,17 - 749.859,87&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;São  José do Sabugi: 63.750,40 - 380.667,02&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Vista  Serrana: 52.794,66 - 429.211,42&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;Várzea:  51.971,15 - 406.644,83&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr style="height: 5.25pt;"&gt;  &lt;td style="border: medium none; height: 5.25pt; padding: 0cm 3.5pt; width: 47.25pt;" width="63"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/td&gt;  &lt;td style="border: medium none; height: 5.25pt; padding: 0cm 3.5pt; width: 161pt;" valign="bottom" width="215"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/td&gt;  &lt;td colspan="2" style="border: medium none; height: 5.25pt; padding: 0cm 3.5pt; width: 110pt;" valign="bottom" width="147"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/td&gt;  &lt;td nowrap="nowrap" style="border: medium none; height: 5.25pt; padding: 0cm 3.5pt; width: 149.55pt;" valign="bottom" width="199"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr height="0"&gt;  &lt;td style="border: medium none;" width="63"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/td&gt;  &lt;td style="border: medium none;" width="215"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/td&gt;  &lt;td style="border: medium none;" width="34"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/td&gt;  &lt;td style="border: medium none;" width="112"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/td&gt;  &lt;td style="border: medium none;" width="199"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/td&gt; &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4003271816354347629-6002750955911627767?l=garimpandopalavras.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://garimpandopalavras.blogspot.com/feeds/6002750955911627767/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4003271816354347629&amp;postID=6002750955911627767&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default/6002750955911627767'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default/6002750955911627767'/><link rel='alternate' type='text/html' href='http://garimpandopalavras.blogspot.com/2012/02/sinfemp-defende-aumento-salarial-para.html' title='SINFEMP defende aumento salarial para professores'/><author><name>Marcos Eugênio</name><uri>http://www.blogger.com/profile/12577796122185826232</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://1.bp.blogspot.com/_Nu56GQmDcJQ/TIROH-9DrKI/AAAAAAAAMJQ/uIi4Yh2MIgU/S220/domingo+005+-+C%C3%B3pia.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-ORuGn1gYNO4/T0Dk9LkJuRI/AAAAAAAARV8/EJgA5skJq8c/s72-c/DSC02976.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4003271816354347629.post-8479983181475157894</id><published>2012-02-19T08:53:00.000-03:00</published><updated>2012-02-19T08:53:05.696-03:00</updated><title type='text'>Polícia apreende cocaína em Patos avaliada em R$ 75 mil</title><content type='html'>&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;w:WordDocument&gt;  &lt;w:View&gt;Normal&lt;/w:View&gt;  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;  &lt;w:TrackMoves/&gt;  &lt;w:TrackFormatting/&gt;  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;  &lt;w:PunctuationKerning/&gt;  &lt;w:ValidateAgainstSchemas/&gt;  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;  &lt;w:DoNotPromoteQF/&gt;  &lt;w:LidThemeOther&gt;PT-BR&lt;/w:LidThemeOther&gt;  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;  &lt;w:Compatibility&gt;   &lt;w:BreakWrappedTables/&gt;   &lt;w:SnapToGridInCell/&gt;   &lt;w:WrapTextWithPunct/&gt;   &lt;w:UseAsianBreakRules/&gt;   &lt;w:DontGrowAutofit/&gt;   &lt;w:SplitPgBreakAndParaMark/&gt;   &lt;w:DontVertAlignCellWithSp/&gt;   &lt;w:DontBreakConstrainedForcedTables/&gt;   &lt;w:DontVertAlignInTxbx/&gt;   &lt;w:Word11KerningPairs/&gt;   &lt;w:CachedColBalance/&gt;  &lt;/w:Compatibility&gt;  &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;m:mathPr&gt;   &lt;m:mathFont m:val="Cambria Math"/&gt;   &lt;m:brkBin m:val="before"/&gt;   &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;   &lt;m:smallFrac m:val="off"/&gt;   &lt;m:dispDef/&gt;   &lt;m:lMargin m:val="0"/&gt;   &lt;m:rMargin m:val="0"/&gt;   &lt;m:defJc m:val="centerGroup"/&gt;   &lt;m:wrapIndent m:val="1440"/&gt;   &lt;m:intLim m:val="subSup"/&gt;   &lt;m:naryLim m:val="undOvr"/&gt;  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"  DefSemiHidden="true" DefQFormat="false" DefPriority="99"  LatentStyleCount="267"&gt;  &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;  &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;  &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;  &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;  &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;  &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;  &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;  &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;  &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"   UnhideWhenUsed="false" Name="Table Grid"/&gt;  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;  &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;  &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;  &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;  &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;  &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;  &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;  &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;  &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;  &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;  &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt; &lt;/w:LatentStyles&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;&lt;style&gt; /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Tabela normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0cm; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;}&lt;/style&gt;&lt;![endif]--&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; line-height: normal; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-Lj7AV_n4Q-A/T0DiZrYSR_I/AAAAAAAARVk/fhT3pWfYMRc/s1600/5,300KG-COCA%C3%8DNA.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://2.bp.blogspot.com/-Lj7AV_n4Q-A/T0DiZrYSR_I/AAAAAAAARVk/fhT3pWfYMRc/s400/5,300KG-COCA%C3%8DNA.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-s3sQpOeur0A/T0DiaN-OIXI/AAAAAAAARVs/kUhbqBVRJ3Q/s1600/BAGAGEM_E_DROGA_EMBALADA.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://1.bp.blogspot.com/-s3sQpOeur0A/T0DiaN-OIXI/AAAAAAAARVs/kUhbqBVRJ3Q/s400/BAGAGEM_E_DROGA_EMBALADA.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-ROo7_5Oacwo/T0DibHlrmrI/AAAAAAAARV0/qxPS3r_6Jcg/s1600/Maur%C3%ADcio_rodrigues_de_souza.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://2.bp.blogspot.com/-ROo7_5Oacwo/T0DibHlrmrI/AAAAAAAARV0/qxPS3r_6Jcg/s400/Maur%C3%ADcio_rodrigues_de_souza.jpg" width="300" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; line-height: normal; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;Numa Operação conjunta as polícias Federal, Militare Civil sediadas em Patos-PB foi desencadeada na tarde deste sábado 18 nosentido de abordar um indivíduo de nome JOÃO BOSCO, vulgo JB, o qual estariavindo do Estado de São Paulo com destino a esta cidade e possivelmente trazendodrogas.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; line-height: normal; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;A operação se deu graças a várias denúncias feitas àPolícia dando contas de que o JB estaria trazendo muita droga para ser vendidaem Patos durante o carnaval, e seria destinada a traficantes dos bairros da Liberdade,Santa Clara e Morro.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; line-height: normal; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;As informações anônimas davam conta do provável diade saída do traficante lá do Estado de São Paulo para cá, com isso durante todoeste sábado&amp;nbsp; equipes da PM, PF e PC trabalharam no terminal Rodoviário deforma discreta e descaracterizadas, até que por volta das 18h30min a políciapercebeu três indivíduos em atitudes suspeitas, dos quais dois haviam descidodo ônibus, e um os esperava em uma moto.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; line-height: normal; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;Nesse momento os policiais se aproximaram paraproceder a abordagem. Ao perceber a aproximação dos policiais os três tentaramforagir, aproveitando-se da forte chuva que caía naquele momento, mas doisdeles foram alcançados&amp;nbsp;e dominados e lhes fora dado voz de prisão. Empoder destes foram apreendidos 5,3 Kg de cocaína pura avaliada em cerca de R$ 75mil.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; line-height: normal; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;Os dois acusados detidos se tratam de MaurícioRodrigues de Souza, 37 anos de idade, natural de Indaiatuba-SP e um adolescentede 17 anos, natural de Patos-PB, residindo no bairro da Liberdade. O menorainda tentou dar descaminho a droga correndo com a bolsa com o entorpecente.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; line-height: normal; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;Ao ser detido o jovem disse que a droga estavasendo trazida pelo seu pai o JB, que conseguiu até o presente foragir da açãopolicial, porém as diligências prosseguem e a polícia espera capturar esseoutro acusado.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; line-height: normal; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;As polícias com sede em Patos estão unidas para daruma grande guinada no tráfico e em toda criminalidade que ele tem induzido. Epara fortalecer este combate é que em breve o 3°BPM estará lançando umaimportante ferramenta a serviço da população que será o TELE-CIDADÃO, todosirão tomar conhecimento dos números de contato em breve.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; line-height: normal; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;Assessoria de imprensa&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4003271816354347629-8479983181475157894?l=garimpandopalavras.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://garimpandopalavras.blogspot.com/feeds/8479983181475157894/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4003271816354347629&amp;postID=8479983181475157894&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default/8479983181475157894'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default/8479983181475157894'/><link rel='alternate' type='text/html' href='http://garimpandopalavras.blogspot.com/2012/02/policia-apreende-cocaina-em-patos.html' title='Polícia apreende cocaína em Patos avaliada em R$ 75 mil'/><author><name>Marcos Eugênio</name><uri>http://www.blogger.com/profile/12577796122185826232</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://1.bp.blogspot.com/_Nu56GQmDcJQ/TIROH-9DrKI/AAAAAAAAMJQ/uIi4Yh2MIgU/S220/domingo+005+-+C%C3%B3pia.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-Lj7AV_n4Q-A/T0DiZrYSR_I/AAAAAAAARVk/fhT3pWfYMRc/s72-c/5,300KG-COCA%C3%8DNA.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4003271816354347629.post-8175542328413633580</id><published>2012-02-18T21:23:00.004-03:00</published><updated>2012-02-18T21:23:59.123-03:00</updated><title type='text'>Galo da Madrugada: 25 trios arrastam maior bloco de carnaval do mundo</title><content type='html'>&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;w:WordDocument&gt;  &lt;w:View&gt;Normal&lt;/w:View&gt;  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;  &lt;w:TrackMoves/&gt;  &lt;w:TrackFormatting/&gt;  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;  &lt;w:PunctuationKerning/&gt;  &lt;w:ValidateAgainstSchemas/&gt;  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;  &lt;w:DoNotPromoteQF/&gt;  &lt;w:LidThemeOther&gt;PT-BR&lt;/w:LidThemeOther&gt;  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;  &lt;w:Compatibility&gt;   &lt;w:BreakWrappedTables/&gt;   &lt;w:SnapToGridInCell/&gt;   &lt;w:WrapTextWithPunct/&gt;   &lt;w:UseAsianBreakRules/&gt;   &lt;w:DontGrowAutofit/&gt;   &lt;w:SplitPgBreakAndParaMark/&gt;   &lt;w:DontVertAlignCellWithSp/&gt;   &lt;w:DontBreakConstrainedForcedTables/&gt;   &lt;w:DontVertAlignInTxbx/&gt;   &lt;w:Word11KerningPairs/&gt;   &lt;w:CachedColBalance/&gt;  &lt;/w:Compatibility&gt;  &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;m:mathPr&gt;   &lt;m:mathFont m:val="Cambria Math"/&gt;   &lt;m:brkBin m:val="before"/&gt;   &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;   &lt;m:smallFrac m:val="off"/&gt;   &lt;m:dispDef/&gt;   &lt;m:lMargin m:val="0"/&gt;   &lt;m:rMargin m:val="0"/&gt;   &lt;m:defJc m:val="centerGroup"/&gt;   &lt;m:wrapIndent m:val="1440"/&gt;   &lt;m:intLim m:val="subSup"/&gt;   &lt;m:naryLim m:val="undOvr"/&gt;  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"  DefSemiHidden="true" DefQFormat="false" DefPriority="99"  LatentStyleCount="267"&gt;  &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;  &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;  &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;  &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;  &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;  &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;  &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;  &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;  &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"   UnhideWhenUsed="false" Name="Table Grid"/&gt;  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;  &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;  &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;  &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;  &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;  &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;  &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;  &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;  &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;  &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;  &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt; &lt;/w:LatentStyles&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;&lt;style&gt; /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Tabela normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0cm; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;}&lt;/style&gt;&lt;![endif]--&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;b&gt;&lt;span style="font-size: x-small;"&gt;&lt;i&gt;Marcos Eugênio (texto e fotos)&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-zzg0tsh5prs/T0BAfchLz7I/AAAAAAAARU0/bGvwxecpaMs/s1600/GEDC0044.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://2.bp.blogspot.com/-zzg0tsh5prs/T0BAfchLz7I/AAAAAAAARU0/bGvwxecpaMs/s400/GEDC0044.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-ofzT3iPVVe8/T0BAgSWlD2I/AAAAAAAARU8/9go_Z9L-oBQ/s1600/GEDC0050.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://3.bp.blogspot.com/-ofzT3iPVVe8/T0BAgSWlD2I/AAAAAAAARU8/9go_Z9L-oBQ/s400/GEDC0050.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-ZZiswq5AurU/T0BAhUW2tZI/AAAAAAAARVE/BtV-wO5TKSY/s1600/GEDC0087.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://2.bp.blogspot.com/-ZZiswq5AurU/T0BAhUW2tZI/AAAAAAAARVE/BtV-wO5TKSY/s400/GEDC0087.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-CAQw33I4XE4/T0BAig1yjBI/AAAAAAAARVM/U4PSmOn-xBA/s1600/GEDC0095.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://1.bp.blogspot.com/-CAQw33I4XE4/T0BAig1yjBI/AAAAAAAARVM/U4PSmOn-xBA/s400/GEDC0095.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-KklV1bJX4s8/T0BAktIqXEI/AAAAAAAARVU/c-Gxf35QUu4/s1600/GEDC0096.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://2.bp.blogspot.com/-KklV1bJX4s8/T0BAktIqXEI/AAAAAAAARVU/c-Gxf35QUu4/s400/GEDC0096.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-zes6vSHIZvI/T0BAliAWcvI/AAAAAAAARVc/uwOhnmPsiWM/s1600/GEDC0110.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://4.bp.blogspot.com/-zes6vSHIZvI/T0BAliAWcvI/AAAAAAAARVc/uwOhnmPsiWM/s400/GEDC0110.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;A chuva acabou sendo um refresco amais para a satisfação dos foliões apaixonados pelo frevo. O Galo da Madrugada,o ponto mais alto do carnaval de Recife, fez a cidade transbordar de intensa alegria.Vinte e cinco trios elétricos, com grandes nomes da música brasileira, aexemplo da cantora Elba Ramalho, Jorge Vecilo fizeram o percurso de 12 km aosom de muito frevo, maracatu, ciranda, dentro outros ritmos regionais.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Os 33 anos do Galo da Madrugada,com o título “Galo, Frevo e Folia”, homenageou o Rei do Baião. O pbnoticiasesteve mais uma vez acompanhada a festa que atrai público, não apenas doBrasil, mas de diversas nações. Rede hoteleira, comércio em geral comemorammais um sucesso do evento de turismo cultural que abre o Carnaval pernambucano.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Nessa homenagem a Gonzagão nãofaltaram sucessos de sua vida cantados pelas ruas e avenidas. Muitos políticos,a exemplo do prefeito João da Costa, do governador Eduardo Campos, artistas detelevisão, pousaram para fotos com foliões, uma cena de praxe no desfile doGalo. Outros grande nomes da cultura pernambucana homenageados este ano nocarnaval são o artista plástico &lt;span&gt;JoséCláudio da Silva (79 anos) e o cantor e compositor Alceu Valença (55 anos).&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Fantasias, blocos, orquestras defrevo de um lado para outro para animar os camarotes instalados ao longo dopercurso. Esse era o retrato do Galo da Madrugada, que manteve o brilho, apesardos dois dias seguidos de chuva na capital. Finalzinho da tarde, com a passagemdo último trio, os cordões de foliões continuaram, agora no sentido de voltapara casa. A Polícia teve que organizar filas nas paradas de ônibus. Todosquerendo chegar logo para descansar e retornar neste domingo para mais um diade festa.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;O Carnaval Multicultural no MarcoZero e Olinda são os locais preferidos para quem busca a diversão de momo nagrande Recife. A Prefeitura oferece muitos shows nos pólos culturais,possibilitando aos habitantes vivenciarem a tradição próximo de casa. Nestedomingo o pbnoticias vai à Olinda, acompanhar e registrar a festa dos foliões. &lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4003271816354347629-8175542328413633580?l=garimpandopalavras.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://garimpandopalavras.blogspot.com/feeds/8175542328413633580/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4003271816354347629&amp;postID=8175542328413633580&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default/8175542328413633580'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default/8175542328413633580'/><link rel='alternate' type='text/html' href='http://garimpandopalavras.blogspot.com/2012/02/galo-da-madrugada-25-trios-arrastam.html' title='Galo da Madrugada: 25 trios arrastam maior bloco de carnaval do mundo'/><author><name>Marcos Eugênio</name><uri>http://www.blogger.com/profile/12577796122185826232</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://1.bp.blogspot.com/_Nu56GQmDcJQ/TIROH-9DrKI/AAAAAAAAMJQ/uIi4Yh2MIgU/S220/domingo+005+-+C%C3%B3pia.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-zzg0tsh5prs/T0BAfchLz7I/AAAAAAAARU0/bGvwxecpaMs/s72-c/GEDC0044.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4003271816354347629.post-6128527574777950423</id><published>2012-02-18T19:55:00.001-03:00</published><updated>2012-02-18T19:55:48.142-03:00</updated><title type='text'>Bebida e Direção: Pule Fora Dessa</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-3JOQ3F8t8No/T0AsWkD1DLI/AAAAAAAARUs/0w5AVasJOfU/s1600/Campanha+OK.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="267" src="http://4.bp.blogspot.com/-3JOQ3F8t8No/T0AsWkD1DLI/AAAAAAAARUs/0w5AVasJOfU/s400/Campanha+OK.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;A Superintendência de trânsito e Transportes Públicos dePatos intensificou na tarde desta sexta-feira, 17, o cronograma de atividadesda campanha “Bebida e Direção, Pule Fora Dessa”.&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;Segundo o superintendente da instituição, Dineudes Possidônio,o esforço deve ser direcionado a cada período do ano. “Nós temos investido emsinalização e, principalmente, em educação no trânsito. Encerramos a campanhade volta às aulas e de imediato estamos realizando a campanha do carnaval, poisqueremos todos os foliões brincando com alegria, sem prejuízos para a vida”,disse.&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;De acordo com o prefeito Nabor Wanderley, o trabalho deconscientização é primordial para a redução dos acidentes. “A grande quantidadede acidentes que tem ocorrido nos fez lutar contra o excesso de bebidaalcoólica durante esse período festivo. O trabalho educativo é essencial.Indicamos que, quem for ingerir bebida durante as festas, deixem os veículos emcasa ou faça um rodízio com os amigos para evitar que famílias sofram casoocorra algum acidente”, enfatizou.&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;A campanha “Bebida e Direção, Pule Fora Dessa” se estenderádurante toda a programação do Carnaval de Patos, com abordagem aos foliões emotoristas, bem como com a aplicação de adesivos em veículos automotores.&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;Coordecom &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4003271816354347629-6128527574777950423?l=garimpandopalavras.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://garimpandopalavras.blogspot.com/feeds/6128527574777950423/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4003271816354347629&amp;postID=6128527574777950423&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default/6128527574777950423'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default/6128527574777950423'/><link rel='alternate' type='text/html' href='http://garimpandopalavras.blogspot.com/2012/02/bebida-e-direcao-pule-fora-dessa.html' title='Bebida e Direção: Pule Fora Dessa'/><author><name>Marcos Eugênio</name><uri>http://www.blogger.com/profile/12577796122185826232</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://1.bp.blogspot.com/_Nu56GQmDcJQ/TIROH-9DrKI/AAAAAAAAMJQ/uIi4Yh2MIgU/S220/domingo+005+-+C%C3%B3pia.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-3JOQ3F8t8No/T0AsWkD1DLI/AAAAAAAARUs/0w5AVasJOfU/s72-c/Campanha+OK.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4003271816354347629.post-5516420171182635493</id><published>2012-02-17T16:16:00.003-03:00</published><updated>2012-02-17T16:16:41.783-03:00</updated><title type='text'>Prefeito de Cacimba de Areia pode ser preso caso não pague a professores</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-Cz4mA2ijtk8/Tz6nGSRaZ3I/AAAAAAAARUk/UqtLqHbdRTs/s1600/DSC_0100.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="212" src="http://4.bp.blogspot.com/-Cz4mA2ijtk8/Tz6nGSRaZ3I/AAAAAAAARUk/UqtLqHbdRTs/s320/DSC_0100.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;span style="text-align: justify;"&gt;O prefeito de Cacimba de Areia,Betinho Campos, terá que pagar os salários dos professores até o dia 5 de cadamês, conforme decisão do Tribunal de Justiça da Paraíba a partir deste mês defevereiro de 2012, sob pena de prisão.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;O SINFEMP entrou com Mandado deSegurança com pedido de liminar para que o prefeito do município de Cacimba deAreia procedesse ao pagamento dos professores até o quinto dia útil do mêsseguinte ao laborado. Liminarmente o município fora obrigado a proceder com orespectivo pagamento apenas aos professores filiados ao Sindicato sob pena deter bloqueado o FPM.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Desta decisão o município agravou para o Tribunal deJustiça, onde foi retirada apenas a parte que se refere ao bloqueio do FPM, ouseja, o município continuou sendo obrigado a proceder com o pagamento em diados professores filiados ao sindicato.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;Agora saiu a decisão de mérito doMandado de Segurança, confirmando a liminar anteriormente concedida com asmodificações produzidas pelo agravo, ou seja, pagamento dos professoresfiliados ao sindicato até o quinto dia útil do mês seguinte ao laborado, sem obloqueio do FPM, sob pena do prefeito do município de Cacimba de Areiaresponder por crime de desobediência.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;Para os assessores jurídicos doSINFEMP, os advogados Damião Guimarães e &amp;nbsp;Alexandre Oliveira, foi mais uma vitória dosindicato e especialmente para a categoria, que tem presenciado no dia-a-dia odinheiro chegando e os salários sendo atrasados mensalmente.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;O presidente do SINFEMP, JoséGonçalves, afirmou que, como o prefeito não gosta de pagar aos servidores, aúnica alternativa é via justiça. “Quando o poder judiciário tem esseentendimento, de obrigar o gestor a cumprir o que determina a lei, é louvável. Porém,infelizmente, ainda há alguns juízes que não têm esse pensamento, e osprefeitos agem da maneira que lhes convier, atrasando salários, perseguindo servidorese assim por diante”, disse o mesmo.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;A decisão é válida APENAS para osprofessores que são filiados ao sindicato, pois a entidade não pode representaraqueles profissionais que ainda não se sindicalizarem.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4003271816354347629-5516420171182635493?l=garimpandopalavras.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://garimpandopalavras.blogspot.com/feeds/5516420171182635493/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4003271816354347629&amp;postID=5516420171182635493&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default/5516420171182635493'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default/5516420171182635493'/><link rel='alternate' type='text/html' href='http://garimpandopalavras.blogspot.com/2012/02/prefeito-de-cacimba-de-areia-pode-ser.html' title='Prefeito de Cacimba de Areia pode ser preso caso não pague a professores'/><author><name>Marcos Eugênio</name><uri>http://www.blogger.com/profile/12577796122185826232</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://1.bp.blogspot.com/_Nu56GQmDcJQ/TIROH-9DrKI/AAAAAAAAMJQ/uIi4Yh2MIgU/S220/domingo+005+-+C%C3%B3pia.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-Cz4mA2ijtk8/Tz6nGSRaZ3I/AAAAAAAARUk/UqtLqHbdRTs/s72-c/DSC_0100.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4003271816354347629.post-4922594755356040609</id><published>2012-02-17T15:45:00.003-03:00</published><updated>2012-02-17T15:45:43.888-03:00</updated><title type='text'>Professores de Coremas (PB) não iniciam ano leti</title><content type='html'>&lt;br /&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt;"&gt;&lt;span style="font-family: Cambria;"&gt;&lt;span style="font-size: 19px;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 7.5pt; margin-left: 0cm; margin-right: 0cm; margin-top: 7.5pt;"&gt;&lt;span style="color: #333333; font-family: Arial; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;"&gt;Os professores da rede municipal de ensino deCoremas, Paraíba, estão com as atividades escolares paralisadas por tempoindeterminado. A greve é consequência de várias tentativas de negociar oreajuste de 22% sobre os vencimentos da categoria, porém sem nenhuma respostapor parte do gestor municipal e da Secretaria Municipal de Educação de Coremas.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt;"&gt;&lt;span style="color: #333333; font-family: Arial; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR; mso-no-proof: yes;"&gt;&lt;!--[if gte vml 1]&gt;&lt;v:shapetype id="_x0000_t75" coordsize="21600,21600" o:spt="75" o:preferrelative="t" path="m@4@5l@4@11@9@11@9@5xe" filled="f" stroked="f"&gt; &lt;v:stroke joinstyle="miter"/&gt; &lt;v:formulas&gt;  &lt;v:f eqn="if lineDrawn pixelLineWidth 0"/&gt;  &lt;v:f eqn="sum @0 1 0"/&gt;  &lt;v:f eqn="sum 0 0 @1"/&gt;  &lt;v:f eqn="prod @2 1 2"/&gt;  &lt;v:f eqn="prod @3 21600 pixelWidth"/&gt;  &lt;v:f eqn="prod @3 21600 pixelHeight"/&gt;  &lt;v:f eqn="sum @0 0 1"/&gt;  &lt;v:f eqn="prod @6 1 2"/&gt;  &lt;v:f eqn="prod @7 21600 pixelWidth"/&gt;  &lt;v:f eqn="sum @8 21600 0"/&gt;  &lt;v:f eqn="prod @7 21600 pixelHeight"/&gt;  &lt;v:f eqn="sum @10 21600 0"/&gt; &lt;/v:formulas&gt; &lt;v:path o:extrusionok="f" gradientshapeok="t" o:connecttype="rect"/&gt; &lt;o:lock v:ext="edit" aspectratio="t"/&gt;&lt;/v:shapetype&gt;&lt;v:shape id="Imagem_x0020_9" o:spid="_x0000_i1025" type="#_x0000_t75" alt="ctb_pb_professores_corema2" style='width:311.25pt;height:187.5pt; visibility:visible'&gt; &lt;v:imagedata src="file:///C:\Users\SANDRO~1.DES\AppData\Local\Temp\msohtml1\01\clip_image001.jpg"  o:title="ctb_pb_professores_corema2"/&gt;&lt;/v:shape&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;!--[endif]--&gt;&lt;/span&gt;&lt;span style="color: #333333; font-family: Arial; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 7.5pt; margin-left: 0cm; margin-right: 0cm; margin-top: 7.5pt;"&gt;&lt;span style="color: #333333; font-family: Arial; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;"&gt;Na manhã desta sexta-feira (16) os professoresmunicipais, junto com a diretoria do Sindicato dos Servidores Públicos daEducação do Município de Coremas (SISPEC), realizaram um manifesto pelasprincipais vias da cidade, acampando, em seguida, em frente à PrefeituraMunicipal. Na ocasião foram distribuídos panfletos para a população e, atravésdo serviço de som, expuseram as razões pelas quais os mesmos deliberaram nãoiniciar o ano letivo. &lt;br /&gt;&lt;br /&gt;“O Gestor de Coremas, Edílson Pereira de Oliveira, apesar de ter recebido trêsofícios do Sindicato requerendo audiência a fim de tratarem acerca do reajustesalarial dos professores, bem como do cumprimento do mandado judicial favorávelao Sindicato expedido pela juíza da Comarca de Coremas, nunca foi encontrado naPrefeitura. Nem mesmo nos deu qualquer resposta através de representantes sobreo direito que está sendo negado à classe”, ressaltou o Presidente do SISPEC,professor Valdi Machado da Nóbrega.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 7.5pt; margin-left: 0cm; margin-right: 0cm; margin-top: 7.5pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 7.5pt; margin-left: 0cm; margin-right: 0cm; margin-top: 7.5pt;"&gt;&lt;span style="color: #333333; font-family: Arial; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;"&gt;Dentre os pontos que estão sendo negligenciadospelo prefeito estão o reajuste de 22% sobre o piso salarial do magistério,conforme Lei 11.738/2008; a restituição da gratificação de função daSupervisora do Município; atualização do cálculo do percentual correspondenteaos quinquênios adquiridos por lei sobre os atuais vencimentos da classe efixação de data-base para pagamento dos profissionais da educação, conformemandado judicial.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 7.5pt; margin-left: 0cm; margin-right: 0cm; margin-top: 7.5pt;"&gt;&lt;span style="color: #333333; font-family: Arial; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;"&gt;“É lamentável o que vem ocorrendo no município deCoremas”, ressaltou o advogado do SISPEC, Admilson Leite de Almeida Júnior. “Apopulação deve se conscientizar da forma como os professores e, em especialtoda a Educação em Coremas vem sendo tratados pela atual gestão. É um absurdochegarmos numa Prefeitura e não ter alguém para protocolar Ofícios ouintermediar uma negociação com o Sindicato”, frisou Admilson Almeida.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 7.5pt; margin-left: 0cm; margin-right: 0cm; margin-top: 7.5pt;"&gt;&lt;span style="color: #333333; font-family: Arial; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;"&gt;No momento do acampamento em frente à Prefeitura, opresidente do SISPEC por várias vezes tentou um contato com representantes dopoder público municipal, mas sem sucesso. A justificativa recebida era a de queo prefeito estava numa área sem sinal de celular e, de igual forma, aSecretária da Educação também se encontrava com o seu celular desligado. &lt;br /&gt;&lt;br /&gt;Em 2011, o município de Coremas, com base nos 1.393 alunos matriculados em 2010na sua rede de ensino, recebeu do Fundeb o montante de R$ 2,6 milhões. Nopresente exercício, Coremas receberá mais de 3 milhões de reais do FUNDEB, combase em 1.495 alunos matriculados em 2011, ou seja, além do reajuste dopercentual do valor aluno-ano do FUNDEB (22%),n houve aumento de 102 (cento eduas) matrículas em Coremas, o que é pouquíssimo, tendo-se em conta o potencialdo município de Coremas que não recebe a devida correspondência em investimentospor parte da atual gestão.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-top: 7.5pt;"&gt;&lt;span style="color: #333333; font-family: Arial; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;"&gt;“Sem escola padrão, sem merenda dequalidade, sem fardamento, sem material escolar suficiente e sem um espaçodigno e acolhedor da criança, a tendência é mesmo a criança não se matricularna rede de ensino municipal, o que é natural, pois cada um procura o melhorpara si”, ressaltou o Professor Valdi Machado. “Sendo assim”, continuou, “omunicípio de Coremas descumpre também a Lei de Diretrizes e Bases da EducaçãoNacional, cuja responsabilidade pela universalização e manutenção do ensinofundamental é atribuição dos municípios em todo o País”, comentou Vali.&lt;br /&gt;&lt;b&gt;&lt;br /&gt;Fonte: SISPEC&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4003271816354347629-4922594755356040609?l=garimpandopalavras.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://garimpandopalavras.blogspot.com/feeds/4922594755356040609/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4003271816354347629&amp;postID=4922594755356040609&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default/4922594755356040609'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default/4922594755356040609'/><link rel='alternate' type='text/html' href='http://garimpandopalavras.blogspot.com/2012/02/professores-de-coremas-pb-nao-iniciam.html' title='Professores de Coremas (PB) não iniciam ano leti'/><author><name>Marcos Eugênio</name><uri>http://www.blogger.com/profile/12577796122185826232</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://1.bp.blogspot.com/_Nu56GQmDcJQ/TIROH-9DrKI/AAAAAAAAMJQ/uIi4Yh2MIgU/S220/domingo+005+-+C%C3%B3pia.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4003271816354347629.post-4974437217507996739</id><published>2012-02-16T22:17:00.001-03:00</published><updated>2012-02-16T22:18:55.210-03:00</updated><title type='text'>Nacional  empata em 1x1 com o Galo no JC</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-gIIwldqvk5o/Tz2qpIDCHfI/AAAAAAAARUc/rN3nLuNm-tk/s1600/DSC_0075.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-gIIwldqvk5o/Tz2qpIDCHfI/AAAAAAAARUc/rN3nLuNm-tk/s1600/DSC_0075.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img alt="" height="212" src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEBLAEsAAD/4aDARXhpZgAATU0AKgAAAAgACgEPAAIAAAASAAAIkgEQAAIAAAAMAAAIpAESAAMAAAABAAEAAAExAAIAAAAKAAAIsAEyAAIAAAAUAAAIugITAAMAAAABAAIHkIdpAAQAAAABAAAIzoglAAQAAAABAACgWpycAAEAAABKAACgbuocAAcAAAgMAAAAhgAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAE5JS09OIENPUlBPUkFUSU9OAE5JS09OIEQ1MDAwAFZlci4xLjAwIAAyMDEwOjA5OjIyIDAzOjQwOjEwAAAogpoABQAAAAEAABLAgp0ABQAAAAEAABLIiCIAAwAAAAEAAAAAiCcAAwAAAAEB9AAAkAAABwAAAAQwMjIxkAMAAgAAABQAABLQkAQAAgAAABQAABLkkQEABwAAAAQBAgMAkQIABQAAAAEAABL4kgQABQAAAAEAABMAkgUABQAAAAEAABMIkgcAAwAAAAEABQAAkggAAwAAAAEAAAAAkgkAAwAAAAEAHwAAkgoABQAAAAEAABMQknwABwAAjTAAABMYkpAAAgAAAAMwMAADkpEAAgAAAAMwMAAAkpIAAgAAAAMwMAAAoAAABwAAAAQwMTAwoAEAAwAAAAEAAQAAoAIAAwAAAAEMkAAAoAMAAwAAAAEIWAAAohcAAwAAAAEAAgAAowAABwAAAAEDEgAAowEABwAAAAEBAAAAowIABwAAAAgAAKBIpAEAAwAAAAEAAAAApAIAAwAAAAEAAAADpAMAAwAAAAEAAAAApAQABQAAAAEAAKBQpAUAAwAAAAEAIQAApAYAAwAAAAEAACAgpAcAAwAAAAEAASIipAgAAwAAAAEAAAAApAkAAwAAAAEAAAAApAoAAwAAAAEAAAAApAwAAwAAAAEAAAOl6hwABwAACAwAAAq06h0ACQAAAAEAABBIAAAAABzqAAAACAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACgAABOIAAAAmAAAACjIwMTA6MDk6MjIgMDM6NDA6MTAAMjAxMDowOToyMiAwMzo0MDoxMAAAAAAEAAAAAQAAAAAAAAAGAAAAJwAAAAoAAADcAAAACk5pa29uAAIQAABNTQAqAAAACAA0AAEABwAAAAQwMjEwAAIAAwAAAAIAAAH0AAQAAgAAAAgAAAJ+AAUAAgAAAA0AAAKGAAcAAgAAAAcAAAKWAAgAAgAAAA0AAAKeAAkAAgAAABQAAAKuAAsACAAAAAIAAAAAAAwABQAAAAQAAALCAA0ABwAAAAQAAQYAAA4ABwAAAAQAAQwAABEABAAAAAEAACS2ABIABwAAAAQAAQYAABMAAwAAAAIAAAH0ABYAAwAAAAQAAALiABcABwAAAAQAAQYAABgABwAAAAQAAQYAABkACgAAAAEAAALqABsAAwAAAAcAAALyABwABwAAAAMAAQYAAB0AAgAAAAgAAAMCAB4AAwAAAAEAAQAAAB8ABwAAAAgAAAMKACIAAwAAAAH//wAAACMABwAAADoAAAMSACQABwAAAAQAAAACACUABwAAAA4AAANOACsABwAAABAAAANeACwABwAAAF4AAANuAIMAAQAAAAEOAAAAAIQABQAAAAQAAAPOAIcAAQAAAAEJAAAAAIkAAwAAAAEAAQAAAIoAAwAAAAEAAQAAAIsABwAAAARAAQwAAJEABwAAGlkAAAPuAJUAAgAAAAUAAB5KAJcABwAABRYAAB5SAJgABwAAACEAACNqAJ0AAwAAAAEAAAAAAJ4AAwAAAAoAACOOAKIABAAAAAEALIbWAKMAAQAAAAEAAAAAAKcABAAAAAEAAFFBAKgABwAAABYAACOiAKsAAgAAABAAACO6ALAABwAAABAAACPKALEAAwAAAAEAAAAAALYABwAAAAgAACPaALcABwAAAB4AACPiALgABwAAAKwAACQCALsABwAAAAYAACSuAAAAAEZJTkUgICAAQVVUTyAgICAgICAgAAAAAEFGLUEgIAAATk9STUFMICAgICAgAAAAAEJ1aWx0LWluLFRUTCAgICAgICAAAAACBQAAAQAAAAEpAAABAAAAAQAAAAEAAAABAAAAAQAAAAAADJAIWAAAAAAAAAAGAAARAAs0EQALNAAAAAAAADM0MTE3NTQAMDEwMAEBAAAwMTAwU1RBTkRBUkQAAAAAAAAAAAAAAABTVEFOREFSRAAAAAAAAAAAAAAAAAABAAAA/wAAgACA////AABYAQwAAABYAQwAAAAAAgAAMDEwMAAEAQEAAAAAAAAAADAxMDAFAQFkAOwAAAAAAMQAUwA8ADwAAAITAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAALQAAAAKAAACJgAAAAoAAAAjAAAACgAAADgAAAAKMDIxNVymrp/fwvEE1Xieg2daIPPFmlYT04086l34LZQBxhidHcQOf+katBFpIwpTlb5ncHWMxvApQizZW4RDTC9bCEvN235hG+KkYRnNejbHeACQJbU2pDOqHIXxVLILXuLsZm4s59VLcpSxydLqfvd68KTVx6aIYzoM2aFkItvPfqitDegerztCpCFZrHqDIk70NYRQFPKS6wKRUPSXwr/P2N/d2M2/VhJ2U9eN0FNVni1hNeKH68J+7JsAhAJ7717ILY3oPo/bImSh2PU7TktqwNUgXfb3/s/cw7tsckuSTrhePda1Xwq8r96rlLfXsJO0gWqURE8+nsz0YUPilk/sqMHt4R4sOyZEQDktGgPnx6B2idzCu2QQvGkRtFPrfsiYHZ0YjjFr0jSRJfB1LOkekMX1fEZngdKsucEKwruvnohtTSj+z5tiJOGZTPqgR+aAFaUwtvuz5JwKcdQyRxPitHEx9KJTBz7Y/YWQpr+7urypmYzqyy92QJXtKG6Xw3KkwWGEEqM3TshNNaAWj2vKrHnJnFob34Z5qtPxESk6TVpdXVhOPym49NGrIkoT1w9QBbSWBqdBqmz5gYOC+21ESK0PZEHwpFTwDW6Vrs8wP1R5UmliW0RySGUGDObnqHYs0YpgOvO8KsBdPoQqsDe2JIkjYvJrlRhYtdfGdrf5HNeykElhUEYDOz5EbWV8mocg9cdSVhfRSDzpk/bSa/1MGJ0drQ5/62e0EWmJClOX4xARdfTGswNOLThARUMuLgsJ+My9fr4bE6SQGT164MelAFYlcza3M6ocifFUsgtfrvg9fbjuH0tylHHJ3Orz9/bw5dXApodjOgzZoWQi248+6I0tyF7vewKEAXnsWsMnhuA1hdAWV5PK/ClRdJKrv87Y3d3Yzr+rknRRcdzgvU8B55c1uIYnIVrseQGEAnC3dN85od8kj9vbZb7zDDpjh7HA1eXw9veiq0TJtttBThTuuHn3UXGbD2O0yonkqjO2NrcHlfxnxyN6zRhhpOMZTX6pyeoOHcjct7em1NTm+BY+oHFG7Tt6qPNRmu+0UhyBDmYdnRuN8GfRMoT1IIPGC0CM2fXdZGGDmqy5wcTCu02fC28VJPtLyV5kYZpM+qNH5pIGLRA2N88/swxx9n24RW5V7tEE8rDFqTRtS1xqcnVycGRVACYHoyYKVSHkglsPvWgtrUheb/uShoXdbNp6NwZgtQV5n94zXnyp0PQTKj9OWF1dWE4/KxH00at8ShPXltAFtWAGp0PbbPiBAS/ZIO1IrfXpPXDZJnGy0wI0aY9dNy8cCg0NCmwlKlVwvsTN5rB1NflO1fyz+3DrH82zN7YwpRWA5kei+UyZ4SRi08v+KErtiJ6vyJDcxLqpmYL4QSDB599PL92KPOmRNNJr/44YnR2YDn/rUrQRabwKU5fWEEV0ocbnAxuhOQVE8Dt94dsSWVfLTxfig57rzH0jy5nGlSdAWIyLqJCLg1ZqCX+snDxPu/Id+HC2s+LeGfFr9Mbnm8EehHs5pNysYS7eYj31iUTNsuqr/Zj+fhKBPCl508rpLuWpajXL1lOL0VSMMekiuycaQJdtKK4kA+ZsFulsenQfpNjSWu55N4RYe4heii3d6D+P8CIhoZQMf2OuWScqHg8rCBTqlcm4a4K0xu4wfTf4qV8k/VTxiRyqM7c2sCWVAGbHI3tFGSSkTBsAgXoyfvetLzdCY77LLBID6zlidUHjiqUSCNBrmLbO6ncM9RwQGoj9WdNVkMk+p9GPV3fEGCE+Zh+Zn7zBwJS+9pzub48tiMoynP0ffLIeXZsYYeq8zgfJZtXJ9lsqzXU/0VZC0serYCENBs+to3eMfonVmjO+yPk6urxZYOT2W76+JQ31SPdv1oJTga1s4UPm+YdK2a9PKPRKaqn59BorP07EXWtYST8fXfTRqXxKE9eWUAW1YAanQ9vc+bQETPsxIatSppd3D1ei1d60jLjjCdmfqpOAGEzLaNBLQxYqyb9sXPyPezLdODD2cyKe2bGrtAanW4FeRLv55JzsIW6eIv01SQSNcqprPdg+vlJBfGm5EwqpbqXpKnULFpPLkZTMcSlie2fagNet6O5kQyas1imsujRf5BgSGi45d0QYO0geSu2dqH9PMOLhYVTMPyPumedq3k/rSNSqVYn4q0L0hq5wPXe46R9kPZSxydzq8/f28OXVwKaHY8XzJl6b3SRxwRdy0jehEIT9e76GE6U82Hkfynov6ahsNQPWrottVEAxJyIiJzFAVG2LrtYDNWyo6S96yh952DylE4b+e/2EEKE3wnIXwXAk3ZteJvfFnHxZPyoaDwkIDBUjNk5rjbTgEUfCwgdRoPSyVPGJHKoR3TawB6cAZuQaeswZYITC5LB+qMrtCB4vO0JEQTksGgPnxqB1RRD6HnAKvGkRtFLrfw6YHZ0Yjv9r2TSR6TyK0xdWkMX7IURqgJ6ivMDGz7irkI1tTSj+z5tiJOGZTPqjR+aAFaUwtjezKpwJcdQyi98ueL39OG6fy/IUMUlcanN3dnBlVUAmGqa6jERm5KJGWr5oEPtI3nKZggSce2zaXiUGYJceUJb1DUp8i/r0EgkTTlh/ZVhOHXMS9PPxfEoT15ZQBbVgBqdD2mz5gQSC+2/eSK0NaL4PW6LkIVmMuuMHJkBVZXB2d3NqXEkxFPLLn244/b14Lt+LMtRxCZwqsze2MKUVgOZHo/pMmeEkYpvP/ihNbYier7vCxMG5rJqDZ0Yg9cWQVhfTijzpkTTSa/+OGJ0dmA5/61K0EWm8ClOX1hBFdaDG5wMaLDlBREI7Lx4I7c2ofk8b4qRhGcx6I8dmAJUlsDa3M6ocifFUsgtfrvg9fbjuH0tylLHJ3Orz9/bw5dXApoVhOg3LCWQi28c+6IXXyFr7OQKEAcDsWsMVhuA1QtAX7mfK/Ck0dJKj187Qt9fYzr7HknRRG/zKkwgW0IUiLCnrbKUThv57/YQQoTfSchfBcCTdm14m88WceFk/KhoPCQgMFSM2T2uNteERR4bCB1Gg9E2r8YnjVcxIyUvaav+ZONyFM+aeWx3ksIFXMgL34dDEvbu+xtPl/Bg5X4q67ylorPVDlu5LrRSA8WfiYudxgJQty24Ww3UsqKlvOwrfuZh8ZVNGPjs9RFBhd5K21wEwZJ3bHmazBVy4GX/qWs9JyEzVY/aOL910INGDQgLHlWA0DevOtqOVzIiJj5qqv9n4HEUzpt4bXaTwQdfyUrchkAR9+34WkyW8WPmfSvqvaSjstYNXLgvt1MCxp6Kip7HA1O0LLlaDtewoaa/6Sp/5WbwlkwZ++30EkCG3UvKXQfCkXRvepnNFHPjZv6qaj4mIjJWjts7rDTRgkccCQofRIHTNK472Y9VMyEnPWup7GbhcBbNmHtudZDAF17KCd2FQRD07PkZTZTyYud8KOm+p6Cx0wxZqyy2UAHHnYuZn8YAUrUvulkP1rHgp77qaXzkY/OXTxr67vcTQ4fcSMleBsOQdW57mM4XdOJn/atpOyUnMVeN2DqtN/aBRB8KCRxHgtI1rTjYjFQwICQsaKj9ZeJzV8ybem90kcMEXctI3oRCE/Xv+lhOlPNx5H8p6L+mobHUD1u+LbVRAMSciIicxQFRti67WAzVsqOkveoofedg8pROG7nv9hBChN9JyF8FxJN2bTmbjwZx4WT9qGg8JCAwVIzZOa4204BFHgsIHUaD0TasOduNVzEjJT9pq/5k43IUzZp5bHeSwgVcyEvfh0MS9u77G0+X8HDlbirrvKWis9UOW7kutFIDxZ+Ni53EAlC3LbhbDdSzoqW86Ct+5mHxlU0Y+Oz1EUHF3krLXATBkndseZrMFXPgZf+paz0nITNVj9o4rzXQg0YdCBsORYDQN6862o5WMiImPm6q/2egcRXOm3htdpPBAl/JTtyGQBH37fgaTJbxY+Z9K+q9pKOy1g1YuC+3EwLGnoqKnscDU7QsuVoO17Ghpr/pKn/lYvSWTBn77fQSQIbdS8pdB8KRdG96mc0Uc6Nm/qpqPiYiMlaO2zusNdHCRxwJCh9EkdM0rjvZj1UzISc9a6n8duFwFsyYe251kMAHXspJ3YVBEPTs+RlNlfJi53wo6b6noLHXDFm7LLZQAcedi4mfxgBStS+6WQ/WsaCnvuopfORj85dPCvrutxNDh91IyV8Gw5B1bnuYzhdw4mf9q2k/JSMxV43YOq030oFEHwoJHEeC0jWtONiMVDAgJDxoqP0l4nMXzJl6b3TRwwRdy0jehFIT9e/6GE6U82Hkfynov6axsNQPGrottVEAxJyMyJzFAVG2LvtcDNWyo6S96yh952DylE4b/e/2EEKE30nIHwXAk3IteJvPFnHhZPyoaDwkIDBUiNk5rjbTgEUeCwgdRoPRNqw5241XMSMlP2mr/2TjchTPmnlsd5LCBVzIS9+HQxP27vsbT5fwYOV+Puu9paKz1Q5buS60VhPFn4mLncQCULctuFsN1KOipbzoK3/mYfGVTRj47PURQYXeSstcBMGSd2x5nswVcuBl/6krPSchM1WP2jivNdCDRh0ICx5FgNA3rjrajlYzIiY+aqr/Z+BxVc6beG12k8EGX9lK3IZAEfft+BpMlvFj5n0r6r2ko7LWDVi4L7dTAsaeipqexwNTtCy5Wg7XsKGmv+kqb+Vi8JZMGfvt9BJAgtxKyl0HwpF0b3qZzVRz42b+qmo+JiIyVo7bO6w00YJHHAkKC0SB0zSue9mPVTMhJz1rqfxm4WAWzZh7anWRwAdeyknchUEQ9Oz5GU2V82LnfCjpvqegsdMMWbss9lABx52LiZ/GAFK1L7pZD9axoKe+6il85GPzl08a+u73E0PH3EjJXgbDkHVue5jOF3DiJ/2raT8kIyFXjdg6rTfSgUQfCgkcB4LSNa042IxUMCAkPGio/WXiYxfMnXovdJHDBF3LSN6EQhP17/oYTpTzYeR/Kei/pqGw1A9aui21UQDEnIiInMUBUbYuulgM1bKjpL3rKH3nYPKUThv57/YQQoTfSchfBcCTdm14m88WceFk/KhoPCQgMFSM2T2uNtOARR4LCB1Gg9E2qDnbjVcxIyU/aav+ZGNyFM+aeWx3kMIFXMhP34dTEvbu+xtPl/Bg5X4q67yl4rPVDlu5L7RSE8WfiYud5AJQty24Ww3Us6KlvOwrfuZh8ZVNGPjs9REFhd5Ky1wEwdJ3bHmazBVy4GX/qes9JyEzVY/aOK810INGHQgLHkWA0DevOtqOVjIiJz5qqv9n4HEV3pt4bXaTwQZbyUrchkAR9+3oGkyW8WPmfSvqvaSjstYNWLgvt1MCwp+Kip7HA1O0LLlKDtewoaa/6Sp/5WLwlkwZ++20EkCG3UvKXQfCkXRvapnNFHPjZv6qaj4mIjJWjts7rDTBgkccCQofRIHTNK472Y9VMiEnPXup/HbhcBbNmHtudZDAB17KSd2FQRD07PkZTZXyYud9KOm+p6Gx1wxZuyy2UAHHnYuJn8YAUrUvulkP1rGgp77qKTzkY/OXTxr67vcTR4fcSMleBsOQdW57mM4XcOJn/atpPyUiMVeN2CqtNtLBRB8KCRxHw9I1rTjYjFQwICQ8aKj9ZeJzF8yZem90kcMEXctI3oRCE/Xv+hlOlPNh5H8p7L+moaDUD166LbVRAMScmIicxQFRti67WAzVsqOkvesofedg8pROG/nu9hBChN9JyF8FwJN2bXibzxZx4WT8qGg8JCAwVIzZOa4204BFHgsIHEaD0TasOduJVzEjJT9pq/5k43IUz5p5bHeTwgVcyEvfh0MS9u76G0+X8GDlfirrvKWis9UOW7kutBIDxZ+Ji53EAlC3LbhbHdSzoqW+6Ct+5mHxlU0Y+Oz1EUGF3krLXATBkndseZrMFXLgZf+paz0nITNVj9o4qzXQg0YdCAseRYDQN6862o5WMiImPm6q/2fgcRXOm3htdpPBBl/IStyGQBH37fkaTJbxY+Z9K+q95KOy1g1YuC+3UwLGngqKnscDU7QsuVoOx7Clpq/pKn/lYvCSTBn77fQSQIbdS8pdB8KRdG96mc0Uc+Nm/qpqPiYiMlaO2zusNNGCRxwJCh9EgdM0rjvZj1UzISc9a6n8ZuFwFs2Ye25wkMAHXspJ3YVBEPSs+RlNlfJi53wo6b6noLXXDFm/LLZQAcedi4mfxgBStS+6WA/GsaCnvqopfORj85dPGvru9xNDh9xIyV4Gw5B1bnuYzhdx4mf9q2k/JSMxV43YOq030sFEHwoJHEeC0jWtONiMVDAgJDwoqP1l4nMXzJl6b3SRwwRdy0jehEIT9e/6GE6U82Hgf2m4v6ahsNQPWrotpVEAxJyIiJzFAVG2LrtYDNWyo6S96yh952DylE4b+e/2EEKE30nIXwXAk3ZteJvPFnHhZPyoaDwkIDBUjMkprjbXgEUeAwgdRoPRNqw5241XMSMlP2mr/mTjchTPmn1sd5LCBVzIS9+HQxL27vsbT5fwYOV+K+u8paKz1Q5buS60VgPFn4mLncQCULctuFsN1LOipbzoK37mYfGVTRj47PURQYXeSstcBMCSd2x5mswVcuBl/6krPSchM1WP2jivNdDDRh0ICx5FgNA3rzrajlYyIiY+aqr/Z+BxFc6beG12k8EGX8lK3IZAEfft+BpMlvFr5n0r6r2ko7bWDVy4L7dTAsaeioqexwNTtCy5Wg7XsKGmv+kqf+Vi8JZMGfvt9BJAht1Lyl0HwpF0b3qZzRRzo2b+qmo+IiIyVo7bO6w00YJHHAkKH0SB0zSuO9mPVTMhJz1rqfxm4XAWzZh7bnWQwAdeykndhUEQ9Oz5GU2V8mLnfCjpvqegsdcMWbsstlABx52LiZ/GIFK1L7pZD5axsKe+6il85GPjl08a+ur3E0OH3EjJXgbDkHVue5jOFnDiZ/2raT81IzFXjdg6rTfSgUQfCgkcV4LSNa042IxUMCAkPGio/WXicxfMmXpvdJHDBF3LSN6EQhP17/oYTpTzYeR/Kei7pqGw1A9auim1UQDEnIiInMUBUbYuu1gM1aKj5L3rKH3nYPKUThv47/ZQQoTfSchfBcCTdm14m88WceFk/KhoPCQgMFSM2TmuNteARR4LCB1Gg9E2rDnbjVcxIyU/aav+ZONyFM+aeWx3ksIFXMhL34cDEvbu+xtfl/Bg5X4q67ylorPVDlu5LrRSA8WeiYudxAJAti24Ww3Us6KkvOgrfuZh8JVNGPjs9RFBhd5Ky1wEwdJ3bHmazBVy4GW/qWs9JyEzVY/aOK810INGHQgLHkWA0DevOsqOVjIiJj5qrv9n4HEVzpt4bXaTwQZfyUrchkAR9+34GkyW8WPmfSvqvaSjstYNWLgvt1MCxt6Kip/HA1O0LLlaDtewoaa/6Sp/5WLwlkwZ++30E0CG3UvKTQfCkXRvepnNFHPjZv6qaj4mMjJWjts7rDTRgkcciQofRIHTNK472Y9VMyEnPWup/GbhcBbNiHtudZDAB17KSd2FQRD07LkZTZXyYud8KOm+p6Cx0wxZuyy2UAHHnYuJn8YAQrEvulkP1rGgp77qKXzkY/OXTxr67vcSQ4fcSMleVsOQdW57mM4XcOJ3/atpPyUjMVeN2DqtN9KBRB8aGRxHgtI1rTjYjFQwICQ8aKj9ZOJzF8yZem90kcMEXctI3oRCE/Xv+hhOlPNl5H8p6L+nobDUD1q6LbVRAMSciIycxQFRti67WAzUsqOkvesofedg8pROG/nv9hBShN9JyF8FwJN2bXibzxZx4WTsqGg8JCAwVIzZKa4204BFHgsIHUbD0TesOduNVyEjNT9pu/5k43JUz5o5bHeSwgVcyEvfhkMS9u77G0+X8GDlfi7rvKWis9UOW7kutEIDxZ+Ji53EAlS3LbhbDdSzoqW86Ct+5mHxlU0Y+Oz1USHF3krLXATBkndseZrMFXbgZf+paz0nMTNVj9o8rzXRg0YdCAseRYDQN68q2o5WMyImPmqq/2egcRXOm3htdpPBBl/JStyGQBH37fgaTJbxY+Z9K+q9pKOy1g1YuC+3UwLGnoqKnscDU7QsuFoO17Chpr/pKn/lYvCWTBn77fQSQIbdS8pdB8KBdG96mc0Uc+Nm/qpqPmYiMlaO2zusNNGCBxwICh9EgdM0rjvZj1UzISY9a6n8ZuFwFs2Ye251kMQHXspI3ZVBEPTs+RlNlfIi53xo6b6n4LHXDF27LLZQAcedi4mfxhBStS+6WQ/WsaCnvuopfORjs5dPGvru9xNDh9xYyV4Gw5B1bnuYzgdg4mf9qmk/JSMxV43cOq030oFEHwoJHEeC0jWtONiMVDAgJDxsqP1l4nMXzJl6b3SRywRdy0jehEIX9e/6GE6U82Hkfynov6ahsNQPHrottVEAxJyIiJzFAVG2LrtYDNWyo6S96yh952DylE4b+e/2EEKE30nIXwXAk3ZseJvPFnHlZPyoaDwkMDBUjdk5rjbTgAUeCwgdRoPRNqw5241XMSMlP2mr/mTjchTPmnlsd5LCBVzIS9+HQxL27vsbT5fwYOV+Kuu8paKz0Q5buS60UgPFn4mLncQCULct+EsM1LOipbzoan7mYfGVTRj47PVRQYXeSstcBcGSd2x5mswRcuBl+6lrPSchM1WP2jyvNdCDRh0ICx5FgNA3rzrajlYyIiY+Kqr/Z+BxFc6beG12k8EGX8lK3IZAEfft+BpMl/Fj5n0r+r2ko7LWDVi4L7dTAsaeioqexwNTtCy5Wg7XsKGmv+kqf+Vi8JZMGfvt9BJAht1byl0HwpF0b3qZzRB342b+qmo+JiIyVo7bO6x01YJHHAkKH0SB0zSuO9mPVTYhJz1rqfxm4XAWzZh7bnWQwAdeyk3dhUEQ9Oz5GU2V8mLnPCjpvqewodcMWbsstkgBx52LiZ/GAUK1L7pZD9axoGr+J2l85GPzl08a+u73E0OH3EjJXgbDkHVue5o0+b8dlBZWb8XL7MwAAAE9GRiAAAAAAMDIxMQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACsxP6vtwLMmbmsmoNnRiD1xJBUEtKjPemRNNJq70QTuR3HDmjrRkvua74IUZXWEEF1hMYNExooB1EOQjc/Ggz83aV+QguQoAQdkmpdx0YAvSZcJqMzngzV9Xy2w1bK+eluKPm/QEKfYdB8+MP4CfTl1cCmh2M6CNmhZCLbjz7sjSzZXiN7ZISBeWxaxyeFoBqF0BdW0om6a1F2koO/zNjF3eHKv6uSdFEp/M6TVxbQhTXggifDWmz5gQQCje+yyMGNBD5j2iJlodgMO2OGssHe5Pv39/Me3CWxeHNLHu65fTz4rqULTFQPieKrM7Y2sMmV7GYxI4zNGWCk4htPfqjN7QgeLztCREE5LBoD58agdUUQ1JJTCrxpEbRS638OmB2dGI7/a9I0kek8itMXVpDF9SBGZ4OarLPBzsKxr4qIeU08/tubYiThmUz6o0fygAGlOrY9syqcCXHUMovfLni3/TJun8vyFDFJXGpzd3ZwZVVAJgfjuoxZIeSjWw6+aQ2sSN9v+oIFlfh420OmBmBDBaaWKhJKfanQ9BMhPk5ZXVxYTsMr5PQ9qHxLE9aWUQW0YAenQtpt+YAEgvtv3kitDWi+D1ui5CFZjLrjByZAVWVwdndzalxJMRTyy59uOP29eC7fizLUcQmcKrM3tjClFYDmR6P6TJnhJGKbz/4oTW2Inq+7wsTBuayag2dGIPXFkFYX04o86ZE00mv/jhidHZgOf+tStBFpvApTl9YQRXWgxucDGiw5QURDOy4eCe3MqH9PGuKlYRjMeyPGZgGVJLA3tzKqHYnwVLMLXq75PXy47x9KcpWxyNzr8/b28eXUwKeHYjoN2aBkI9uOPumNLMhf73oChQF47FvDJobhNYTQF1eSyv0pUHSTq77O2d3c2M+/qpJ1USj8y5NWFtGFNOCHJ8Ja7XkAhA2E4KHH0oIXMXDU3Wte1vM1nIhZzyrqD/kI/BXTNr5rfbQQEbeCMgehoARNWw6G46XMuMm/2pr/aTgshcPmblvt5ECBpzLi9xHQNL1LvjbTFfzoOa+KSu/ZaFz1s5YeS10UcPGX4p0Yjv9r0jSR6TyK0xdWkMX1IEZng5qsucHEwruvnohtTSj+z5tiJOGZTPqjR+aAFaUwtjeyK91KN5Ywzd1oevv9Om63y/EUMUmYakp1c3FMVkMpBuK6jlwgzaNbD79tDqhK3077gguE+WzbTKcHYLUFU5PXE0p8qdH0OAE/TlldXaCxwNTtCy5Wg7XsKGmv+kqf+Vi8JZMGfvt9EJAht1Lyl0HwpF0f3qZzRRz42b+qmo+JiIyVo7bO7w00YJHHAkKH0SB0zSuO9mPVTMhJz1rqfxm4o35KZh7bAAAwMjA0eKebr5mCi/Ij7LfQS3q82svLdkvRijzokzDSav8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAxMDMCLgAAAAEA/wAAAAAAAAAAAAAAAEFVVE8gICAgICAgICAgIAAwMTAwAAAAAAAAAAAAAAAAB9oJFgMlFAAwMTAwAAgCAYMCAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAxMDAAAABkAEsAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwMTAw/wAAAAAHAQMAAwAAAAEABgAAARoABQAAAAEAACUSARsABQAAAAEAACUaASgAAwAAAAEAAgAAAgEABAAAAAEAACUiAgIABAAAAAEAAGgDAhMAAwAAAAEAAgAAAAAAAAAAAAABLAAAAAEAAAEsAAAAAf/Y/9sAhAAHCgoMCgkODAsMEA8OERUjFxUTExUrHiAZIzMsNTQyLDEwOD9QRDg7TDwwMUZfR0xTVVpbWjZDYmliV2lQWFpWAQcQEBUSFSkXFylWOTE5VlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlb/wAARCAF3AjoDASEAAhEBAxEB/8QBogAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoLEAACAQMDAgQDBQUEBAAAAX0BAgMABBEFEiExQQYTUWEHInEUMoGRoQgjQrHBFVLR8CQzYnKCCQoWFxgZGiUmJygpKjQ1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4eLj5OXm5+jp6vHy8/T19vf4+foBAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKCxEAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDSPHWkwK9I84TpUgNAxwqyp4xUlERpBQMmU1oxEDrUMtF/5McVnuF3Vmi2IBt6UHJNaGZbgTc1bka+XnmkMZJIQnXFYzsKpEEYfHSlMhPeqERFs1ERQAzFAFMBcU3bSATbQFoAsqma14FIHtUsZKykmpfKyOakoYyADpVAjnpTAZsJ6VH5dAEbLioCKYC806gBtOzQMYabSAkXGealLUhkinBro9NdTOof8PrXJPY2idtVCa9ggzvkGR/COTWUpKO5qlc8y128M7Aou1SQBnrVaGPZg47da5YxvJtmzdkXM85NNZ670jnbISark1sjFjRUorQgmFZF7OY7iBVbbnO44yAKzlsXHchs7e2afzHLTSdnbkD6VyHiXQpJpzdw8qfvD0rPdGnU89dfs4G0EMOua3LaIeWC/wAzMM89q5jpW5tW0WDitwr2Fckj0IFkDCYqtcwedAyj72KxW50S1RhRaYy/eOc9atvYAqFxgCuvmODlNO3h8vCqK8e8RjGuXI/3f/QRTh8Qqnwnv5IPWmYr3D58XGaUKaBjwCKeDzSKHEU0CkUSAVfQHFQy0TlWxkCoCpJqEy7DwpFShaLisTx5HStEMdtJsEijNJkYrMLVqjNjQafmrIFzmnqpNAyYR57U5osCpuMgxinhc0xEqxZq0ttnpSAcISp6VZVGHSkBYRCOtWdtSMgYA96qMgHWgZGGFRMNxyKYyHyyTzULoB0pgRAYpppiGUoBJpDHlMUzFIBKcKAHircTlDkHBrnkrmyNg6jcsu1pAPoMVkyfP8xY5rkUNbs35uxzWqNtjjP+2K2UOUX6VulqQ9gJqOtjIaahxVkBiniqEPBpr7OJGiWQoCQrd6lq6sUnZlaJw6LIFChhyo7GtQEFeRuU+vasFojRnnms6NEJt6EANyFrkIkkSfyjk8AD6Vzy0djsWsUzpol8vGetXq4pbnoQ2LPWn+1ZI2Yp9ulRv/OtzmHI4DZrxHxJ/wAh25/4D/6AK2huY1PhPesUmK9w+eJBxVgECkUS7gajKikUOxTlWpKLiRZ6VqxQfLmsmzRGksQKYxUX2YE9KwNwNqQM44qk0eDTTE0W4YGfotOlQoCDT6iMGQ89arYrqRzsSlqyCwgrUjhyM1DKRN5ZFPaMsOBUobM9oiD0p6qB1rQzJRx0q9E1IC6MGnBakYEYphakMqE88Uu3d1pgRmMDpTggFADGHpVCSgZWPIqMrTAFAzU20DpSKGnmoiKAG4paQC1IDUMolBoJqSzmdZOLZD/tj+db8QzEp9qjqPoSFaZitCCMim4qiRCBRjNMA20/bigDOiHl3DwNwG+ZP6ircnnrGRbgbzx81c7NzCkkgtopJLxd05UDdncc+mO1c6iIxeY8MDtFcs2dUEWAu8ccUu7kD0riZ6aLY5X3pvI5qEWyZT609hk9M1qYFdVIc7hwK8U8RHOt3J/3f/QRXRDcxq/CfQRGaixivbPnh4qTFAAKlAJqSiUA1MoqSy2p2itW3bdWTNEbcK5NWniIPFc7N0M8pyCDSLZhuSKhMtojnUwD5TisCaRm61sjJmSykmo8V0JmBCaetaEFpeKvrLxikItZ6VejXIxSEOaAY5qmYQOKYhPKVakEZ6rQBKGK9akWTNIYwuaYzjGaAIRKtSFqChpNR7iTxSCwxpCOKqMN3NBRFjFIRQAzHPAqXBNAEZGKYaBhijFICZI9xq4YAo5rNstIhKDHFRYoA5jXxixz6MP510NquYE+lR1KLjR4FVSMVaERGmZqiAAzTsYNMBc07BNAyGa185QRw6nKn0NXYXDqAxAlH3lrnluarY4zW4IXuQdg3dWbPWueUbBj3rmaOyOiRaQn0pMZPoa4j0kWlOBShs59qkomHPJqfO0BvStDETrya8L8RjGuXP8AwH/0EVtT3MKvwn0MBmkKmvbPBEC1IBQImCA1MqYNSWXVjB7VaWHPQVizQV7ckcUkJMbYIpDNqNm3cVopI4HIqGWh6Xe0kSDn1qY3a44rKxrcqO/mggjNZDw7j8tUtBMha3PTFU5Ldl6itEzNozmTFNAroTMWi2qEinFSKVwsAkYcZrRhnKkelWZmp5hYVQ3HzQppCHOrdR0qRH28UCJGdfWoBjqDQMQncOaiwaBkbYHWm+Z6UDJAwPU1MMY4qSiuRzzTMUAAiJNTC3zSGDRBRVY8UhkZXNNKn0pgJtNSCM9aVxlhPlpWJc1BYBCKlWKgDlPEse3S2PpW7Zpm0iP+zWfUotspxjFVTGTViITHioiuKokSjrVEkqxmraxmobKSJwuO1UNQ8uK0eYjEi8Ke+azZotzzSWWSVi8jFiagH3Tn1rkueg1axOjYB5oPIzXJ1OzoKG6VY4HekUTKQeKtYBGBVGQ8REISeMV4N4i/5Ddz/wAB/wDQRXRDc5amx9FqMVMK9c8cNopdlICVVxVpQKQzZht1IyTWosCID3qBjOAelOYQsv3eagvdEccvltjbmt2JlcfdpMaQ57ZWGdtUmth6Uh7FXaYzxV2JFf7wqGjRMdO8MQwBlqohBMpJFCQNmRPbYzgVmCMZ5rZGTLGNoqFn4wapEsrZGanRwprYyNRZ124pwAc5pEljbximFQKVx2KLR/NkU3OyqER+aR2oNxjoKAITMD94VGZBngUwF8yrKyjpSGS5Dd6nULUlFlVHWrAAxSEQMmai8gGpLLaQJjmpGtUPSsW2bpIrtagdKhMJ6CncVgFuc81YWDFFwJDGAKi2c9aAOU8UL/xJpK29NQPp8B/2RS6iL7Jiqjg0xlEg1WI5qiRQu41YWLFDY0ibtT1NIZMM1yWuzALHADz94ipeiKjrI5AjC1nxuHYr3Brz0etJbFmSIgZFRK5HyvWRoTA9PSrx2bPcUB0BPWrAOeM0CLRZiAp9Oa8G8SDGu3I/3P8A0AV0Q3OWp8J9EjNSivXPFJBUlSUOBFWFYUhm3Aw24DVbMm3gnipCxIrofeoijZyvIqGWi6I9/bmnENH0zUlF+CZjyc/jUsk3ovNK2pVygSrdsGp4x6VRFxslvnmn7AqcUAZE8bEcVzshZW5FUgYu/cKayjFWQVitNKkVqZkiMRWpHISMUCLW7HWlJFZstMZvwenFVpWDdKpCZRZqrlqskjNFMQ7FOFIZaQGtGNCetZtlpGmq8dKb5bHvWVzWxKsBpTGfWpuOw5RipwT6VJRIEzyaiKgHigAEeacVwKYiq/SqyqxNUI5XxSMaPLzWto+f7LgJP8ArNvUtK5qEkiodpbqabYJFVoTmoTFimIaq4NTZJqhChCasrH2FTcqxPKFt7d5n6IMmvG5Z2mmeZ+Sxrnm9DrprUiAL8GqTxmGfpwwzXMjtZoIcgqeRVaaIYyD0rLqadBEB2jmphmrZmWo27VZxgj3pDL4jyu4HBFeBeJM/27c56/L/AOgiuiG5yVNj6Q61IFr1jxR5X0p44qC0N21IENTcuxZjZlrXhdXwHrJmiL7QqrAA9anUbQcGkncbVh0c4WT5lrYCo/TvWTuaKxN5SheKokBeprSJlIYhRmq1hQOK0MyPzl6VXL7ugoGJtJ4NVJLNJOtIoyn09lPyniqpjCnDU7isROi4yKpY5rVGbLcQB4Iq+gVTzVMklZQRkHiqZkx2zQIXeCOapOwpgV+tREDNMQoAp23NAx23FTLGT2pXKsX4oTnnpWtvggjLyuqKOpY4rnkzeKOWuPGmh2+V+0M5HH7tCaw3+IOkq2FhuGHrtA/rWGptoTw/EDSXOHSeP3Kgj9DW7D4p0e5xsvFUk4+f5f51oZHVRbZAGRgw9Qc1eAVeopiQ8uCMBRVYipRTEBxzQ0me1DQJkWAe1ACimLQ4rxVj+xpfpVjQ2zpFv3+UVPUZrtmlQ4qxCsah60AAQZ5qcQ56VLZSRKIaspB3zWbkaKJS1O3M2nTxx5LlePevB2aTJUDkdQawlqdUNNDNF7dxyEG3yAex5q+LtrzAdCmypsauWhpRg44NEittzXO9zqWxWjPUVbWMjmtDFEyg54qfdk9OlSUXo2Iw2eK8J8TkHX7rHT5f/QBXTT3OSqtD6RAq0se4cV6jPFQY29aTINSWThRUoHtWRsWFiyMml8lgeKhMtolxKrDOa2YWYDkZpMEy6FSTBxg1d4QZDdKhXLdjLkmck4bAquXJ5JzXQkczY9LhBwTih7oY4NWQJGfm3OcZ9a3olR1yBWTNUPaNRVaQqmM1CZdisZOcAdaozwJjJNUIwnUAELWcSVPNdCMGWUPcVZHI60xDWOOM1KihhSGRyKi1nsB2qkKxCTTDVEjhVn6UmNEygd61U2KmSQKyZqjzHWvGAt3a300CSUcGTGVH+NeSXD3+oOXuZpHJP8TcD8KxZsimdOk9RTG09/aouacpF9ikqJrWRaLi5Wallq2o6ZKslvcSJt/hzlT+FezaL46juisOpgRSE4Eij5fx9KZJ65FKk8YkhcOh6MpyDU6qT1pslD2UdhTNvoKxubWFYcelVjya0TM2jkvFK/8AElm47U7w2C2jQH/ZFK+ojpmiJ7VWK47U7oqwnlk80vl4qrk2HiMmrCjAqXqUtCZc1JtJ6VnsXe47Yaxbvw7ZXz+ZJGUc9WQ4zSKMS58MWVvbySyTzbEXOMj/AArx8bEchOBnvRZIrmbNKJua0TgpzXA9z1VsYrna+e1WVkOOvFamBbRsdakz82aQEjyAKAK8N1851m4P+7/6CK6IbnNV2Pp/GOoq7C6DrnNekeMOliLDIPFUwhBqblltfpWrDEsg5IBrJmyLYgZfTFXkiG0etZotk3l560OjIMirbsQlczzcMh6VFJeFRwKpEsrpMGOXPFQS3SJkLzWqMmZn2j5s0v2k544q7ElkSb+Xc1uWTMxAjkP0rGWxtHc3GWRctnPFVo4TMCzE8VxnWU5CUJxVJZomU+bJz6V0rVHO9GZzyoH+Q8VVZdx4FaozZFsZelWEL+lVcmxYELHkitBYtiZNYuRqomNKcmqxBrdGLAJ60xhzVXENAqQUxEwOBk9K8t1fW3v5WtLSQpADh3B+/wD/AFqzkzSKOeWJIhhQKCewrjbO5IMe9O2DHWsLnUkQlOcVEY6VxtFV4h3Ws2W1VuV4Nbo5pI7Pw34pm0TFrOhkti2cd1+lfTFrcpdwpNAQ8bjII70MyRcZmHAWhQx6is7F3HeUp+8aeEjFXZkXRynilI/7BuTjnacVS8KyKdBt/l5C4rGzuaXR1u8MelIRGKvlYcyKzle1ViOeK0imQ2PX6VZDAdqrlI5hwb2qdX9qfKTzEocU4ye9NRFzHHeJ7lU0aXDjORnmvnV5wfuHmpkbQ1L1nOzEb+DXUbgygg1wSVmepB3RTljyMjmqiAjgg0ITLSg1OrnGBQMn3qRg/jXievY/ti4x0+X/ANBFdENzkq7H2bLpobJBxWf/AGewrvueOQlWjOO1JtJbgUXKSJ/LBxiryQMoyK55M6Yot84BJOBVxJI24B5rPbY033JiCRkVnsXZj1FNO+4rW2KswSMZc8msl3jI4rojsYS3M+SUgbQeKolia6EjBjOaTmrJLCMRXVac2HB6VhI2idlGynIzmqlzdJAuOPwrkaOg5eW6R881iEK7da6IqxlLUnESrznNXY3Req8UO7GkkaYuLQR8pk1Te7hT/VpXOot7m3MkQfbyDnaKgmvGlGMYFbqBk5mfupd1dBzhuNGM0hgFJqTbTuKx594q1U2sK2cDlZJOWI7LXnFouxc96wkzeKNVQWq6sK/U1yt2O1K5J5IzwKQxnpiseZM6FFoi8vnpUTRH0oApOpHaqZrVGLIZIxIpDCvTfBfiVNOn/s2+kxA3+qc9FPp9Kt7GB9H5U8jBpfwoMyux56VX6mtEQzkvFKn+w7jn+GsfwcytocYz0JH6msr6mljuCwXpVctmtjMYFYmpBH61RI/GKieaKMZd1H1NMgwLrxDptoD5lwufQGuLufH9nHkQxs5+lK47HK3HxBunBEMKr9TXLXHi/VZ+PP2f7oqblWOdl1O9ujiW4kfPYng11UcCxqFb5mxyfes2dMNy/s24ZR0rUiOUyK42ejHQmDZQioQSCMioKZG0hSQDHBqYFl7VQ2isUZie1eRa0CNVnB6/L/6CK6IbnFU2PthpLgj5cU2OWQH94Diu08ksEwnqKUrEV4IFSWiqqoDnINbSlBGK52tTqT0G7FPQVXeLDArirRDFM3lLjApufM5/lSaGmY9zGuCSeawWT0NdETBkBX1qMgYrcxIe9Squ6qETCNl5xVyOUrxnFZPU0WhpLeOg+U81VkleT73esrGtyNYSVJPFVCu01ZAFiKUO2MUwHBXboDTvKb0NFwsRlT0xTxE3pTuTYcIWIzinLGfSlcdi4LYjlhTSqjis73NLWGdOlOyACTTEfM2rXrX+qzTH+9hR6AcCrRdbeLB+96VmzVFL7dL2q7DqUqkb4wfxrFpM1Umjr7SeO4XOMEdqtunGRz9K4Hoz04u6IhGfSoJE49KCnoZEroDjcKzm2luDXVE5JWIH4Fc5cE+ZuzzW6OSR9leFr9dQ0G1lBJZUCMfccV1+4UrENldpRgjFVd1aJEXOQ8Ut/wASSfn+Gue8FP8A8Sfb6Mf50dRHoLEfxMBVOS9tLcZkmQfjVknP3Pi3SrYHM6sfQc1xd38QYFyLaFm9CeKVwscPd+N9QnyIysY9q4641i+uSTLcOfbNSVYx2kZjkkmoSaCgzRQIljbbIp9CDXoSSqRnINZSOiDL6yjByKtW7YzzxXM0dyZaJp6KWYkmsTYkKDrxUZw3fpTQ7hgDvXjeu/8AIYn/AOA/+giumG5w1dj7hVMDANTZUL86813HklWSKPG4A/hVYRBgSnX0NAxsds6nOMg0bymQ2RSHcljncdeRWk0yhMkUrDuY880DnBJqnE6BioYgUwEnVj8wOVrFkbBq0JlXdTSc1uZDQpJrRgRQeaGI6eG1Eg4AxUF1ZpGc4rEsxHC9hiot2KuwrgZj0zSZz1FFh3HKRnpWnG0a9UBqGVc0omjJ+5WpshlGMAVkaJlRrBWORT/swAxipdykxGiCJgCqO1VPSiw7g8ueD0qkwU9qaVgbuQbKxdYlNrpN1LnBEZx9a0Mz5zsI98hYjIHNaTxgnLnrXLN2OuCuKBHtxxj3pmAT8qqw9BXPqdVka1rIqkFePauojlGAM/nXO3qdEVoVJLjGcHmudupHlB+eri9SZrQ5s20jng5PtQ0M8Q5NdvMjz+RlxH8yP5uGFY1xy1UQ9j334ZXha3vLVicIwcenPH9K9xdgO9amJiT6ja24JmmRQPU1x13420q2yFk8wj+7zRcR5vrPjePULWS2jgIVuMmuJsvEt3p0LRWrAKTnmpGV5vEmpzk7rlwPQcVhS3k8xzLK7fU5pDKZJPU1KiFjgUDOqs/DWp3wDQWczqf4thA/Ouri+HmsSRlmWKLAzh35P5ZrHmvsI8smgeGV43HzISDVbFap3GLinBT6UwHiJj0Bq/CJozwePSkB2FnvljyR04Na6qUOR0rBnZF3L23gHrmphE+Mqa5jsKpEgODSqvemBJkAHI5rxzXf+QvP/wAB/wDQRXRDc46mx9cQ6iwI3c1vxX0cg5Nd7R5KZoh0I45oyTyBioLLCkGho1ccigZSa16gcCs6YywxnJyKZJzryBnyeKnRPMBIOMVoSNe4YR+XkHFZDMSeaaQ2xlOzWpmP3VIrkGgDpbTUVhTDAmr329JTgjAPrWLRVxu22ZDuwTWZLAgGR0oQFVIA54FXVtc8U2xDntljGdwqojpuxSKNiMADK1eEsadRzUFlr7SoXIqp9r+lSUV3uuOgqi04bqKYEB5ppzQO4nSuK8XyBdBlGcbmVR+dMDyTT4vKsnlbq3ArNuWkLBU/M1xy3R2w2YSWRe3DRyBnB+YF8ZHsKuWunssLSSTBXzlU3A0X0Hy+8Tk/Orr16NW1GGMe41xtHoxMyeVkJBFVAu5AzZJPRRVJEsbcQ3FsiS+UwRuhHX8qz0vxLw44/Wt+W6OPns7EjIB8ynIrKukwcjvWkWZzRv8Ah7XptDknkhAO9cEGr954x1W7yPO8sHstbHLY42a6uLgkyyu59zmqJJpDEzSUxCUtACiul0LVTouopeCBJ9oI2P7/ANalq6sM9KuPiPqsuRbW0EI7cFjXJXXiTXb/ACJb6UKf4UOwfpWHLfdjOZ+yO5yx5NWFsB3rS4FhbFR/DVhbP2pXHYl+ygYqyLZR2rNyHY2LRAiyKMYxmpF5PHT0pG8S0pII9Kt7/Q4+tYs7LjC2M5Oag3A9DQFyBnA715FrRzqs5/3f/QRXTDc5Kmx9ODB9qmUsvINekeQaUV26dzW3Fe5HNZtFI04pQWyKtGUH+LFQaFcXDb8AgirZKSDJXNAGTdWcLruUYPtWah3KYVTj1qiDNubJoTnkikEavFnuK0uIy24NQ5rVEDgadmqJHhqnEhFIC3FNg881q58wYPArNjBMxsQozWpbJKxJA/Os2Wi1NYGTnPPpWR/ZzBulJMbReWBkTANZExYNgtTQFFpXAxuqoZH9a0sSODt61ZWUilYo04svyRxSOwzgCoGR4ya868bqRpEQHeYfyNDGjjHhENnFCOoAz9azzb57VwyPThsOWMIQcZx7VOfOl+4oA7mua52WHpbYILHNbYQeWPSszaJi3UIc4IrPT90435DDowqkyHuadwy3FrsnQSKOhU7WH9K5CaGBYtkUbqeu5uTmuiLsrHHKN3cdArCPDHmqd2P3amqT1IktDKj6GvadM+Hlzd2sVzNcwxJIoYDliAauTschu/8ACHeHbIH+0NYXI7K6r/jXhOpRW0N/NHZymWBWIRz3FZxd3uBmBCexqYQOf4a6AJhauetSizPvSuBZWy9qvJZH+7U3GX0sjWilmBWTZVi6LVR2qUQADpUXAPKHHFIEHFMZUlKqVUkZ9Km20AODorBC3JHShZAG25xVlRZc80D6VE8wNY2Om5V88dKPNHY1dhXITKp6mvMtYIOpzEdPl/8AQRW0Tnm9D6ta39KhMZWuy551hR71OCPWmBdikK/xVrRy5681kzVIsiIOcjIq0olTocipTuU00K8oHDA89areZCvKtg1RBmXV3/DkEVmi8CoQEGT3rVIzbMk5Y03bt61sQNozVCFp2aAHBqsLKw70hGxDchQPXua6CK8OMRgE1ztGqZC+ozq3IFWI7uWUHKVNirsoT3Mg4AxWG7O5yatEsg2t6UbD3FWSTRxbjWobPauRzUtlAkbqMdBTfLYdRSAc6+XE8rHCIpZj6AV45qOuJrMaWpg2qJVYNu7D2+lZylY2jG5UuADLyeTQkYNedN6nrU1oTeSD2pzYC7QMCua52WK8Y3MMj5a2/KZkyAcU2OJi3YwvHUGoBEksYyOvSl0F1KjWzR8A8VV+zgnOK0TIaGtbBhwMGuevY9keG7V0ROOZixxl1O31rYEl40SwtczGNeAm84H4VvJJ7nCItmW65NXksB12VNxl5LIegqcWmKzuVYmFqo7U8QgHpU3GJ5dUlcWzt5z8E8e1VFXEbsJSRcoQavbQASegqWgHRskq7kORmpCoHB9aAM6S5hjZlLjcO1ULe+jlUsSBtzVWA4u51FpLncBwvSr1lqL/ADLJyOoNbOJNyjNqDNdK4HK1rveGRVYLhj196QyL7c/oTUZu5WOFRs+wp2KuL5tyWC+W+49sc1BJNJGxWQMCOxosK5Yt0ku920hQOpNcfqMbQ30iOQWGOR9BVohs+x3VOzVWKqe9QpMpxRGYqhKgVsncxcbCA4NaEUhFJ6lR0NeKc1po+RWKVjSTuTMocYNZlxZLtLDrWxgctPCynODis45rpRgxQSKUnNWSMwadtxVCG04LQIXipVGfakBcWI9jmumtLeSMB+3vWMmao2VSGQfOozUkcZThQCKwNinPGrHDLisyS1EYyDmqTJaGxpEGG81BOELfItUQVAdp6Vc+1xRjdLKqgeppsSMefxZpVqdjzq305rmrrx7pyH9zG7/hWVzaxy9z42k1COSzigCJKpUknnFcft8srKgwARXLN6o76a91mqZvMnYk1qxtkCuSe52w2NAcjioJ1IjOOaxOgw7i6ljVRFA0g/2a0o9QIhIbKHuD1rS3Ui/Qxhf+dMwMb7R3K8VsW4Ei8DHPFNqwou5dC5GCKgZQDgiszUqvtQZritTYuAoGcnArtg7nnVFYtWVmY7cGReTzWykC46VTd2cdrFxYQO1W/LG3j0qBkKBQQCefSop5VhZA38RxQgK89ykEiq3Ru9SPIojLqRjFVYDBGpJ5LEn5xXMvcG4cbjzW6RDZfs7820pwMqeK3bzV9pURcqR8wqWikrk1lqCxgIFwpNQavqDwzRmI5xzStqByM9y9y5kfgt3FVldowQCeetaEmgmnSyxCRcYNdHaaThWSRsE9xVMkupoduG5BarL2DxOPIjDDvmpYzbitURR+7UH6Vy7zR22rM5f5SMYoSA6gRRu6zd8cVxmrpG9wMNg96LCMqJjDbSBDnJ61yV27Pcszn5jj+VWB9vm0VhnIqu1kp5DHNc3MzblVhRaED71QPat+FPmsPluVTbNniplgZepq+dE8jHlHzw2KnHmKvDHNUmmQ00Q+ZcA8MasxvdE5zn2NaaGRYlaYxkNGDmuXljIJyMVcWQ0VdppnIroMQyaXJqiRad2oAQCpgaAN2xSJpB5jba7lQoXEZ3CuSW50RH+UmPu80xAynCrx71kzVCywCXGTgj0rJkglw3ylsUkNnFXmozWnXTrlsf3UzXn1740khYqLJ42/2xiq5jKxxt14w1CdSqlYwfQc1yct7d3jASTO5PQZp3NEjoIfCWt3ABTT5sHoWG3+dcrdWk9ncPBcRlJEOGU9qyUkyh1jkXcf1rtHJdDHtwMHFZz7nZT2aIoiWZWHpzXRx9M1yz3OmGxfiJApsjjlc1kkdJngqDheKPLVwcjn1rWxNymVBJGSK1bcbFAB4FJ7DTL788iqTsO9YlmRcS/LXMg+bPwM7a6o7HFPdI0kDxnzHbABORU8V3+8I++D90CtI6mNRWYR3U0l4FEbbSORjpTHvmtJNh5yec9q25TlJprgedE0RBJ61l6neiQoqn5lPWmkK5EkS3W1pJM57UXm61PkoCVPSqtoMwdm3IZSSaz8EOR0qkSyXy34K1faMOqbFwen1pD5tSy1tPENpOOM1QYFvvsc+9FibjSqjjPA7Vr6fBFJdDz1+VhxmmSblxfxQ3EcEKDYDgkV1kSiUBgeKbA0ViA71OEFICvcny7eRwOQM141LHcSkyFDg85oGejaXK81mgblgKq3Hh7z52lkmKhu1UIcmiWkIw0xI9Ca8v1qOOHVZkhOUG3H/fIosFz6/W7q8s4I61g42LTF3jruqE3CgcHNFrjTsUJLlievFRCY9yapQSKc2TeaMdaeJ1X3p8pHMXorqL+Ja6KCe2YDlQfSsWmjRWZblEJQ5I/CsN9P87ODwatNmdirHoznO849Ka+iEc7hWvOZ8plTac8Z4HHrWY0QTqa6FK5g1YgxTq2MwpwNAiVXI71r2948XQ1m0WmdGmqoVG4HNWBqUbDhGrnsb3KsmouOFXmqDahcqeQR+FFgbA6rLtwUB+tYlyY70YngRvqKvlI5jlZvDGm3B/49wpP93isf/hDIYZ0ltp3jdGDLnnBFDiCY7XNX8RWZWP8AtABCP+WcYBryt7eW6maWd2kkY5ZieTXIoKJ0XuaVvYrG4bbyK0Fxnk4A7VlJnZTMuEsr4PAzjHpXSxNuXrWczWmyy0wjUDPJqg83PzcVmje40uuOAaDIR85Htwao1RCZFZuDg1ajmwdpFIjZmjv4FUJ5MD3rE1OZuZSTgflWlbRRw4XJ3Y+Y10vSJyRV5Fe7lUKYmPLZxWbYObZ2whPoa6qeiOWs7yOltbqRrkR4XJGSayNSCC7JbBA9K63scaMI7GfzIydo7URWon3uWwBXJOXKrm0VdkYxHnDEY6V2unWB1KwVg26VWySa1jqjN7j9Sji00jegJI4NeeuDJOXQd6Ybk8quoXkDNdOtujWybACy9TXHUbS0NIRV9THu5gwUK2T0NY7kY+Y8mtYNuOoSST0Fjgcpv6gnAq6YWdwsb4I962Mzt7DTbGKANcuGc9cmulS5sLdNqOuBV2IuZZ12FZ2Up+77EVHLryFf3CEn6VSixXMmXXzNGyCPqMGq9uJbmAj5VXoK2jBSRk5NMqsLiwiAWTGT0FS2N1LduYriZ1B+6c1m0otI1WupiTyyI7rvZtpx1rkbo7rhj64/lVza2RnFPc+rw5FSiVvWsrFXJQ7HvUwBxUli4PpTlVScNxQBpLFblTknNRvbJwVJqLsdim8ZU4BqEBgepqyTWW6YBVPT1q+s9wjjY2VPSsmjRG8gumwWcYq0ImY/Of1rJIpshntfMQqGIFYFxp0KREiTLj3rdOxi0csYwCcmoitdaZzDcGjFWIcBTwcVIEm/A4NTrcuowKixVyaO4+fc/NWpL5nGMDFRYtMz2k3dqArHoDWmxBajSTPQj61ZSJ2PSpuBwniaHY0YfuOK4DfFFwxANcc9WdcSxNLHFGrkjFVbm7hiWNhg7u9YpGhjyOPNLoflboa1oJc8etKaOimyJmcylgM44xiqLRS797sf6VmrHTZk7QXEoxHMBj/ZqubXUQu3zUI91qtDq5ZPVMaI7hVxIqfUGlhnLOEcEMOhPenZHPK63NRJy+VPUGq13NgfSsbagpe6ZFsvnXOScYGR9a2GAUcDJB61rLexnDa5iLdR/bGaQBlHANbEUodWVV+X1xXatEedJ3ZyksjwzEq5DZq1LCXi8wuS3fmmTsiuwCwlUJ3d6jtmkUMMHmoaujRaMhllLMcL0rqNK1F7PKglUarSM2zO1OeS8mIVy6j1rJjBjBBOM02gTHMpc/eJrv7KC3hsg8j4YjPJrOUFJamilaRyZthJdELjBOc1Wnt1jJ3LmuqEYpanLOTvoRKzRjbtwvUVZQR48wMc4qW1ZB1Gw75nGWO0/pU0Zjiu1V23rmnGWtxtaWO+uTaW9t5xReR0rnNPuoBBIVZVYk8Eda1UrBYwJ8RhnUjLHoKjgvTDypJx2rlUmjdoW+vvMij2k7iMt7Vii7kHQ1T1dydtDrtBhE92GlwUAyc1zXiFUXW7kRABMrgD/dFW7WIR9HCp1FMyLIIHapxJ7VmaXF3+9L5gzyaLCuTpcoh5UGp3vEdcKgHvUOLZakipu3d6kKkjiqEIIn9atBJhghunvSGTiW8/hc1L9svU4L0rIWpDJeXTjBc/hWa7OxySea0SRm7jPKJHWk8r3rS5Fh/k+9Ti3XbktzRcLDPs4z96ozCB0ai4WIzHjvSBPencmwu0etGUUZJoGRwajaLcCN1Y5HpXTQX9t1jT8xWLuzVWRcl1SFU5VRj1rg9a8XQWlnm02SOxxgGosVe541e67eaisLTsFWM4z3NZN4UQiRXZtw5zQkaGet2G2rOSydhWkGj2bZfT5fapsDLbxIlpEyNkc81YgYbMdxWM9jqhuaKNjmrOPM7V57PTRAC9u24AkCn/ANoAg4Xrx0NbbjUuXQosJJT0OKcIVUZY8+1Ju2hG+ocJmsK6ky2KuOrOeeisRWsDTTrGshQ/ezUl68yyNDvBAHUdTXdyp6nnqbWhzXlylsFWA9SK9B0eSNbdg5HfrVmZx04Et0/PGa37hIo7JVjI3d6u2hnfUwQ+QeMYoVnAzjgmoaNVctIo6kU5wcZHavQekDj+3YZbDBLNUEsLsWdWAwM4riep1JWLttas1mbhn+YnAFaF7ZMkUTeYcEZpMrcvafZ+VKrTMNpHfvVqVoIUlJHmBvu+1RfQSs2cpOoMYDHB7Cs4ZijZT/FTa0Jum7Gpb3CRWeAAXbiqvkEsjfdDHrQWa1zAIxtaZnGOATWLDCGztHz9qklsseQOjk5HWtK3jt/s8zMgJAwKtWMrvmsZcqobdhs5xwa55Y2LYCmkbs6/TV8yUJuK+uDXO68oTV51ByBt/wDQRRYGfRqOGAINThh61scw/ePWo3uI4hukdVHuaAHrIJFDKcg8g0/NMB1LlFGWYD8aQx3mIFLBsgelRreRlmUE5XrxWbNLG/BbXE6bohkUjw3UfDKRWXMi3FgILrqFaqknnKfn3A1alFkNNEQlkHc0hdzzg1toZaib296TzMdaokb54wSCOPQ0iT+Z900AS7m9abz60xDsH1pMUhjgBTFI8xlPQUAU5AovYsAdDVBtbtYrmSB2C7RwahuxaVzzS+1ye7u2iSUKgyMjuK5KWbaSgwy9AazNkrCpKLghZAAF6VcuyJIwgIwtIs5woCw7gVoRuT98dsDNQzRROm2k6fCvTKk/qaqWz7Ww1YvW5qtLM6CJhjA61bVSBmvPZ6USwqhuC2Ke0CxjIIoRRARxmqTrgUhmNLJgE5rCyZJsc9a7YHnTd3Y2rciCQSggvk5FQCVZdREk+Auc13R7HnPc3Li9tXglTAz/AA8VitaJb2gdpMswzgGl0L6lBIowm9gST3FXLXyvtSeeCUFO+gra3Ok1JtPjtzHFGNz9/SuIlKxgBTk1D8jSOjuNSQr15qfLEegPatee0bEOHNO6GvJ5acCqwkeSM4PtWRRK0rpB5e7gdq6O0uklRIJG3EDvWc72MJ7aEN/O2AqsCFqt5jC3VTyTzUQ2MlpDQ0I9PFxamd3xjoKfa2NvdxyGUkkcKBXWltc3T6nPNaJHAWUktuIrp7CNXhRZVz9ako57US/2xox0HSqcJaC7Un1FSM0rmRGnJGcHrWVJvOPIyc0xW6lpILhAJJh8vSjGJPSqQmUX3wzB1YjJ7Vh3pZrty5JY45P0oA9v0S7eZpUkOcHI9q7TbWyMGOC1x+uaXc6hLCsG0IoO4k0mNHV20XlW8ceOVUCrmBQIeAKZcWNvNbMZGx+Nc820tDpgk3qdBDp1jbxDa4A9BVFGgW9fbGCNo61xxcpbnZLljsbTapIq7YwEA9K5+9vZSqu0jcMP510qFkcjldnTjVlERHT0Nczd61apkzToD9azjBrc1lJPY5aXxJZgHym3H6VS/wCEtbZtSEfU10vU51oYD67eSZAdVBOeKz2vLiXO+dj+NMLEZuZlHyyMMDsetaVjrE9svI3j3p3FY66DX7eTiRShroIruCYZjkB/GtLmLRc4puaYgzXHaxcSQzL5TlcjnFJjW5yj6lOG3mb5gMVxM00ssjkgsSetZNXOhWRjqshcnByDUwiYj5jilYokWDJyGOK1YrBpwSDgd81ryaXMXOxX8hYsjrirMSwtHuf7wq3BJXGqjeh0Vwu3Yg/hQD9KxHUo+4d+tea37x6KXuk8c7o2eoNaqXRfgcY61lKJcZCi4ZTkkYqQ3O5Pvc+pqLGnNqTJICo/KqlxNgECs7amvNoczPIT8q9aZGvljPfrXZsrHDu7lR5mCKACXPpWxHpF9MFbyGA/2iB/Ouk4iWXSLqEFpIHCf3hgj9KyLouMKCTikUjo7KeM24hdRgd62Xigkj3bQMd6TY9jgZt32lgCdueKZIgPWgLjtmNpHNb0KRLB5kmM0xJk6y2qTbtoK46VgTKoZ9owCcgUyNU7maUcnpxVuG2kkIYHaPUUyjo7HS1nlZpHJA96l1WGOyKBAcYqA2M+2vJmhMSfc716FDHClmMbVO2tIitZHAojRz7XU7TJkHHBrtJE5UouMUmBzdzZSS3u/wAo4I5NRvpUzOhCdDUlgNGuZJWLkBe1X4dHkjbJYYoFc0JtPLx7d1c6LD/SniJ7ZBpbDMG5AVvKIzg9a5W8bdcsfYD9BQimtD03QX2xMwPIbmvUI7hPLDM4GfWtTAm+0Rf89VqvPexwpkMGPYCqEYA1qTLBYgSa0dM1MXSbZiFlyfx5pBY6Pj+8Kzb9ytuArDlgP1oA1wTgfNWehP26Qbv4BTsK5oY9zVK7ANu1MRdVFbarMADxk9BXjmtaKy6zcwxzJJtIO4HjnmueUrSUe5tFXTZF/ZcmQOOlSjSJPatBCnSJSeCKsLo8mfv0AMm01reIuZM1nLGpg3eb8+fu1DutilqQkODwakDzRnMblT7VYj0zStUia2jjllBl75rqFdXPysp+hrRGDRk6nfJZQNuOGI+WvKLnWJr0ruiwQOtJvUtI5h5DuPPNWLdmUs4IweKuUuiBR6s0D9mhgOJC0jc8CsuVotpxnea5zoJLIKzeXJnnpitB18gSKJWHHC1Zm0ZUYkkGyJGkc9Aoya7zS/Dt8W8y5tNqqOA5x+lNSb0G4pFK5ObhvY1Ukh3LXlTep60F7pksCnB6U2OXaffPSui90cjVmTFyDkHH40pl9elKwXEa42g47VSaR2YHPFWkS30HquTuNWo4HnlWKJSzscADvWd7s1taJ2UVpDpnEWHnH3pO+fQcHA61bjdpZAV3sx6jaCOPcfj+XSu1HnG/EhXn7uOgPpXEa3obKDdWgBjxmRQfu+4ptAmcGm9W7gVtyaoiRCILz0rGxRl53c45NUpPlPzZzmqQiypOzIPaoC7FFyec0ikIJTuxTWkZutCBmxZ2n2i2d2Y/L0rrNJtYntwHGc1QjqIraG34jXGa5/XoPOgQIPmzgUAZGhxGJpY5UHB61qXK/vQg4BpgWL8KLWMADhhV1C2FoEXfmNPwxpDHYOKNjEdaAE8o461xl9LLZXKyuAQQRipZcVd2OQluN8pcqOTnFcpdHNw5/wA9KSZtONkdXpl2baUr/C3HPrXZQSSz3aIDkbSMds1qchZWX7yyIVZTjHrVUyOzHcpAB6AdaoRY81E/gIx7VFCFkt1kUHI60AaCqwH329uaJQ7LgsTz60gJlkmAwJW/OqpvGhlO6U7j3pgTDU5M4841Ze5ndNpkODQIrzT3EybGlO08cVRiSKz+djjd3NIrYsG/tx/y0FWF1G26GQUPQaV9Rf7RtB/y0FWIr63lkCI+SakqzJbyJp4SkfU1zJ0yWBNzOOKog0E01XH+syR1xU/9mxjkkmgDNRLcPIoxx0OagtbmeyeVoN8j+nXFIZz+oalc3cv+kE4XtVAyjJKntUblNWZC0JZGkU5rctLMSWJkZunamK9zn2p8MEk0gEas7dgozWZ2NaHdWvh6+liVjEsL5+9I3P5Cujt/CUW4vd3LyE9Qg2iuhRORs7m0ttP0iHZGY4AeSXYAn8TRd6raJaStFdQuwU4CuCc1tokZbnjTHdISfWraAHg14M9z34bFO5hAGcVitB3FVB2InG5F5T9uaYYmByc11XRxuLGbPqfrU8cO45NKUtCox1LRTFdJ4fQf2iXIBKISBjPPSsY7m89EdIbbzboGZiI88tuOfw7D/wCtXSHU9N01NlpF5rjjcv8AUnn/APV7V6J5ByZuZJ2LOGGT9xV246cfmcVOwhliCbXVXB68Z+lAHlMq+XI69NpIrGY7pM44zUIlF7ORwajMZY5Y5pBexKFxxS7BjFA7jRGoNddoun291v8AOXdigLndR6fbQxlEQBT1FPjgihGI1AFUWOJHpWbdRmXZtHQ5pDMyGNkuZDjg1Df5G2RTyDg0bDGXYf7MpwcZBzW5ErbBx2pkk4BqUZoAd+NPH1oAinlEELSNyFrzvVdQjvlQICNvrUNnRTjd3OXIrnbkYuG/D+VTE3q7GsVKnmuq0WVmuNqHHrntWx5x6DNbKyiccsOGqmCuBkiqAilkRMBh1qqq/uE2kYxzSuBNCVX92zcgZFSSSIn3j1pgRlg4ypPWo3SIAs4BOO9AEcccTgMFGetWSSCTnAFACxsGjDMwyayNVwbZcHPNUtxPY5GNQ0gB6E10yWsGPumia1HFtKwrW0Gw/J0rRsreJLiNlXBrIu52eB1FZOoxK0aO7EBTnA71ZBjfbVhu3EQ4Iyc+tSXOqqLDzAQJDxgdqhMqx599pIHBIJOa6bTLsq7F3Cg9SaEUc9fuJrmQgg89RVBQc49ak3aurnoFl4YvpbXMjpBv/hfk49eKIfD+qruh3xJGDjcX4P5c1pZnMrLc2LXwlChBup2k/wBlBgfnXc2tnb2abLaJYx3wOT9TWqjYcpXNEVwev+IDZE2toR538b/3fYe9U2Znkcs8s0heV2dzyWY5JqLJ7GsSiVZ5IzlWNdHZXyzOI5MK/Y9jXLUhdXOylPldmbsqfLjFY7Lg15yPUYgwCMjFRy4J4rYyKpXmrqqFXpSbCKKrnnirNjM8FyWT7zKRWkNzGpsdZN5xgV3YAHGAvr26fyrIyA3GGIJOe/Hr36n07nmvQPKNK3sbi5TdHAWUcEvkD8/xOcf7Xc1fjsnEmZJEjYHlskn35NUI4PV4fJ1GXlSrHcCDkHNYLIrNnGBWZAmwDvT8CpEHGadgUAdNottDczuJVDACvQ4bWC2z5SBc+lUi0OaTFQNJTLIQ9SbvagCPI9OawZbOSVyM/KTQBdvRssNvXGKuox8pcelADsmm/NQAYc1IAwHNAHOXmqQNBJFk7iMV54axbPRpppDK566/4+G/D+VOIqux22o2jxyeaRw5OcdAc1nWk5tblJR2PP0rU8w9iglWWEOhyrCua1N444zHDgSqRwPrTGZMvm4G/pj15pNMyHkDE9BgZpgWZYf3haNyWUZxmrAkfaCV3D3qgC2dVVjIcEkkA1XuCm5v3nB7HtWTkloaqLeo+CMsFCtjIrYaGR4WWMFmxVIgij0u8kiQghRj1qhfWEyxbNwY9etCdtTR6qyMay0y8uLgrBbSSlBlti5wK1IiVysuA2cYq5STZjGLJWIKNirkaAFXL4G3GKkDQtr1VjEaoxx3NZ+qyyTIQg2qnJ96zi20W1ZnBrckzHeOTSoplYovT0NFiys8ZjOHA9q1dO0q61NysC4QH5nbhRTW5T2PU7PwrY2+GnDTv/tcL+VdZDa28H+pgjT/AHVArdJIxbbJ3bAZj24qn2HrVpkEmakFAGVql+NOsJJzyw4QepNfPjyNLIzuSzMcknvUNjI+9PBrMYlMPHIoA7mxujc23zHLrwfepCAWryJK0me5B3imMZMiqbqR2oRTRAgJbNWG4HWhiRRZua1NNtXuLgSYPlx8k/0rqprU5Kj0OiuvMRMA5x0LEnA/xqGylsbbdPfkCIcKjdSB04zzXa9DzS7feMXuLZobCPyV6BiBux/IV5DNPM85eaRnb1Y5pAdjpFnb6pJ5M0rROR8rAZ5+lac/hW+jJ8kxzL2w2D+RptEnL3Njc2hxcQSR+5HH51TUbmCjqayJLhs5BIFGCSK6DS9PDysLlBjHGaVxnZw2sFs26JQCfSrrN61oaEZIpmRQAmR6Uu6gDnNRupLSMyRru9qt6ddtdW4Z1w3egdhdRObV6IWJhTGelAiwM+hqTn0NADxu9DUnOKAPK7m0nNxJtiYjPpVf7Dcn/li1YWPUUlYP7Pus/wCpauRvonhu5I5BtYYyPwFWkc9SSa0Pb5bVbqzZCoLc7c9jXlksZjkZG6qcGtDhZt2WpNb20kO4jj5MetQwSSMkzy9Sy8n61S2C5bSUSSKXI6HFVTIYnfbxkDkUDHG8/eb41xlcHNakV9zGGA2k9B60rgOllELvIoBYZABrEkne7fLgGQnqKzsm7mt3ax1ZjntLUE7S3GPpVCS/kY5ikKhRyB3NWQPttQljZUlnYrjgUmp3BAjET9epBpAiTStQv9PeSSzudpddrZAOfzqRYSSZXJaQnkmoW472uNIOxuMVbIBh2kHdjitjMfaK4UllPXjisrUzKfuhsHg8VktDbcy0ig2bXX5z3ql5Equ2I3C/3sVQjR07TZdUuliGViT77+g/xr3S2t4rSFYYECIowAK1SM73RezR059Ku5JSlP3U/E0ykUPAqUUgPIvFl7512lqrfJEMt/vH/wCtXAdqlgOpw/KkA3imGgDb0piJHUema6FuK86p8R61J+6VzIAahd93asbG4L8oqq7ZpiJLWzmvZhHChJ7nsPrXsVjp0drai3XnPLt/eNehTXU82o+hmXdt5TFW+6ehrw/V0mS8bzc4z8o7YrrkchDby8A+nWi5XcdwrEosafO0M6OGYFTkbTivo+CdbiBJU+64zWsSSR1WRSkihlPVWGQa5aTw5YuxaEGNuwzkVTVxHNXenXNlMrtGWjAxvXkVX8/HfFcTj3M2iX7QxA+YirlvPI0wEjZFQlqGqOiBQ9qeNtdBuPCr6UbB6UhmPqDKkGCoO44qeySNYQEAoH0C+QG0l47Utqo+zx8dqZJdwPSk4oAMUYoATA9BSYHpQAzAz0rwjxJ/yHbn/gP/AKCKYHr0ZkMYCDHJ5P1rjNR06SSctCN5P3gPWpEY8enXTk7ItxHvWstrPHbuko2uzDCk0+ayDl1KB0i9M6ukfG3jmnf2VfMCdmR060xippF6GAMX61aXTbxCFEXzLz1qWKw2TT72QZaMk555qGHSLsOWMZA+tMo3jZ3M0SZU/L1JPBFZjaTeeduCfIT0BpAacenOgUyRgHPXNXGsEMbcAt9azaY7lOwtWTHmgdfWuuTyVTB21pYgdI8BiYDbmrSyW20cp0phcjmu4IUyoDH0FcnNqNxMrJ5MYB6c0Ducv5c6ziQqp9s1vPf3Nwn2dYY8v8owaAuej6ZYpp1qsS8t1dvU1titSCTtSseDSKM8nLk04HFIY/NNllEMLyvwqKWP4VaEz5xnmaeeSVvvOxY1DmoAdk0UgA+9Qk0Ab+kLulc+1dHIue1edU+I9Wl8JmlKcqc81idJL5MkzCOFGZj0AFdJZ+G3bD3r7B/cXqa6IRucs5cp3lvbRW6eVbxhE9u9aqjaMCvSSPLbuULxBNGU/I15RrVh59uSB+8j/lVCPLIm8uXa3Q8GtXHBU1h1KKgGwnmvXPCt+0m+2fAXG5Bnp61ohHoxpK1JHZ4xXJalpkfltPAApUZZe2PapkroR45YPm9Qs2AQSea7yE5bcoJHqK5XuS9zXS7jAOXAI6077dB/z0WtC7otrfW+P9YKX7fbjrItSO6Mq+ureaEBZV3A5FFlf26x7WkVSOtUPmVjSkmS6gkWFwxx2qS2VkgRW6gUgLRJqPnNAx2fcU0yAdWUH60AOBz3FGT6igCPJz1FeFeI/wDkOXP/AAH/ANBFMD1BDIHh2uPkAAHYmgBfOfc4HzMcjr9KxOhmhbBs7yApRduB3+teeT3bee5m65Pes5R5i4ySdzsdHmeS2JbOAflpdOlM0Fxk4w9apNWMG1qaUe4yKSQc1ni4P9tmM59P0oeo9DRkVwxUYI5yM09y0VhK39aYitpzGWykA9akbzTlQOOxBqVoi9LhcS+TYMxHfvVPS5FlSQEZ4zzUu90Oys2X4mht4wCu7IzmmTTQzFVVcDuMVotiGtSIQRGJW65OK5CSdzIwjOQDjHeto1eVq6OaVDnTaZUcOxOHZW7g1lSmUHkkH6168oRaujyIzadmZbSSA/fb869P8Lad5ifbbiMkhv3RLfmcV5lrM9ZO56iKmBqGaDzSScLikMpAUo54FMCdVA5rmPElx5OkSgdXIT/P5VQjwv6U4CswH4/Sm0AITUWaAPaPCWno2nu0yBvNOeew6Vc1DQZEJktSXXuh6/hWU4XR0U58rOeispp/lWJifpXRWmgYO65f/gK/41xxg3uds6iS0Othto4F2wxhR7VOI+ea9JKx5bd9WP4WoHl7CrJIgc1kX1uGHmKPZhQhnhOt2P2S6LKMI3IqhE3mRbv4k6/SsnoMbMvAYVo6deSWtwkkRAZTkZFUI+iYZUuIUljOVcAipasArndcl8nSblgcZQj8+KpMR4XaW8txMywoWKJuIHpx/jXrmkRlLFVkXDDrmsTP7Rxd3xdXQFZdhbNd3Sx87erfSmc73O61N4rKFFSIFsjt2q3LbRX2n7o0AYjI4qTfyPKpFaN2RuCDioSas4zuPDjcyiu6LAdTgVDO2GxF5iE4Dgn61l31y0WyKIZkkOB7UjU5/US9pAGaZjK3TmooracIk0zNIHHIB6Vp0JNbT5yjTxytlYzwTWgl/BIjuj5CdTUgRPqNvGcM/OM145rkqz6vPInQ7ev+6KQzvY77y8bYzgc4J7+tPN6pYt5Ayc55rnujTmZKupSoDtQc88msuYpcSb5bdC3rT5kSadvftCApjG0dNtX4L23jR1EZXecnFPmQFmO9tlZWy2V45p/m2LXout2HAxTuhsmd4JnLCcDdVhHhaB4nlUg5FMd9CWyghtrcxJIGzzkmojbSbCA4B+vWmNOxM1sLm0MLkA/WqGl6fJZJIJWDFulArmbAb2FnHlEpuPDCrjTyc/6LgjvUpNHTJxk7lCKSZr2JZFIUk8DpVIafdLqwUJiLdu3Uku4TktOU09asy0iywr8wHIA61yQCyJgj8D2r1qM/ss8KvC1pIbZ6Wb2/jtznaTksOw717tFEkESxxqFRBtUDsKipozam7of/AAk+lTjt7iuQ6x2eeahdiSGHNMCPGeTS/wAqbAkUcc15t4xkYQ2yKPkJJP14o6AeRnezccD1p6rJn79QBe2Som44YfrUIdX4HBHY0ADDHWkjQyyrGo5Y4FAH0Zo+LeyRQOAMCt03FaMBvmoe1L5i0gAyL7VAZh/+qgRWZy3A4pgGKBkgNPIDqVPQ0hnnWsWP2mCSIj95Hyp9a8ciYwTEMOOhFKQGtsBUp+IrOBEZIOc9jUgezeFL4zW72rtkx/Mn07/r/Ou/bgVYgGK4PxZPs07y/wC+wH9f6UwOG8Mlv7XXBIBBB9xivWWGxyMfKelT0EeW3Z/0y6+ldFoUMUEG9mXzH7ZpHOlqW9auPIhXamWJ64raspVltUcLtyORSNb6nn+vWyJMJoyMN1xXHVRyS0Z1+gSLE07N0AzXQxRyXx82ZiIz91RUnTDYsvp0RX5Mq3Yg1ziyyC8TzefJOCfamjUqa9IskkRRsriugjvo1tIxH88hXhRVdBHNS+Y8wtFPzyHdIRWlDHDHb3ADBFb5Vz7UCIE0/wDcLN5is6tnJ6V5vqgI1GbLBjwcjp0FJlI7bApwUZrzgF2+9PCe9IYvlml2kUBYXFG3JpAAGOlKFNFxkgLDoxqTfJ/fP507jASOOQzfnUguJR/y0b86dwJxez4x5pp41Ccf8tP0qudjHjUZ8g5Un6VN/as/cA1fOwF/taU8FFNc9PDMbhpEQANzgVvCdncxnHmVjt/DlsQs08gwc7B/M/0ruGHy11SlzakQjyqxGBkMPUVIpyqmsjYbjzMClkYL/hTArcscnP0qXpQAZJNYWs2sd1p7Rv1zlT6GqA8VuIRABGMZHU+9Z44NSIsu+1MZrHcHO4GpGW4n3x4bqO9dLotsZJvMI77V+tNAe6RJ5cSqOwpTTGNpKAEooAUUtADxUy0AZN9BvjEqjlev0rwvXrP7PdeYg+VqGBlQyFkB/iXj8KW5jyNwqAOj8MiQ3yyI5XyufrnjFe1xzsx2yY56Gs+b3rHQoe7ctjk1xOv2xu3WMLuZeevSt0czOa8OWzprbhxgqrNj8h/WvUZBlSPyqiTyK4BlvZ2VDgjuKTSFEdzvnLAL0FZnN1NbXLwTRrHCCe5IFaWl36NZhJztYccikaX944vU023LeW5dDyPasIg+hqjmlubGn7ik6juorvLOfnymIAAG2pZ1Q2NdmCDJOAO9crY4udQuJQMx9PrTRqV9ZsI0tvNRcEGk0Ix/ZZGKjcp61XQXUxrUyS3Nw6KSxyC/90U6wiFzO8kvMMPb3qhC5FxHcy7ikCn5VHc15vcf69vw/lUspHo+T/doD4PKmvMsA/eB2o3ipAl3ccUoJ9qQxctS5I5NAXG5p2+mFxpkA71H5yjvTsK5Ua5APCk1LHKHGWcJ7EVpyiuTiNT8wuEIPapGjVRneD9DWvIhXI4mSYEoCQOtTYx1Bq+RBcQkdRW0p3KKdrDN7TLjyXMTH5X6fWu2PIxWqGiuhw2DTVyHC9gaYywpCKTVU5JyaBj1AA96aTk4FMQ9RVW9RWtXZjgKCaoD59upPMmZves/PNSxEbsWaoQpdwo71BRrwWckj7UU4z1Ner6JZKhBx8qDj3NaIR3JqM0hjKSgBaKYgpaQDxUFxOYYxt+8xwM0m7IuKu7GPJdTqMBwynqCK4vWIPtFo3y/MvIxXGptbnpSpK2h5ZGfKkwfoa24xvRkPXtXSeWX9AkMGpNGf4hXs23zEDKea5pbno09YluC5DHbINp9exrl9amMHnyIcMFAH1rrg7nn1I8pT8PZbULh3OWEajP1613rjr9a0Mlseb6rbPb3pmQ4jkU59mrhPtEoJ+apOaWg/wC1Sj+Kl+2Tf3v0oMrsX7bLjt+VH22Qdl/KgLs39HnNxctG6rgr2FbbwiE7JVOwfdcdqg7I6of9jS5GDcsyema2IYY7eMJEAAKZoYOszqbUwod0jngDmq9hpsiWGxmKM5y2KfQRWgtbuz86COIOrnhs9KitEuLOOW2NuWZzw3amAt9p8senJFECzbstjvXmGoKyXjqybCAvB/3RSuNHZBsd6f5jDvmvNIH+bnqoo3oexpgJweA/507DjoQfemMeGlUGmCcjjqaBkizc8j8KCyk8CgA2Bv4sVGUwcZzTuIXyzim+WQDkVVwG+WCOVqJogevFVcBApVcKSPpTsuMYZuPequBJ50w6NQby5XGCOKq4iUajOccAe4r220uo7y2jnjPDDkeh9KtM0WxKzbW6e9IOW96sC1tycdhTGUCmBAxpyjFUA8VzHiK6FtpjKD80h2j6d6oR4UxqEnrWbAavQsa29Ht/MnMrD5U/nSW5R3iRtIwVFJJ9K7+0g+zwKnfvW7JLRphrIoZS0ALSUxBS0AOFYGrSsoRR9alq+hadnc58Xh6P8vv2q0drqBkHNedJNaM9uMlJXR5XrNj9kuiR91uRVC3lK4Pdf5V1xd0eRNWkzQeU288d3EOAeRXsGnXiXMKujZBFZzXU6KL3RrsA3UVzOoWb3EJQHABB57+1Yxk4s2nHmVifRohHdSv8y71AKtxjHFde5+9XqM8haaGRewC4hZMZJHy/WvGGt2DHKkHNZt2M5RuNMB9DTPJPoajmRjyMb5J96j8o0+ZEcrR0OilYbwtI20be9ehG5tXGDKp+tI6oaIz5Le0f5kkCn1BqutopP/HySPTdTuaFuOG2hk42Z9ScmtQMpGdwoGN8wZwCDSEg80hkbOAM44rw3xCc61cEf7P/AKCKANwDmnAYrhMyTANJjtSAMClGaAJRvGeaerN3UfjRcAwCeUqTbHjqRRcBNgPR6d5LDpz+NMBuHAyc4puTSGSLIAOcGkZ1btigBqqrE5OKjMfpVXEIYjQYTjkU7lWGGIKOOtamm6hNp8mU+aNvvJ6//Xqr9Togr3R63DcxXduJYmyD27irsCFuewrrWpi9C9gKOPxNUWOelWIjC1JimA7GK8e8V3nm3qwLyIhg/WmI89JyaiY8fWsxg3CBe5r0zQ7PKRpj73zNVR3GeqpFHGAEQD6CnE0xEZpppDG0tABSUxBQDSGOFQXNulzFtf8AAjtQBy8+lzRZKfvF9uv5VkhTE2QNrDsaUkmjSMnF3Rn6pELq2w6fMOjV5ihMbkHqDg1hFW0NJvmdzoIcTRNEfwpljfyabKUJOwn8qtq6Mouzuet2F8t2gJPOPWt8KGHSvPaPXeq0Mq8sfOjIRmUkg5U4OR0q7aPN5G25IMgGMjuPWu+E/d5WedOOt0WHPyKfeuA1aH7PdlgPlk+Yf1pzV0cyMbcMZNOyPauEsTAPOKYVX0oAaVX0phUD6UxCEgDGTS5wOGP507sZGcn+I/nTzLIOA7VVyQW4lA4kNSi6uB0kp3GO+13O3aWBFefam7SX8rP944z+QrWLuI7DOTSgZ71yGQfdpNxPagCQMACMUbuOlAxQ3GcGlLk45xSsAcmkxQAvfNPBweGoAkEjdN1PDk/eAP4U7gGY8/dp+Ij0JB96YC+V6MKPJbBOaLDImWRRTdzfxGnYCHLc+9TBOKOh10tzVsL17GXPLRN95f616np86zR70YMh6V0U30CpGzuXppeMCqyg9a6TlJad0qwIpZFhheV/uoCTXzlcyyXd47gFndicDmpAuPod+lv5zQ8dSM8gfSudbl8VFy2mieCPz7pE7Zr3bR4AqGTHsKtEnTE1GTQBRluUjYryWC7sD0qrDqENw4WM5z39/SqSb6Ddkr3NKlzUki02mAtFIY8Up7UgJhVaa1iueJF59R1pAc1eae1uhKncn6ivH9YtfIuRKo+ST+dMCjbybSCD0rQv7fcizr0br9akCpYalJYuByU/lXsmm6ml2gKsM9xXLNdTvpy6M6YAOMioGTB6VidLRWMn8B/A1n6vbefY7wPmi+b8O9dqfNE8yaszzY+5p3FcRiOHHemknsaAI8tnrTtxoEIW9qA1MdxpJ7U3OOaYDQ2fpTQxphcdv964u/ObyQ/T+QrWO4zscnHyinfNisDMDnHNJjJ6mgY9euTU2frUgNBHepOv09aQCqMUH2pCDHBpMc8UwDbx1oCt2oAcVwc4qM5J4oGLgjvUoDf3iKLiHAyY+8aTc/cZp8wD9wYfcxjvUqjim3oehRQMK7zw/Kv2eSIEbwc49qKe5vU+E6vb69TUmMCvTR5ZCXGcCpOFGWOBQBz2pyrdWrW0Ln5+GYDtVPSLCO33JHGA/Y9yPrXM562R2xp6XZ088aRxYY5c9vSvmy92Le3Hl/dDnGPrSjuVU+E1NGg3M0pHP3Vr3W1j8q3RfauvocBawSeBRsPrz6GmlcVzmr6zk+1C4QjOwoyt3zTLKzEBDbdh6kKTirc5KyRolFp33N7NLWRAuaWgBaoyXkUcqxk5JbB/2frQMsG5gVgrTICRnBYVPvViNrA/Q0gLI608UgK95IiRZk5B4x6159c6ZHfQeXJkDORjqKzlKxvGPMco3he6Rv3UsbL23ZBq9FptysEkFxEduOGHIqFNFOm0eeXEJikZD2rT0mUpcZViHHQetavYxW57fZXHmRqR37Vqn5vauA9ZlN489akiYEGN+c8c962g7M5Zq6PLLy1e2upIz0B4+naq3l+9Q9GeeP2eppm0djUAJwKYT0oADzUHQ9zQIN3NMLgkDNBI0uKYHz3qhjgw9a5G+ObyQ/T+QrWG40dcGyevNPHzGsiSUrz147U4dMZqBgCAeTTz1+9SEAGB1pQSB1oGLuPpTS3OKLALnAozkUxDgSeD1p4465pDJN3p0p4XA96QxvOeRUyk4zjioEO9aiJ7ZoGK4wAPxNSKRitJHq01ZA3SmRzS28qywuVdf19qlOxtJXVjrX8UW5QNgrIOqY71tQazBcwK+HDHquw16qeh4zVnYsi9i4IV/wAqq3Ektz8o+VfT1rmnOy0OqENbsSC2Yda2lUIAehHeuJHoM5HxBq4srbZHjzX4UenvXh5yxA6k13xRwVXrY9V0SwkcxqsTbEGWYjAz9e9eqLF8vNdtjhuSYC+9RksSOn0NaogMBwQRx6EZFUTZIZfMVnQ91DZU/hQA5oXXtke1QdK52jUXNOzSAWuKlmdJLgRrvWQ5BUbh6dqAGSRW/wBoghnSUsVRd6njk9xis1xZBgqTTwMOcsuc4/8A1frQB2mmXESoLZrnzZVYg5zk9fX6V0gpDOZ1WbMqpnhR/P8A/VSWhVsk9q4p7nfT2NLCs4GcUuVIzu5+tYo7DyLX7Eec0sWPcDr+VcIjtE4deortjqjypq0me26TcLJbo69CK7FSCOAK5T0d0MYY7Gqbrn60mQctrMW9UmPVflJ9u1chgH+KtHrqedJWY4AdM0GMZ4NSZDdo/EU3a2ScCgBjK5A7VGQcd6BETAk9Ki2HrwKBCY3HpSFAeDQMFTBwork73/j7f8P5VtHcpHaBQO1S4GORXMQJkdMdKmUE9qRQ4rjn5QKODzxikMCmTxT/ACd3cilcBmwg+tPMZzngUXEMKDHNSKgU0XAkyD2p30HWkBH90cCnA+tAhdxz1pxwV70hkfQEYNSrgnOOlWkNbjTyadnFTLc9uKshpbHWrEFq9yePlXuxoQmdFDp1tCQ3lh5B/E3JrUAzwFFa3MbGlBadz1rV8pFHPastyyCWRIULuQqjqScVw1/4kt4v3dsfOfpx0FbJXIclE8svbmW7uDJM25j+lNtEDzgnoK7Voec3dn0JpN2r26wsoRkHBHQ1vnJ78VvF3VyJRcXYiw3akAOcY4rYyHgYpcUgFpSqv94A0AVGt92dmVI9ehrJm+1Qcm1aRfWNs/pUNDuZX9sW6sUlEkbDqGXpVcto03VIM+u3aayFzouQw2AGIZtvssx/xqWbTo5sfvS3++Aw/lWbR3Rqq1mkxLbSlguVmOwleQQCDn88V0wpq/UiTi37qPOdULm9k5we30rDS9urYk+XvX/ZNZSjcuM+UlHiE7wGgkz7Cr51tduGtrhCeny4Fc3K0d3tEctO5u7nznOOwHpWTqVugVZolxnhx7+tdaVlY82Tu7m54cvNha3c9OV+leuW8nANc0tGehB3iXmO8cVQcYqQKboHQq4yD2rz27tPs0pGPlPINSYTWlyhgAZpN4ximcImAaj4BxmgQ8FumaMkDBGaq4EbSADkVEZUIztpiASIegp/mL02/jQA0svpXF3+PtkmPb+QrSO4ztQp6nvUn8OP1rmEAA9aeOvepAd97jbxS44waRQ0b88ECngkfxZJ7UtBBux1pwfdx37GnYBPqKblu+KYxpL9lqUbhjIoESqHPSl2H1zUl2AEdMVKMEUhDDgGmM2a0Xc2grsAaaTWZ6xbtrVrhsnIT19a7WGJUQKowB2q9kZ7svJCT2rRjgCjOKgTLoIUVh6jqMVjCZJG+g9TWqIZ49reoXd1P5Mr7YxzsU/zrnkABz6Cu9Kx5sndlYnJJrqNJtvMmTPQfMaHsXBXkj2G0VUkiI65xXT9yD0HpVUtjWuveEGTjAz7nipcV1nAGKTFIAxRimIeBT8gUAVLi2gulxNEjgf3hyK5G68MQOC1vK0RPRW5FJq5DVzj7nRb61BLQl1H8UfzCsNpZIiCjshB7HFYtWOezRoLqd4i8XD/AInNXo9dvVPMgb6qKRXM0Q3Grtcr+9hTcOjLkGiw/wBLlKsMKOetQ9EdUJXdmdXHY26yA7Bkd62PLQjG1ce4rzWe2hhtIcZ8tT+FRmwt5FINsrA9QR1qlcdkeca/p6aXNFeWieWQfmQdK6bTr77RGrKeCKt3tdkRspWOrSTgVK5BGcUkORRJrLubZbqMoevY+lSTvoeezxSQSlJAQRUA+tUeY1Z2BTn3pTtY8jpQSIWCn3o8zmgBrFcZNR717AUwIuB2p2eOKYgzgdK5C+ObuT8P5CtI7lHY726f1p3m4+U1jYRMZAABz+NRu27HFTYBQQgwT1p27I+9SsId16HmngAA880hiqoGcc/U09V9MZoYybbjrzmgqSdoGDUDsIAeOCDSnbjuCKBDN5z97ipBuHO6mMdk84HFN9ev40gE4C571Duq+h10kSLliAASfQVv22mlsNN/3zUpHc2dRFBgAAYArXjh4pPUk0EjAp7AAcGqRJmyvsBJPFeM3txLqWslcEw2+W2npxW8FqY1Hoc7cSCa5kdRhSeB6DtULfLFnu3Ndp55FEu9wK9o0TRlktvPYspPAxStcpOzudxBYeSwYPvx2xitgRqOgHvitIqyHKTk7sNlN21qYDdtNxTATpQCDnt9aYhuMfeP5UBucKB/WmAoBJPc+4qXGO5H8qYD0X0H4iqN1pFpfLi4gVj/AHl4P51LCxxF94RlQFrGTzB/cfg/nXnkkMkErRzIyOvVWGDWLRzSjYongmrOn6gtrebZDhGGM+hrKWqNaekkz0RbuIsCrAg1Z+1ohzuGK81n0K1JTfxYyHH50qX3pJ+VCZrynC+JLiWe3xgkKw3E1iaBLIrMvPlg9fc1u37l2cTdp2PU45MCrQkBGKxTOllNnB9aWPmmyQu7GO7iw4ww6MO1edXNjNbE7lyOzDpVI5akb6ozg2MjGDTOOtWcI7rShgDyKkBhZWpPlI460gIsdQTzUgwg9TVAIzBscVyF/wD8fkn4fyFaR3GdWzDOB0pAASPlyazETMjZ5I+lMOSDjJFIBFVj9BRkg4J496AJgy5Hf6U4uhPI6dqlgTiQAAhcU5Zhjp+NZjuPR1zUwlwfepY7jGmz14NNBzyMUWsLcdgcEinGQYPcCnuMaJM9/wAMUFiT6U7CIJCxHAJA5JHar9rYzXGDjavqa0tod1PRHaWlgkIG1cn1PWtkRYrJs6djRjj46VbUe1CJH5x3qGRxjkA1YjntRu47SzkmYD5R+teWWD20du93ctuklY5Gf0/Wuqmjmqvoc24VpG8sEKW+XPpUc5+YKOgroOQ09NtzNOqgck4r6YtrQW9ukSEgKB071SEWwhJ5wPp1qXBqxC4oxTEMIFQEbvu1Yisy7TkgmodzAn09qsQpIPPI9xTxhvf9KYFlcjvVpTnqKgCdVHapsY5NIZwuqeKbe13w2bLNOOpB+Vf8a8fnu5ryczTuXdu5rJmEn0MyT75FZV1HtbcO9QKJs6DZfa5XaSRgicbQcZr0l9Jt5F2sWx/vGuKe57lP4Sza6XbW6/u0ArTCxp2FYbvU61toYWqmGS2aN/mB4xXDaIojuLnT5eGbDIfcf/WOac1em0jkm7STO5tXLLj+JeCK0CXB5H61hF3R3CZzVmMA8VuZl/A6dqheJWXBAweoqjK5wt7bRLMYuApwRjqPXFc7c2Uls2Sd0fZq6LXVzzZbmbuIPGCKVXGSCOazsZjcKDTlGc4oAaBhuRQQc57UAACk5ziuTv8AH2yTHt/IVpHco6fI9OadvxzWZBGZCKA5OMZpWAerMMj+VGDnnmgCzEi45yGPAAppbBOMUigEgzyM0u4E/KOvalYROC2QAQPwq0CG4cgH1AqCim47ioPnz1wKokkUEf3jip+QBhaQEiMSw45q0zwxD5/mcH7qnj861jC47lF75t2AAqEglR0r12yjSWBJF5DDNaVFodNJmsIgKQpiuGx2ky8VKWAFWiCm781nyuAOScVdgR5Xr+oC422sf3Qct71yUqeWVXvjJrugvducVR+8PjGDn+6KpH5nqjE9O8L2ge8VmHCc17qAQODmrRJIB7U/FUITFNxTAhHPQhqTAPGMVQhhjOeD+FM8sA524+lXcQ0xK3GOtL5XtQABCKlAPeoZRUutQtrCPfcShfQdz+FeP654ivNRUwWh8mA+/wAzfWoGedC2mikHmgoT0PrWmnUCszlk7iP/AK6oJsFhQSi3peox2dyyMAqN1PvXoX9oxgbt2Qa45rU9qk/dsRDW41yACR7DNNXVkmYbUZVJwXZTgVztM7k9DQe2sboDdqCAjsCBVOXw9HLcRXVtfoskWOwOR+deV9alG6lE5ZRu7mmYzFdZBGH/AJ1deNiOTWtB3idaehGE2/dqwq4+teiK5ayaimlEURdvwFWjB6HnF+6mfDth+uT0+lRpcjy2ilGQR0P9K7krI81u7MCSMI+F5HakUFs1g9xAEDHp0qMsynCioERsfUEGmtIeD2oAQyA9sVy14c3Tn6fyrSIzpyT64pVXrjNYkkwYgcgVEG3dAcUDJNu5euKkzjkigBR2IyKlEeR2zSuA5YM8FgMdxSABD04pXKJM8Z4Ge1QMwXv+VIm44yDuD+VOA3YwKBkyllOAfyrThs5ZQCRtHvSNIpvQ6aLSk2YK5OOprzm8ie2uZIX6qa6KcuhtUhZFJkYKGboeleseFrwS2rQOfmjPH0rWeqMoOzO6LCoS1cB3FcygZqs1wOmatElR7lVPvXJ6jqLEiCAbpXOAKvcNjzxos3jozbtpO5vXFVSd8hPavRStC55zd2TMdkJJ6tVe3Tc9ZgfQPhmzEVl5rDlzx9K71eKskmFOpgNxUW4E4AyPWqELgdFOPpUOCoxjIqkIAewOD6GpfYjFMBDGD7H1FNCMvfI96aYiyEBrzTxD4kFk5tbIqZh9+Q8hPb61DA8auLm6urpg8xd+p4rptKgUyj7QBvxlcdDWVyXKxQ1Obz9SkP8ADH8oHpWXDy2fSkc4E/vmqu/LCgpGNNGUkOehrobBwAvnRlx3A4rOWx2wZ6IrxGALDEqBvSr8USBNuBgV5x7a2K5tInJyFP4UfYIgOI1/AUmrmuhbt7QI4YDGK0rifGFFKKsQ0LH0yak4HNaGTLCkGsW+DmF5VORHx7A9q1juc83ZHBSMLz5J22zrwHP8Q9D/AI1nYaF/LnQ7R2PUfSu8800fswkgG3pjg96xiXgYhlyK5b3Z1OOhYWWB1HykHvzTPLQg7Xx9aLI5SLyWPAx9TTTbn+6CaVgK7RNkDaa5O9GLpx9P5VcRo7BwOMEdKjXjJJx6VzgAIIPOTSgYOCTQIcTjrTAF676AJg4Ynac07J7A80rDFJYA5zUyybh83T2pWAjJBYDGRS8dwBQA9WJzjp71dhtJJTk8D1pmiTZ0ltZIuNoBPc10cdvggAc1g3c9SMVFG7DGAOa848V2eHjukHX5W/pW0NGYT1RyVrpstwRuDDPQYyTXomn6YdMtzfSr5MeMB5Dgt9B3r0raHnJ6nSmY4GcjIzzVZrkDgmvNPRRnSXAPI61lyXm0Ggoyt890+yEHJ/iNWZ7ZNLtmnJ3TBSdx9egrTyIPPEO2CRz95jioEXj3Nei9kjzuo25bkKO1aumwGWVFAyScVkUfTNrAILeOMD7qgVeFaIklFOoERMT9KQlRyTgn0qwImRuqnB9alVvXn3qhE20HnFSYqBjduOnFShaYjz7xTrv9lWxht2H2hx/3yPWvBIVlu3YEk5bJY1nJmcnZXOhtIY4bqZjz8r8/hWjHG0IjcA4+VwfQ5wazOBtts5+/Xyr64ByBnIqCAYXNNG/Qi6yMaib/AFgplothBIVUgda0WIAwa46m50w2Jo5zHgq3ToDVxNSdGw4x9Kytc9CE7F5dRQrnPetmO7VlGDnNTax3qSZcFwNvBqojF5C7dB0qTQ01f5QKeG3GmYsiuLgQx5LBc8bj0FbNnqFhJbGyZd0Z5L9yfWumJw1H0OM1PQJbciSE+bbk4WRR09jXLKszOsDqHGcc9q6rnIdSsYUYA6VRuLVWBwBXnX1PUtocZPatE5ZBxVDeehJrfc4JRJllI61MJj2BFK9jAd9oYYJANcZftvvJG9cfyFaxdxo6ghS2e9GAepxWAC5CjPBqwSHjycA+1ICIj5VC8n3FO28kMB+FDGCqB0GKVmbIGQKQiwOSQv61FyBgikA7PzYUH2zVyKF5j93Huadikrm1BZqp6Zb1rejtycKBgdzWcmepCNkb8cAVQAMVbACdOtZI0ZOH29ap3caXEO2QDH06VqjBnJXOt2mkT7NOhMsyHmaYYwfZa4a71C61CUyXMrOc5AJ4H0FeoeadvY3z3MYWUkuqgZ9RWuIPMJya4ZKzO2GqHNYADO8iqT2kcZ3MN596zOixpWUG0M5AGelcl4sfattEDy+XI9ugrSKuzGbsjz+bChUXsOfrT0GDn+6M16U9zzkZufMlr1Lwvaebeq5HCDdWZR7ivSnirRA/NLkDrTAjbOeDxUfysPSrANrJz1qUsvGeppiEYsMsvPpT1lH8QxRa4FpSDyKy9U1GLSrCS5mP3R8o9T2FQM+aZHuNaeW6kJZidx/wrooreOONQgZjncNiZyPrWL1OSproI0OIeYXU8jcpDE59RV2JpJhDbnaQpDEgfwj1qUZ8rT9TmNYdZL9wuMABT9aqrwtWWyovU/Wov+WlIpGnBgEsT04q0UBGc5zXDN+8dcNgVR6io2Pz4wTWVzUYEDd8GkWSSI4Vjx2rqj7yKTaLkd5Kv3hn6VoR35YgYwBWcoHdGpfc6OCYyDirc1xHbxFnIFYmjZxdzcz3bb4gkkRB2gNz+VLbXauQEAjdeMdK70rI8yTu7nb2Oum2LIcOp4ZDyDUUm2WZplQJu7elTLYuC1K7gjJAzVEyHODXKdzK00e5c4BNctcWoZiV+U1aZlJGKUeFuTUqz8YYce1aPU42rDThjkEiuYvf+Pp/w/lTjuZnRhl3ZOfwq8rR+Wdq4PvWYEGMjjGO9NC9cZ4oEPUGTO3qKfgj+ImkBJkAZpcqRkDn3qQFZnU7eKcgZyMDmmBvQWIYgvz610SwBRhRiok7aHp04W1NCGAAe9ayIEGcc1zHW9C0M45NJjvVmAoxikJAqyTy/XovN1FpeMuoJ/Dio7a2QxgkAKepxya9Fao816M7ey07y4ZBgb4Tn6qauNIEPFYTOmmMebIqmxX7zHPpWB1Nl20mF3eJaRcDqx6YAry/Wrj7drtwwPyRnao9AvFdtKN2cNRnMZ3ykn61PIdkBPdjWzd2c6Ktqu5819A+F7URWRlPVzSGd6KWtCApgwxOaoQhLZznigFWPvVAPAYN1yKeUB+tIBoZkwDzk1MVDDkUASJ8ox2FfOPjLWm1HUPskRIhgOPTJ7moYzm7C8m09TsAZDyQa620vWlBFpgA8mN+g+hrE5ne9y48txDEcqkQJyWzuP4VgHVHjLJbL8x+87dTSWg25N6mEwOV3HLE5NWiflq0ZsqJTB98n0pFmzCoMWCKmI2joMV5rep3LYaoPU9KeBySvAqSiuMr71IyeYAy8etdENySDGKkRC3FdRQ77dcaccP8ynoe9Z01/LMkhnjWSInjnBFZ8qvcrmdrDhbJND9p09mUpy0bHlfcGpI5WvYmbyx9oj53A43CtTI6/S7ERqJZfmkPPPaunwCK5pO7O6CsiFhVN4hJz6VkbFRlIXnoKovEpOfWglmJNApJGBkVjSWpHK4FaGLRQAKnBrnbs5uXP0/lWqOVn//ZAAACAAIBAgABAAAAAQAAAAEAAAABAAAABwAAAAQCAgAAAAAAAAAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAAAD/4QnIaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLwA8P3hwYWNrZXQgYmVnaW49J++7vycgaWQ9J1c1TTBNcENlaGlIenJlU3pOVGN6a2M5ZCc/Pg0KPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyI+PHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj48cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0idXVpZDpmYWY1YmRkNS1iYTNkLTExZGEtYWQzMS1kMzNkNzUxODJmMWIiIHhtbG5zOnhtcD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLyI+PHhtcDpDcmVhdGVEYXRlPjIwMTAtMDktMjJUMDM6NDA6MTA8L3htcDpDcmVhdGVEYXRlPjx4bXA6Q3JlYXRvclRvb2w+VmVyLjEuMDAgPC94bXA6Q3JlYXRvclRvb2w+PC9yZGY6RGVzY3JpcHRpb24+PC9yZGY6UkRGPjwveDp4bXBtZXRhPg0KICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICA8P3hwYWNrZXQgZW5kPSd3Jz8+/9sAQwABAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQECAgEBAgEBAQICAgICAgICAgECAgICAgICAgIC/9sAQwEBAQEBAQEBAQEBAgEBAQICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIC/8AAEQgBqQKAAwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A9+mYnakmTwM56N2BAI9M45qm9pDIC0bBSSAFJ5HTkjv1P5Y9a6S7jsr12YP5RIcqRwCQflUcjI5rmHt5klO0hlxjdxtI67s+v3hzX73B3/ur/hj8HcXe1rpbW+X3eXpuV2tTG2QR27jJ4BAx19ffitaxuzAm1x8uBkdTnnj5cYPP6UzyUZepJIBxnnAxkA55bJ/SqRgmWQqoJU9sngkjnJHt/npTbTT6pa6+Vvx9bmsbq3Lpf8Nv+Gtp21OkVLe5ViACcE9gDj1989vb61p6WpglVkAQDaQVxjAx044/+vXM2wkTYuwjpwVPIz3x0PIro4J/K2kgLx6HjGcjn6H8selZSbV1zXvtf7jtpWbu3rpt/wAN/X4ne3ckN5ZLvUBk2rkdST94sAfUfSuOuIxG5CHgggZ5BI68jqM84FaNjcPLG6owcE5xnkZGP1BrPuYn3c54DEcdBwCeOvQ1ipKOl/69DrcXJRmlv6dP+G8x9s6qRgggnBGTwccdPauhs5gGXGD0BI4PTngdeR+tcpCjBsdepOMnOc4+nb/IrYtC25QOSO/QdRgc9KyqTik7u+n9f18zaEHGy6dtu33f13PePCEqh4WLgFjtyecYxnPtxXvum6Lpd7ZSSPNbySABihZQ2Qcnjtz/AJ718weHZ5EVN6MUXowHzZ4wT+INei29zeRRefBI4yQW2MQNvfoPT+dfLY+U3NKE+Rpr5/8AB76fM+iwMYRgnOCnpr93To/66G94t0XSUUSKFikIwFBA6A85/wB7J/GvNxoiuxNuysygk4bJA7ZAPJwR9avatfXd+jxs8hA+43OQR345rHsBfQkhWk5Hz5B5x9Txx/SuvCVpUqcVKonJee3z+/ucmKpRqTk4U7KW2n9f8MdJaX1zaW72zjOAwy2DtycDHIzjr+NZSo8swYA/e544ye+eMDNasIWdP3kbLIDzxx659uf51qR2gAUIAHOOo/AnP+evrWzxkZSUb2+7/h/u2MlhJKPMk2n5fmtNvT5s9J+G/hy+1CYvEjttHy4PU8dc9e3p0r6z8J2V74csrr+0JMkqXjt14wxI4JHfg/nXzB4Q1i/0tI/seYypUeYuAPTrnnivbpvEElzZRTvdvJJs/ekKcBiBkcfzrlxGMjGUYOV431t8n/X6F0sFOabUUrK6u7aeX5+R1uq+NL6HS5o7eNYJHV1eV/lVFOcAE9+fxr5T8R35ee4luLsSvI7vkMWAGSSoOeeTXY+OfFrNpLWUBG49ZBwxHXPA4Gc182Xurud6yS9+5znn1z7frXsYJprnWilb+tTzK9JwaT+Jdb+fy/rY6qHUbdGMzYdkYkcg5x0bH4fp+Fbb+Mrh0EMRVV2FAABu6Y6g9On5V44L/JJMhwT0HQn3IGTwc1egvFHIPbnaTwfqOp/xr0U1bVLQ4uW7sup3M3iO4k3RSFSMHk9SeM8/xHNclflZ3yh54YgAnknkDsaYsqSA7id3J3EjrjA9+martIyuAFDcYBGc9upHQ8ikmk13t/X+X9WGoPW6328l2dv6+Zn3MTEjOOnzEYOOeW6cGsuWAkbgDx25zjjkAZwOCPxrsoLGW4GWjOG68dB3IJ6jgf8A1q1YfDhlOAhz0weeMnOB+fJpe1UbNtXNFCT1S26fl/X/AAx55bQwknzFGeoHc9yOnp688VZeCFR+7TnkHcuDnjjj6j867O+8NSW6hwmODyFIBzzngcHB/wA9aoQ2SMQsikc9/oBkU1WTTe6f/DEOnZpOzv8AL8zintWPRDgZOccHPPY8CqklkXydvHP5E+w6nI/xr1P+yYmACgNuAAGB3H684p0PhiSeQBUJJOBxwAOny/gPypOrprorf8HT+vIFFtKzvFrXb+v66HkqWbb+hAByM8gkE4Ht0P8A+uui0/TC7BQp5OOnGeOOR15616xa/Dq6m2uIGyO23A57DnPT69K3oPA9xYFHlt3AGBjaTkjqcY5GQeazdVWWv9aFRi1qnb+tvL/h+5yfh3Q7qK6heDO5CCE6DGR7dOgr6y0Sa9l02JLiBRJGgBbouOn+fxrzHStGZNjxRMHXBB25BIOOoHHINenx3t7HYx2/2VmkYAEopU8gZyR1rixCjUXaS/r+tLm0Jyi1Z6P+vT+vM5sabJPqzMYVfLdlzyefu/hXUXHghJlWWaPPmYIAHbocgYz0rsvDWlRSRrPNE0c3BIYdeSOvpz+ldsLOS43IRgR4C7cAH1x7ZH6Vw1Kko2Sla2772t0/4P6nRTSlF8yb+7+v63PCr/wzZW1o4UBQik4C9SQc9un6fyrx++tkWR42jDLk4JX5jnPTjnivqPXNNncOkMKnjDnruHpj8K8ovvDUr3IeWILtJ4ABAyAeMf5NXCs+a99bf5DUW1ytWjLZ/ceISWrpIy21uA7ADoM9s59DzWbNoNzNIVmLq5BbBOB3+UcV7xHYadaSbZFjMhPJwMg8Hr/nr0NZuv2tnJGn2XHnEY+UE4GDkHHv/StaeJm5JSjZfLX+tS5UacY3Uk5f8H+vQ8DuPDskYLhDgEEnqPUknjjNc1facq54HA5z2PTn8Mf55r1y+iu40KEscjHTt6c/WsMeEr28hkuJMqo5UthScck8njOa29pySblK3+en9biUOZcsY3dv8u39eh5UimBl2cEHII59AMY71cSSaYkFfQHI6j6Ctm800WkjIVBIzuyc5/wHPr15qzDawLFubYGPOMc54/WtOdOKts/+B8iLON01r93b+vvuY7q7LhjhUzgZxkdepqssSg7j93jHcZ7/AI8n8q0rkbG4J242jOSAcc9enH6CqBKt3wvpwenBJ46den5VMrq/l26/8P5dkXFJteq36aLXsWxcIi4UHAx2znjnAyPSqN3Krr8uM/zHOc56nHr7VE5O8LFlsgLkYPHfHv8AlV0aZcsm9kZVOSMg4wRkdPp1rCTS66P5a+nr/SNYpydu3f8Az2t/mc9t3Ecjg8Y9O2M9O/51LHEN6gg/XqRk8g8c9K0jp5TJOSwwSB27j+f60i24jJJ/Xp1/iwc1Dt3vb+v67lRe3Lpfqv6/I6+wuLawtF2KHdhluM4z2xnrjHpSi/Ezkx4Tnovp36/hiuX3sRtDZBAyM5AGTwR9fxq5BuXDDnocDI556jHr+NcWJu4u7svv+/zf4m1PSS6rS2r/AMvvPT9C1AQzJuAbJGc+5BwTkZ/r+tfpr+xydC1vXb37Y8i6jptkl7pUUc7xRu6yeXcFghBlKxyKQudpBJIOK/JqyumRgxJ47Y6AnjJ9f8a+jfhF8U9T+HGs2fiTTYzdXGnSxymy3lBeQDalxasR0V4S6n03ZAOBX5nxXhakqHtYUPrSozhUdO13OMJKUoW6tpPlT0crJ3R9hk1aKbhKXI5pq70s2kk79Fe1/K9j9+yMgj1rK1LXdF0azuL/AFfVtO0yzs1LXd1f3tvaQW4UZPnSTSKEOOgPJzwK/PrUf27rjVdOdfDHgG40i+e2fF3r99HdwxXJUgCC1so1NwivghmZc90r4K+KXizxZ4/vJte1G6Nzf3kgmu0nZo7TzEYFvJt0YKqDAwpGAOmK+Qq57muOr0ocP5LUq05JqrXxdOphqcVZcnJSmo16rUr3XLThZvlqO59HTwOHp051MdjYUmrOMKbjVnLWzu4twgul3Ju/2bHqf/BRb9o/wbrvhW8t/AEk/iaLTdNubbV9VtraaPTknV3eNbWW4jT7SBEXzIvyHI2k4zX49/CPSJtf8N2HiPU4riSK8uDPbrAhKGKUbkOc7RwQCSDnOK98+P8AeXw+EvixJroRrHpE+UtwqoGEUijGAB3P4cmuD/ZS1KPUvgl4TnULlrCAsNoPzeUv1xyua8TDcCQxHF9PH5vVjjqtfCVakoqkoUlVlWp8zjC8pcqWynOUuspN3b9R8Qyw2TSo4JOgqVaMVJyvPl5XvKy3f8q06H0Pp0kdvYww2djFZqqY+0Njz0yMZUkfKfoMVpJqclnAIzcvOwyS7sScNwcHPQ/5ArGnm2qc8ke+OmckevAH0rDnuWYkA4GCOg57j6HjI+lfquH4ewVLlcMLCDitLRS7drf13PkcRnOIq3U6058z1vJt+e7v8vmaF9qckjthydxzkEnDYPr1rldRuTgsTu6cntkE4I/P8qlcyM4GCQckDnO7offFZeobtpABJ2jtkD179enevosLgYUnG0beflpfQ8DE4uVRy193t/Xe/wDWxztzJyeckY79OxYZ6nP41FbMd+Se+eRz94nAPc4/nT5IWYFiR3GOCM5xyR1PP+TTI4HZlwNvbdzgnONuT3IJ9a92lDltfb8tjyKk3JuT+S/r/PobcH751GTjBJ+90B54z/n611to3kouzgqM9xxjnOO/r9a5i1XywAByD+BwPT15rcivEyAyjoAvuR6Yq73sun3f1/TI2d9n+Hn9xxXx08Rt4Y+DPxB14aoNLntdBkis7nAad7u7ube1tra0RjmS5lllCKAcgFjnANfHPijSvHnx18N/D688VfFrSvht8JPEWg2k+vaL4VnabWLdk2Wz299qN2UWxmklinEpVHEDygKpVSw+4PiF4J0L4neCNb8E622yz1i3RY7qNVeSwvreRLixv4kY4Z4rmONsZAYAqeteNr8Mv2ctG1qWy8Atr/ib4geENF0R/iE3iu0WCwh1K9a485vD2jiZoBp/mocTBNxL4Jxg18TxHVxOHzbJnCjUqYbGe0puUYScKbjDn/fTTUYxm/dg3rKdox0ufTZO6MsvxsX/ABqLjNLmjdp6JwjJNtrVyeqV7voc/wDFf9jD4beJ/wBkbxf8HPgrpdnpTa5pH9pWetec93qviTULZGuYp9R1i5LSXr3DlwSzY/fZTAAFfxfeIv2UfHHwp+Il7ofxF0rUPDptb2eFJ7yGSFCiuxE0TkfOoQKRgYOepzX99vga6lgsMaTIbi1jAY6LwJYoj/rG0pjwzLk5tjgY/wBUQfkPgn7UX7JHgD9pHwhqWqabYWsXji1srl9Iv0gRzeSxKS+m3IkH7py6sFJAKygBsA8GZ4f69h5vBRjDG0Y+/Tbcbq28NHdfJ2tbc68pxUMPiKcMfNywdeXu1LXtJtLlmr9+zXfZH8SyeINS8Na+vhPwnqzXMusXmn6VZ6rNCyXMQmnERiiVwSsW+QsW/wBnJr7p0b4a6daaLNBq0txq+vJOXlu7ud5irIojESkNhT5xkJGBwgxXNePv2UfH3ww8V/8ACY3WlB5/DWuR6hYx3NuVS5k067V57K4hBHl8KY5F+8A5xXoHwv8AEUXiKMW8enPazJqd3vsGeS5ktFaYmC3a4fLTEKqDcwDFUBPJNfm+JqQqUKkKKtiqT5ZPRtPS6fbq9l95+o4TC1sFjaUsXLmwdeLnC11GWicWraSXRb3PefhZ4Zlhu4rMAqlsoDBVwoLY+U4Py9QPr75r68ksp9OtVtLaTdJdQKLgxnG2N8DyyP1PNee+AdFi0oQm7Oye7O+VsYz1YqCT03MM9PavX2SIh5FYsysI3dgV8xmcBCoIypA68c4r8yz/ABEXjFSUrqCVmrb9dk3/AJn7TwlhpUsJ9bkuWU5bPqlZJPbW5seFtKjsrG4hKPcNLbSMxkbJQMDyGycgEjjsFqd9FttW0m8t53SJZoza20gX5opgoCyoO/z5z+Oa3LNYYrWMqxP7tkYquF5xlNvcnn16VrWUaCAxuAjWrC4TchwwLgmRAB8wG0V8xRqT9sqilrzXXyt/wd/Q+zxXLiKFSVRfFFbdl2/DbXU/HvxN+zn8S9V+IGuzMxTS9O1aaSACNwl6y7mZgq/NGHIQ5GcZHoa9p0D9n17SaLV9ds7qK4nCiOG0QzQWkA2KUnBGRukXec8Ee4r9KGs7Yl74xIZJlaRMhASEAJJBHIA555OcVCLWOezuHREilkI3h8B8J8wIQjKggnHP8XoK/Q6edYmtClDlUOWKTsrPRW+euv4LQ/IauQ4SlLEV6jc3Kbau9IpyV/1X6dT83/D37Oslt4tHiLUXlZLW4YWELBljv7eKR3R5V6A5ZQVYcbOhzX3x4C0iSGzFjaQxQwJCslzIihRlhh1PT585zn2NSWyEXQlliDhYpI0VwCisWBD4xw4XPPJGc16J4Um02HS57eSMw3N200aMAGDlmPlspAzjYWBB6cd68zNMRPGRjUq3bh0Wi7enz+4+hyHDQy+8IXn7azV90na79Pm/wOoSeRjnleAcAfTIJH0H5U77TIQVweCQ2QeB1IJA45ravbKON8x7MEZ+X+EnnB56c/ketZpRMncoPAyc/L1PUkcEn+nSv7uU1Kz5t7W1/rf1P86eWStdK/d/K+mu++i9R9tI7MvQ5PuOeO3px1+ma6+wtYJlDMy7gM8jA4PPH1/zmubtkj9ACPvY6Hpx9OB+VbFt5qD5D8pPHp6Z6cjIrObT9f68jop+6o2XMv8AhvR6Pv67He2Wl6XNCRIVSUqeVxyR0Dc+/wCtUbrQ7WRXMbhXUEKp74JwT6fdPHtWHFdzRfxEkckd+ecHHTj09a2LbUS6ZYcjBGfvDjBzzyen+c1hNuLunqv+Bb5f8E7aSUnaUbLvquz6GXbWk9lcHnjncAeg4yMHpySc/wCRsTRq4WQDnoR0PI6njrTxMrMCy/ewcMO+eSe55rVhhhkUEg/N1GDgHHBJ7HNc1WbVmt4/j3ukddKNtFol0fn+fQzbTTjcH5Fx7ng9Mc469vp6V09j4eud6EQHaSAWK5AyTz054B9qu6dZIrIcDj2OfvEZHHPf8ua9m8OCOMRfaI0aEY+YoOQeo5H+9789q83EYicU7a/M9GhSg7XXL1/r7v66QeFvCV3NGrfZmliULllUnaBgsSPXB6+1e+eFPh7a36MZY8qEO5QuecdGH4Vq+BL20id4ooImWU4IIXCgjGMHHb+de8aJY21pdedFbeXHLgOijOd3fgnHXp/Svj8xxNSXMlPklo9OvzX/AA73Z9Rl9KmuXmhzK1r/AHfM+W9a+FbJdTfY4TkNnbtOCOCef89ay4vhvcqpaS3IAODhCeV6E4Gc/wCPWvv6Xwak0El9HGGVl3FtuAAcE8/Tj6VWtNG0WJU+0JGVJ2soAOT0wQfoK8aeb1aMeWUnJq2n5HsU8rpVWmoqKfd7f0j4Jk8FvbRs/knAzjIOfy+pHesSHSt1w0bpsAJG7GOemByP85r7j8X+FbKck6VDsicfcMf33IHIP+HpXnNn8HNVu79FntnRHw7YU9PvZPy9MH8jXTh845qfPUvFvo9GtvvMcRlajPkhqk+mqe239eXY8p0Lw98qkFnQEFgqn5sZIGQOnH611GqzQaZYSGOBztRsoFLAYyAcDoef0r6X0yy8C+CLCS21S3SS98varSAMQ5AAIGPl+bv2r56+IOsaTi8GntGiMrMMAZbJJwP8RXVhK1bFV053VLfff8/ufT8OfEUqWGpNU4r2i3/DU+UvFesyztIAGj6/L0Kg5ORzx1/WvIbiWeVm5LZbjkn6/gK7fxFdNe3MgUEZZuBwCeeo9MY/wrm0tm+bIyQMkbc/NyCTkc197hKsadOKvpZdfRfL+tT4nEU3OUpNX/pdzJjWTjd+Yz3OQc+mOKspKUHB5HfOckdO/p/Ki5xGQOOeM5IyP936fn0qtGS7BTjB79OTgde/JH516kJ31vb9f60PPlSs33/4b/hrmxaySSMFBOe43HB4Bxx9RXaabolxdPHtTJyOmcn3zXOaZbHK4HOQB74weN34D0r2rwTDGt5ALyTbCCCxOOnHU4/D05rGvVko+69bbf1/XmEIxsubRLfy2t1/E0tK8LzJGrvbsRkbgUJBGecZ7ZH5c12GnaZB9rSF7YRgnGWXuf7vuR/OvRJNZ0pRBaWdtG6BcNKApJIPOMfSmrNbzz/u7RXePncAAc5yO/Tn/DrXjt4mc3zQtHun6anoylh4U1yy9520a6rfzt+Z574t0iGKFkt4lVSuS20glunYcfX2rxS40+5hlAdcRvnaQAOuB+PH6V9y2ei2N/pzS3Vskk7rhFKgkAgAH8Dx+Fea614BaQNcWtoVZSSIwvv0xivRw1SMI8rdmu79Dyq9Xnk+npou23yPCNK0RpQJA2c9AQOnIHBHt+vvXX2um/ZireWNyHJyOuOSBWvD4f1CIO0UBhcZUo3ABHAIBHHH86mg0vXJZBC1s21Ry5BG72+vXNdTnFp3lb+u/Toc6l1W3T5/18mdt4ZuIp5EjkiT5cAE4z9OO+f5V7LDo+lahAoe3iDoOu0YOfUkc/8A1q8KstMvtPcTlGTBy2M7e3H05/SvUdD1jKJ8xz/FnjpjOQT9a4qyTvJS3/r1/r1Li3dp6r9NEbsXhW0gl+WIKpI6KMHJz6dBgfn6VrReH7aI/PAGJwQwAwAO3Tgf41r22oQMq+YVKkc8jdz1HXrwf89b8t3bxRCTdiM9yRnnHfvzjp/+vkcnezWu39bG6t30MmG0hgBXChR2wBjjgfX+vtU11dxRwvHEwVsHBGAenH4f4VRuNQs5WKRTp5h4645I7gduPxNc5eTPGrb3JBBAZScZ7c9+TStrqrNFRbdrN2/r+rdDBn1C6gu2Es4MBY5BOepPTJ9P/wBdUtT33cbLZHMrAkEYx82M8fl+dSf2V9sYvJIWwxZRnoQT3/z0q4qQ6ftwcvnGMA47jgj2/ShSSfeRpySaTSaXT8EeYy+GL9Xaa8JG5t4GcZ5P68dPei18PPcTnqV5BJyQBkDg4r0u5vYZyGm6BjgDoTxzVN722t0LRhIwRuzkZxx0z06VspPqr3t6f5iTld62/F/1e/4nLXPg+0CiRwpZeWBHJxnAHrXJaxZhIXjiUoigggcccivTTqNrdBjJIFAB5GME9R16Dp+NcV4jlgELG2dWyCSOCTkYPT2/nWXtYt8vK7vy06dbanXSpTUXUcla2lnq9rab/wBdzwbVLOLzypGSWLdBkZ5wfTpXPajZmLaVIwdrAA5yT7jjqBXT6glxNMzYxh+DjpluAD3OOf8ACqf2Xf8AK53kY684Ixkj07V1e0ikkun/AAL9ieVy1WjZwsscrnBGF6c9lPXGPfH51Ja6cZ2CDk5xz3OeQR25rqbrT5MYjUckk46DGeDg4+vuc1VtoJLaaNnbBByQvGM4A/HOfyqJVG76p/8AANIwUeXTTTX59xlvoTWriSWNSMk4xx04B9Oc1tXDRmBVjVQxBU9M+30GMfnWrPKHt1AOSV4PfIHbI5OcflmsHy2JJPTIAyc9e4znAAxXJztyvJ/D06b/AOZ1cnKlbVNLfpt52/IwLmJkySBznJ5G3IHHT1/rWO8bHLAEAHOCQCc89vbP511FzEpTqSc+xIIPuenSsoQ5baAc8k9Oenr7/wAq0U3buv6+4wcbyXRf1/VjKSME5IxjrgHqMHH5D/65q6vHCj8ew9e307fXpVr7MSCduB/9f65xjH5VIlsTwF64bocZxjOP89awqzuml0+f+V0bU6b5o202/r+rjbckMMnI79uQAc8dfp7V1FhdtHgrJtxgYBIPXIx6c45/yMq1024lYKiNjPbvnoDgc9BzW+nhzURGriF8cMSAenUD8j+teLXpU5Plk01+X9f8E9Si6kUuVtNfj/wDYh1e73YLvg5HBJyCT1pbm/lMLRvISGyQCehORyeODj9KqjT7u3i3OhU4IwQTjg9/rjNVJWLqVdTnOOw56N06/wCJrlWFpJ3jFWZ1rE1UknJ39fT0PCvj+ob4SeN2Z8ldIuyMscHEMuOD16fyrxj9hW4k1H4A+EpR/DaBDjceUaRD16cg4H+Ne4/Hy1I+EXjZucnRbs47jMMgA/n+XpXzX/wTb1V7/wCAGixlMG3uL+AN94N5N9cxjBzgA7en4YFeZKjGOfYSajf/AGaqr/8Ab9N2/D8DrVWTy+sua7VSL19O/wCH/DH3PPZSMG46jAAHHTJOcen8/rWO2nPu3Op659xnrx2/TrXoDWN0yFvLYqeRhSccYOfzrFuYXQkMuOhPHPUA8Hv16ele7GUOjT+f+R5jjJXbOTltRGmepBOBjnHqPU8cVgz2bSMeoGMgdx3zj8j+PtXY3CbgcEdeuMcfXnjI/Wsh0C5BI5PccdcgDj0/lXZRqRUUt2vze9t7/wBfLlq027NO19Ovl/X3HODT0OeATjBAHI7kUxtPCjdjHTII+UEjIwPTrW5I6R5wOW59cdOOnTHfv0qhIXlyq7iDyT79h+P0rojUdl9ladO3n18jGUF19577/wBf1sZ7W4VBsLbsdMELnkduvcge/NRpBdAbh90HhjnnJ9D35/T0rat7crIFdS2SM9eh68Y47fiOa12ghyFO0qRjbxkfn06fX9atVFFK6v17/LT/AIYj2UnsrL+v8jl7f7SSAA/HU88nGOew7Zrw/wAY22n+APiv4c+ItwEtdM8XWyeCvFNztXy3F00cdhLeOThVinFs288gB8dTX1MTZwwhY1UEhhnq34ce4+npXnfxF8FWfxD8H6z4WljRZL+BpNPuXTP2PUoQZLO49sSgA4P3XNcWYJY3C1KDi4yWqfZx16/gduBX1bE06spKUXo0r6p2v+jRd06wu9H1Vo1kMWyXcqk7VliJ3RzI3TcUKkev1rk/H37T3gjwt4mtfBPg61l1X4oa/HdabeNe3mn6J4M0PVbWOWSDXfEWp37hYpDaQTs6ABrj7NEANz7jZ+Bmv3/jvRbnwL8QI2tPiZ8OI00zVBGrD+3dDgPkad4jgJAM8boqxz4yYp43DcOhPqHjH4PaNqXhnX9e0nw74XuPiDotjLqXg/Wta0q3uoF1i1TdZJrSMn+n6dv2CRZNxCAsuGAr4etiqtqM41JUsTg6iTst07Rld6e607/c+h9LTw1OMq8JwU6OIjdXfXdNJdbq2nofmx8c/gV4t0/4X2fxY+MfxG8M+PPE3jiW/wBcvIvB1jaWHg2OZVs4rK10Mwt/p27TZkkmn6TTbmwFxn84fhT8Gj4W1LxF49k0eJNL8Q6o9l4fdnzF9oto1k1SWBG/1ixtcWkYfpuSRc5GK9B+PuufH67+Jc/hT4g6XovhjQvhtDrtgPBPhfXZtV8MaRrGtC5kuxptnHKyWcX264Z4o4pXVAscfABQb+leI7/UvB3grw7LLLb2nh3RHht45gBunv7y41C/uj38+W6uJeeo2gdga/M8+xsa2PxdTL6KhQvGVead01yybs4vlc5ThDVO3I23ra/7Bw/hKv8AZ+WYbMK0qlZXVGM17yi5c0dG3JRjFvRpe9ZJWRsX9lLD9muLdjcFXUvDCCWi2SLmbIH049q6Wa8H2ezuXH743SiVFA2yKpU5bJ44z9fXI5g0G8aEIkcSXALFJEdgQVZWZgx2nPG7P0+lc7fSSLNNcPuFjA0roiEsVHmLkkf7IyPoa/MKklXrVJ1LzlC7fZ327baf1t+4Yam8PRowpxSpNR6vdWvZLpLXzPcNMSW6tZHihZWhSSQAHI2ojSZyvRggPPf8Ko3Gs3cu3ygrrEdsky4VkU4AXHfgE59xWf4c1N0ETbwLaS2BVSxy6soyroexywzx1+tXvOhia4LKmJvPZIiPlOQ2AuB8uAx4x2rgoqPM1JWk+l73V127PU9TFO1O8Fo7L0b3/wCD2tqdDZ6mk3kMYsLBG9tIzfOjb/mQkZ9CAf5V0n2W3jF1dFRI/wBnKwplXLGJD5YHXBBH5AVwWnxqtuIgdsjujFW4BPAR1YfdbcvHXg4rsNKaUx7HidJCjqwLb3CgbWUAfeO4DacZx1NfRUG1GElK7jp/Wx8biaT9pKFuaHfTun92vrsee6vaSadZSXMt2yTkrOqozD5XK7YG6gNtkAPQHI5rpfAl+J57bWLostlG4H2duWdI2CMCjfxNIXGO45BrrV0vSLzRrmbUIjJfXSyWaRLtxsHKzKDynyKufTbXOx6UIrOC1tUeM27KckHCFiuG3dzuVTjnuc9RW1fEx5KcJXlU1flptp+fc9jBUsPUpPnprnTUbP3fdfVfKyR9GNaBtyMPmByW7Nzgn2xtP51iXWmjloyODkjJB65PHc/oK7Cyh+0MFP38lDj7voenpx+Vaj+HzKuB8rA/KO5xngjPqT+df3C8VyTs5We+n5+fl0P8444T2kLxjZefy08r9e55lFbujghcrnB+bkH1/PHPTNdHYqU6BQQCPUnA689TjP8AKteXQbiFiShwpIBCk9RkHB69/wAhirEFgyMF2lcjnIJAx0Occdf14q3ioSWj37X20FHCSjLVW17fLvpsuvfVlD7A8i7huyOdgGDnAx1Prn1qza6fOpDMhHYjHJGRk4BrqbG2AIBwQMHpk5OFA6cHOf612llp0U+3dGoJAGRx9APQ9/qDXLUxUkrWuv6/pnbTwyum1Z/8Ff1b+lydjobXYXCEE4GSDwB0B29uOldZb+EbvCKsT4JAyV+9jI7dDk/lXYaRozW7j5fMQ8ngjnoB1HHyn8K9a0XSjKBsUkqQdu0k5yOP557V4+Jx04NqLvb/AIHqenhsJCSfNG1/67HkNj4Ov1AIG0gDjv0HOAc9x9a3rmO9021SCdRmMhlbDA8gjBA4zjp6GvpTRvBUt+ElW3kfbtLMiNhSCRySCMY6V0l38LU1JSk0KbmQgblwckADOe+a8qWPrNpz1j5W8vk/P1PRjhqLSUbqSWmv+XU8N+GepmXUYElP8QGCcEA9uOfT/Jr7Z0XULKwntvPdXt5VUPG5BYNjqMZzwRXyLd/CnxV4Z1PzrSwuzDxMkkMUmNoPDZxgcCvb/DenatrllZQW4m+3FwHDqw2uDjBB715+Ko/WJe1jK8ZLZfL+vkdmGxCoL2bsqia+79P+Cfcelaz4XvrCPTo5EWSaHhWIGTzxgnp0p3/CFeG5vLM99DbXMjAJbmQAk8YbB6jn8e1eUad8OfEI+xTCKVLqFIy2wOMkAcn8R+laHivwz4sjtIb5fON/a7WhK78goQRlQM/w8CvncXlrrSvGdSMkls/wa+Z9DhMzjSjrGnKLe7S622ff/gHuTfDiAx2xlWFVTawcBcsg24PPbArpm0XQNMieaXYR5OxQVA5xt3Mx9/8APFfLdp8VfHMMCWepWMzTwxiNZwrrnaMA7exwOaz7/wCJXiK/xbXqmK3CEEhWUkj1OORXmYfB1qbnGpGUYvRe+mtP+H/4B6lbG0ans5U6ibVm/ds/Ty7dV2ML40+H52u2urS1R7aXcd6/MQpORgjOBj8a+K/EOlS3M7xZeNk42kNySCNuD2zgV99LFqPiPS3LXKvJEC0ULkNvAHCkEelec3Pw8m1e5LXmmNARlfNRCFYk/eLAegP5/l6WCzOOGk6M6q5qWmummnR2T07fqcWLy94iMasKb5auu10u+q29GfAV94MnVzOYjjnOe/IIIPpXJXWkSQNIFVgoBB4JycEYJ78Z71+jd38E76TZ5MEkluwVS5VjjOO+Dzz+lefeLvgp/Z9u7wozuUJYY5HXgqFyDmvocNxDFuMfac68ui03PCr5HeLtBwa1u16f11Pzy1CxO4sMjBPHqcc8+nWs+CAo/IOQMDjPHIOMD/PSvdPE3ge8snkzC6qM8lSM9RgE9fpXnEuk3ELECMk8846dRjBHTjp7V9fgs0p1YK01dfht/X5HzOKy6dKTvBtabL0/r+mSabGWC7QQeMqcYz6AHpyK7K3ubm2RdnynjpnoPXH44qr4Y0ie7nCmNlxgliCBzjp69P1r00eGVwFDxhznarDHfI+vT9KK2Z06VVU2+bq/6/4JFHLalWk5xXKnp21tb/gf1cz/AA/4mWyuV+25aPIVj94/qOtep2niPTJLqKa2mRkOwyRhhu9SpwOvGK8W1fSnsgwKbgATwO3fBz0ye3esHTriS3uEdXZcPyOeT6YJ9676NalWhzxd09Py1PMxGGnSlZ6vr+H/AA5+ingvUdJ1DyGwh2qFZMjI4zyBx3616DqkGkRRNNGEGASFABJ45GD65r4V8H61qsN8k9rO4TjfECSCOM4+buOPxr6Zsr+e6s0muFk27PmVjjtyeevP8zWFSKjJNuyfb/gnKo2TSSv0/r0/4Yw9ZvtLS53xxxgM+1o/lDE98HH1/Kqt7fwWlsZEhRNyho923up5zjnt/wDqrgPFVtdxazZ3MDl7Z7lTIvJVV3DOcHkY6/5FegNp9hrlu8bSFfLt1YMD8oIXvj8OvpWzcVGLvddfL+vQx9nJtW3+7X+vkV/D19/aszW1zHDKhJ+dOQOc4/z/AFrrbzwvZoEls5GjYkMwU8HI6cHgdK80s7GbRN32IOGLlS7E/ODnkD6V0b+Ml8P2DLfo9y78qBzgf05P6ZqJSTadN77IqFJ2akv6/wCD062H6it5ZsWDP5SgjcDkEDk/j/Ortjq63Vo8E8pLZO0McEY+o5rhZviBDfKgMI8tyQVIBIBOBnI68Crc9/Yvb+dA+C21vQDjkZB9T+tDbS96Ovr6dvv/AKQKk1LR3X/Df1b7y5qd/JprqBbq7SHmUsRtXHQZ74FZWqa7cXMCQ28qR5HIXk5ABwcdTn6UTXKXtskbxbzjG4HpnPPT0H/juKqx6MqqsqxEspBBJ4xnqSe3SpckrXi2+9vQ6IU3FdNLfhb+tvmc1LrGv2kigSSNGpwSAccnpjPC447Cuxi1RZraLzpcXLKCWOR+foeTXJ67fS2SnbEsjHgBAGHGeOO/T8jXEnXr6UhJImjTIJYggkdwOe/8x0p6yV1FK3yZuowfxSvZafh/w57BNqFsqNkmWTGV2ZYA/d5znPOKzlguL7HEiDhQOgwxz+W0n8q5C216O3RMIGPHzNycnrn3/wAK6/TNdF4oCMgJ+VgRg5x2z9a5Jxrty5f3aWl/u3R1U5UI9Ofytbt6EGrxx6fZiJWLSkeuOfc9hn8a4JYryZy87v5Z7HPQ84zmvS9RtklVpX2Egcc5xxnGM+/6VyUzLLJ5EcZOzjPRePb+L0/D3ohz8tufmlHd2/4On+ZcnHmTVP2afRa9t+/U5C7sYAHKuQw5zzxgAjHPB9K5/wAgvLtTk9GI7g9/0r1SHw+10drxsEPOSDwO44HAx/Oun0vwXY52rA0j/LliCe2c889f5U/aSjF2XMx+4mk5csX+n4Hg72l0yMscLOTnkDAz069R/M98U6DwtdTESyKyKDnkHOc4/r+nNfWdr4J0+3iEjRoTjJG0HHbjgcVz2vaXBbxMttAAhUg47cZzweOa41iZqUU4+zv369bWtvvqdPs6U4ycJOXLZf8ABvb+vxPAIdIt03ea+4oOhGM+h9+3WsG/ttjkxrhSeCBjj2469TXoV9Yurlooy3BzxkZPp69PrVGHw9qGothIX/AE5557e1H1iMU3N2RUaLk0oLmb/wCB+tu55e9pKxPGBzxjjA56Dr2/z0Z9lCnleh7Y69P54/OvWZPBd+iO3kuNuedhwPplevFYL+GrwMVaF8ZP8DdiecAf/XqVjaUlpNWXzfTz+40eEqR5VKLf9L56fqcX9nUpjGCeOmeSeB1yBx/+qrdrp0ssgCp0OMqD/Xp1/Wu7sfCjM488FV9Npzxngg9+f0zWy+hG0ffbnaoBzkH2GMd+gx+Fc1XGwTcYyv2drrp/WlzelhJtczjazNrwdoGmrGj6kUUYBPUNnr8xORjp/kVp+JdX0u2JtNNhTywNu8KOeoznHsKxIXcx+UofJBDNzwTwMY7ZB/AVas/DtxeuWaN2QkcnP1PY815WkqzrVqrsto30/M9W9qCpUqaUpWu9306nOkLdwMWQCQDge3P59vWsD+xpppSqxsfm9DjOOv5//Xr2EeE54wrqhCH73y5PuQB24NdFZaDZxFGlGX4JGMdOCOnIyD+davFRXM1qv+GMlhpScVPR/n1+/wA9j4v+PPhqaP4P+NmkiO06Jdg8Z/5ZSAmviH/glZayX/wDHlpvW08QeIYCxGQDDrd+vA+g6ewr9d/jz4YF58GfHzwRhlGg3h24zjELjIHbgfrntX5b/wDBHC3+2fArxbCfn+weP/G1oVwSU8rxFeADn2boeRmvCrYmf9rYWadm6dVW+cH+h6FLD0lRlDdNp/1ofpxaPHJEbRrRRhdrMAO2eenHIPvXB6/ZhJXCJ689RnkHC/4nNe4jw/K3mGABSf7wwRkjp+lcvfeDL2aVnlIEZPzEAZ653exxivRhXhSlzN8rfq7v+u/4kTpSnCyXM+j0/r9D51uVZGZVUk5I4BA5OG5zwcE/lWBPBKxZgDg9scjHX6mvftQ8MWNmWBYMxzk8ZX3A9f8ACuIvNMgQtswOp9Rjr19+K9GjjFN+7F27s86rg3Be9LXsm/8Ag/qeUfZZmfLYA7DHYHgHt/8ArrUt7dFILcDp0Aww4J4/zxWvPCjSERrjbkFs9Tx0Pr05qq9vMOcYAOBxjIwMcfl+dd0a7dk9E+1l/X9epyOkk3yxu9u36jGiRWyi4TB5xnIHX6n+eapSCSWXZEpJPHQ+uMA468/rWha2tzcyhCjYJwOwxzgZ7V6FpnhKQwCUgdQSMEnp3NTPF0aGjneUrWv0Khha1b3lHTy+X9eRxdjockoXcAScZ7gZJJzkcf8A1u1dvpXhhWcZRdowSSM5Gf5dPz9DXaaR4ftS2xn2PwPxB9uFrt4dCiiACSgZA5HDHjjPPrXlYjMJOUoqTT72/pf1c9XD4JRjFtK6/wCB3/y+48D1z4Wak+v6X498BvY6d8QPDxkayN6n/Er120liMd3o+rLGQ0lrNFhTk4yqN95FI5TxN8cdO8I+GfEEnxM0xPh541g0y5d9E1uZYNI1tJ5VsZZ9G1N8R3dsfP3hARIoXaVzzX1zp9n9kmVmcPggkYyWxxg+nH41+HX/AAUL8dJ8R/j1PoamKfSfh5pdloNijMJY475wLvVJliY7Vm+1ysCcZ/crjpXyWdung6NTMVFqtUiouSbXN2TTvF772v57I+w4bwDzrG0MqlNRp07z1V3FaN2as7NpaN27bs+KPGmr6Lf65r1/aqLi3vNUvJVvJ3aWae1+1u9szSN/rSd6HcRnnIFcbNb3EMFpM5O2Ro4IxExUY2JhGBHJGSc+pzVjWdJmjM3J+yPE2X2jcu1R8xJGFAPP401ZRLb6XYm4LuLUSO4yzO8kcbBgQOHIXGfWvgcRiqNfLMxcrLms9N1KT7/q/U/WJZXVw2b5NGEnaknG7vrCmla/q97JbnfaJY2rQwzxXslo8PnmSJVE2W2/Ism7rhgSDnPGKpyPLp7JcRbLmO5fbPlsqFD4YBW4U4Izx2Nc5YeK4dNsntp4WiZpjbyTSptlU5ZSspzweAcnsT710CPFNYOFC3MUq/aB5TqoGeSysOhKg9OBjmvzdpwqzp8tlVl8Vvuaa9UfqdOaVCE2rzguumq+Xlpfz62Oks9QgjiDKUhV/kD5AC4AcDHQYLAfUHFXo1mfU7a7uJ5Fto4pUlTBXezbWjlLY6AcYz0PPt59bOwsraFkRf3+cvliuD8ilvwB4z/Wu/s7t30eTMDXE8UitM2CdsCnyiWwfQ8H0xWNXDqFaKgk5rT5aeiX5m9GtHEYf4mm1d66OzWnl1/Ty62xKzXMzGRjDtD2zlSU3RlDglT2IGP94V3GlzPJdB/IklSFVkLqjLl8lJN6/wB4Eg8cnbXlNhqEoOVKxurh1h3YVYsnJJz94hhx+HOK9c0XUGRSyhohK+/BxlgyKyqGJwQSVJ+mOprso8/ux5rrqrq/a+n6dvmeJiXHmnNe4pO19bX8r/f/AMDUq6tJLDq0RR5ZLd4YrgJgIwBAllVgOuOV9T/PXlmMMvnuoeO4ijlggzt3GNij4fPDBs5U9xmtTTdIsvENzLatfRR3kT+fFImCR1LQquf3mM9OnXPtteONK0/SrPRLfTNkjgNcTbsv5svmbpYmXOQpAbpXQoWVSc7d0/wS23V/+CZU68vb0KEZPXR6Pa17yejs7aPoe3WlvFCweP5D6D279enI/OuggCgjc4yORyT39B9a5eGG4GA24qWwWxz0AJX16f0rft0WIL8rlsAZOeD9R05zX9p1ISfW7+//AIP4n8EQqq9nG1vl26f5G6UEoGzLE5AGBk469R0zyKlXTkPDxLhuP94ggEA54zz+VVonlUocZTIyOcr6nnnOAfyrorQpIApyeOOSeuQfbOa5pudJX2it/wAN3/XU6oeznZL4vPbXt6lK20WIOXBCdeOQCc84GPU/1rsdOt4ozGGUEJwCOmeMZx06/risJmWBslnAHOCM5HGc56fhWzYX9qNpLADI4YH5c9D0yeQf51lUnNx5lefb8P8ALT/I1pwgna3K1v3/AEPUPDsFlLfQpdxlI5NqoRjaC2Bkj0wf85r7S8JeEvCtta2s8los6TKm+XK5LYzkADoK+JNA1TTmnijldTtIzjGevBGTn0/LpX174O1HTL7So411CVDbEAQ4O8qMDcoxz3/CvOlKPM3NqNtVfRfib1adXkj7O8k2lpvftofQSWGhaRp9xHptvHGHAZN4Vsk8/e7n6fyrhJN5uZZSSxKKylBkRlSSAADwK5q98Stp8yRytLNbEKQWBztzxjt1rqtF8W6IWcRxiRnQKyycEErg4yvTk1yVKlKouVTSi/60t5l0KVejJTcG6i7p39NdU/U37b4jpbWT2dzZ2168aGLdLCu7aPlA5H45Feb6nqWuWt2mp6LZx2kcjB1eFBt3bs54HXP860ta8OXGsSm90aQJKwL+Ui4QD73OPfHrXbeGdOuX020sL6AtO7ESKV+5gnkZHU815brVKDVOnV5qd9n09Hue5GhQxC9rVoctRpfpunf56Ha/D34g+IrpreHU54WdmUlmULwpxhif16V9TWLweJFQXZsY9qD5wVKnOBjbzk+3vxXy3N4PutPszLbxKRLkq6ttkQeg568CsnSPEOt6Jeixltr24tpHWNJdzN/EBuzkYUD/AD0rmqQlK9SnUVOtrZvXe3R7o3hKK/dTpOpQ0vbRK3ps79j6k1r4dRybpIdPt7kYyHgVTlR0yuBg+1eQeIPh/C1rKRZrG8asTmPaeM8cj/PpXsWjeLdR03RUiKrPIUDxNMxaSMMAdhBPzYHHJ4Ned+KPHWszzJLHZp5AytxEqfNJkEEDjnoKjD/Wqk3DEwjy2+KPV/8AB+XmFZ4ehDnoVG22rRd1o/J7fez55Gn3FrM0dnJNBJFLh9hO0hDkjB68Zx9a+hvAW24s0GpRxT2ycyh1G9tvY57dfx9q4We+07VWWZbY2jAEuojIPmE85HfrXe+GbOQQhEZvJlznORkYIIxU18upVpJ1aMZ2ej0Xb+mjWhmc6MP3dZxclZr/AIH6mT8Svi5pmiWj6L4V0GKS5KMsl28aCONjwNmB87ZPWvJ/BiX2vzXF1rce9XUsokTCBjkgKCMdSK9q8S/DyDUY1uIkUMCHYqoyR6bfXrx+dWdP0i007SjD5Ko6KULAAZwpALEdePx5+lXRwFCjfkikrq7+7Rf8MZ1MznVSjKblKOy/Vu+v9WPk/wCI3w+0y7aWRZLeKPJY7QijAyRgY618Z+JvCkem3b7QkkCv8rABuM85I6fjX6F+NvDdxqMU7WW8n5hxnYCSc8Y496+F/iLoviPR3kaVHktwWOQCQMHr09T+gr0cHaFRKM7J+f8AX9MwrzlKm248zXl/w5kaTYIYN9vHGnHJBAzt6YPbkD+dUNTuHtZdxcbkY7dv54yOp3A/nXG6b4ju4mMbMUIJ+U9OOowPxrdQpqUm6Vjyc8k8nAwTx1Ga9aFLkqOcmpR/rf8ArqefOup01CF4yWj7dO35HLaxrzSM6ujAdM4PXjOeenSudivrYuGbuehJ6/5xz7V2WtaXbOdsRU4XJUcntg/5xiuNfSkZjHgoex25B9ByfSvewdSlyLl91r5/f9x4eKjUcn7R83Z2te1v6/M63RPE0WnzLJHIQysDsLDDdCM89M44r3XTfik81kkDxLlgFyPQdzz16/nXydcaLewy5R1bgEFTzj1wD1/nWtpNxqEUmwhyvAPXpnqD+ddzUZR5uZNab/1ozz+XVqUbN+nl/X/Dn2Posh1vJuIgEJJ3nkAEnGCeB9a7qzsbS1jdFmjRWG07cZHy4/DGP88V88eEvFF5DH9hVXdX+XIByM8Z6ccHr9K9VTzraJZ5JHdXwznPKhgc/QjHSvOxEKz96nPlXbuaUZUKcuWrHnv1XT/hrfodtLFYwoRMVlCglCBkcZ446jJrhddsbbU4/JjhZmf5VIA+X0OCOP65rUg1azuUKrFPiMbdzAhWOO3P16VTub+NYZBbBlkQsw4P5Zx7fpXHHFV4ycXBNx37dPM7HhMPKKmpuKkvnb5/j36bHBSeFZ7SNgsBG35g23IGOfXpXKahfajEjWsahcHBIOSSvp6GvVV8ZFLOS3urbL7WQMU5B4APHtn8q8c1y482aS4jk2DcxAXHQ85Pv6fWvTpVZSSbt734behwyopSas2o+q0/rrp+hlf8JFrenucZ+XJAJJAwevXgYrLv/HmvuhQzvEhxwPlxjPP0/n+Nc/qmrSqWHmmRhjA7kD1/DP61zMusmZSkiKCoPzYwT+JPTOK7oRur2Tt1+78DJqKdtn/w39emvY62PxzeQMTIxnz1MjbiDyQBms288W3F0+4/KCRtUZA4Iz/If/rripZPMyQD1OD0xgdPbnr9aeIwiqWJLYJwAOpJPT8Sfw7VtaKt7tpdr/eZpyWl9P6/E7aPxNMV+fHJwM9h1/AY/wDr1u6Z4vS2IwW3cE+x4z9P/r15tHG0uMZI9Tg8jt044H61bjgZDg8Z+Xocc/zFYTjT1s7P103RvBy0ut+9n2/r8+x71ZeK4LuNWuJduTnG7qDwDweTn+nauw0+80nIkXEzsBjGMZIxtz26j9a+dtMtZJmXJbYOgyPxIPYV61oelzsI1jZgpwCB1yfX/wCtXBiJ06e87en9a/odtKnUq3vBX9Nb6fh6ntGl38UzxxrbgqcKMLwOCRkgdOR+deg2kCRMH8oAFRuGCB64z24x+Vcx4Q0SS28tVt5LmRujMpJBwOcEV6rc6XePYlRaPDnI3lSCe3fOeM14dfN6VOry8ya+X+aPUp5NVq03K1mu6/r5XKLXdmYSuUAxzggj0BwR1z+VcxdWNnfkqJhtP05B57D0Fb9t4Gu7pcmaZVY5I5H1A9Bx/wDqrrdN+HLRoSd7sOmTyME4OM9ea5auZ4d3lZtv52/r8TallGIi1Hmta3bX/hjyqPwjYOd7IhThskDJ4GeMfdyTXeeHdC0S2Uj7LFI3cqqnJwScHHr/AC9a6C98HzKqo0vloM8A8j6/r3qlZaUli4VJmUqeO+SD39RivMxGNjXpuKTs+3y/r/I9fDYGdCak5Jv/AIbb+tTsBo3hq8sRA2lIJjxvEYH4g49fy/SufvPhz4eeNmESoxBYAIoxx3IH+fxro7a4uwFAAbA44GeuBg9+P5VuWlheXpHn/IhIJGByP69f1rx/ZKk+eNSpGLd2rt9tt9D1/be0tTnCnKSVk2kvyt5as+fdR8AWkRdrYKVJ+XKgnJ47D2rCX4azXBLzERxdQM4PbBI7Dj9K+rb3S7GCEKE3Pjjjgn+oFc09gJiyA7V5HA4wOOfzrto1nUimoyil1e/RXscNWmqcuXmjJvZK1m9Ovb0PCrD4f6cjbZAO3IHVhwecf5zXZWng+ztIwUVWG4A5A5wR1wPrXqFt4ehADglyOoxk9s/qKdqFlBFCcoyEDHGevPBA/wD10pz9pL3ZvlWju/QqCcIrngnN66bf8HyPM7zT9Oii5hC4Xk4A/p1rkDpGnNK9w0o27iQo9vYnnrXW69FIIJCmSccDtz0PueK8/tNI1G8uAjvLHGzA4AIwPTP4V1whThFRu5SWujvfte5yOdWcpTbVOG2q/Hp/XcxfjHFax/Bzx6I5FCnw/e5B7/umGfyI7d6/Ij/ghq9jefC74w2d06u9r8YfiFEVwCArax5qAD/gY/w61+u/xy0aO1+DfjtQ7bl8PXuTuyT+5b16nB//AF1+Kn/BCW2lu/DHx9CzjybT4x+NIni35YM01pJkr2yGrysfiqeHzDA1KyUE41IpWvdyirfPQ6cHhqmJU6dKUpt69ForX9Pnvr5H7732j6cIWFsApKnlQMc9ye3QV53fWMuySMSDaCwDEjODkDnP+eBXX6jdyed9ngOxc7SxOABkA5z3ri9SScTiLzQVY4PXGTnBP59K7ViKbtaNpyV0rdPS3/BH9Xq6O/NTi7b9fX8TyTxLpSwMx80OS2SB256/XmvNLy2jCFTNksSMY6g88AHt3r6S1PwnFd2fn+azSPkAZB5IznjtyK87n8BO8rRkEhgSWPAHOM57f560sLj4VVJRk0oOzvF7q3T+r/ibYjBTouKqRi3USas76O1tn+Z4E9lIJW8sFkXrzkE9Djnj1/ya19J0o39wsbrhcgEE9zweeuP8k16Xc+E/sAkjGH9DxkZGMHPvVCytBZyltgLqcL8vOSejYOep/wA9a9B4mcoSUZNNrR/ctThVCEJpuN7br+v+DfyLMHhCOyAl3RlAMhSR165/U+lXVL28bqvC/MBgnlR6bj69auSG9u02hSB/P3+uPfnHNS2uhXd3KEfCqcDPAOD6jPqDXJdK8681OS69bHSrNqNGDiui89PIo6eQ0hKBmycjHfnrnp6f54rr4FuDhSj/ADDAz9459j6f1rY0/wANGALHFsJYjkYyOeRk16roHgoTzRfapUUEcdO/POePT8qzlmeGptybTSV/utfT/hy1luKq2ik4ttdlq9tW9DwfxV4j0n4d+D/EPjrxRcpZ6L4a0u41K4luHWPz5IoybeygEhHmXE1x5UaKMli/pmv5qdd1i/8AHPjLxH4vvYsS6/rV9qrSzMr+YLuZplO0Dj77BRzwor9Ov+CrnxXlXxL4d/Z+8PXONP0iC28TeLWgcKl1qV7H/wASuwnKnDRwWh8za2QXucnoK/JK51SUCHTbOPyhGqLKyEs4GRl+SOMqR7AZr8940z6eLlRwOHtGm4qUrLa9mn9zvtovU/ZvDPhmngaNbNsWm61SXLC70Sjp97ltbTbsUfiPM9hoeprayLJOlpO0SrwCWhcsVUdDj88ACuF+Geu/8JNY6ablYLdGt41tZnUcNEFWUOo5Em8Fcc4K8161pnhX+2xL9okM7zZV3k+YqHVkRdvOTtxweMfSvCNE0u78GeMNZ8GTxypBZavJdWDJEPNFreg3FuY2bHyHzJF44yB6CviaU6csHjMIqjqVZrm0elk9fOyv19T9EzOlOOOy/HumoQpNxaerfPbXXRO9tFr0PZfHHhESWb3aqo3xobho2HlzruKidCTxcKpAx34PavL9PvbnwpqMNlc3TS6dOMQTSsFUE5zE6k8cEDjj5a9v0C7a6srvT7yeW5ha4cP9oUbkDZAiVcDYgBOCO/HeuO8b+DdMvrLKtIyW6rK0MPEqcEAo456YzXztGovaQoVoqzdnpt2t59D3q+HqSw0sRQqNJRv66LRrp/S20IIrpZLVZoGhEcM+9wTuLsHDCPAPdHznGODivaPDPijTrWxihvLGFobyErIDsLMCuMFsZZdzDH0r518I6fmzu4I50lEbN5Dyho52gUAFNuclliyD3+XNdjEVUqftG9YhEkSDI+ZTk9eeTn6kfSuyrh7TU4uzg3r0d7O1nrt+HmeXTxKhSdNtT5klbVSSa1enVP8AO56HbSQXN687RiOCSXaIVwZEiP3GQ+gJ4z2Fd/5klt/o0KvIEMUkDu2CERQnAxyN4XHvXkunzy29wnmI0kbMSXKnMbbSUPU8AEj35z2r2DSU/tiIbZkSdYXZXc7EbyULgMP4WAGV91PtWMLqUbyjB1NVpo9tO+hcrNcvs5SUN3rddE/uR1XhyIfabfULaZbWeAi6k8zHMjKztFIeufMBHptHFdJpNvLq0ktxeXIn2zSytK7KBbRRuMrg9EYOw9TsGK57wgslzI8LyQBTAiPJgZkeKUtvIPRtp4Oa9N13wYNNit73RLpSzW4kv7dzmGaSLZJEqqOG3Bhx14IPWuyFKVWD5VzuL11320t+l/uscsq8KFWMZ1FFtLlla7srbu19emurtdWuj32XypJcRIqKuQAB6cZz68n86vW2mynD4BVjkn0Ppz179u9PtIPMZVK9fv8ATcMcYPr0/wAmu80/w9c3VuWt1JVMZUkBgDjkL3r+yqlWMGruydv0/r9T+BqMW0/5vx2XyMMaYj23ykeYvJUDtyDgA/5AqS1sXt/nZunUEc8EY7cf4Guii025tJwGjOUJDBgTkc98H/8AVVuQWuWZwqs2AwB4GCQecdeB2rza2IlUbjH4V+P/AAOp6mHpKCUp6Pzv5df+D+Zz11FDdqjEBXOVbHTB4+YE/wD1qq2+lsxKou7qQuMnB9/qRXY2ul20zBtuQe44IxyOM88j6V09tpUMTpIq456YyCOOnHHf8/WvLrY1UW6aumu/4+Z7GGwntoRqaSj03XbX5nA2unXMLeYqspByAQcjnsRz2/HNer+GNe1LSXVtzoCuwsOcq3pkf559aIrSGYmPyiNxUBgufm7cntn+VdXD4Jv5LRZTgc/uhzvbIOCT36+nvXkYvM6D5YVqsYRqOyvbV/1/wT2cLl1b350KLm6a5m1e2/X8fXpue8+CNR0XxY1rZaxciGZpFiWR8KqrjaOTxnOK9S8RfDmHw/eWCRzxMt4qyQTKykeWx+UsQeM9q+MLSz1/Sb6IxpIqoQcpnPHAK46HJH5+1d1eeNvFhurJNRub6WCHy/JLF2EapgKq56gAfpXnqjiI16csNWhLCtPmi73XVcj877djslWw8qNWNenKOKTSjJbW681/wtqfX2j6FNpsrgXYE0aB9owVbI4GD2zUcvjK1069j/tCzdTBJgvDxvAPJOD3z79axPAfihrkxXd9Cb2F4FjYOSG3Y+8Se/T8utexHw94U8VWTSIotbuPI8scMf8Aa5GRzXn4vNaVKboVaFWnf7UVdO/Zp3TX39jrwmWVakI16delVf8AJJ2elt01qvwseueGdT8I+MtJsLlCluEQI6FgrBgP4+eT/jXWab4J0WeYSBI7mISExsVXG0HGc9+K858HeBrzQrSQ2vlSRlMxq2Du3YGTjv0/wrQ8XeNdQ8J6ZHErw299DjYkLKzSA5/gHTqP0rzMNRq17PD4uddSbtz3UkvP9Wl8jsxVSNBT9tQjh7JfCoyjfq1b8E3ovQ7HxX4UhjEZsX+zxgZY7sFR0xyeh5/OvN7qLT9PtnN3cQsyn7xYAk98nPpXkt/8VPGl8wluXTynyu0uFI9CR34A49q45tbub6Z21Z5dhfewYkRMCR8wGcEYANfbYDD1YUIxqqzX4/mfEZjXozrc0Jc1l8v6/rqfR3hyDQtXD+XFA+OC2AB09fXP8q7f7JZWUQCSJHHGB0xnjHoa8I0HXtItrYSWt/DEu3kK6rhh1Hv05+maytb+J9vaRSLFLGylXxLI+Q7L1C88iux0KkpWSfT0/rU4PbwXxNN+TXl6nv48V6KiNE1yhKFlGSAWIHJwTwMkVwOqeKbeeWeKBQ6jcq7BkEHjnB479a8D8LX194j1hLmRJPsksnJOUiIJIO1m6j/Gvrrwp4K0DVIXa3IWeLb53O/BIxxzzXn4utHCSUZU3Ui+q27W/A9XB4f6zB1FWVJw1tbU8pEF/MqMCiwy4/csuXIP19j+lc74h+GWn+IVMN5FHtlQ8DnBOef0+tfUN14Jt7VSVxKoHXbtZRk9RjpWRJ4ehhR2DA7EJkZm5VcA/h3/ACrjp4zCVm1GfLJP0a201O76tiqa54/vIvS+66dtv68j85/F/wCy1akPc6ROEnyzBVGVJ54P5CvFr34O+I/DpMt5EFgU8Pzh+cZxjg4H61+pl1d6PbxTbJDcmMtuxh8YyCDzwBXn+rWtn45spdNhtgjxEhpNgGFwRnJXknNdE8dXpOmqdRum373NrZeT3X9eQqWEpVFUdWmvape7ZtXem6sfnEuiaNh1uRiVQQcnHOeQOOeB3rj/ABJ4dtbWIzwEMuMjGOMDd26f/Xr6g8efCgacJLtL1IhC5YxsQMj8+uf5V88+KoWigeOAtIyKcj5iMYGSM9ea97AVHKUZ06sntdPZ7HjYuEYLkqUIq3Vb/wBfI8cVSW2qxJB5xyAeSOSPTFen+D7WzuXEEtsshKlSSASW5AHI9zx+Neb295HHMUni+83LHjOMDPt/9avR/D8iQSxXMEiBRyBnA5Bx39f5mvoalVxhrG2mj77djwVTvJpa/JLTT7/M9h0XStK0m8DzQqqyAcgAhOSTkE8dvbmu7udKt9ViCaVMhVfmILfKSTyDz/nNeQ2M95qRuHW4jA4+RsA/RSTVj7XqOnQuyXTW4H3tkhBPB9c/l7Vxe1qQny+1cr9Guj/roXLD06kbqny2W/W+n/D+X4GjrF3LoVy9rKqt5YJwhXkgcAY+9wP1rFs/F1tMZIWiELseC45Oe4OOOtVLKKPVr4NcXryyyZIEpJHoCT37/wCcV0V14ICjzZpraJWUkMNuQME9zxjn8q19vhk1Ga5ZPfdXen9f5bGaw9dpSjJycdF1stP628znde1C0S3GHiLOpJbA75I/H/HFeN6rqIfMcMikbjjBz3xjB7+3tXY+ItKhheSNbwPgkDDZXPPqfzry+8tHjYndkLk5z75z04Nd1H2XIuTRf1+ZjKFRNqb5rdOpFNbi5BbYFwDliMk8ZzgfQ1gPbQh2VuTnBOMdcdP8far8t5KoaNXPHXPAb6begxWVI7D5m6nA6jkjJ9eBmuqC1V5Nf0v+GMmo6pq/fS/b+vmXILOAg8bsHjHT+XPOePerr6atxgRRncMAYyB05PPtmq1mWLKpJ2ljkdsHGOfXB6+1d01slrHA0bKTIqnAOTk+uOnHvnNY1avJJRveUtvO1jelSlOEpJWilrt1sjm4dL+zKC6szAA8jOMEnJH04rQtdL+2OBHCzFWyQoJxzx+H+Ndjp1it0A0gVQ3BZsE8k4xXt/w88KaTdyysY13hcYJGHIA6Z6ZIz9BXmYrMXh4Tk4OTj56dP6+49PC4BYicIxmoqX37dOn5f5eO6X4ZvZCgt7dj8yglVOAT1HP1/Svpz4feCLe0EM2o7GlkK7I2XLE9voc4/Kua+KHxM+GXwC8F694++I/iHQfCPhTw5p8+oarq+r3cNrFDb26lmWIOd1zcsQFjijVpHZgqIzECv5Sf23v+Dib4heI77U/h/wDsSaGvhLR7W7e1j+MHiDS4r7xPrNuY3jlbw74ZvleDRIHYqYp7rzLvAz5MJIA+XxuaVq0LJKEZfffTV/h5H0WDy2hRmnJucotdLdvvenkf2oeKfGfwh+CHhi48cfFXxl4U+H/hSyWI3fiTxdrFhoWk2wnkWKMG5v5kDlpXRQqbmy44r8+fiV/wXE/4JLeB5v7Nvf2sfDWu3sUM0pTwX4c8WeKbQTQMyPZXN3pejMkM7OrBDnaSQ27ad1f51PxW+Jn7Vf7TWtyeIfi58RviV8SLudnkiHinxBq1/ptszZYJa6fPcfZrKFSDtWGFFUjHAFeMT/BTx8zx+fotzsLrgmRXO1Rl2UJ95ec//XOK+QqUacpqWIxzU47ctl/n5f1c+upzrRp8uGy1uL0vJSd/krdu7/Q/0FLv/g5O/wCCXOn3DW9rr/xk1RY5JQmo2fwvvItNeONcq4N/qUMxByox5RPBIyOa9K+Hn/Bxb/wS18Z6i+jXfxX8WeBrqR7dLO98b/D/AF3TdEvmnXMoj1WyjuVtBExKyNcLEo+8pZckf5wt58I/GdvKzf2ZezABnOI5CqBTtKKhHLDAJzx9azv+EE8WBFV9JkUFjhTG25c/KQwUfKQpHHbPXiuqhUw1JPlxPPf+eV35XWltvI461HGVdJ4Fwttywa7aX1/M/wBVnwf/AMFFf2FvjFHI/wAO/wBqH4Ra/PHLFDcWB8XWGmX8CXCK0c5tNVaBpLcFlDOu5VZsMQeK+o9HtLfW1jvLC4tryzuIo7m2ubS5iuYLm1lGYbq2nt2ZJ7d0yVdWZSOhPNf4/k+j+M9GWRQ2o2UYZVEKmUwyhw3yqpJAYbBkjkgjOTX3N+zd/wAFR/28P2S/7K074RfH3xx4c0LS7mKa38J6vNB4m8MGJciS2GjeIobiFLF1JDRRGIfMWUB8Gu+ji6bs0o1F/devS2j0389PwPNrYOqrqUp0Zf3o6ffo132P9XLSNE0+3RHukZguN33gCBk+vTp+ddfHrmg6eVSDTPPdeOQDuI44LZwciv5GP2Hv+DnX4efGDUdD+G/7XXhCw+EOu332SxHxT8MTXF34LvL0xrG82vaW6NN4eikm2/vIjLGnmnKqqk1/TL4L8a6N8QvD2leMvBPiTSPFHhfWbdLzR9d0C+t9U0q/tmyFktL60kZJ1JVgSDnIKnBGK5nUpYupKC51NK/JzOOnRtLdea0OhU6mEpwm3BwbS51FSV+ybvZ21s7PyPYNZvv7UlzFpXkL2OBnocH5Rz/9auMu4popBtVVz1B7exB6HOfz9aWXUNR3grK2QAD259xnnvWppun/AG1Wmv5mUDJxyOOTjn3qfbrAUJSxF1STtaN5PW39dgVF4+vGOHs6tt5Wiunb8h2l6u2knzZI4ZsD5g+OeueT1rN1jxPb3zkLZIAxUtjHPJycgc9/zpuoWEck5jE58hTxtzkhSfz/APrcVCbKyWSJYoS6qQX4HzEep9P05FcUsZgKtaNWFOpKUlum4pJLrqtfl8zuhgsfSpSpTq04qL2dpO7avZ2Ml4LTUCENv5SYzkg8n0GRw3H9abb6dp1s7s+1VjAABAy2PU/Wuju4I0+a2i8tQO4AGepJz0rjNRRjIN8iYJ4CsO/J479q7sLXo4inKVOrUptaWe622Zw4qjWoVIxq0qdaMteZXs/lbp6I8s/aANg/wm8ekKQh8O34GBjnym6epPb6V/Pl/wAEJb7yrr9pyzinKRx/F7xK6wg4YrIkB3Nk88gY9gQa/oa+Nun2z/B/xuVYuzeHb4kAZxiFienT8q/m+/4IWvK3xV/ao0hCzx2/xLv7goQcATtcR5OO2Lf9a461SE8dlz55St7RNSt0jpo/z9CYxnTdTSMOZdPPlvs1t2P6GtZvJXV44rcgqc+ZjJHfJ4+vftXG5madHkYjDbucnOOuRjr6/nXut3pO8MEgHzLjOAeenfof6CuCu/DrwyM7gryWHy9BnJBA/CvW+sUYO0uWD836XIjh6tRXTckuydrDIb+N7dV2KNo59c4IPPasK+vhlwoUEjHHJPoP1/z0q1MDk29tGWbBHIxk8Dg+tV00G9lG+aFxnBXIGCeg5x3pxq0o6KUYt69PvCVKrNWcZStp1Zy7WrXrMCAM5IYjg8nIHt0qxZeG7AyHz+STjjI5yM4rrIdGnhfDREDkYCjjP6Dj/PppWuiXkzs8cJ2Lj5ip4GRznHvilVxFNQbdbR21TV+hVHDzckvYttdGnbvr/wAOY1r4NM7Yto2ZcDPHOSeM4HT61uW3gWZADKrx5IHGeR68e+Pzr0PRYhYx7pxk8DJwMYGPx/8ArV01jdrJJgIJA5wNwyBjPvz+deFisTj+ecaFN1aUbavT118vQ93C4bAOEXXmqVaX2VqunTz8n8zhtG+Hklw52TNGwI2l845II4x7enavTLPwfb2Cwi9vcspG7a2Pl74IHpj8q0ZklgjV7dwrkfMFHrjHTtk/oaYlrdXYLytIWUAkc45/kODXj1cRmdSLqxxfs6MbKyjHmWy3tez8j1KeGy2nJUZYb2lWSvzOT5Xdrpd6+p/Kf/wVZ8M+Ivhv+1l4m1q9W6m8O+OdO03W/DGosp+zXEKWkVvcWyTngTQXEDxsucgY6Zr8lPH/AMSfiB4V0e78Q6R4NuPELRS28EcNpdxwSSvNIVh3s4xGgBYszYAAr+7P47/sqfDD9qbwe3gb4oaGb+2iaSbSNbtCtrrnh69kXb9r0u92HZkbd8bZjfaNwyMj8ndZ/wCCDvjLRr28u/hn+0fpc+kzl0i0Lx94Gk1INbsxKwXdxY3ZWZQpA3BAe4ArwcblU6+KjiISWIqTUVONTnjzWslaUE7XVr3sr63d7H22V8TUMPgIYKvzYSFG6pypqM0uzcXq9e3Nvtofy/8Agn9t3xZotyIfEXwa8W2k0aCWeewFvqtsIcLiRZoH2tyQRzyDwK9mh+IMfxy15PiFFDqHh1ZLWz0mIXEAspZE0zzFdntR99t8xUM3dM/X9RP2wf8AglJ4o/Zy+CWtfET4h/G74e6fbiWDStF8OeC/B+qW994j1e8ddtlBPeTKtrElus0kkpVtixgAZYV+VfhJNP0m3tNOsEU2dghgXcw3llGCxA5LM+ST3JJOaayWGDp18e8KsLJRaUVUlUi1bVtO9t7bvc7v9ZI5lXwmX08dLF0W4uVR0lTmmpJ8sXZXWivp89D6F0KzvJIopUmbBBjMmAdzRZ+d1X7wI25z0qPxJba6tlcXcUPmOV3pHJ8kbEOwGSBkIUAIGCBmrPg7U0iYwlCF2l1J+ZUVsDgn+Lav69+a9pl0231bRZijLGI1jLNLxuHUnH90jPvxmvy+rUaxjvs5K3rdPy/Fn7NQoweXUoXTXLq97K3W2q/yPkHw9cXMN/JBMqJcRsplhDEAs7bx5TKOcR5A4GQcE16Ha+H7rU5HmicrM0YkVBlvlQ52KV6Egjg9PpzXBeLANH1ZZ4opIgf3ErBVwGt3ADAqMkGIk5zngV2XhzxVJaJFLGHkhlVRGNx3ElyjOccgDI9cgV9JKXtaVOabXtFdLpfRP7/6Z8XThGhVrwcVJJ8il5X93V9ntrff59xBFPCtvJtZpEXZ5UjAksVKs7g9VJU4B6k8V22naoum2N3BPZsXuYCkM5LgLuYqTkADChQfXDVxWnahJeXSsfLYKfNdpSQHBdsLle2SRj39K9Auriyu9MyhmjihdodsgDtA7n5sMM7k3FgD2OPSuZ0pSnpFRhTWjutW7P8ADfzOmjVptJSlJTqdHdO34uSvp/wTV8PXrWd1ZRq6RO7rEzOAyTrL+9R/lOCM5GeuWB7Yr33wzqN0lvcaZqDK0bx3FxYC5kAdrqJXVLbDDKqQVGMnlRjtXgPhtrZ59Ma4EaWtu++OU7UYhG/doyt95dxx9GPHFR694vhfUr2GK8bKXRW3aFwTFIpLPwSMRgZB9wDW+GhUp2mpXd11v2vf7/6sLFTw1ZOKpPmit0mrO6tb013fS3mfphbWEQcMcLJu5DMRkMDyDnk5Feq+CNHbUL6C2S/htwxBzLKFQ8k4Yt2rrfFvwV1/RJrhItMuXEUhC4hdiwycYYA5HNeZ23h3XbS4KC3uYpIzwmx1YMpI9OTnP/6q/q+VdVvt320fp2P4LppJe6rPy333/Bdj1Xxno7WaNJZW0c8qDyQ1sA8TuuQ7ggHv/Kvnq4gv47hw8ckTbiGQ5BUg8g/Tnivorw3qt9pdq9trds8sXmAosgy4c4+YFh3Geaj1vRNOvXfVYIQ0DANMhADKxOMAfxD/ABrnjUrYZycUpwffdLTo/wDgve52x9jiHDmcoTW73Temt91+H6HmHh1cBROecggHPI5GMH3HX2r1DSLWzup44eT5jKMAZKkjr04GT/SotK8JpfqZLNSQnUYzgHrk+3HfqfwrpdL0a8troeTEzGNsD5TyQec8cHjivIxuIbcpVJckUtb6JdT6HAUYxjGFFc7e1t/uO9074cahFbNqMVlPNaE7hIsRKDAyPmA+ldppmkTXbRQSWs0EsSoQxRgpUNg9scj+ddh4I8U61Y2UFleAyWnmLH5DIpI5HGCuSeB/+uvUJL99VvoLK2sIrcZUBwgWQrkHD8DOT9elfB18xpvGVHXw7lRjzclaL5opaLVab9b7H3VHBVVgqcaNe1SfK5UZLlk3vo3fbpbcwbL4cWRtoL6e3E/yqxTYc5OP8/hW7dfD7Q9R+zldKSFoypy0eCT/ABNz25r1uws7iC2SOSUbYwpZdny9sHOP8mr80vkgKphXHV5AAAOpOAORg/pXv4bFYL6vTk8VCHNayUo67dLp/hpr1PmsVQxv1mcfqs562k3F6er119GzyuDw5pvh+MzQ2XmQpyyBCBjOThQOmRWS/jDw3pl4tzAkkZfieMEhVIOBwTx/9au68R/EG0siNNNlbzIkQEnlBWZ2PTnHAyB7/hXg3iK2k8RlrjStMW3K7jNGARlCCDkD+LArnoY2dfEqnVwDp0W9KnNFp+emuvzOqrgoUsP7WnjlUqxSvDlkrf8ADfI9th+LunLbM0GoFI1Ub0DnKqOpOT1AzXjPjT4u+H7+5Jsna+nDAPLI+7Zg7eAenPt/WvFtR0fW7AzqpUwyhl4cBgQOQcZ44PtXjdyh0rUpJbyVhFI2ZQp5UbuTwemfbtX1GGw1CEudRtK10krN/wDB/q583Xr1qkXTc7pPVvVL/gH1msd1qVgmsJfCOJiZGQOAoRRyCp6cZrzzxj8R9HtrGS1bU3aWMeVsUjJKgjbkdq+avEXxWvrNLjTNJ1CdLEKY0IfGTj5gBjp1r5+1LxJfXcrvNcO29skls5BbOSO1fRYTByqcs2uWLs0vu6fp3Pn8TUipSjzXa0vutLarT07H1bY/EGOVpEl1GaGHflAsrLxnPY8dRmrz/E7SIrmBJ5ZdQW3ZTDEWJViDuG/nn86+LzrEycB3/MjIGcZ9emajt9YnjuA+585GSxzySTkeh7fia75YFSi3dq60Xc5qWIUJJ8q330v/AMP/AF6foi3xY8Ya+sNroFnHplvbqroYnRSVABBYjHJxz9PevoX4Q/GH4oaCsYXTLHWLSWUJPHLM32lwx+YqYycMD9emK/MDQPG93GPJN3NEGUIWRsHaRjqD719dfs/azfJ4lsG+2yz2bXEbtHI5ZTlgSBn1z2FfLZxQ5MNUpuCfKtLXTfa0k0076n02UtSrxqRneMtHqnZaLWL6W6WP1FvfiD4iv7ayePTZIFkZHvQIyBEhwxUFvvEZ9+ma4PxF4+1XUbuXSdDUIJ1Fu7zErI0hxlUUjJ+vtX0Bpqwa0LZUtUhtY4EZwyrmR2XAGMcgZz+NY0fws8P2/iZ/FE88rOuJUgYpHbxMuPm9+nNflU6GJo13VlJ3b91NvfSzld7a6vfyP0SGNwMaUaSgoXWvLHdbNRsn7zts9Nd0fK99omu+GbGa51GeSM3T8KWP/LQ5GVPsR+f58tffEO48ORQWFhArXV26q0g2rvZjjDOenPWvoX4w63olxCGg2XAtmCFlddpKnHyjPPIPtX54fFvUbj7PHcWU4iZJvMjEbgSK/JXBHJOR2P0r6nI8VUxj9nXak4SspW0e3Rfp+J4Wa4WOGpwq0qcqbqQUnC/vLy23t3Xqe2+MPCnirUtNXV9UuIo4rpPMWBJ0JUFdwBAYdv518yXn9nj7fp16n76MuEmUqd2M8E/X3HJryW98d/E7U4xaNrGrT2sXyqglcqo67QB2wPyo0PSPEd9cJJdXU0JlfLvKx+YnPJLHpz/OvraWEqYaM5V8dTUd4qN7ry0ev+Z83PE08RKEaOCqOX2nK1m9v61MDXNMQzytCHG1mwGUevb2yR61R0/UtR0tlzHviBAIJJwPXGMd6+ofD3wtTVlKy3lrK/G4tKuAT6Anr0/KvZIf2RL3UtJOo/2nYW8RQOqFwSQR168df61jX4vynBNYfE1m5Lpyyk+l3aKutO+iNafCuZ4pe3pUlCMnZXlGKbdrK8mk23sj5F0fxVbStG8kRiYYyF4UnuSMc8etWL+W91O5zb+asLEYUZAIP4cda+jP+GcNO8Pxrc65rNpBbF+SJEyQDgfxcj6+lbEWifDbRk+xrqNtMBgNcl0ITOOc7j0rz5cY4GdVxwFGriJb3jTkoperS+R6EOD8ZCmpY6tSw8bJWdSPM3otk3p5+R4x4Q8PXb3CloJGxghypx05Ibtn09q3vH81zpdotukY86RPvH+ADnPPTt09K97i1f4eeFdLkvLXW7XUJhEXEIeMsGwSBhev45NfHvxA8fx6/qU8sK/ugzLGqtwqg8ce4H0xVZbmGIzfE+1WHnToUmtZpxu9Lqz6f0icwy7D5ThvZvEQnVqK/uNSav3a0fpp6nlt9dzvK4kfzHBIGCSc85+o9PpXM3008v7vBA5GMHPTjHy/TPvXRK8UkhlJXucZOD75/GpQbXcJHVTjkcDnB5IHrzX3EMQ4RScG3bbzPjJUOaXx79X28jl7XR5CPOmyFxwTxnIyCR6Y/wDQazLy3Bk2xjIGeMev06dvyr0CS7tpFZEG0EFQCe2Dz9f8a5yaACRyBgN/s+nvnnrV0sTUlUbkrdk9umnrqFTDRjCKjs93v2+5f8MYFpC4YFs7fyPcceo/wrpbe5kygJyF6biSMD5T1HoR+VVVhwPlGR0PTjpkjP4VpW9kSAQpx2GT6fy/z6V0OondyVkc0abirR8vv/Tc6SzumdV3EqoxjAwD0HIH3u/4iuF+OX7UngL9lH4a6t8UfiHrq6dpWnp5OnabDKp1bxHqswK2mjaNaH5ru+kcEDAwgBdyqgmtPxR4n8PfDjwd4k8feMtRi0nwt4R0a/17XNSmZRFaabp8D3FxJhmG59iEKucszKo5Ir+Ln9q39sHxJ+3J+0R/wksqXum/DLwrPNpPw28MXc2bbTtGWRjPr+o2oIjOu3i7XlkwWjVo4FJEWT4mb42lhqLjZTqT+Fbrpq9OnU9rKcHUxFaMm3CEXq9dtNrddH+p7r+05+0L8ff+ChviKDxF8YtSuPCXwd0fUZJPAvwr0W6uYrSO2wqwarrMgkP9ra28KLvkkBETSOkQC8nx/TvhD8OvDxT7BolvbNDIC0kga5uG2AATYYkKSV5xweea63T9cht7W3tbMSHZGkQkKlQqRqEWK29gRncAOOvpUiwajqsvkW8BZ5TgBPNmcFvkDMxxuzjkZ4xzxX5vjMZebjrUlbo7K+ny08up+qZblsfZQqNKnGTWrTbtp/S08ysIbBNkNrZqkXCfMEkZxtwMpGDgY69/X1qk1qrt5a6bGCQwVpATjBJ3Ev0/D1xXcWvgTxLEFMMirIBggpGzDALY4yMgFu56/StOLw1q8VwBdyF1HD+WIlCkck+YVygLZ4yDyMZBr5XF4nGuT9m4q3aeq1XS35frc+9wWFyqMEqik5ab09He3Vt/j+h5hd+GJpYfMaGNxgg4QqRjkAkYJwD6dOK4+78MwK7eTaw+bzkFQBlR0z1VeOR9OK+iLnS5Ix8l1IJEPI34zgAgEbeOMc49ya52fRpbiUvI8TjcOGWI4UD5idm0lcccHdjkGvGljcape/G6i/R6+TWv3I+gWXZa4RlGTTdrXSdtut1vpp9587al4Ss7qNjd2Cg8B02KVCglcqgAOMk8/jXl2ufCnw5eicPbLE0vBJTcrBh8o+ZfkIA49xxzX1te6e0bsjxwSeUCwC+YhCOThd56/MvPPTOe1cNqVohQLJb7GULyjDIGcBSuRkAcjPrXZhcxq3ipxlDbVdNu7T3POxmTYaamrxm30lbV9PTfoz4U8UfAxbOOW68Ovvm25aIkrlhwVUHI24BI7Cvuf/gmj/wUp+On7A37QXgeTxd4s8Vaz8BItRubPx38N31V30270LVLdre8u9HtLt/JtNVhmWC5hI2rJLb4dh5jE8JexQecRE7ROnybJCUUtt3YPBDA8e3p6V5v4m8CeH/E582/tnjvFiaLzoiC4VckrtHysMscd/wr63D4hVoRvN89vdk0uaL7q6fZO2zR+c5hlsaFSfJFRSesYt8k46aStbzXRp9bn+nJ+yz+1r+zj+138PbT4mfBTxvpnirSisMer6UJ4U8QeFtTkiSc6T4i0tJWewvRG4I+8jjlHYZx9dad/Yd4ju0q4RfuAHG3rjgfSv8ALt/4Jsftd+OP+CcX7UXhLxvfXeuap8Ede1m0034o+G7Cb5Ne8M3DTQC7EDZRtXspp1ng4V38p4SwSU4/1H/g3qfw7+Lfwz8IfE74fana674O8d6DZeIvDmtWaHyL/StRhE1rcoJCGTKH5lbDIwZG5U15mZzqVMRGhVrNVZR5lZyUZxVk2lrZptcyUna6d7NGWFdDB4aVb2fJRU+R6KU4Sauk5JappPllyq/K+qZgXt74VjJRYizgnkK2C3POc8jINOs4tNuVVoLRznBB2Efh09cfnXqA+GuitM0ryM5J+6Qoxg56Z9f5/jXR23hjTrKMRw7UAGMhR39z04rnw+FmpJ+1lF6b38trCq5rhmuWMVJf4Xfp5HhN34Q1PV32wILa2PAbgMc5wMZ/zn1p9t8IlaVZLm5LquD8zdfXr/nvXrd7bNFI0cN8qQr1O1M9jjIb1x+dcvd3txExQXryx852tjIH485/rxXsUMDimnGlirXWu6f5fqedXx+HvGdTDXtazaT7dOZfkeafE/4TWl98NvGdrHcIFl8P36KWxgHyG54PTNfy9f8ABBbw3pUf7S/7cGh6jeRQ3WkfEhkhj3qPNjOoa5C0iD+6DFg+n51/Ut8TvEz2Hww8ZmO3nkZdA1IgjnP+jvkgnORyfzr+Rn/ghnrt5J+3F+2ZZxWwZdQ8TG9YHO+L/iofEMJTcOqng/WvmMbl+axzrCWx7o0HCzvKPxqom9W7pShePz0aaPSw+PwHsaKqYVYirz1LWg1aEqcYx91K0nGfvL8bo/rrudH8NW0Zh82FpDuwSRuznvzXNXvgyw1fAgMajjJXGSM8kY+tVdQ0i7kuHnmDRIDncr/mM9iCP6UTX0VhbhYL9vMA+Yb1J4A6cZz0/KvWlkVWtKEo5hJzlu03JJ6PdXX32NKed06MJQlgUoxV1zcsW16NL7jLuPhfpFipn3jzF5OSMA8Zxz7f0rjtU0+BGMVuQxQYBAHGMY/z7Ve1XxBcsrbrpypzxnBxg9MN6dK5NdRllZhGXJY+jNz1Pb0xXXh+H8bSqqbzB1Yx6Sbf5mFXiDBVKTj9QVNy3aSXbXQy286OXayqQCBkg5/Qc102nNC6+XI4RWwAFAGc9Afbr6Hmq9vY3Fyw3J8hBJcqSxJ4PPfg10FrpccOCy7n49v/ANfvXv8A9le2pKCrOlJJXcVq7eqev4nz7zr6vVc3RVZPZSd1bTtbob+naTpTRh7iUOvUBic/jz9a00g0WGUCOP5VI+YcHHqMViJaP0B2rzgHqfbn8KvwWLAbm4xgsW4A45JyeBUUsgjBt1cZVqRktuZr8v8AIitxI5JKngqVNrrypvS3fz/A7nThocxXCqpU87hz19/aumjt9KUYUxhfTC8nBGB+INeK33iLwz4fUyavr+lacEXcwuLyBCBjP3d+c4BxXjXi39sz9nDwBDPL4i+KnhmxFqG80S6rZQbdik9Zp1HTP5U3w7hovn9rKEXtzNW6dX/X5kx4oxbSi6EXK+8Vbt0Vv16o+5bI6Ta/OsSHv07gnuR/nNaQ1q1d9kcW1QO+B+eBX4G/E/8A4LzfsJfDOS5tT8S9O167gDr5Ojyz6u5dSRtI02CRQxwcZbqK/O74nf8AB0v8EdCN1D8Pvh94m8RSIrC3uXtLbTYJG5KfNqE+8KcDnZ36VcMvyyjpOupyXZuX/pNzOWa5hWd6dJqMvK34s+k/+Dgb4rahBrnwg+HEM0i6PFomoeIZ4FfZHLfXly0IlPqy29vGP5d6/lu1rx/d+CriS+nZbixgcMrR5aZYzjdnruUBju61P+2//wAFbPEv/BQn4ieCb2/8KXXgu90W2m0HTbTTb7+1bvXhd3Stp1qkUdnH5d95srxqqbxJ5igYbr55pfwk8Qy+SPEGpFLuUqmoWF+FupdNjZC7Qy7ZNgvMsoZRnawwTwa+eziClViqc+XAqNmmmrq927a2Wmj+R+gcLL6xg5z1WPhrdW93ZJed72t/wT7J+EnxMtfFD6ZLb3CyWt4qiKZZFcbWJcKTt4bGMg8jHWvtC5e4fTkSFgIZF2SOQ6R/dCjcVPLc5x079a/NDwL4ZtvAuqW1lbSPb2zhWjVSojikQHL44xlef/r19t+EvEGptZQQX1xviE7iCZSrIyFSodxj51w+T9O3FfkOd4CjSxqq4eXPSk01daq/nfpb/gH9AcM4+tiMvhSx8PZTh7jtbXlW7V+vS1/V6HP+MdDmniDs8nlykIuYyCCvAMbdDnoM89RXlfh+6m0q7msklNwjyyBVYndHvbLxnc2PlyMdOtfUmnPFqWnrZXk6y7Li4+dgoIBDMhUqeFwqcc45rxf+ydGnup7gxpHcR3R84R/u9zbsAsGORyME47e1XhJezhWpylzU42SfS+mvp0/yOTNIwqOnGlF++76rotr6X6vTVvzsXdM1TULWaRhOPsrK+44zh8nYQ69gCfxrttH8QtGRJPKsloSUd1aTZKVJxvjYAg8AfhmuWubex0Ox895Ekt8mRkJwsYLBgOc7ieev4VcvLmzuIdNniePbNawugVsJ5p+d/lXjqQCD3ya05nO+nKlonbtZ30v/AJlfVuWlCcledNJe7pq1opbedummrZ6tpupWF7feRGpZGQFXcFI42eTckaHI3H7wx1HvVXXtHsrxJp7SM281sxE6xk77lnGHkRx94ZGWHB49zXBarrVrp+lg2LBrkf6xUcFEkWM9G6gAqCM4xjArzDUfidr8MAjVHjDIAzISc5b1I+Vtozn3rqo0ptKKV0r6rrtv18vTvqYSxDhflaUlZOMtdnq92muz3+4/vXvvFXgeOF5tRv8ATFSIAh3eJs54Hvzk15KG+GevX/mR29pNLLO5QrHGDJk/LjaMlS2frXKWfwz8O+IrXzJpZ3j2BJFLPHNFKMMFMZPI3DA4HtVrTfgRqmm3hu9F1B1t4wskSzEkjK52jnlR+mK/otSjb4r9j+F40580W48j7+enT/hzG8a/B+51O6xpWnQwwXR3rMi7goOduCB8oxz/AJzXBQfAnXijwSSeXyTuYgKyITk7e44H5V7xda/438JRCC5gmuEB2GYIZI0wMAgFemKoxfFbVLFo7jUNJW6tnAQSiMjG5sHeu3PXr9axqzcopKco9rb6ep6GEbpy1jGcfPRdO35niUvgibwyojhlVmfKyhOcgEcYx8vP+eteg+BfBrajextNBvWVlAyM45HzYxyeParHjD4i2sU1s0/hu1MFxj94rgOhO0hihHIx+ddb4W8XHTr/AE+7S1MOny+W4LR5BBAOAwU/MPwPSvmM6w+Z4qhKGGk3z6b2dlbptf8AM+zyTF5bhq8Z14pSi10ur2++3n/wx6JrfwpWzjt7mBXE7BGURpkqcjnaPU/yrH1PwtrJSKOEyWd7DhxdoMNkHgEHqMgda7+b4h219dR3K3JijZhFltoijIAwTngDpXU6dcW96xZruC/klIIVHViB1UYHsK83D4WvhadKjWwspUpR5ZS0cnto47NP0PRxGKo4mdStRxSjVUuZR+z6qW6e9rf8A8O0jxL400W//s/Wbm0ureXAieUBZWVe+B949K9m0V4dWtLm4vIYFc8KZXVI8cYCDvyTVPxD4RjupYb9tNG5M4cPkgYGCADxk5/OvEfiPrNx4ftFtoEvCVClYIDMMHPDEjrg9q3qcO4DFU1Wo0VSqvvzJeeivZ+hhDiHG4ar7GvV9pSS30b6aczV3p36HReJfDGmxal9oilR553LeXCfMVSvbaMg8Yx9a8x8ceM7nRNCvNN0PSpBdkEy3vlEOgHGxePvcHmn+C/iZ4YvZksdRa/stSiyxe4jkJLjO7G4cjA/lUvjbxXoS2txewSxSoUdD5oCl+2QCOW69q3wWV4inWpLE2qrD2cEnJW7evlcnF5nQqU6ksOvZPEJqbai73Svr0vfy9T4N1zx74otbueaWWc7y25JScISxz0GAPX6151rPi7UNViKSn944ILDPI9OvuPyr07xTIt3fzzeUnlSu0m3j7jkkYIFeYana2kUodERST90HocgsMe//wBav0jB8jUJSopTjrp8v6/A+BxXNBzjGr7r79vv/wAvuPM7+C7lcM4P3icc4yO5556enes2e1ZF/eHHB+bp6nGe/tj1ru7lVkYhVXbjIBwM8Z289ev6VzmpyptKbemcHtg9j+ANfQ0KkmoK3L6HiThGLbb5kn+Oi37nMKisSACQOSTx378dOaeLVm+YBm6HK4YH1yAPlpUQl/l7Hkjpznrj6j0r0zwn4em1Ftkdu8u4jIVd35DHufTrXRVqKnHme33W2/r/AIYzhHnaXc5HSIlMqBiVAPPXGc8kAf5zX138JPEWmeHZGvriXM9vseCMHAZhzjr6gZ+tcnF8FNQvomnsbeaO4VAzqw2jpnHOOuB+dYN94R8T+FpI1u7G42N8ySBXZWOc9dvrj8K+cx8KOPThGrZ9ttj3MDiHgmnKCs+v9eZ+tPgr9ouC8TSjc2yW9siok7rKASqAHt178cVufEz9p3QLfTLrTtDXzJZ4miaZ2UhCR0UKTzyPyr8nIdY1y10/PkXkCHCmQBwANvOPbr7VUs5472SSS6vrlWYfKJJHI3DOevfJ7elfLVshVWfNUk/ZprRJO+3W19vQ+kpZvShGLjFSqLVN3916dL2v1Wj/ACO28W/FXxRd6rME1Oc23mfJFv8AkIJycLnntXnniHxZrd9D++3PhgxbnBPGSM9cmun0jQtJublH1C6UIGDFycZGcgknv/jWp4xbQLm2htdM8lHhQIGUKWkK4BYnHPfr/SvSoUMPh5UowwyXJa/u2+enl/w5yV8RWrqpOeJd5bXd30PO/D3jC9spPMkhRgASUdchjzjnHXgfzrrbv4hRXi4ltxbtghRF8owRg/jjivOTZXauwEXGfvDB9Pb05/Co/wDhH9VvHCwoxyeMDoSexz6gf5FdlTDYacuepFQ807K2lzlpYivGnyQm53tpb+vzPWrHxjbwafI9tfXNtdq+VVZiC7AcZ5+lacnx18bDTv7LXX9R+yqoVVjuXRVUYHIU5b6571wek/CHxtq4VrSxnlQ4OVIHOO/oOevvXomg/s++LbyUx3VpJEc7QWAIJJx19P8ACvOr4XJ/jxEIYizTXNFS5fR2/X7zto4vM01HDznQurPlk0n6pM861z4ieJ9cjSK+1a/uYkG1InmYoAOANo4J6ZJzmuZfVL4wOHuJRvHKl2yfxz3z+lfUF5+y94v023N7PCJLbbuLRj5wvXOAOTgn868l1/4XavZOUSKV1BO/dCyHHI6Y9a6sPjMujy0qMI0oP+7ZdPK1zmrYbHTTq1Kkqs9rc1/8/uPJ01K7O6MTSFSc7Q7cjPQnPPI71E7znsx3YBwevpx9K9v8NfBzU9VgaVk2Mv3QRhs444A9K6az+CGpT6jDZMChZgGZlAAXPJOfbtXTLOsBTqTgqkVKnq0t9Eu2/wBxzxyjHVacJShJxnor7a/193Y+a4/tCkjkD2yeuByPWthLS4MYYh8kcALnqeuAeR0/L24+i/E/wOu9Eu4YrQtdBkDPwFAOMjGD1yfrx+Fbng74Pz6jdqupOttBGVJEgB4U8AZHA6/nXPW4jwMcOsQqiUFrazT7bb7+R00cgxs67oezfO7Ja3Sejvfbbs9D5vsPDOo3jAxxucjP3SCp/r0NbcvhaeNdsww+DnjnPC846dTX1ZrvgiDw9HcLp4ScIvDx7SeBz05B/wAivGrxL+Jnla1dkYkbmQAAZHfH5e9cdHOqmM5alOaUHsna/TRroddTJ4YNyhWi3N79fy6fP1PP9P0C0JK3Em1iT2AwMdDx7f8A162B4cjln8u1fcgA3HpgfgPm6H/GpZJRvH7rDHG/tkY6dOen61diuDCrSxssZC72Z3CRouMszscgDAP55rt+sYhvm9o7vpvHoc0aOHiuR01o1r1t0P52P+C/H7R7fDn4beA/2cPC+uPDrnxIkvPEXjmzsn2yDwZpcsdtY6fcyxS7ljvNaDb4iuHjsmBOK/nk+BGmNL5fkxK7eWrXUvluzB3IcxbnGF2bkG1fqTnp6f8A8FQPjM/x8/bt+M3iDSdXk1PRtA1u28B6K8wdRDp/hJU0q5gt0mZgITrUWoNlQFfdvwCazfBn2n4WeBdPkktkn8VatBdXkUM8UnlWUJYmIyxQ8lnjAcE8bnBPTB+cx+IqVajlOa93q3ZJL8P+HPoMsoQppKnBu+iit29NF37nuEl9pGlyxRaxq1vZkbUisuZborzz9miBZFznBO0nrzXp/hb4ieCrSVba11iwjumYQl5lDzRMRyZmB22vHYndzzznH5najYeOvF2tSXN7dRLe3xVz5Ul0llawMC7s6wxmS4m2lCWbjrwQAKgT4R+I2leG6iv0s4mMianBcF0uZW2uhkMUqkRAEAZjTG4/ezXyeLqZfKM6LzBUJVNXJNXfpd7eW7tfzPtMLLNqUqdeOVOvTpNJLlfKu17ddLt9D9xvC9tFrNv9oguo7q2lUjfHIHV948yRlYH7nUcH+H6V11n4CWRZ7h4GWOJPmZwWUI7cZGAH4C45z06ZJr8Z/h9ZeO/B2pRT2F54ksZo1221za6lcrDICGIElmJHiWUYABCgSA7GX59w/ZD4P/FNfFfhHTzrk3mapYWirqYXMBupcbVdUYAFHR4iwOWUHkckH8xz7B1cttiKOZLF0pS1s2pJaPX3mvL16K6P1bhrPKeZN4XE5Y8FVSVr6xf+H3Vr1s76dehi33gyKG6m2squTnAGFUKMASBvungcdBk88CufHg03EqSGJHKkhdsYO5Rn5hIThuhIxzjoK+nr7w7a6zbWr2UqWVzcRbmslRphHGu2VmW4z824MudwC7cnBAycIaFounCNbm6NvMhUuC6LCVmwJWgIbZu3dRkYB9iK8mGa4uKpzjUfLO2t73Wh9vUyzATTU4xUoq7Vtdt9Pz7rex82av4LsIY5pJ7GQsMFgWwHwpOEJI6jkHBP5V4tr/hSwnSRoYJII9rEFX3hTyCJDLn+JTyOu7pX078Q/G3gTwZbT3Graot48ck0McEMgmSFInbzPMVR/rBCqAKcAEsc4zX58ePv2t/AcM8lvpOkayLVlcRyixjkQvGSBNGomUCMoynJxkt908V9HlcuI8VJSo05VaSa1suW3mm+vlv57nxGbYnhbBKVLE1I0Ktnb4r30W6d7rdfl1KGuaBNYv5bKJoZCVUkYI3Y+Vsn5cYOCOPTmuaa0ZQjyqrCN1ZZGBJCpgGM4b7209cjhSDkiuWm/aK8I69CXjEkVxEY1lgljYFtxx8sSnKOAScEcg45IGel07xToviO1mn0e5SeSOH9/bO5VtxIKSxKvMi7sAnAwcqwB5r7qlHGRpRqTw7pVINc0UrX21XSy7q36n51VxWXVa9SlTxSrUqt+WTbbT6Jvu/NeR538RZrWDQtYSdAqSWk3lRkLIFkQF1KhT8rK3zKRgjA5Br97P8Ag2e/4KpfF7wF+0D4P/YG8baq/iv4KfEmXxLP4KTVJZZtT8BeLINMn1gQ6TdSSHZod21pcLNbN8qzTLJCFZ3Dfz7ePQ95bS5KM9szLdxpld5ZPLUltuOGKg+u0968L/Z4+NHiH9nb9oj4a/GfwnMbbXfh14x0jXlCyyRLPb2d/C99aCS3ZXAkszcIcMCN3Br1nBYvDScFH6xQXNTb+zO2110a0ktrOzR8ri5vC4mEal3h6r5aiS+OCa1s9LpO8X3V0z/aggad23SxbcnPXpnr0/zkVckhEqbWbYCByDycj3ryP4KfEzQfjB8Hvht8UvCmsR63oPjrwX4f8VaZqkaoBeW2saZbXwkZU4STdMyuvVWUg8iuzv8AXDHE6EbHIwGUnPGB/MGtVgcZKMGqytKz0t1s9Pv6HiSxVOUnZ8nLpaz/AM3+JFrGikxSypdnEYLFOPqRnsf8a87cW6OuXZ8tggZbn0PtxUl5rV+/nxRzOyyA8Ficg/z4rBiW6V+MvIcnOOB3HHbnNelQoYmMJwqVedPZqyb062RzTrUXKEow97rfXttrYqfFnV7S3+GPi9PsoAXw/qOSVBLf6NJyf0/Ov41/+CLPiG6s/wDgpH+1JYWcy20Gp3Op3EqNjaxt/GOpxrtA6souDkjsa/ru+NF/NF8MvGazyQxY8P6iP3kkcecwMMDeeTk/rX8RP/BKv4iaD4G/4Kb/ABjn8Q6vaaPZakfGUAur2dIYZp7fxlDKIo3ZgJH8uR2wpJABPArycVlmFjj8vm6Sc6jcZcz5k1zRa0emj1Oj+08U01Gq+WknKPKlFpvlT211Wlr7H9xGsX0yloWuywYEkDBAyD8o/X/Oa88uY725lCRK7KWIDtnpk9eeOM/lXz/47/bZ/Zd+HyzXHi34reFrLylYsJ9W0+HhVGSDPcrkgAV8LfE3/gu3+wn8NluFs/H2m+Irm3DYTR2fU2d1B+UfYUYDOABz+OK92Cw2Gai60YLteK106LXX5nBUr1cRG/K5T6Xu3b5306/8E/YOz8IzXaq1z0yDgg8+g9+tdFB4StbJS7rGAozl9qDAx1JwOlfyQfGP/g6N8JaY9za/Cn4dapqhRmSK7v2ttLhYjIDYdpJCCSMZUE81+Unxp/4OSf2x/iA93ZeE4dA8G2c4dElhF5qd2ivkAhpXjjDAEY+QjjpVrGYZXUFKo10jH9ZOK+Zz+yxU3rePq0v+D/Xmf6CmveLfBHheCSXW/Eui6bFFkuZb23DIADnK7/p1xXxT8YP+Cj37JHwXgmn8UfFXw1HJDu/cjVbJZWK8lViWYu5yOy5r/N5+J/8AwUL/AGsvjI9yfGXxn8Z30FyWeSxtNUm0uzw5JZDbaf5YKY/hJPGa+R9X8UeJ9amkuL7U9QvZZGLSTXFxPcSHIABeWZ2bPvmsp5jJaU6Kh5zld9OkbfLX/g6RwF/jq38kvTq7fPc/vX+Mn/ByL+zR4Qe8sfh9Y6n4vu4hIsM9jZSCzdl+7/pd8Y0C5HUBhzX4/fHX/g5Q/aM8YG90/wCGvh/R/Cdm/mJDfX93Lqd0EO4Iwt7ZI4kYDB5ZhX8xOL1gfN8x8gkk5bgnrz+vfBrOllkThdyg5GSMAHHp+Q/rzWMsZiKn/L5xXaKUfxWv4nRDB0Ibx5npu/T0/I/QT4wf8FNf2zPjBeTT+JPjT4uggm37rHQ786JZ7W6gpp+13XDcbnPavi3VviR478Q3kt3rfijWdVllJMsupaleX7yktyWe5mYsK4EzvnO8kHg91B4wevBxnpUSseu7rklc9CMDp3OeKy+J3kuZvdu7/M3UIxsoxUbdEvuN2bVr1yxeaQ7iSTuwG6HjgZ5P6VWN07AFjvOV5JyeORz69PwIqhEW5JBbnG0jIJ6EjjjvmpCzlWJTADAEYwBxj8cj/J5ofZPVdfu7eRS03R9ffsYwaa/xotda1FTLc+F9A1fXNChKpJHHrY8jT7K+YEfeto764nixyJ4YmGMV+tmhJJPdrNNK8kcknmt5r7m84kyOZi3Vt7Ak98Zr8Lfgp8R1+Gvje28RTRNPYS2dzpl6qjLi3uTFIpTPQCeGIn2B4PFfp94Y+PHh3xQLaXSr6BESVYbhY5oxKjMMCbYDkJkjnoRnFfN53RxdVwjSi3TavJrfT7KtrpufoPB+Y5fg6FVV5pYmc/dTutLR96+173X5WZ90TaDZaxpF1OipLeQpvSZX2uzwggRk/wAKfLtHbtXefC7VU1G0+wTsxkjXyJFY/NAIuSmRyrF19umO5r5t0PxHeTWRezu45QNiyL5pEcyOQgkiI6cEZB53MK9U8B3y2+pT4SO3ndfMZtxVZpfMCNI5Q48wkH65J68n4DE4GtUo46EveUWpR7q1k1r0a1P1jDZrhqeIwM4e7GquWW/L3i2+915Pue5Won0u7mKukkL+YIoydrLJ8qKU342nLD1GB0rJvotO6OE+26hLMzRguqExcs6OoPPzdjznkcZMl1PNPEqq0UsjDzh5ZVxtVg8h8wdTweOv5Vb0yXTWubWW9C5hlGyRztGX3K2Bg4Y9e3Xk185epS1gnCW3e+2mi66u3k+x9NGdCtGcfjTab0tbazTv0IdT8OtqmgyWczRvHdW8sEVwCwe1dBsDyP8AxgBhnvwRzVPwf4StNI05rbVb6XUJbKPFl5SOxj8tdoJH8SlsfQHmvT5te0WCdYZHhaxaAr+9RPMHm8SyovUNnHP5iuN1DxRbwSbtLSIDJiLxruDKwZd/PIcrjIz1PbNXQxWIUPZQTcZWeq0vpfpbXU6niaNCnUpuCcJWutm3bu30203RjPp9tqOIRplykHmP5yyDyyxRt7Op6lWPQD171HNpOn3FjLbXFjvLL9ntzIjDyQVBDjYMytt/xHFbtnq1nL/pDJO0oG0F8rG2CpB29Mhs/hmrV9q97JCmLQQwOgiErqEk2hGLTIhAPyqcAjnivUVStHltzWWujte6Ts+9+x83VeHqudRRjBSvpvbW103qtbJPc/tr01/C7FYYbiOSO7JJeJwXQuONxT0zwfauy01NR0CC6WxcanaEB4EnbfKgAyVyeq9MV+JHgf4+eJ9BeETXUk4jKbhI5J+Ujrk9K+1/AP7V9hcrDDqkipIdq7mIx6EEZ9a/pOtga1PVLnXl/X9dz+HaOMhLSScWuu259r22q3Oq2t7FrGixC5HmeQqqCjjBCMAfc/rXmA0TxGJx9u8L2F1pEs2HkgfZLEjng+Uy/eHsfeur8M/Fjw7r0UU1rdWzOyjA3IGPtyc5yT+ddK+vX97MipFbtZOcEo4Vwf4W29Dz+vNcmsH70bPzO5ONRLlntbbzseY3nwd03WrtL2ZJlsiGRYJeViI44x3yf0qzefCTVtO0YWmmX7XEULGSBJgGcYB2IrD+HGBXpWnX91o7Ot9PHJBdSyELIxYIhycj+6B/SvRbKW1uLGN4iZRn5fKbIGeRznkYIqXLy0RtCPNG3M0/y/RnwjrUfiq0jOmaro80Kqjf6TGrEM33FfIA5xz/AI1t+GNU1LQnsh9s+zYcANcMQJc8kvno3T86+0dR8N2msQss8cbsUKAkKWQ44J9Dkg15brfwjhvLC6hmKzuwJhZRtdRzjYwAweRjFVeDspR08hNV6esJOSVv69dyHXfHutWvh6DULWGK6VAFuPLZX3Akcoc9f5+lfJXjL9oedNT+yT6FA4iRkYzKpLPz83TnjPFbPxN8OeIvh9oITTtU1W7aUl00wCSdEBPAYgEgZNfCniDxXcS6mG1iwuYLsS5d2jZd3POVI68frXdhcJCqr307J69OhyVMbUhUXNF3j/N8vwPeX+J0kmt2+ozaXa21u53NtiAwjH5i3HAx2r1y4i8O/ErRbmGyjWNLdEklu4Co8qQgks69Dg/TrXzV4K0238c3y2s5uYNPW2ZpLgRsoQKpOcgYBP8AT1rL1TxJbfDm51HTfD3iOY29wxiuYWPOU+UA56HJP6dqVXBNvkwr/fxs9btWut7eX5nbQzOLf+1K9GV1dWunbTtpfr5GX4zistKkvNPivmma3keISHPzBDgEc/nXgt9qrmVhvZgpPzEEnJJ556DNaWv6lqGtTy3sMsk4dmd9oZiSSSWwD19q4hkuGYmVWDD72QRkknGVzyc54/wr6bA4TkhB1WnPqtNH1PDxeK56j5FZPbtbp31/r12lvZpADk47Y7DGM/z/AKCnPCLpVDD1wRnr05wfp+dZMV2I8DgdiCOTjnp+dXYNQ2kEEHHIJ5Oeeg9R8v5969WNNpNqNkvl+RwOevvO78vl+Hd6G3pej24dTcEAZySRx0H+Fe8eAb6w0q6j2hVBZQc45Off8DXzudWkf7pA459OCeMfQf54rb03WXhcNvIYFT1OeD1/kMe1Z1cPKqmpy0fT7gVdQbUfv+Xqfs18JfB+i+MLaLUlnkQqqebGcsrAdmBHXOeR1xXXfFr4awNZxf2Vp1vfNFFmOLygNxA4JYDjp1/Ovz6+EH7UWs/DezeyhsoL+CT73nOVZRj+FuRXtcP7Wusa7ciW7tYba1dgpRCGZEbhsYPPBP5V8xVy7G060pxjzQTunfdadP0PRjjcM6Hs53jUdm2lppa3Wx4d4zsPF1ncy2MugvFCjHMcMO4AZJzlF6YrxS+hvI3dJLJ4HySQY2Rsg9+P85r9G/DnxU+HcmoT6jeAXhliHmxXChyrHltqsOOT/wDrrlvEjeCPGlzfXOmaZBbKAcP5A+UEdR8vTIPPoPpXRTrOD5KuHaStq3pfQw55cqlCspPbl62Vtb2XT+up+ddxqd5FmIRSADIBBOAeh57DtUNrJf3Mn+rkPYHBJGTjJxXvGraXo1vrDWC28b75NilU4OehPHTBr0jR/hfDJaLfNDHBARne4Rd2cNgbuewrrqVKFKEZciTntd+n+T6/mTCtWk2lJ+5/wP6/yPmJoNTKqEVs4zt6Ent9e9b+hya1HMrtDtVCC25exP6cj9a+zdF+EGi3VqL69ilS1PW4VMoAoPzblHT3rz3x3ongzwxbTS2eoedLF923Uj5sD25zxj8K891oYiSoezv00jf11OunWq0F7VTtpezdr/q7GPofjPxDpkaLZy7AVwV2hlAOB+J5r3PwT4u8UXTIJCGA2uxdQTnJ4X9f/r18t+GfHGkPfCC4tPLizjcwDEjIHXqOM/55r618MR215p8d7pbKqlQylcADpw2Op5P5e1cWLw8aUeSdOyfW39L+vv7MNjas6qqQnaXa+n9f0j6G8P8AjiS/CadremyGFQF3iImNuDjPGMZ610dx4J0PxJIzvpMK274Cv5ahmzg+nNeN2/xEtvDNmsWo2Uc7HOJfkJz9S3J5Fdno3xpsLyxJt/Jttg+UMyDkjOCA2f6V5UsNZNcvPH0/r+vQ9eOO1XNJRkt1f076HRP8NdO0p1Sxs40yQfuKuRnGcdxnH51Xn8IW8Ekk7QxrKVOJFAyDjAIOfxrx3W/jTqK6nK8moW626D5VEijjPueTjOOa5q9+NM9ySI9Yt1BHRnBHTPXd14rBZdS9p7RYe82lq/6/M7FmVV0/ZrFWgul9jp/Emh6isk8ynIVmCFgM47Hn29+3SvLrvVJNKjlhldmkfcCy4H1A9Byf/rVh6v8AFjVp3Nul1FdKWJIjOcj8z6iuTuPE0mqusc1lIDyzFFJyCef/ANfoTWn1GLabpLpughmEkletdvXRvy/Q0pvE05aRIw0hYEYkJIA5Axu6df8A63Fc/eag91F5M6oBlsgAZweh9/SmtCJ5GNsG3ngqeOOM4OOOQfr0rPmtZ2dkJKNz972IAz6jj/PfWGEinpBRa6peg3jlJe9Uv5X/AK7fiUjplrI7FYcscjOMceoz/n3rhPinf6d4E+GXxB8b33lwW/hTwb4k12WWWQRRxrp2lXV2C8z8RfPEo3EYXNego0tsSHYkgkdARkEjPB79h7V8df8ABRHx7Z+A/wBhj9qLxLqGzbbfCPxXY24kYRGW+1yxfRbGJDsbMpu9RhKjAyVxkdR0unUhBy1tFdfQxValKUVdXfkj/P3+HNjd/FH4z3NzcCGU+JPEWqa/fzFw8tw9/e3Oou6vkl38y53MW7Kea+6fF+hWq3mpnVXjj/seOGyIOQxW2jRmUhQMKZS2eMkIAa83/YA+GUepaz4q8eXWy703w1YWlrFDN8my9maW6kYXBA+7ZWs5ZeuJlGOa1fi5qer6rba7d6X5s+panc3VyESTYGeV2YbZCQERAQMn+5xgivzfi3EVY0MNhqFT2c8ZUjFy1Voxs2/S79D9Q4Gw1OVfEYytR9vTwNNyUbKV5y0ikvROxz8/jjw/ogacRWelWsbRW1xqN0IJLgKcnMskmY7Y7RnaFd1X720/KcW9+Mfw/ubiXSE1lbu6W4W2eez8QhIrhrgxLbyxsI1t/LYSE8AcxMrDKmuc+Dfgfw9Br+m658T72LV763mR4LDVdMuJ/DelqwY/LZiFxeXCSE/PIrEtlgBmn6p+yZHrXjLWNL0Hx/8ADef4X+IPEdtrMni660XWE1/QYZvtc02m2Nja6K8tu8Yuys8EJaGf7LbszRBa8bB5TlE61aliK8/bUYKTqSSUG3vy8yu7W2stD6XM844hw+EweLwuGpVaWMnZUYtyqU4ppfvFTfuNrVbu63Teno/ho37LPqPhXXG1y3sJGk1XQp/KfUIrdGK3NzZSw/JdxxtxIvBXOeRyPq34V+Okklhe2ki8ksqXMcnzNE6HZ8yDoQTg56ZGa4bxT4C+D/wuHh3U/hBq97GdJtrTTdSsbmDUraLxBeLFHHPf6daX2mRnT5/K81p3CtbT+aY5Y977q5DSxd/8Jfqk2iWqWkWviC4js7YkLa3L7RK0UI5gt2djgNlhsPzEDJ+IzvDUcRKpTo1Hyu7jJx5G0nZ80Vp5p7+TP0PJvbUoYfEV6MI1Ha8IzVS0pWsotvmveycXtf7/ANOdJ+IFgtvqK3097bwtaLHaCxfjcAwJ+dh5hCNlSQSMnr28R8R/EGSW2vxLLLHZoLlVJdzcESEsFmAHzbnzxjj8OY4fDF5puhW0t0ZnluIE3FmZyJ3Xbs2pkD7yAZX6mvkj4i65rvh661K3k3gpERAJF+ZZnYhRgHGFDkjj2zmvDoZfXlClQjWU0npfve+uq/4HXqfYY6p9SpfWalFxc0k9nZJbrz0b9fUi8daxpWuRXr6tdSpG4dCsNz5DNuGJJn2HKyuPvMeSqY4Gc/K8/wAMfC+uXxigmSCK7eRIZLyWeCNDKwyYC4CyEBeuSeOvHP0B4f0+1Hh6DxBqVvPqXiO91E2emaXcW73EJuZCI7fybIBpdVv5JHGyNU8mMModyx2jvPGP7Nnxtu/hN4k+K9rB4c8L6b4Ts3vNRsPE2u2UGs6hHNsW3Een2iMujxo4lDmab5QhJRdpr7fKcRjKbjhsPjfZ3ajHmnGME+yTTcnftf7rs/KuIMtyzklmONwLqxerUYTnNp63bVlDTvbyPmW9/ZbsrXTBqa6rd6hOYmZY7UwR2zLhSVkcFzImwDqwIK8Y4rzDQfD2r/D3xHDLbSobF5rjZBc3LBo1EeZ4maZsTW7xEbT1VlGcHGOdm+NnjbwN4lt/DmoQ3ui3dnBbTXkdlf22vWd+L+zivreUpp9zNBc2T2c8UqtC28ROpwGyB7TpPjDQfiRYzC6S0ttWSAM4t3X7O0U4JiubaR/mEUgBJjb5lKEN6n6Wric/yvlrYyccVhnu42emybSVrddN77o+SwuG4SzuLo5XfCYq14qTa5mrN2d3r2V+mhzXj/UrWfR7m6s0ZQSTdOrE+Srk7gFHLgbm+YHB4OetfE2sIqX020FmV2barcyK+Dv47mIsfxHNfd+oaQhN7oVwqy2s+mSTx3KAKwiWMRzKCBhnAeMjoSQTk5Ir4b8WWI03U50Rz5qSBZC6hUUxsEV8kZZj5fI9DX0uV16Vd+1pv3MQua2u+z+53Pjs7w1XDpUay/e4aXI3pe1uaPldpr8T/VV/4IIfFzWPiJ/wSj/Ze17xXfacdR0rwxqnhR7tb1HmlsfCeu6loGnS6mX2+RfiysIEkTGP3QYN81ffvxP/AGhfhD8PrS5v/FnxA8OaRBbB3n8/U7SMqqBmOWeYBTgGv8sj4If8FO/2rf2cf2ddM+CHwk+I2p+F/DB1jWtVIihge8gbU5RLNHZTTAiG0MxkfhCweZvmGcV8rfEf9qD4+/Fy6nuviD8TfGnimS4Z2kGq67qN1Ad5JbbbNMIlXngKgxivT+tyjFRjRTlDS8pWWjtdJJtra17HzEsPLn3SjLXvo9fL89D/AEVvj1/wXx/Yd+Ckl/bW/j6w8W6raF0+w+H3/tmd5UGAgXTyyhs8cuOvWvxX+PP/AAdXaxPNd2XwQ+FUojw6W+p+JbuPTkwcqri0sjLIc5H3mX3xX8as6X9y7SSee7HLMX3EZOSCQMjnj6VkSqyOcg5yWJAxk5x0I5GP5ZqXiK0tHV5dvgSX4u716NNFfVY6N3lbpey1t2s/xP29+NH/AAXs/bs+Lo1O1bxhpvhrSdRhngm07RbDeqwTqylTdX80jZwxHAB71+UOofHT4hXOsXGuw6zeWWtXNzPdzapa3U1vevc3TNJczC6gdWV3ZnJIPOcGvGXlIAw/fofcjnk+3+eKh3MwwGPGR03fQYA56An61KpqaTqN1GtLybk76d7/AD/I0jThC6hHkb7W1/z/AMjttX+IPjHxA7Taz4k1fUpDnc99fXN22CQxO+5lYkc/5JrnJNTuZBiW4mcHJIaQkHA9B74xWMFlPzbs9Mnk55J6+uMcde9S89CcDH5g8Z56HkU1CKslZK/RenlqUrJbXsWmu8jABB+8CTkEZ7DPXI/T1qaJ0fBYggkZPAIwPT+Lt+XBqkUHADKcADaMgL3Iz3/OrMMDHAAJJ5KrnJzzkEe2B9T0pNLlsnZvX+n6f5jVr7XWn9f8Ofc37Gf7DP7Rn7cfjPU/A/7NPwm8UfFXWdBtLXUPE0uirYWejeGNPvZmt7K88Qa9rF3BZ6VDNLFIsQll3ymJ/LRtpx/Rz8Df+DT/APbK8VxW1z8WvFnwV+D9rKEe4t7vxFqvj7X4kbBKCx8L6atm0q5PynUAuR1r8Af+CfX/AAUe/a5/4Jv+KfGnij9lnxDo2kyfEXSrHSfGOieKvDFv4o8Pawmky3Muj3slhcyRtBqNq95deTKkijFw6OrKcV9a/Fn/AILY/wDBXf4/m7i8QftT/EDwppt+rxzaN8LrfS/hjpqxS5/chvCdjBctHj+9cMcDqa+Qx0c7qYzEQhSbw0GvYyjiKVCEockW1VlKhiqymp86tCjGPJyNTcm7dLhGUabhiPZXXvJQUpc1+8lytNWs000730P6YtI/4Nbf2DPhHob6x+1P+2L4htrZLRnu5bO9+Hfwa0C3kWNt0q6n4pm1GeWFGyeZIs4wQK/iM/bP+DHwf+D37Sfxi+G/wH+JX/C2PhR4R8ZalpPgjx8JrK7Ov6NbsDHO17pwW21ExymSE3NuBDOIfMQANitDxHD8bPixfS6t8SPiB4x8ZajcSNJPfeLvE+ueJbuR2J3lptZvpiScnvxVjTPgBLchDdXMxOAGRAduOCQQowDg/pRgKOLwuI9vicXGlTUXF0YVMRXTk3FqU6tefK+VKy9nh6K95t30SlU4qScZTqyfWT0t5RTaV3vb06u/xi+kFGIVS/Xk52jvjpyMZ9OvWki0qdiVEEjHOcBGY8+gAPH+FfotpX7PelRqPNtDcPkEZRn5/hySvTHfA6V32n/A+xiIEekJnYDgRc4HVhxyv0r15ZpSjf3ub5+n/DfgUqE3tF2Wvfc/Mi18KavdMot9PuWGARuiKgZ6jLDk/wCNdJbfDbxLcHDWXlqSOZCxx2+VVH+ea/T2z+DhHlqtnHCkikL+652gdsJ1BFdTafBuELbPOMrNJsYbQvI4Ofl443ce3vXNPOqMbWd7drvt/wANbXQ0WCqSb2tL8tLH5g2XwX1FyrTTbVP39kfzdewx1II4r0Xw38JLzR7hLzT7nULecYDPalwsinqsi4xIuD3HB6Yr9CbH4b6Zbaq8D26skYYlWGSCp5OAOw713UHhHTbdVWOziUtj+BQ2MYOBjgEep6muCpxFBycKcXPdbaX/AK1NlgJL33LkcevVbaLX11NP4B+C9Rvvh9Za7e3csqwXd3YSGcKJDLZtE0kbqg4HkvEQx5Ifua91OlWgdL+wnMtyhQx2iIqKbeNGWTyio3NLncxznPGMVN8LLSHRvDXje0e7gsLW2tdP1azt5MEXd297Fa3FtAhGBM0MqtkYGE78U3T411W+aeE/ZnDxyRyqGVHbGA4kTiPLkhsjABPHFefKrOr9dlKCjOlPl0TSalGMrPu3FpNrd30T2+9yispUMHTc21JauTTa5Xb1STu9dr7nqmjpa3eiWU1k7QXqXjoYrpSizRqhEiKWA4K8jvyDk9K73SvCdlq8TrfMltKzQ7niOEVthOyM/wAMgyDnAztxnrXlsMN9tjJZ02yh4olAmA5Jn2gnEnVgDxkEGvQotXX7GqTyNbTImWuFVkAIQfvGz0fGMjtg8+nxeJg4yUo62burbde12umzfmfp9PF03Gm01Goko6N++ujeyT+d79jP8WfDa3E8Q07UhJKybplLuFKFc7SM8MB0/wA55GHw01k2w226PfuLHdlXLYbcM5Zcg4x0xzxXdS3mlSQxzJrNzdXX33bzVhjBLjcwhALOAoAycAA5wetcvq/iGyN6LacXDBY8tcKVjVQ+Af3iHDEnPGMgc9c4n983TineNm7KNmtdnovki1iaKcptW6Nya1dlqu2vS3zLE0dvaokg8tUBVkRJCxaTIOyROzBV4Pvj3pmo63dOYPtX2eW3QNtRjGsyqqkcbT93JOcj+LGK5+91HS7eIyM0iwlWVeQTh3+Zc5y7DA2nqc1wGreLLPBV1f5UIVthZ3JwoYrnnK/eHrnnvXdQoVajjam7dW97bW9fTVfl5eIxcafPJVY2bXTS97q/p6273vY/dy2msbgguPJfAO5cjJI7+g/wrfgtbhCJLSYEDLKQSGOfoetdtqXwuuYXlMcaowG5kjwy7j2BHf8AxrnD4Z1fTF3oJEEYyQ5479BnjP8ASv6pjiaUlHlqWemjtb+vO3U/iKVGonyuL+Wv9anZeGPHfiDQZY8XFwgVgMiR+MFeozzx/Ovq3wT+0HqMZiivJHcAISzMeegLde2R+dfE0E8zbI7mPB3YLgY65OSe3Oa6yyQFcpKY8AHIAHTAwDn169QK58RRpVNZRSfe/wDX5G1GU4tWb39O34eR+oWjfFXTtegKNcRGR0ChZWzkkZ6k5AxXvPhzxYkOnJHGsaxhQDtcenDAk+mK/HvR7y9tJ0aDUJFK45D4ywyeRnjoO1fQfhXxtq0UUcEmqSOuQGXcSMZz2PTn/wCvXjV6MabbUrpa/wBXsezh6lSVk1d97f5f53Pv7UvEFjDFc3cfiCa3uiNxiM+EDFTgBScHn9K57wx8S/ESasI7u9h1LSsbQXwJQxzkqQ2Dj09vevFNP1zRtXtxbX0fmzbQrMpbex+oGe/5Gr2m+C7maRrrQ9UuLQI26KGUM8SsTnkN04HP1+lcPtYKXI5qMv8Ahj0fq9Rxc3CSS1uv6/B+R9Z3WpaLqafa7zTUmjkUIskkIlQE9sEcDj8q8E+Lvwi+HHirRHvbSxWHWlDStJY2yrIqrliXULyMeorS0bXPHGik2l9psGo2UagNcpwHI5JEeeOM/lW3feLdCjUreytZXd9GFkRCVRFJwytkDB5PtW1OpOEk4NxfS3/A/I5K0KdSDUkte8dn5M+I9B16bwPcXPhLQNGj1MXDiN7poc3KBwVZVATJIzXJfEf9m2/vdKk8W6dLd3N5eFp5tM+zsJU3ZZ23f3QPX0r7VHhrwLJdHVtO1Gys9SiDTGWWSJg5HzDcrYyS3t+Nct45+Lt54a0GWSW40y7gAeCMIE81vlwcAMRj8vzr0qOKrRqweHi4zlbmv1PLnRioT9tUTSu426bP8dtb+R+cXw/0a2sdYOkavA8IkLwu9xGf3ZbKluR1H9Ky/iX4etPD9/NDZDz4SQyzeWVDKRkFeORnHPvXp0XxN8JjWJ77V9Da5kkm81WiOArb9xGBjAz/AIVwPxe+Jlh45voH0zT4dLs7OBYI4gqh32jG59o64/H9K9+hDESxNOcotQa1vtfy/r/g+fOrBU2r2kna3l/X5nz5dyAnC4DMxJzyMkcdelUhM+R19D1xkHr19/zNaDafd3geSJGcD7xVc456k/w8D9aRo1ghMMi4lB+hAJzyB69K+jpOKaVubo1v2PPk1LTa1vLt/wAOEUrOvAHrgkgemT2PGKtpcFQCcgjqM9OmeOc1nI6qMEgYzwMcn0yRx1oMyljxk5ByeTwOmc/St0uZXd15fn5GXM9l7yf9dFe/9bHS2984YsrY5BwTxx6YHPf8q6qw8QTQphXK5PTOOOmevP4kivMll5G3ceOgJyM5zk9+BWjHMyjlscg5Jypxxjp7GlOkpK1vw/r+vwnmXpbft+f9fI9o0jxdNazRuJQ+GGRk8jIwOfbn8K+pvCvjK81LT0tLK2toPOQCW43RhgvIOMkY/wDr1+fcN4EYMXJ5GB2+b2x3FdjpfivUtPC/Z7u4RVHRHZeOpHH1PTpXnYnBe0jsubpf5fj/AFrYuNeUXq7LTb9PU+2dR8OWUCf2oZzLdFyWYFCFcHJx+P8ASuotNa8TX1la6dFZTyw5RYnRGCyZwBg4PHP6V8zeAfiAsupW8Gu3MrabktMjOTuODt5J4G7Oee9fZXw2+KPh4XckPkWrWkBJszOFJ2K2QDv6D3718/jadagrOmqjh1eyv29O3Y78LKFSVnU5IydvPS2r/r0Ppb4eeBvH2oaHFZ6jDBFpV1b7ELDDoGXuT3xjFcZ47/ZT+1QzXEDS3crbnKAluSM5GBxzmuwuv2k77SdKA0bw8uoRQrhZEYBEwOwz8w4PavO1/bO120uZIr7w7E248KrjCDjjJA55rxaCxqk50VZroml26XPaq/2XyxhVnOT/AJrPTbbSx41Zfsz3tpct51m8CI3VwR0P3uR0717Ppfw2vdF0iSC21FrdBGflUdGIHt0/Xmuy034/TeLrJ7qLQirZO5VQcnA9ByK8V+IHxw1SzZrWx0wwsAVcMDwSeTjvz/nitPa4zET5J623vbT9TF08FRj7SnOU09tGt/l955B4/i1axnaxm1SUpvOC5weDzk569fzrxLUda13SVdYNWcqQeFYkZ6nHoefep/FfjfWvEV1I06ENlsbc8ZwRyevJ/D2615vcfbZmbzfNJyDgg4Gc4IX04r6HC0VCnFVeV26aeX9dfU8uVRyk+W9un6FLUfEuvTSEy3U0udw/1jdT+P8AkHiqEOualn5ppMZwQHYjPHPPWtP+z55BlonKkgcKfuntnsOT+NTW+hu8iqkbNuweRjoeB9MV0yVB6csU/kVTlVjblk1/S18/07l/TdZv42WUSuSuCGLNgjGef89vSvTtF8Z6irKjIsjOFTOM55ABPoePpxV7wV8I77xHE7wyhJIwMoRzz9OpP9K3NY+GWq+H5IlgheR0ILPtYgc54x06fqe1eXUnhpVZU4tKXp/SO6NWrGEZPbvvr/Xfrueu+F4XbTZ9V1G1ijWNGaMOBl+C3Abr1rktV1q3ubjZHAiDccBMcjJIxjrkAflToI/E11pItizeXDGA0ZG0tt5wfUYH6YrFttMulcvc2cyyZJUgMcA5OefcfnXLToxUpSlJS7Jf5f1+jt4maiuWLTfXy7Pf/gjo7c3UpG3aOwznHP07/wBK/MP/AILU2s9h/wAE2fj7LaywJ9og8H2k4mErM8Nz4x0SKRIfJQskpyQGZlQAncSMiv1cttA1V4pr23hcW8EMk9xKwIjgggRpJpZGx8saxozMegAJNfzr/t2/8FRv2bf2gfgB+0h+y7o3hr4pXd74m8P6t4W8O+MrG18NjQNX1zTb+ObTLqSO6vmuLHQZNWsoS0gjaaS3zsSNnBGGPxWFw1CUKteFGVVOMVJ7u21v6Wq7noZZh8wxta+Fw08TGhaVRwV1GN0rtr09dz8jP2T/AAjF4A/ZT0zXJoAmsfEK98R+JxI8exn0yTPh/S0iyMiNvKZjxgh+DjOeLPgeO6jZjGLhpH2Mojz5Z3HiMnHqM8nqa+0fFPhi08N/D3wJ4Vinjj0fwf4P8L+G1EZMSTy6Xp9vbSRwRr0lku/nbOBlmJOQTXI6R4bjdoLZjEiSsrRKGV22HDtwOS3fjkZxzX4/xZmWEw06UavvVIpuPda6vyvbe6P6C4GyrF16NSdN8tGbSem7S0Wva92kn001PlmLwBFpzl5JHjMhCiD7OJDxvChWMfynkg8YHB611em+J9V8N6fcWGlWNxItw0oZMtaW5llR45fKAQEBlZgxAO7cQBknH1jF4Lt5wyyxq0oUuMRBiEYfLIpJOwBScnr+Nb2j+A9H0u7W7v8ASftH2dQ0b3Kod1wFEg8q3YEBVOPTlexxn8wqZnTlVqYiDk9G7c1r7LvY/aMNlPLh6VF0oyas72T873sn56X6nxfH4J+K/ibZqHie/l8O6RduZrexiZmvZ0cHM4ikJ+yxlduGYbzxkYr0/wAFfDPSNBvkmlJeeXa89xdv5ly6qyhF3ty0r5zwABk9K9p8V3xdlvZdqRxoU3jb5SbQTHECBgkDAb3IFW/h/YQatq0WpajGzmGOJ7ZJFOJGORGfLxyu4cZ9fWpdariaNTE1KijSpr3rb33tfd7666dB08LSw+IoUaceatKSt5dObl2Wl0rq/wBzOu1HSY30u1WRFGYQESRAWUmP5QpOSMKPX+L8vjb4seCbbV7t9PvYBFLPA6xzCNlLxE8MGPVhhe+QMnnGa/SDVvDVzJD5zwzyWwEW4BAFjdm3EyHOSg4znjBwfSvlr43WsVjpNreRqYryy1KB0AA2SRpIVn2blyF8scjuV6dq4MLjFPERpRlyt/A01dO107637H0OdYe2XQlNc/KlzX100umtNl59NNz4CsrC28LXdjZ+LbO9aKEeRpOvafd3Vq0RilEkK3DQnAuIZ443yQwO3dtOMV9o+GviPr8/hjUdNvX8KfE7wpf6ZfLfeF/H2nwWdzeNcQtDJZaf4r8LQRYRoZXYR3MG3ggOp2moNN8I+HPGnhub+0Ika2vJg8EuCZLa5eIMjRLgEYlUgA8ENgdOfLLz4Va/4Plnl0S9n+wzMWicGVIbkklWgkVf9W5YdeB0GcGvSwuZ05T5a1OPt6E7q605k73S+zK+ultdUfNVsrqVcPOEKknhq0eV2dvdaWjaWzWl9Xy6eZ8can4Q+A/w/wBZ13VvDPwX8XaP4hu/tcFjHqviW38V+FfD0N3JIl1J4dKWtvKrmJZFjkuPNdY5MbuSa+XvD3hE2fjq61DQjfR+Fbm4ne0t5USE6fLMPMuLVlR8S2yz7vKfJAx91SBX6T6t4G/tSeVb+C4trl5G8wRyv5TtzlAR045wRwCfxoL8MNIkj+wvZpbFkKxTpghXwNrB1XueWz6nOc19auIsVi6VVVF7apWjyP8Al5dtI20evRp36nwVThDAZbWw0qSVClQn7W93z8/Zzcm3FW2atZK2p8zXNosWoaalw5uPMhnhG0FRgwswV8YLDKYPPGc4r4H+KkQj8T6kiqv/AB9740UqUEKpGFDqeeqH8+M81+pXij4caromoWcqxtcWsEUkwuN2Y1doyrbWABxhhz6kV+a3xjsLdPEZJAiupUuJrgmTOVt53RJDhcbmAHHTIr6fhac1TowqJr4rXVtLp29ND4TjWEXVrVabTTlBvW9+nq9++rNz4IfDHxP8bfHnwm+DXgy0i1Pxn8UvFdh4Q8LWN9c2+m2Uuq67rCafp8V3qdz8tparNIWkkY7UQZwSAD/Y38Ff+DRL4mS21lffHf8AaX+GHhKN4YZr7TfAHhbX/Gd7attDywHUvEM+lWxZDkF1jdMrkcV/FxoeleKrA+E9W8L3+p6ZqumLb6tp+r6fPdadf6TqUd2bqzutPv7eUSW91HIkUqyRMhV8FSGFfY/jD9p39u/4u2NtpnxQ/az/AGhPGGmwWyWkVhrfxY8aXNiltEoRIjZprCxSKIwoyyMTj5ick1ebYbNcRilLCV4fVGmpQlXnQkp87vJuGGrynFx5eWMalBxabcp8y5PhtGlacqcla/LGMrrljpeTumne9u/S2v8AZbN/wQD/AOCLP7PGn3U/7UX7Zr3ctrA4u4PEHxm+FvwmhVlQ+Yw0nT4pb9sYOEW4YjjO7of4e/26vAn7N/w9/al+MPhH9k3x5f8AxH+AWheKbmz+HXi3Urtb651TSFiiLiLUltYf7Ws47triOG68qMzxxrJjnJr2vwhvdbn+1a3qWpatcyndJc3c9xeTyOx5ZpZ2ZmOSeSeTmvTND/Z70xmiY6XPcYbdukjYggYJ3bhz3rny/C1sBilicTmEZQjCUVSh9YcXKTi+ac8Tiq/O48rUHTp0bc0rpp2VKF0lFTnJtazm5abWUbWV9Or26a3/AD9j06edwEilk7DZG7de444HT6kV0Vl4Q1u5wINOuWz3aNgM+rE9ehr9QtC+BFiEDwaTENpC/NEu0HkAY28HLD2569a9Ft/gk8MRYWEMe3AwI1+ViODkjj69sYr0p55QimoyvbfVafdoaRwk24q3LbX8lpu/8/xPyfs/hT4luADJa+SrAHLhmwT1AAHJxj/IrrLb4LX0oAuZiB1wifKeOOg68Gv1VsvgzCVimniBDOflCjJ4wc5HA9Pf8K6aD4U6TaJG32NHOxnGVUkkdScr6gY+vauSpn8Um4Jyat28vn3/ACNo4FveSi/8mj8p9O+BSFwpguZhjrtYLkkAgHoBjnPvXpGkfBOSFlEWkBicDc6dPRsBM5OTwTX6Sr4LsYLKKWOzhR1YqdsYJOHAxk9Bn+eKwtb8Man/AGLqf9iKsepC2drYlMNG4BPHy8HnrzjFcsM9r16ihCHKnZJv5f18x/UoRveV9f8ALv8A1vsj5S0j4G35cf6FDAqhST5eW+YD7xI685PNev6D8Cbv5POkCqCpYKuGweRjAOcjHFeg/DHW10TSLXTfiLrdhHr8o8tW3oYywYjaoJBHGwZPp05r620TRLW5gaaFoZ4TDEyyRMjKwZgQ5OCQP8azxuJx+HnyVPcjJaPleul1Zt+fVlU6dGSXIuZ+uz+XS/qfOmlfA2wt2XeHkVUSQZBBywXgAjnAbv8ArXrlh8IdItlcLbLlLdHUsmepB6fmM8de9e7xaFEpLDGRaxngDkBlJ6j0P4Yre0ttJ1X7dHpl7a3slvZhJ44JRI0TqUVxIByMMOfcivFlVxVZzvVkuWy20672T2Oheyi4Win109VbotP621PEbL4f6fHIwS1QZsy/zLj5gM9cccE/5zQvhWCKSHEMWXt3YEKOdoJGCB9K+godG5hBA+ewkBfpyFycnsvHOemcCuT1o6Xoq6fcajd29lFIJoUkuZVjRmKyYVSx5J549u1OnGrN005czk7Ld319bW8vP5Cbj72j09LLZ/fr5njh8PRqLH5AGBkBBwCM55z/AJOSKjm0eJbGKTywFivX3OflUL8vQngY55/lWH8RPjJ4S8D654M0a8eK4PiO5kihu4ZVMcJPmshkZGwF+TgnruArlvjv8Z/D3wr+F114lkeG5mu5pU0+1DKTJ5kajzFAbqd64PI4PcV6NLBVqtSlCMLyquyv8n/WxMq0IwbcuVRWr9fT+rlC3v8ARdT8U3lrp19b3U1sxSYQnJUr8pBz689fSu1NigO4n5c4YtjcDgAcBeAMr+Vfhtpf7Seu6TceKNb0rda6zrl2k8E4dyscCgCOIhThBzzgjPavvH4RftYW3iPwHfX2voV1rRYRHcIQ3+kFQo3x7j86kHg8murE5HicLOVSdO6bT+XKk/1s9LbW6E08VRrWVKbu15rW/n1/pn3hZazoEWujw/LqNsNRudPcNZmRWmBaPfbyMh+9idYjj0yOtZWkeI7SyvxYNObSINNGRKwM9vcK4Wa1kQLhomOXAJzh8dASfxx1j9qW2vPjZZeOLezu45dPimtZrVZZPLeKMKGyivh2PlAgHnLGvqzxL8c9E8TaZo/inSxPpev6pEovbeQSmC9jiRgmEAAguwBGmeN+Ouck988FFLkqScY4hReqejSsmtHa92rvsuh04DG1MJJSilU9k27Xvs05J6ry9ej2P04j8VR2dtbvbbLkOEEsjAho1STBxhsIQhA4z93JGM1DqPjyxZBjylRo/JeKRwqK5x85I+bO49MY+Y8da/Ktf2lngtxFctdQSBUVxFJj93tCkywOSFLEHJ/OsHUf2nbe5LpFIR8gyEQ5YAldzsx4OzORxyK8uXDE51L257Nu999t7d/lZ6n1S4tpKik2oy6LXt019Nr+uh+kV/47tdNubm4nLlpV8qKWJfNgMZZlAYq3yDoNxAJ6dDis9fGlncBzcXMYPIEuHCgHJVFjcnPykjPPX1r8wP8Aho/VZZCqXAuQqyJHG8XCKWJYsy9R0PPfPeqsvxv126DXEj3sEKvxcRW0zxkqGIYOYwidODk9OQa6Fw7O1rWk1vfta1lvb9fvOX/WmmuVp6LRKz8rtu+77/efp1feLrWFUUyyojbiBJKCduAoYKc4++CPfpVCDxLpS3MV1Pc2fmAMxNw4RtpUkIjMcByODx+dfl1P8Z1k84z6nrN84UNLEJ2jAXA3PIIRkR4HYgc9c16pYfDD4+eOPDsXijwxokaaZdRfaNOFzqoS+vLZ18xZYbeUs3llSpAOCeMCuuhkNRtU1Ud5abfFtdJXbevZX67HHW4mhdzir3tbXbbrtf8AHX7/APQR1jwlrunAsyxSBk5CsX2dTlmH8Rx+tef3mgz3AkSecEsDmOM5+YcBffoa9b1fwP4pyzWGo6qkc2TOpR7iOPBONxIO0cH61xF54A+JMaJd6ZbSXNumd9w8QGSpHzBCc5JPFelQzjFUW6dbNsJOTdk3eF32d7q7e3XqfMTyjLsRFVaOVYqCteSVp/NWs2td2rX6nk0vhW43viLbsztD5yTzg9OSR/Osm40S4t/vylMkEjJXAyPlOO2MdOua9ys9D8YzhRqWh3BZTsedF2DIJJLL9M8Vnax4a1JQ3n6PNEcHDHABHqBj3/SvZw/EEvaKjXq0+bvGpGS0+d/8jzMTw1RlT9rhqdVRb+1TnF/k1807Hixgmt1Di5IIPHzHkd8j8/511ega3PA64mZmBA+Yk9OPXrjNJfeG9VWNnNjL5Q4OV9eMjj1FZFhpt7bTZa0l5PA2ZOTznge4x9K9N4ujiqcrVYz9JJ9vuPPhgamEqxvScE+8Wu2utj6r8IeM7azSB5ADKwBJfHtk9emc19Q+F/iBa3Np9nDQKzDAIAXBPU5z1zXwho0FxHCry2kpdQGVShCqMfxDHHQ11Fp471DSZfLt9HeVVIwyKTgjrwBnHP1r4+pk+Hq41Ymm51qtOXNbnSj0dt9vJ+Z9Z/atangvq0lClTnG1+S8npZ7K1/O9z9FtO1hZIwrMsitwe64Jxj361L4g8M2ev2aCCzt3nyMyBQpx6Bu3NfJWl/GXWNJ0uOeXRBPnDmLG11AJ5zjrgVJa/tW3VlLIt14clVVOYo42zwCBzzwcivfo/WqkmvYOKj9pSi1+DuvyPk61HD0kpe2U+f7PLK6f3NP8zo/HPwM1+WOe/0+6mtkWMuyQSyDHBGSN3TAz+PSvhX4g6d4k04PZXl7JPFGzKP3jseDg8EnB4HvzX3On7XNlfiG0m8O3Igm/d3uBvKoRtyuB0we3tUd/qXwI8Wr/wATJZLR7tHeWSRZEELlScZKjBzj8q9fCYuvhZr2sHOPor99zxsVhKOIV6Xuv5rfutEfk1e3NxE53OxZSxJyT+B9O1ZyXYY/vULZOTnOcHHX1Jz9a99+J/hLwtYa1et4VvXvdOaRzE8gz0OQFyORyQK8JmtpIXYNFyG5AHc8Dt6Yr7nB4qniKUZLSVloz5ivh50pNSWn4W0/M27PVmgt3igUIjjnOA2enBPv7Vg30/mlmUDdnJ2kZGe4wOnXP0qMyFBjYwx19DjOAMjnj8KIpoQctGBzk446n+fWvQptL3kr6/qvwOWV2rbP7tv0M9YZpXwqk5YkDHIGO+OeSelXBbNb/NLnPHBHTnI6j/P1rQS/t4W3LGuRnsM4ycHHp/n0omvIrnBZVGD0wQRnrk+nH9a6lOV9V7v9fMyaW/2rv+tvu39DJZ2LYj4JJ56HPOPw4H8qsxQzS/Lg8ZJ5GPXJ98VOsCuQ0Z56jp0HPPJ6n8ePWta1/dId2GODwRz0xzjtkn+tW6iUVyq7dvx6EcvvK+0V+X9fIyhaqrL5kpDY+6SSRgY/lWpGSSqI2cgY4BH4e9ZciPNOeoBOMD6jgH0/ziun0u3hhxJMg+XJGenTOeeh6VlVdoL7TfTzBaq19/n279P1XyOh03Q9auYxLbQF4zg7kIyVx6D6V6X4RsPEcl7FaQ2dwJGYIOoJwe5PUDmub8PSXdzcRQ6feeTuYDZnIH3SMAnAr9Mv2cPgxr93CvijUtJgu4Ay+Q92UXzcYLFEY9MetfM5tmH1anJTUZSnol16a/qepl+EliakI00073bXbT5+n9X3fhTYxjwz/Y/ibw/LFJclY473MZBUgDLHqrda9H1D9mDwVe2LavZSzy3wHnRwPPuVuj7duehxivcte8I6RqFlBpsVv/ZWoNggRnIVucEAYB5x3qJfAuvaFZrLZ6757RphkmcpGFHXA5zxXxE8bOPPUjN073bs2l/XkfY0cuhLlpzoqvZWT0v92n3/ANPzzwlonh7w9Zf2PPoghkdSjTpCMoQAGIbb97AFeU/ET4deHNeeVdKKQ3SsTI8jKrZPO1gRwM/jX1/oGr6TAsNjrMlgdQbHlyBRIshY4K79uA27169a8/8Aif4I1G9mjv8Awnp63MkjK95BHIiIQCSzquBglcdCeelcUc0jSmpKreT1bT1Xm79H39b2O+plaq0nB00lHo4+mia6/I/OXU/gzr2lvLftp8ctgGI89CCWA4yBt5OCfzqppnwybWpUKrZ2tv5gjkaRgJN2Rn5SOeOlfWuuaxeSWx0O6hmtHtkeNrZ45ChcAAkscgqMf418za1eaFp0l5DqPinSdLm3tIVOqRRmLaT95FbKtz045HPt7+HzKpXp80p8t1utdHbXqv6Z87issWHqWpxdTl3V+ul+n4WN3xl8JfCfhrQ43OpJJfvGrbFKEZ6nAH3ep/GvnOTS9OiYzm78kxsVVMYJIxjOe+f51a+IP7R/7P8A4T0hB4v+Lnhy3ntcBmn1a2B2x5yMyzAYzX58fFT/AIK3/sI/Dp5Yb3x/pviKS3VllttHlbUZWZQMEJYo/wDEB/FXVQx9CjB+2xN5N9ZLby6/10OSrgsTWnFUsNyxVrJXfbf8T9Uvh/4qTQpHNsz3E04CIowQCeAcHt/hmvoDR9QN1E99rMtokZJkYXLRxoseM8s7Djn9K/jW+NX/AAcN+CtA1C7g+BXw+1DVIgHW2vtWK6dBux8jKkgklZec/dU+lfk38av+C2n7cPxekvrPSfG48C6RdiSP7J4dt8XccT8YF9dF2RgpxlFU88YrhxmYYST56KlOT3drLpbV28tdfU9LB5VjUoqrFRitLX/4Df4WP9JXUfiV+z2sbQ67428M6Ld2qEzFtRtox8iksG5AOPf1+tfFnxX/AOCgn7DXwruLmHxF8a/BytbMyGKPWtOaQtHncuxJmbdlTxiv8x7xR8dPjf4quJ9R8U/Erxxqlxdl2uJL3xHqzrIXZi25GutvOegHTpXj1/r+p3cryXV9dTsQS0ks8kr7ieSS78knrk+/NeYsdiL/ALtKK6Xk327cp6v9k0529rJf9uxs3t3b/I/0OvjR/wAF4f2Ob3wB8TPg38Ita1DxF47+I/gPxl4J8Mapo1jdyQadq2u+H9S0631E37RRpAkLTbzIpJGMjmv5H9S8JweGbVvEOiXepXQttKs76+ji826thcx3L3F7dTB8/ZtiwxcjCkS8rmvzz/Z+1v7F8Zvh/PMGljfXFtim4nebu1uLaJQfUyyp+eDxX7G29l4dtPC8fhpNSjk1TUluba6jJ+YEQSSxwTpn96rBcsMY+TaOpFfnfGOMxtPMcsqTm3CWiSsop86cm73ekY+bd0lY/a/DXK8A8i4kpRp8+Ily3k1eUYxg1FRsvtTk762stfP2Xxd8TF8R6Z4Bs7fKB9FXUbl5WI86aee5DORHnzWwEIbkcgDoa9H8E3FqJoJZpIpJnj8q0ExZmEjKGDxqV+Vtob5gM44Pqfz40bVrhtA8NXjTXE0+iXlz4XV3xHKItJu7iKFzGuAtuYtvzAN987iSvH2f4CaW4gju4N7TzhH2uGEVtLKvlhYzjpuTOVyfmzjFfC8bTrSxs1J3jZJeasmvwd7/APAPv+AFRjlNLljyzV7/AOLmad9uqfmfWWhPFLHK80UUoQqsqoB5gYMSjMVI2x7iCQOPyrXudNu9QR4rS3NwMqXI2xSJuIyqzySAABVJyRzjrXm2jahPBdQ2jzgvIsUTRodypKGzJJvCZkVicbT3BxivZBqkUVqBagOJVDs+DENu0hYwpGM792c4KgZ74r8/TrRUeV3fTX8fz+Z+lUqkVKN3pHZPbXp3200/4f538YHTbTxPplldRiPSbGG6vjZPtSK5uoXSNjJn/WqrsXOCQdvOcAV4jqX7XvwZ8P8AxB0/wyvjbRNO1pZ4rGaxuhcW9u827ECQ30tuLcPuKrjzR8wwea+gPiTpEPiC4tfs0qrNZzebFOQAVBxHJC7Zw8bZbKfxbcjmvH77wB4AuL23vtb+H/hHV9Vh3iLUrzT7cyRyMrr5qPICE+9kE8EsecnNfSYPDQnQhDGQrSoKD9ylOEf3ju3KfPF3T000fRM5cZHEQk54PEYbDYic4NuvCdT92krxhGE4ODdnaUrrXbU+1U/aJjfwcNJSbTZbd3jnnupre2Z1DRnDJNjLJk8Asexr4T1b4z+AviF4q1PwxD4i0S/urG4V7jR7fVbL+0FYSgM0duJi3ADblwT8oBA7Z2rfC+VtAjtLHU7n+wZJpBJo1tNNDssWLMbO3uISXisSqsuF5CrsXAxXjGnfA/wP4Sup73w78PfDlnf3crSx3MfmC4juM+bHdreSZaOUzMx+TAIY56munB5bgownUqV6ssRCNqXLFe49GlK7Xp7t7dzkxmJzJVKdKnTw1PDVpc1ZTlJuomld0+WNtX/M47WSerPrvwJpdnqFpqOk6NPJJHZao81sHO5isieabd5FYYkQtkY4JOB1r1+z06O5T7BfxTiTypSUuYcROm1MkTH5Q4DcDrlTnkivKfgtaXegWEX9oRGTUbi6kvri4OUjdyoVYkjY4WERIirjk7ATyc19L6jHB5dvqNqCBMnnSQLuyJWP74ckhSZCDt5AJHavnsZeljKib0naV7NJysrvXo2uiSfloe3hI8mEp06lPl00TabSvom+tlZaniOpeENIt3X7TZRgSyqGmX7sLcqreYUzjY2ASMnkdMVy974GsDOTaHejjaMBS25A53KR95dnbg8c9q9f1i9a7Q25jjjZQ/72Rw3AJUHaB1BcEA88EjpXmd9dQ6TbypPK3mMZWJRyYir8jG8/u2wT04GMZOa3wePxVKcXTqWls1uunnY5cfg8LXw9SNaO3pporbPRf1bQ8I+IcmnaNo7wvFG5heYXEcoQu0LceVyuYJ1faVbgEgjB3V+EfxlibWfiVd6ZpdtNd3lxfw6fZWsO55JDe7WiiVPLG5w0zbjkj5SSQBx+svxb15YEu0WaVd1xJKokcylxvYqDIxJIDnIHocV8s/DG10Lw3qus/E/UILK817U9WmbQBeWdvqP2a2sme0SeG0nhkHzMsjNlOVZRnHX9lybN44fAPGV021FRglF+9Ua00Sdlo7tXsrs/njiDIauOzP8As/BVYpuTnJyfuxgrd9221Zbt2Vz1zwt8FNMstH0e3njdnt9OsrZ12gYaO3RXAKjGd6npxnmvYtK+DeiRmL/QFcl0UgqDjOCScjnjrVrwb8QL3xZPqP8Ab2kQafNplil6LmPS4tEa5VjFstvsMEMcbMUdXVwoLBj1617F4A8d+GvFOm3GpvNDpkOnXnkz/apFRv3ZCElW5IyHwQOevrXLTxGMxMOf2rm3ro20m7XWyb37HzGZZZPKsXWw1amuamo62smnaz1va+3XYydL+FmkWyReXp0IDOV4jGcAELzjg9R+Fetaf4As4LSER2cShrdm/wBWD823qRtzyR3ry/S/jv4UvfiTJ8OlFqs4hkuLK+84CG5YFkEYxwx3rzznkGt3w9+0DpWi3usWXxBaPS7e3vZtP0ifYiJdguY4WWRmAJbceuTkVk8Nipzkpp3nFNXfa17ea8/l3XJFe5KSWkd/8/RpdPmamk+HVEs6CFV23BChQNuN42544yPw4rq9a0iy0zT7q9vGSC2gQSzSyrhFQLyc+mT29eK8q+LPixdB8NWXizTNVNhpTaklzPKgBe4tmdHCcdGaMnBPGcetbvjr4h+F/E/wX8QXsF4I2uNDeNGuGETvKYCQ20nIPUVOCyzFTpqq4NxcuV+Vuvffbba3pVSUOaNPmTbV/wAt/wCvmacU+hzeH21qG6il02LfK1zGTIoROW6HnjHp7Vm+HtX0Dxfpn9o6DdpeW8ZmhZgfm3xu6OAAOAHVh1z8tfnJ8Pfjj4iX4XXXgHQYJb29Nxd2IkYvJIYZiEjJcqSNpLY4wMUvwk0T4zeBBe+KUuPK8IwzXMt9YySk4eaZmcxKDtT96WJ6dc5r2IZJNxrqCd9Gt2+7dvz1M1OypyfuqX4fPVb/ANOx9rfEXx7o/wAPLHRzqUBZdX1EWscob5I3kkC7iTwFznJPA74rzL4u/GjRvh74WTWdNubW5u7kIyRGRJGEb7crkZwcn9Oa+KP2mviu/j600+00vUSJLdw/kWzbxDLtG4hl+6PMzn1K18s+LLLXL/wnb3Go61JeiIDfHLPulGwA52hvlI3jHHQnNduAyenKMKkk4zjL3klry2snbt5nNiK8qU0mvdmnbs2ul11+7yO68WeONS8feKI9Sjv5hZj/AEuYW8jodOBlXlHV87j/AAryMjJ4zX2P+yx+1VpXhXUr3wj4u1i7u7W7littNvbtywiBkRfKaU8MQeRnH3sV+Vug61daU10toWdriFYJHxnKg5RCW9z9eOtWk1ltHuLTzoHSQPHIgxn940gYEN/DhsH1J5Br6DG4alVjTwzhz8sbK8utur308u9zDBwlKnXxMq0acb3aS1aTS0Str+iP6P8A41/tW+DPhJD4fLSQanb+IrNIp5bc73tY5kA3sA3GFAyeTznHFePfs9/Gj4feF9f8R6j/AMJHd3cfjK5a8QXlyZbe1a4MYWCHOfJXy8YA43Ke+cfkp8QdN8Taho3h3W9a8RWuqW2oWyPbWsEksstknlB9jljgsqkg46Uzwf4tn0fSzDcaZcXCIrx2kojkVygZxG0DAAuA+SMddv0rxqGWqgq1GrQ5nJP3n15tI/en2+49TE0cMsFSxFDHKdWbXNTUXdJK7belmtHotfOx/QV+0Z8aoPBPwX1XxhotyI5l08RWtyjgksYy+QVPIyozgdDzX5E/F/8Abi0/4vfDPRPCdtJeaZremNHNPqcMrRSs6gbijhgVIkBJPIxxXk3ir4++OvHfg2PwHeWvl+G7JHhnjnBE7/Ku3h1+Ziqgc/wkivnTSfBzpcNezabvs5JprfykALY5YNxwqktt/GlgMsjCM3ioqVSLvFR6JO6uu/4nm1MbSg8PyySozsuaStduybvu0vz6EniLxn431m+tJp/Ed/qFrYqH06aaUs8DKxYlJMnAAb/x/oK6Pxn8QvF3xOtND8GXl5fak9okMdraKWZpnRcF9o4JGMn6/lgt4Z26LeM1x5Fwsp+w2+cNCoeQMCM5JO2MemD61+if7LP7EV54mg8GfFvXPFdnaaRBCLicoQqxTn/ljdvuOyMAEEEct7cV72Fw0p1aSjBScHdctk1HTVv0evb0OKti6N5wTs33d07W0Stom9vLqfnFb/CP4kC/ttJh8LX5uJ43eGIwsJGRB8zH+8Ap/DNfoB8Ov2RviH4r+Gtumg/ZNKuL8Mb+4kR3mQhSvlNyoXb79ST17foN4M1X4Z+JfilceHNHvtPvdW8KwrbXd1EItsg8yQKQcEkny8cewr6k8OeF7iwmlsNKtHgsZp5JCsS4hxKS5EY6KCSxx/tYrXGqrUqKnFxagtet9vX8GY0ZqnGTd4uVrW07fP8Ar7/xh8M/8E0tZl1RbjxB4xaGV2PnG3jiTzFLA8tyRxx7/Xr6t4i+B3h/4QXOmW/iuy1fxXp80iwWCaXazzyQQI4AdxBH88pOeuOFzX7PaV4I2jfLYlpRhiXBzhieTjk9D+XNdaPh9a3xR7rSLKdo/wDVm4hSUpwc7N44I5/OuCvTq4iUGk0odbPptporfP7zahXhSfvR54PdJtXXVXs/+B01Pzd+Hv7Jnwc120j8QT+GLq8Oo7bpItShZZYkcKwiKyAgDr2rwf8AbD+EOgfDO++GWofD/wAIeHrGw/t2wTxHby6faMt1Ym/T7WLstGBIGgLYzz39a/baDwi9pFiL7PaxxqxEcKKoUKCxGwYxjBx64HrX86/7eXx6g8S/FHWPC1hqU7ad4YlSCLy5CqmVUPmRNGoADq4Y575A61WFwShUcq7lyyTS2Wu/dvvoEq06vN7JJqPRvVK6tr1t9+h+mlx8H/ht8SvhmdF8K+HPDGiy6jp9jJLeabpenQTRuUinkBmghBVmUMOSPv8A5Q/ET4Q6Ba/BPU/Bt1HYQQ2mjgLcxWsEbme2hPkgSCMMCz8HnkN6V8b/APBNT402+qXHif4fa9c6jeXrFdT0u9upWaFLJxDbrbKzn76suACc45B4zX1/+2QfHrfCa/g+GOj3+s61eXcUDWtijyymGVH+YEkALuA749a3ll9KdWVelDkpJ3Sc5Nq1vTfe3TboZyrzglTlP3lbVJdbf8NpufgF4g8FeMLWTUJre4jWztLl7aUqMNLDFJjazDhyYgAe2a+x/F37RniL4d6d8OIfDk8qHSbK2hubZtwgkuJIVEUDIQQeSASQQCw9K840f9mH9sLxO8WzwBqNrbSDz5BfTwxLLK5V8Ec4GT3H1zX09b/sJfH74iSaVceItI0jQ3toIY5FedpgssaLG0+ERV3/ACkgnpnjFbU4zpOM4UbyWzW61Vne36/5lJ03Llq1/d31s15qyt+C/I/0W9L+IdlHaNZhY/Ln4kkZUYnjGc4PFaMWr2F2C4mcxrklIzhByQPlB5OR3x0r8vdO8fXyOC99Mq8bgZWxxjpz7H8q9c0X4vRWsQimu8YAySxySMHdgn1Ar5urwj9XlOth4KpWlLmd03d6dHdXt6HpU8/lXhCjVrONKKcVZ2t6Wt19bn2nPrNrb+YtlpEtzliZJZSFjRiMkgHk1RN/p9+4S50jcoGXk4ynGPlyOgBNfOFp8cNIiRvNklmIXKIpO12I4JHQ/wBPSua1P406heyn7CBboflGDztHHP4d6UuH/rCmqmAjCpJWcttbLa2v3IqjnNfDShyY6TpwaaV+bS99U/1PoLWrfwTDvuLu8mhhUjdaMOvQYAxxXm0nivwRZ3LpbWQmhL585gCy4yRjd0/KvE9U8U3eqs7PNJI8o+YHJxk9ASf/ANWK5SSO6DAo3y9cBjznsPz/AFp4PhHkUvrGY11GSsoRnyxitNNEm7Pq9+p6eK4ub9nGll9CU42vOUOaUmrbq9lfsvkfTreMNKlytrp2IW6FQNzZzkkjr3qZNb0+BI3GnJvc5TeF55GS2Rx0r5vsJ/EMbKtpBNKu4YUDeTjkjjvjFdPdXHjExR3E2kahHEowkgtpNnbBDAf5969KHDdChKPs68muvNUld9r66vuebU4lrVVL2lCCXRKnFLztpp5eZ9IWjw6rFsuEhgVgMDhcA+3pg/rW/p/wf07XbhHt5oWyQXAYELntn05/zivja48TeIQyxyPdwFQQA0ckZGP+A11GlfEjxLosA8rWLmDcw80AkyFR/cyeBXRPLs4pUUsHjaak9oyTa6byV3+B5yxuT1a6eJwlVR3coyV//AXZL70fpB4U/Zj0ucLcILdpG2mThGAwACw5r1R/2atDSxkjbT7O5n2NgGNPmYg9z36V8B+C/wBs/wAS+ENtvHZRalEFVHku5WBO3gsMKSTjpX234H/a2tfGWjTahFo9rayWiok6zXm0tKw6xqRyuf5da8jl4lw/vY+k4q/xwkpQfayT5l0+KK+ZrWlk9aaWAqxnDT3Zqcai782ji/WLZ8kfFP4G2Oj3dxBJpEtp87bDEMqGPK4Kt3r4s8VfD7UNH1AK9nP9lkf5CY3JfLcDOPmJH16V+wMHxZ8Ha1qdy/jK+0yEyECGKTaQCz7PkdiA2On4fSvRZ9E+AXim1s7y6udIlWxZZ4phcpCyOoDZbbweTyDxXp4TiPG5bGP1uKe61bhfta/ut99TixWSYXHqbwyk7W2XNZrfSOqW+6TPwk1P4Z6wLWKZNGvGEyh0P2eQbs/UZHUVxM/w78ShuNJuY+5YoQOOc57cn86/pKtJ/hRdWqwQWekajBGoWNltI52dV4yrhOuAO4rgfEHh74e6tujs/BbLA+9ZLuHT0ESYBGTiM7On4+1etguO61+V0oSXlJye60tb9fM8rFcJUl7/ADTpWtbmSinpZ9f0P51ZvDV7aNi4hZdp+YMh3bucA8e/NIukzLyYHz2+UjI9RX6n/Gn4aeAfC9u+o2VjPeXM+9lt/IKJE7FiobA7Y7+nSviTxTpOshEuP7CudOtJIi0UjWskcTx8YKSsuCO3FfcYDP3jVGTgoc3Vu3bpuz5PGZUsLKUeb2luiV301b2R4ckRQY2FedvI6+xz3zVuG1ZgWDHaTjbgdOn6+9XpYZC53cjdyQO+epz7elNPmRrtVdoPOPcjGPT/APX9K+hjVlJX5l08+33HiuDTen5/1+fYqm2jQ7wDuGQo4AGOM9OmP51bijyw8xiV4wBnp36n0/n+SJtJAkB5HHU454PXn/61SlgDwOMH5skYxjPXp/gfrVc0nbW7X/D2+/z2M1Fp62t/nZnY6LeQ2E0csRKuhX5gccj3PfPb2r7b+FH7Vni/wZaW+ipPFd6ahXEU6KxjBwPlbHJ5PXsO9fn39pYEbRjbx6cnHbv14rVstVmidWCuuD1zt+n+fevJxuAo4uH72Ck+ndHbhcXUoTvCbpy7rrt57H79fDX44+D/ABlNb/2ncRWurtGoQ3DYQu+MqvO3OTX0U39l6nG0bPFMhXDbZQAVYZxlWGRiv5yNI8X6jaeVPbXlxbzRFXV0ZwVKkN8uDx0Feyw/HHxkIraMeM9WjLFFdY5zHtHA5PXHPOfWvjMRklanKShLnhLo9bW32W3Y+rw+eQcY+1p+8kleOl/N36+nqfuLb6FoWlPLeRQwQHBZpJGVggHJKl2+XpWfqfjnwjpERmvdas4YxnLCRSOOOo9yPzr8qdF+Ieu31rFDqHxAvpI51BlWe8OQpBypAPXp0xXJ6n4ifxRqqeHtP1a71FPMCOySExKNwDOzlsEDnqf5V5X9mpzcpQUeXW/K3ZL7u/zPTWZwcY23eijzJtvR20/Q/RTVfix8Clvppr67t7qa4ZlkchmX5/lY8Hjqf8ivjL4yfsL/APBP79piHVL3xKda0jU9V3TXWreGfH3inwtfJI4wWQ6XqsSIOmRtwe4Oa53xL8B7W30i21SDxdDG0i5uIpJUZkbBO1dsnJ5PX1r591Dw/Npkd0p1dpBE7Ipink2yKDwQFb5hx9K2pZXgMbThTlW0i9E4NWd1qrNP8TnxWNxNGXPVwsakWrptq+y87/qfnP8AtKf8G7n7Dviyy1O5+F/7SPxj8Pa3GkxtrfVfG8fi+wE3OwPBr0LyMuQc7ZQa/A742f8ABvj+0F4Qmu7n4a/FLwz8QbRTI0EGrWVxo97IoztDXFpPNGzEcZ2ryelf1lq5ErZlcjOGIduSCST154J/MV0VjcWI++8u84AG8gAnjnB68mvZocN4ahGyq1JX820ttudy/r8PJWe4hO1OmoJb3k5f+lX19F5n+fz47/4Je/tvfD8zy6h8GNV1u3gYl7nwzeWerqVXncsPmpJ1xxsJ5r6m/wCCYH7OX7JUX7Qmsab/AMFTdO+Kfwf+EWmeF7i90W6Gg+LNF0zV/E8dzEq2Ou69oOh3VzZ2i2pkZEgVGnf5fNXGG/umtYPDo00NL5N7NOMGGaKOTacf7Sk/j7VzWoeAPAOvQXFtq/hTRr2OdHH76xgcHcp+8GUjoP515ma8Mf2lhMRhaOOqYKVXlSmo2kuWUZW0lF8srcskrNwbSlF6r0MPxFOlOPtqUaia6N69N4vTurdfmfi18Rv2of8Ag1i+Cng7xX4b+G37NN18evFM2iappum3UXw7+JGvyXOozWk0Ns48S/EnWrRdKfzyjefDEGjPzAZFfxm+I/CaeK/E2t3ng7whdaFod/q+pXOjaS8hnGlaXdXssun6c9zKS05htXhj3nlvK3E5r96/28f2bPC2kftF+Mbnw5omn6XZXdzbyC1sraOKESsnzuI0AUFiMk8DivBfDPwMt4lSV0ChGXICBQc4yBgDjkfnX57Ry/C8OYnEyljqmJrtKEk404wSjJtNQpwhKTd7c1WdSaWikk2n9bQf1qjCVOiqcZ+83vLZbyfRdkkj85fgx+z74rT4h+DdXuols7bTdcsdSmJXfII7NzdYjUkAsTGAB33V+kT6DaC80e/RPJ13+2Yr2a3inZmLW8pEUUto4PlQNGOcEZ3tu4Ar2rTfhpbeHbjT7iJB5rIXQsgZckEHAOT93v1GRg1A/wAO/F+k6uuqWR0S8tJxtS/vbiS3mto2YqqzQeS5lYc8o3zEg8dK8bOsfPMqfLCk5zpXUXot1t73fq3tZ2T6/o3A2LwGWVcT9ex6wcKyi3GSk1NLR6xT1jula8r2Vj4+nks/C3jvxF4dvVjgK+J9Q1C2jMPlm2t9VsLfU7ZTJFndERKRtZdwYE9zX2n8N76GO1tjCGdZ0jIdSHjHzpGrY7H5lBPAJ96+QfiZ4dbw38QrmfUb24vJvEVpaag2orDgtrVtNLZgKrMwSxWCS2UA4+VQWO48+8fCzVrrbYhbgS2i/wCgXctvB+5aWNmIkXoSrgpkkbQe+a8niLL/AGmX4GvNXqQoUlLXRyjHlbvburX7+p9HwrnFFZjjaWHk5YOtiKzp3WvLKakr9Ve91ovOx9eaK63FxG6RSxGMurS7hvklWRgruMEgsgYjnI9a6fxBr9tYWX2OO7gt2cRIRIQiqd2CzjJZgQQOO+Qc4rxvVvG9v4T0i81eQlbbTIpJo4dqltn3T5m5hkhVOe3J5HfwjVfHtougp4s8WazbW1vrUc95Y2trcfariAMSsFhFZInmYIVGD4BDN8qkAk/HYXLnUp06/LKSUkkkryk+yXVpfLpfU/QcXnMsJiY0abTnbmbbXLFaaybTSV3Z3/LU9q1XxFezG7sbeRZJIVMrSFWdIWbKBVMPSUtyu4ADIzVGx+1x+TYXJlmimjT7XfXO0RopDLl1mU+RK8TxknO3K7hnJFfMXgz4sjxFLIdPvl0vS5Lplubydgl1cBgDAJ5GYERrsIGVUDdk4zT/ABT8XfAOi3q22teONKkeN4/tEV9r9laFSybS7oLks6CTh1B4HTGK954XGOfslRcZJJtKLcltrotPS7t1Wp14WeFxShjcTiFKE3ZSlUUKeurSbkrp+Vlp5H1pZa980+lw2BuII1m+w6lbX9sbe5U532zlzggM5yUxgAdTXlt1cyaDeJBLHI1pcyiKOHDTtA808jOpaaQ4KmTK9FALFeSBXkfiT4i+Bjoujz6F4m0UyFI3MljrVnNNI8iIqiMibDIXC7QCTh+etZ1v451O2t3vbiKbU7FsPc20pErtEoUyyQThiIplUcDJ9COtNUK8GpK7UvdcZRtdp939rXX1Z0YzC4blk4cqnBc8ZxmpuMWtLpNpR00+9n2z4N1yBYhLDdw3ckChCPOiDMcMPuEbVGMYI4O04NexWfiSWXTDFKkMcMoUlpCHiiZyoco4UBmz74PX0r87NN8V2kcmn63odxKbCcQ2ZhljkX7InmLH5MxDbWwXIjUDBbHIzivpnS/F8b6M1srxuhBuHZMhg6MDJG0RP7qRhsIB6d/Svn83wFSUlWjCyWj7xS6P0/4Bpl+dU5QjhsQ17aFkmm7SWtmvW2uluh6V4i1CGNGnhc+aNog2bwhfOA7EAn7xDADGRnPFfL/jjxhFbQXkrzvI1u0ltOXJxMF2kmNQccBwT3y3oK7/AFvxJ5ejT6jbXTwMUlZA/wA4ZXxHtKYO1OD9AxPPFfB/xQ8YR2dlcqdzSzTllVpDuwWGNzHO2M7Nx5zgVz5JgJ4zFwoxTfM1t02vfp/wWY8Q5nDLMDVryny+7da77Wtvte55p401TX/H3iGw8J+Hd73+tzPBCV+ZrSyt1bz76VlJwgU/LyCzMoGK+jvCfwo07wz8Pn+2W95/ax0+bTb10KGC1uY5Wj09ra4K5jtSWDyKeWfdk5ANePfAhb22sdc8a28Uz6/4oZND8NusAuW0jRY5CLjUoUkIBleTeVzgYCs3FfTH/CS6vb+HvEWgakL2WAQWmlyT3MEULy3nmRH9xJGmJZdhdyyZ285wM19lnWIqQ9jlOB92hg5xhOUU25zsufyUbyUO91JnzHBmXUn9Z4izWoo4jGUnOEZ2XLC/uWTteTinNtLROKXVnhf7SninXfB2lWeo+DfKlMl5bJLIyBWurGyiSytEBOW2SMgfg/dcdQRTf2efD+kfE7Rdb8TfEvV5NG0oIY5dK0+7+zxlwAr3EqwurPJ5jADoPl56153Y6N8S/i9N4r1b7NZ/8IhZapLY2QM6Si3jswbe0ESrlQVjUNnjLdTxXZ+GfgXd+AvC8/iI+KpdT01pZLzVtJZ8pJGGjIRFVgNu98AdGKE+tfrnC+VUstwGBjXwixDUeeoprepJrTzjC9rLe3U/B+N8/eeZ/meYKr7GlVn7OlZ6eygrRb396e/q2j6Y+En7OnwIj8enxZJ4qudRjtoGi0KxmvHeVHKfvJNpkLFy2EBYsvGRyc18w/tjeENSbx7B4a0TUC+nTSC6tIHciSGSNsxyK7c/KdhweCScdawPhH+0J8L/AAv8ZH17xFp99p2hadYm20+yG9YJLyJmEv7ti2PmjTGB349Kzf2mf2g/DPjnxrF4n0XSNQtrNbXybK/hWbylO1PLMzquFG5VJ4xweelfS4yGWVMJaFLD0K1KrePInzyT1lv0eyVtPz+bwlTGRh7bmqToVo8ru7LolorXtf5nGeNvin8VPCvhPQ/A2u6UdS0VJ7ZfP3Au6yBUjjkBBdOQT1P3sZrjPjN8X/F+o2Wh+HbWwbRdOnsLeMW1o7lZ2dBGUIHLt8uTkd65fwn4n1rxlPq83iO+nutMt4JZbWSdXZYG3Eq6ybchlwCByBx0qv4D8a+Hh8T9EbXYf7WsbaVoYvtbCSKOQSLGWxg8dMcd+mDXzOY4p4DLcbWwODljfZQlUjSg4885RTkop2tdvRP8z0MHQ+tYzCUq9ZYVzlGMpzvyWbUb262T11/Iyvhh4q8Z/DzVn1A6YxgbyJttxC67wsjSKfnGQxJI5GDke1fcfw8/aAtteWP4Sax4fnvNW+I941pp0luD5cLXaSMJXVFAjiWPJY9Bj6V4f8VL6LWL6+1fQ4rS1022ZFEKhVDCQHO8H7g3R5Axxu4rzP4T+OdV0P4weEvFsC2rNoepW8LyOy7LW1u540meN5Adu2LeRxwOlcnDGaYrMMFhsZmOEeAnUadSmvedJTSum3a81F2a01R059g54DMJ4LCVo4ijZqNR/bS7JXVk16tep9Ead+yVqi/Enxl4Ll0y6tL+wt7bVLO5ufMMcdremRPMwDiVVaMlgcAbhyBWT4z/AGPYfDfhnXNa13xI0bw28k1lYi8t1SVxG3Hlx7hIcAAKSO3ev6Yp/iL+yzpvge0+KeqS6de69qWgRRazd2dr59wkbWqu0bSBTtKK2TnKjJPNfyo/tXfHW31P4s67a+CNZvtQ8DXNzO1jb+dIIovO3jZhcDaMgYxxk17uIw2Gw9VOhPnqScknzO/Le8eZarS/nrZdTzoYurVouFVNUaSTs0mlLTbtdrzPjTw/olu/iC90nULhbe2eVnhcFVO+N9u0Ht0z+f0r1LWLfwnotvCtyn9oahvCx5G7PylVIZh8zdMDpx61c8K6H4QurWLxJrwdpmuCyxqx3K4LMVKgDHHTOeucVe8e674MvL3SoNL0kqunz20tySCGkSIq5Ukn5gQGz2NcdaMnLmW1NX31k/Lp9+nn0MK+W4xYTB41Yp+xxLtaFTlUPespVI8ut90r/I+h4PgPrsvwv0TxjHpkMVrdItw7TyYWGGQNhYkyfMnePHyAALjHSvTPiE3hnTvBfhrU7HwxY2d3oywDz3UiG4McaqI3ZVK8AuCxwCW/Gvc/gZ4jufih8PrfR7zw1qj6Hp0MaWFxFazGKeQIWaVM8BdxCKcdF3Z718NfHzxV4r0XWfEfgGHTG/sOG9V7WBv3ctsPNCmDGfmHQfXkjivyrIuMuK8bxPUymvgqFak7yqwhCpF0KKkowTq1I8sq1mpyjG6e173Pucfw9kOGyeOLWMre0heNGo3Fxq1HHmk3Tj73s9HFSbT2Z43r+rWutX1ze2NnDayXcmwW8Q8uMursqj5v4Txz1wOtecah4z1XTpBpVwFguXm8sEcqVdhyDjAGAMV1d/p2sWVg39nadLcXl/GHjkMnzQMSjMo4yDvUEn2qT4Y6Wt34zsn+IuhvLbRW1xtuJcCN5trLE2T6NjnBxgV+wrBYvmjVeCqclaSjFtSjzSfwqLtZu/8AwD4H/YqcfYLFQnVprmaupcsX8Te9u/lsT+FY401PU7/WbP8AtqO009JIEQMY1uZFkYYUnDMQMgevXivoPwP+1V49sPAL/AvwP4aubm68Rak8VtDAxS6jS7mEjJuH3FBZj1AAHrXI30dh4S0vVpNCtorwX8zvIJAGeBEJZWTAJwMqABxj8q9q+BXxJ8A/DZ9G8d6/4L83XYGaZZ5reTEskbNseMbAGJ9AcflXZRy3MoYmOEnhHh8TOm5ck/clytXbvK10159GYVcdl6oyxUMQqkVNR51792rWXu63+Xl0PoD9mf8AYh/aa8J+Ibf4gHRoIZfEIjbVIr28mkmiVpWYMSi5P7txjnvjoM1+6/hD4a+JNO0uyXVRax3Aij87YhDCQABuTzwx5z36V+Slz/wVh8UJBHdeFfDMI0i2/cFJAFJZPlLIuxi5DAjGRjA6Unhv/goF+0P8adZj8LeB9Gs4tSvopCxM4iitLd2WOSZ5EiycFxjAJJHGK7sv4fxWY1MTQwsU54OyqJzilG6Wq/mT7q+vkceNzSlgoYaviOZxxavTtFu+qWtr2d9LOx+yGlWul6hc3VhZ+IdPuruzkMd1bW1xC0kDDOQ2xuDkHP0q5qv9geFrKXUdc163srSP/WTTzqMbuAq4bJON3A6da/Dy2+Df7YHh/wAQeLfF2heIX0i5e3e81FJrm5ng1Axq0haC3Zh5TqoZcj728FhXn/gDRvj7+0KuvR+KviUND0fR76706dNQkcpe3tsmJY4gsg/dBmQFiT94gdDXdgOFMxxuGxNWEI0qmG50oTbUpOH8ulrPu7K3VXMcVmlDDYnDUZOVSnX5X7SMbwgpb31vdLf7tT9z9S8b/DyDT/tS+LtIEE8ZKub2PcwdCc4LZHXgenevwS1j4VfBPxD42+JV/wCLdUsJ7m98Z6hLaT/eMtk0g8oIQSdrKjY9d2a+Uddg+Ifhfx3rfg7WvF9zc6Zp0lx9muLe+uPsix27SByA0mAvGFXJyMV3nwL8W+BdD8XahqnjRG1sLbta6NFKGmSXUJJAHkbO4F9vygnpuOMVrk2R5Hj6PNj88WX14NxnTlC7g7qL11UtXpy3d+yV1nmWNznBVeTB5Z9ao1LOFTmspJLmu42926XXT1bSOj+GHiLwj8FPjnqk1jbSjwvdptt1tbdxcRpbOPJdV25eFk3c+oHrX6e6H/wUV+AXhoWtnqej3t8ZGWCWaSFpRFM4ITehTEXIHUHr9a8T8R3Pwym0+fXk0LTF1v8A4R64mhW1hhmNlDJFtSa5wv7sCR0BJOMnjmvx98RXfhjWteuxdanHbW+mX91dS28cqoszuznA2nLbdsYBPGV4GK585yvK+HqVWCxrzPEVnKVKVJJqnC0eX2sXf3pXfupq1vPX0MtqY3OalCTwywNGChGpGq7Ocnfm9nK692O97NNH71/Ej9v/AFXwdbwanb/C7U7Xw/f4l0nVJ4V+y3EU0e6BhKjbVJjZSAfpgV8ua9/wUy+IFzIy6NoFhZtImY/NeLdjjDtHtzg5PTI4B5r5g8XftX6br/7O1l8HtYa31vWbSe2Gga9AiPNaaZBAIYYJGWMbXWIIGIzudM8VxXwn/ZK+Kn7R9lc+LPhpMs8XhG0La1Jds8UN8beFpDZ2SgfvLkxiME8BQO5r3MFHh54fK5RyqtmGLxjhTqJc3uVGk5aRte+8bO1t2mnbxMXh83liMwhDMqeEo4aDnC/LeUeZrS7d9ktr9Uf2epqJIO1z16n65IBz05FXbe8lZ/ldjjHTOD15Ge+RXJWp34yTjAA54Az0AP0/Wuv0+CA7SztuUDjBxz16H0FeZUowhf3bv0/Wz/Sxy0sROo0vh6X6fL8f1Ot01ZZ8ErIQwG3buJxxxxx1z+dej6Npfy75IJCuAN2CByRycjPp+ua4Oxv/ALOqokgCgYzgd+4J6DI/wroLXxBdxoYkvNsbHJUjtxggY4968urSqT0iuVPXr9+h61LE06dubV97K/TfU9AfTIkyVmWNgFYZxkc4OQV6YpF0lZATFqkDMqllRxtJIGCuc8HB9/pXIf29K0iySXUb445Xhh0OcH/OKV/EFoFcgoGYHG0DJGecE/d/CsYYSpfb8DSWOp3tFq/qeueFtXvtGPNjFeMrblYFWw2QOCTyP8a+jdL8deJNX0mDTz4ZZIkIzNDapJkEHGeOa+F7bxjZWigk3MhB4WNyq56gdR0A/Sui0f46eKtAnB024lEORtilw6/KOAc84xiuTGZRicRBujQi6q+HmbivvT23NMPmuFpziq9Vqm2k+RKTX32XQ+tfFOnW89rYX2o6Lc2sEYPmzS2IRXckdSU6Y6D2rwDxHZaHLezy20iLDnaVeNVzkdEAA4z+tYWs/tA+K/E9mNP1a8zbfMRGqKgUkk9hz+Nc/ZeILe5KC7mVsk4BGTkn+I456j8+tYZflmY4WgpY1KNVN2VOTlHlv3avfv8AI6sXmOX4iry4JudNpXc1GLvpfZtW+epLL4fs3JmWYxQnOHK/XAU/l1resr+OxsjZ2Op/Z04ZykjKzsgyoJDDOSD+WOtaMTaPdWPkHVUWQ7mERUAIcHGD6YpbHwZo93hxqMe4qXwSFUNntn2P611+3jNNVJSSi9nFu/nqv6/PF0XFp0oRk5LW0lptppex6doOs6H4i8Nx6Z4nvba2fTS8trcxqonmfBxvcg/NnGefrX0Z8FvDHwrvLC4bxH4rysrqgt5LzyQsW7gAK4xkA/rXytpPw/0adXgk1ZRM3+pZtvlbj/fAbkDPr2p+ofD2zsnFqviqHdJgSeW5VIy3YFTxgGvHrYOhWdWlDF1KcKk1Pl5W4rZu1rNXerXNud8cXVgoSlh4TqQjy819Xta93bRabbfefrp4e0j4I2ca2mj+IdPTbtGxdaCtgZGPnfgEZz9TXrenXfg/TrYQWWqaUIDk86hbSFj3yzSZbvX4cw/B2WOJLu38cQqGVpMi6KtwCRyJck5z/nisFNB1K3kliHi64keFiVZNSuEDEHjaBN6/yoo5Xh+Zyo4qKkt37Oaeu93d3+/5nNPG4lKKnh7p7LnVumy2/I/ZDx34m+CdgSPEs+j3k77nW3VopmlKAnovGMg8dK+QvjB8ffgf4o8LXPhiz05bNrNJI7craRxhWQFFWJkU5XJ9e/NfDt14e1+63agLqS7SIbDPNqLTMwwRkb5Cev8AOuDvtEuWuCsskQY8spIOMnkls8nr+Ve1g8qw3NFzxTco66K1nf5/meRjMxxCjJQwqipJq8le6066FC8vtHhnuTaW6tHKz7WYKSFYnHB/D8vwrnJXtpT8sSLnK5UY6evHA5/zivR4fDOkNAftVyC5UdD39ASeT/nrVU6BosUjI024dN2QRk+g/wD188V9dh8VQikkpylFLXV3tbvofM1aNRtt8qT6aL7+v9bnmr2cHUOcnpxjGcHt7fzqIWwCjnIJznHJH9QOOv4V7PHonhySFVc5cD7+ABxkHI79K6TQ9E8FW0ySakqXEK9Yy3BJ+h5Prz2rV5pGEW3SnKz2S3v+HYxWClJpKcIxe7ctOn9abnzzHDEh+7kDGeMDJPB46cD8/rVl54XwMAAcHC85HPr1H+etfRmraf4Bncmyt47eMsSFyM8c5xn8/wDOMa50v4fJbI7A+fn5trcEE4zgdsgHHYCojmkZ2bw1S76Wv/V/+AU8FKLaVaDS1vey6HisGqNaqAgRuedwyef5H16U6bVJLht+BGRkDbxgYz+J616BdaV4RYF4JWUZ+UFjx6gY68ZrCm0nRlJK3ChBwPmB4znHJPerhiaM9XSlBvuvQl0asPd9omlro9fU5+LULkYHnyEHr87A4HUHB+vFdTovi690WUT2TPDNjaJU+8TyMZPUfWqMdvoUX+tnRuQOGHOMHkeuB+tSC40NMCLdIByeCcjr178A/n0qZvDzXK6V4/cug6SrQampqMn/AMBHRXvjnWdTUCa9vWUnc0bzylS3GTtDYHU1QW71XUmS3jFxcMxwoQO5Jbj/AOJrNGsWFtloNMkuWGSq4wSBk8LjPfivAPiF+1R8R/hjcW19oXwnF/Z2utafZvPJOkIeO4uNjOXkBAUcZ46AjvXFUqUsLFyp4a7Wyt1t1stDqpwniJJTrWT66u/p9+x9m6D8MfFmtTwW0GlXvnXDgANDIiDd3L7flXHf+te/aN+yH8VL0LKlnZLGwVvnukBYdduSAM9f614/4W/bg+IWqT6VbzfDK10SNdOt/Mv4SHWVniVmeLagI+bpk4wPrX0Fp37X/izRrKW5u7yKG2hgknkW4iEgijRSz4+YZwAentXlzx2d1bulQhQtpaS813sv0O+GEymDSq151X3gkkttNmTT/s4+LtMCWT6M4vkZcstxFIsmccgoThTj8K3b34deHvh9Z6Q3xE1e10Qa7dxadaNcTQRr9rmAEcLO8gOd3AwOTwK/O74+/wDBZH4afBHV/D0nibxRd6nL4rmuYrA6VbvfCOS0TzJ1aGz3eUioy8txyea/k9/4KQ/8FRv2kP2oPjXdaT8KfHHjbT/hXa3Wj3/hzTI4l0y8fxFp939pOpWMvkicwI/kfKzBSY/u4JFebi8dmkKajGpCdS6uk3dXs7rytbqt/kelgstwVeblClNQtdOaXLp6W320Pu//AIKHeIvB+kftWfEnwcNTsf8AinBpWpNdfaUZJ7O/RpI3UKxyAq+/XtX5i6h+1T4e0/UNR07RIob+20S+RNQlRsSNbqELuitywKhjkD+VfHl/4+1jTfjJo3jD4oa54i+IXjjxOtraeI7fVJZLlpduI7YSRpx5canHTjmsf9pXULbwzr0OtaX4Vj8OLqFoxYRooW4t5SSqyH+N9p78g8AV4dfJqWNjWxNep+8i1eNt7u+vRb97trofUYes8MqdFU7q2j6LTTz0897dz9FPi/8AtMeH7DwRoWreFpku9W1GyWWzs4f304cqXaNolBOMnBHXtwa8y+IX7SeueKPgroc/hrSrr/hJ5Z4V1COFWSW1eFh5hmUEbB8pyCM81+Tfhn4v3Hw/1DS9bw2szXYaGHT70GaOzWVyS8MbA7MDB4GflFfX3h/4k2/g+ay8QRQLrw8Vxtcy6dKiNBbSzAybUiI+VduevJJ+grzqeQQpUpOmo81OSneb91K6WttZei9blYzG1XGMMPGMq0/cjdNpt66tLT+keiH4i33xX8JSanf2cula18PrvS7C8uU3lp310SwBN4yARNYxuTjCkAnrXa/DzxUXlmW2nLXJljZ7RJgYkebzZ5ZmKY8qNFjCkKvJbjvV/wCEkvhzxn8Ifijd2Ph6PTNRfWLaDWEbywJtSbTr+9sCpB+UhXOCMEFuMHkeY/DrXbXSdZtWWAIuo3Jt7q32r5gnERN2Hd1JdVaNGA7+dz054M8w9GWFrKEY1ZUoX934dUpX11sndbdGfWcNzrYfEYP2knT9tJJ77pqLSXR7Pvrs0fYviR4/E2k6bbtLGrR+VbX8EzFjeqURJAzKcx4UblAwGIwRkZGC/wAGoNWFy900d1b2fly2sis8MltvMZNzbyowIl3Rxnq20p8oGKXSpoZdQO0YjuyysuPlI2/KVY/6qUnHfknjjmvSbS41i1iW1Fu0Rm+XzbklUaMNt3bh0UKV25+8etfjWIxuKwcYfV6vIottfCnq9bbPRpptX0fyX9A4HA4PG1ZyxNL2k5Rindtpq2l0+/ayV0eHL4B0XwxeoNR0nTdb0uTEQubuyieZY1IllEhjRWlcyMQWOTxya9N8Nfst/CD4nW091N4M8PXF2Vee8SOztGkt4pJYo0l8x4v3qMZVwFJwDjsK9Ufw1Za7C6TmCNkQjzWzhj5YYCMBcEGQDJ6YY56ZrybWF+JHw1A1Lw/DaajbkyqINOvJ7K66MWWFWRllchYlVc5LOMYAzXp4DPp46MKarKhjVpe/Jzqy2d7KW19VfXQ97DTw+S1KixWF+u5ZJaRlSVaNN6auPK21Z6Kzat8jm73/AIJ6fAeSx1G/j8JQQrbzSGTyJJbVraNFQGYhJAqIGLngDHGB0z5Re/BD4d+AYZItE1vxfpohDRJaw+Ir26s1PzBXht72WWNvmUY2ryJMdq9ztvHXxl1my+wjwzrcsNzLPBdB9S0tlgnEayA3CxSn5NjgZO4lkKkAjFZNn8NfFOr3c1zqciwMELiOUm5ktzjAaNZAoVwExnZzkdsV6v8AaWKw8an13Mb04O/L7T2jdrfZu0tt+z+7LMsRw/j6cI5Hw9RpYiomnUhhI0FFPd8/JDm1e2h8teHtM8Z+Fta82C8GseEtSljNzpOqARXJHnoXaOS2CgAEAFiFySOmK+gLG/1az8UpJYNMdDvLYWhjlDlXklgTbucQ7BJCyMSc7mXByeFrv7Xw3ovh23uy9tNf3auWmmugJdxIBcpETtKsCeDjHcdjh6jeWlk0N5bWwtxK7BY2m3FOA2wLu2tjcw427QxHpXl1uIljJ1acMOkqkXC9rc97au32tPistN/L5V8MvDxo1p4l3oTU2nLWFr6Re9rbwTsnt1GeOfE0mlaB9lWWMWsVlKbhypZmb7m1fn3BgzDO3dx271+c/ivWX1q9k0ue/mjXUbpLawj8wx4ieZsXtxk4aFdsmPm5WJm6EV9E/GPxRNHpd2kL7IwjxCGKUAtJctHiUv8AxTAJJ8uQAvqa+UCk09tqWqSxQzC3s5LTTwIlZn1e8Q2xSCUAkJBbebIyn5dzgAAgmvs+C8pjRpqs4r2tadk+q13772u1sj828QM7nXxMqEZtUcNC7W90t9LtbK9n1aZ+hvgLxV4T13wXpQ8KS6aNS0G3t9AuYozHttfspSF7p7cvkGSFQysQM7upPNeI/tB/E/RfBulaxbxapNN4i1q3uLTS7eKfYdON2qxXeoxRK+EAXzQJFGS7qoOFavTrD4B/D7Qf2an+IOhaXr+jeL59LDXXiPTb25gmkn8hpD5pWQB4jKW27h8ua/OQ/Cfxz8UbGVfCtnq/jPxBFIxu7ieZ5544t+2NpZ5GIU4XhRxzkV9Dh+CKWX4/65WxDxGDxE+dRabak3dJ1G9Un5XevmeNjPEnEZrk9LLsPgvquNwlP2cqilaMoJJNxpcqd5K1/eaTV0jsPhX+0Lqfw/09vBsMxez1GQTODK0mZJI84k45O8hiT3Jr9I/APgjx34p+Fmr+IpZEutG1DS1nS3ZgDbwtFOzYydw/gY9fvDFfkTL8BPiJ8NIm134keHb/AEZi6pYC8wyMi91kB4JYr17LX7JfBn9on4c+G/gYdE1TWvs99P4ckthBtzvujamMqAW+bDEe/tmvsKsknTk1elSvy3k1rpdpq17X2d119PzqftHScaek5tOSST9zSyae2vZXPxj+Jl7BYeKXsVCqbG/+YRrtZTFKC646t8qH1ya+xNHsdI1v4T6jeHTZ1sbfTIG+1XNqwT7SRLM3lSGMBlPTAJHQ818jKNJ8Q+Otcu7tZJGk1S5ngE6HLQyzsyuoI6FcYA7V+kXjL4leAf8AhSVr4L05Fh1J7FIzHBAAXkMcQUDH3zw4xg5J967lk04YejjPbQccU3CFnd30vzbWtfXfe2h5dbHzxNSOBUZwp4KSqzSVrq2iTTTab1tZrT1t8daTqk1ppn9mWFlbppFzYSx3NwxAkJYrsHAzjg/99Y6V5JovgS5s/EUdxDqVuUmna4SFzsaOBZllyMnO7apHHqK7jT/D3jyS7ksI/DuqzaeLYzMsNjcO8cAJdWcBOuAMgepzXO6dY32sX+o3Vpd/Y3sYpoSrqUkQqMNGqPyrr3HXPFcWIwEKMsRTp4hThRhLmnsrrdWdrtPRd/Q93DY2rXhhp18PL2s5xcIJ6627K3K0r9LGl470nWhb22m6TfSXH9oSK9yIpCoBYkEAk/MAgCgHtzWX4Y8BeKdPv2mndUtLuFIbknexDbvlZWz2xz04PtXb+GrS+j+yG+uYZJVdWV2YCWQbdpZd30X3zXqckwWDDOEUKFySBhiOGHYMMY+hr9H4H4LybO8hqYuviZVKjnJONNxSvFK3No3fy020PjeNeIM7yPPKeGeF+qxcITg6kXfll2va6b67L7js9I/aI8XeB/h9q/hGaDTdQ0yO2l06GS6DyThZU2FxliN6qwAIxmvleP4Wp4jsbrxQZHk3yyXEsaBUigaZmfaE4JXZuIx6ZrpPHvhuYzWthaXBmbU5TLsG4KTsjkDHBOcZbr7V6bpKxaL4TGjoLsPdxRfarg22/cr/ACERgtmIo8kiuAMjqARzXyddZdUoY2EaThWw8+SCvabUW1KST0bdorXzPcw9LHrEYSpWqKeHrU+ab+xzT5eWLd7rRtnzXZzWlle/2PFLbNHAWZo55AApByDyfmbAGfqPStvTNFtfEF1evF9ieSJXaSQbSgC8ALx8xzt6en53PHHwg8PxeEtc8S2up3cHieK5kNvFDJIFnjYs6sQ2AyFBgjqDz0Ir6w8J/CT4e+Fv2W/C+u3soh8c+KpLS5vtQ89Wmit7pySjOWJjRIwu0YGSSx9+TA0oUfbY5U6cowo+0VOouZSbkoWfaSfTTv2PVxVd1cLTyipTlFKr/Fg2lGK192Ozu7Wb6a3Psz4aftafCb9n/wCDPh3T7izs9T1iPTRYMsMIZI71YVVSW9CwXLEY7d6+EfFviXw18ZfiHZ6zZII7jVNTa91CUY2yJBOJWjOAVyxLAKvYCvqD44/s/wDw7n+EHw/8R+HdMTUvK0yE6m2nOkzG6Kh5XkET7pnOE4IyCCe9UPhj+z94O8F6BoHxL164ey0mHVNIutQtyUE0ESkX8yvERkIbiOKNlGMR8EV5k8bg8JjXg51aEa2JlBqMnFPlajLlg2782nqkrHnY3MMLRp4f22OVGd5UoQ9oueVblfKnBu7undLZ72ON+IXwXuJ9Qs9P8MacbbXLqBU0/SJleC4viqJ+9VdmFjLMBnhvmHHQn5C8RfCXx1b3Wq6Z4lvZ9A8RaS0lw1lMNnlooZgoYoPl2I4AB/iANfsx4y+L3w08T+Lbbxh4HtEuvEnhHSo5NMu1CiMrCEjaRxnAcgjnGfk6ZFfn54+8W698RvFXiDx54nFrCFSVLy0hdopJRbuwj3gEArIysSOp2ds4r6HHcUYvNJ08qdT2kadTnoy5lGnBq0Y87itOX7PSzZ5uC4cwmT0cVmVTFy9s0nWpNc9adOSvJUqdruMtur29T4m0v4jp4R8SafHc2seqxmCTSr7zk3qGlXiWHcCBIHzz1Ga774o+I7qSbwxpEaIscbK4jjLMZY5tpRDjqGMg28Dh+K5nWfDkHjTUrq80Ow+zQWFwlxcRRINzeW24mRiNsUZBbrk/LgA1wWreLpY/Gnh+71FZTFo19aJPFLuYi0gdYyQGUDCr068AcdK8nN6uZYjMqrxeI9tUkknONROPuJJONtXFrR7L8S8ro4Grh6OKwdOpRw0vejCcOV35rtTW8ZJeWvyPtHRvBUfwq8F3Pirxr4cj1PS9WaaKw01ImkvIZI0Se4uI4Qw8qEPOVViNzMpYcAGvPP2efjfJ8N/iquvwF9H0i8vII5HuUKvDp4vFkk2gj+GLdnP19Kt+NvjFdfEjU9C0WwkI0i2MMFpESGSeKYQoSxP+sddrc+rDjit3QPhBZ6R8UfCz+MtIm1LwlqBPllIHeMTzgGPzQikEDO0ggjkUYXFzwCqxw/NTdSPJOXNr71tb79FpeyWx7GIw1HGzw+JrRU5UW3CNna2mnbre+97t6s/Rn9qD9u3w1P8ADpdL+EmtLqfie4tDFdy2824Q+bEQ6uyk7wQCTn+Vfnh+zz+2NJ4L0rWvB/jPwXNrl1r11eG21BEby7Sa7kkllkcgjYFuH3buGwAOwrufjPpfwy8J6r4j0jwxoFlp4v7Nfs0q+XE6yiMRKOUBRd6lsdyDjgV8tfD6wsr+7ufCzNDJrGqyJb2Tbczia4lkjxFKGyD8pyeg4pyz7MYY6tXU7SSUOVK8GuWyvGV4yt5p6rQ4cW8PQwmG9nhHinKqk0tWlzxjOTurrl0ejel/NHZ+N/HfhXWNP1yK1tGg1zUXuRLffvZRa723IiyljtO4qfcDHQV8/eFv+Fi3V5p9hpOjXOoRy3EkNvcWdu0s807H92IkVcu7MOcc9ecCvqbVfhxD8PL6Pwlr1nE9w0bXM8k4Us/m7X3bsfM5D8Z5AP0rvvgl468OeEfijoR1B7XR9I06HUZ0nljRoEmt7Ui3BJGEDySEAnk81x4fDwlaU8TywqOzutYTbV7bWSXdmOM4qxVXNYZVRyj/AGqm425XFRnhlvUdrrmv0td91sfM3hrxr8Y/C3/C0NCOnXt9qmtaLa6TNDqAla60xUuJjDDbxyqdhaSUcDGSgGeBXw9rsPiHR9ZvdP12C6sdXheRLyGckSByWDKwzjOQR36Gv1h8e+NdS8ReNvGXim2l0+2hnuo5Yrq1WGJZYre5LxuEQ9SqLgdAe9fFHxq8P+JfF/jfVPEmmaTJPZ6iFnWXafn3Ocs3BwMuCeepx9eqlp7aip88aLSjp8Sd25Wu/K+97ux7GI+CjWalGVW91K1k9Fpbe+vojxHwDp+rarrkcdqHkhiUPcIDyI88tGG43Ac1/Td+wd8ZPhZ8HPhJbeCtI1G51Hxd4kae/mj25K3d0S0kc8ka4CoDtwf7uMda/nn8K+DPFfhG3bxHqUa2lqjW5bZy/lyPtclgR0Rh27+9ftV+w3q3wqfRxq+t6josGsWUsgSS8uII3uAWbazFj8jce2ccda78Fjc0wuKpYehONGjN8/vx22jJ7rWz0b0OR4fL6lOeJqQdSvTvDR6a2a0tqtLW/I/ob8N+J9L1bTbbUI5wRNEjsME7SVHPA6EHIrtINYslAxcKBwOjZwMHjjpz61+Lf7Avx18aeIviZ8QvCXiyaeXT76Gw1vTbC8njkj8OWhjW2tbCxA6iQMZHznBPBxX7Kx2EjYZY4SDg5wMYIBPQfNwR+de9Si506bqyVOpKMW0+iaTXzs1p3fkz4qraNSboXnRUmk1e10+VrzSa32aOiTXbUYxOpxjGCAeoyMEdeP8APeV9esYo5JZb2KKNEeSZ3faiIoy7uxI2rhTk9sZrGTTZVwfIixjjIB7ggfX26c1wPxl0DxBd/CH4jWvhbTRqPiO88Ga/a6JYxOIpbnVbrTbiCyhSUsAhNw6ck8ZzRKNKnHm5lpf5/O7/AK2CDrVHa0kn+WnzNDQP2gvhP4q8Yv4B8NePdB13xVHZz302laXfQ3k0FralVmlm8lzsVXYA56lhmvWBd+Y2BIuB/EWwRjrxnp/PNfhv/wAEyv2I/jh+zp4/134hfGnQNAsT4o0EaJpa2V++oapZ3VzKlxKt3M8YHzlQCQWyR1r9yo7NFwHhXjAxwuCDnOQPr78VnRnzwU5Q5ZSb93W62tvv80jSvSVKfs4zc4rrsnte2+n3/MljmQ/MZlB3YIJxz0zj64/yDWhHJbZHmTqo5yS6KDuxxz+NMjs7c/egU4xj5ueR1yfbH5+1acek6dcp5NxEqo6kEhiCFzgng5HJH/6qitW5E247dvQ3oYZVJRSdtt/lv+RmXfiTwVo1vJdazrulWEEKFpZLm+ghCqMAkb3Gecc1ftfF/gW80+81HRdWg1dbCHz5E0u4iuS+E8xQjRscsRt/PgVm/Fn9kf4VfEH4VavrPiC+sQhfSLOSCe9khcRXWp2cUi5SUbSVbjjnGAecV9zfDz9iT9nX4b+GYf7L1Gx0fT440aUW92hEzNGC3mLKzB+CfvHODjHAr8rzjxPyTL8ZVwMo4ipXpy9m1ClUklP+XWK/C/lc/Uct8Ms3r4ShjqtTD0cPXhGpHmmnJwltK1NT5Vo781rW1sfnrbfH3w43iXSfCj6P4ig1DVbOS9ti1jJ5RhijaV1ado9okCKSVznjivrX4I+Fde+OW7/hCI9UVRLPAZLu0eCGN4GKuJJSmEG4cc89qqeOW+E2hfGP4UWWi6BHqsUEviJXuikapfLBprhEYIAHXA4HQZ719aaR+06Ph9oSaR4L8JaP4YJnlkeYRQLuDnLERwgZcucnPrVV86z/AB9Cl/ZmUzw861nz1VTvCDSd3Tm4ttrZO3LdXTtY53lOTZfXrrGZhDFqgmlGm6iUp6ae0jdcsW3dr4rWTV7rjPEX7Kvx/wDDEX2iNLS8tRGXeWHUETydo/iLr6fia8psfg/8Xdd+0i0086g1vc/ZZvst5FOyTjqh2nhhjB9xXW+NP2mvij4yWeC48YXNnaSjabWwjFvGEOOAwORkZ9M15l+xl+0pP4K1T4zabr2t6hq93Z+PBJZpeu8qW9vcWscnlxmXOE+YtnpzgCnmGP4ty7A08TRwNLHV51IwdOFNSqqMk25vllTg2mlomlrucWX5dkGYYueHr46WDpKEpKpKryU+ZWainKM5Lm2Td3fodtqnwA+NelWUkt9oOuRRom/CTrJGVA6hEbkBR2rwu/0rxJp0zx3VtfxSxuysrs6nK5Bzz1/wr7/+Jn7YVldCI6X4gtra1+zbblbxo4I1Zj82BOy8Y9sV+dnxf/bM+AfhVZL/AMZfEfwvpsgIDL/aVp5zyscY2hsk7+B7mvUyDPM+xMfbZjlP1WjU1i5U1TqK2/PTc5NX6Xd+ttTgzjIcpoS9lg8yjWrQ+Llqe0hrZrlqKKjK20nt2uWE1bxHCv2eJtTKM2PLE0hVn6jjPp+tSOni3YJpdL1Io2MTtG5RuODvIwenT3r8/PiJ/wAFTfgZ4ahkbwlr1t4mu4ZRJCNOCTCRFfLrvjU84x3rz3Vv+C49w+jronhj4aR3iEELdX01tbYYpjd8zsQATkZXOe1fT4jNa1BU5YXCUsRJyXN71nZ7tNJ3fSzt5s8PCZNRxDqLF4uphoxT5WqfPeWmjXMml3au/I/T5LvXPvG3uMY5Lcrnp17EHPpTJddubRS109rbooBYz3EcYBBPXe3y4INfzp65/wAFI/2kNffWLCw1LQ9Ggvb26vYGhieWe0guXBjt0YSKr7ARlscnnGOD4Hq/x1+Ovi6a6TXfib4hkjkG94rO7Fmnzknaqw8hcdef0rthnEHFOeF957pcqSenrc5ZZDLmcViE0no2ndrTp/weh/UkPibopuV09dd0Q3TcJCt7CXbIIxw3yk9v/r1zN38W7KHWF0ZpEMzOEDJMhB3dGAUnIz79q/lvTx14w0qwmig1/WBe3M/mLqsup3j6hAygEGGQy5PXpn8DT/AX7S3xX8I/EG21t/EuoeITYxputNWZ2imUEcueTnk8gE801m8Ev935bve6dl31Su/68yZZFNptVedpbNddNv8Ag/mf1ppdajOiPvOx0DKeFO1hkEZ5B5xUTRXchG+d8ZOAM8Zz1Ofr0r8lPhx/wVS0vbBZfEfwZNZbQkbXunL9ohCgAbiEwy/L/snFfePgH9sP4D/EVIhpHi7T7a7mC4s72aO3lVmOdpWQggg+3avSpZhg6tmpKMnpZ6fg9Dya2XYyj8UG4+Sv1XX8fuPfI7Fz96WQjkYJOOh5HPXPf3q1/Z0OMnfjk43MewBHXnrVjTdU0nVY1l0+8truB1yklvKko2kZXG0/X8q0jBHjcZFXGeMEHA6Z9/1qqlSnJr3kk9d7/wDA/rqZxo1bK8Wnf+tf+CZCWFqOqZAOCD74yck5HIHPvV2KG3j4CqCBwcD69ccDk1AJYeSJAPmII6jqBnP+8SKkWePgB1Jx0LYz9M/XFWlF2tK9/l26/loQ4yT95XaOeuNUFv420+1LiOB7B32yMoV3Bl+YA4+bH8q4r9om6tl+HM0mICW1fSzkMm7H2uME/L/tH9K+Rv29PGmveDtI8Pap4W1W40jUzcGL7TaMA3lbG3qfVeR29Pevye8Q/tHfFvVNPfTNY8c3c9oksVwEnkRG8yBhJExBYHOR6YNeRisdSpSr0HRlOTT1T7xXf9Gezg8sq4inRxEaqjF9/Xfp3/4J+1X7UX7Y2h/sv+FPBV1LFBeXV+NL+3Wo2NJHpvlxG7uVJzkJG4OBnJcCvzA/4KD/APBUzQbv4faFf/Afxzs1K/shBrFnbxKyiK4txHLGwJBjkDluPb6V+Rf7WH7QfxG8ceKNBn8SapN4ksbG0Ni1lF80cdvtjT5QGO0kRrux12Cvzs+Jeq6zqclu0Ok3FhaC42QwzLIkLFyvy5PDkAj8sV4OIx2Y1cZUjTajgKiiopxkqkZRs78ydmpbW6edz6PC5NhKNGnVqLnxEW2/eXK/Jx303/q7+v77xnJr/gm28ZeK/G2p6p4g82dtGia5MsOnzagXM0aQKchSw25Yk4HGK+fZfiv4rjurScXqPqmhTTPZXaqFkm8zcQJR3GD3zjaK8os9J8TRQQadCbpwJkvXjcTNbQBgGAGVwFwevbNdqvgc3TfaNR1SO0eWEOGiGWMpBG0kcZ4xjqcVDVerCSoYZr2VudrpZr3pNvdvTvokerFUaCTr4mNOM0+VN/Fom0kl007I+h/hf4i03xRqdnrni+7tY/Epu3nM85j34iB8v5jyoAYkAcZAqb42apZ+OEhur7XrC5ttOmlgCSMGCLCGCfdIGcFc/SvEPDvwzms76K9u9WuJVAbasRdSQeFPDcDkemTxXv8A4d/ZW8T+OtGvtUsJFTQsvJPNfTMrsVBZli+XrjdnP55rveSZzQoxnUwXJSxclyylJJyvbWybdle7fRavY8yefZHRk51MwSeGXvaXSfSN2rNt3XKru60PiOXSLe/1FTbwPcW9kxaF4gdjMpAUrnoCB2+leoeFdU1PTrqC51dfstrauw09Zidib2VNgUj5TtJ/LivXbT4faR4YS5sBCr3Fi00JeSQsheMYDBgcbM9PZvy774c6D4F8SaXdP4tS1jm0u5M3llkUFIgxjaNScuSy+hyOKeYcH55hoRliZUqVGrCU48rlUfJHlT95LlTtJOzex7eX8U8KYqk6mEp4jFYuEoJ3hCFJTlqrptycbJ2sk72PoL9nc3Q+BfxK1aQvD/bnxStrGzYhBFcQ6X4YgluniRsbiH1K1Utz1xjivCdSgu/DfjOSZLryrG/vPtImZVeOGWKPzHaJCMRyM6Ou5TkhsN1Br7P0bTLXRvgL4Oj01Y0tNd1/xh4gtYxEqOLR9Qh0q2ndhySw0g7TjG047V88+N9AkvbZXIa3ntjJc2MkZbKzIoPzcYCZkIwRggV+YZziaWV5u8HVrKthpxVKcop2eitJJ/yt39Ln6FlGWzzfIvruGoSo4ilUdanFu8k76xbTWkoq10t7drnuXhPxNp13FpeoAedG4w4ZWTfKylFOP4TuXjBwPQV9D2sMusJA0LfO8YeBHd3KoGQeWTgjGw5J5+7gZzX5vaT4g8RW+nMdPmVtQt4FkbS38vY8kUtvEt55zuNkhxIxRF/5aDe3Oa+hPBHxw1K0s1Oo2dorWqKs8cSXUqxwqwVyk7sREyyowkVsBlYMjFRz8PxDwxXhQpzwtqsVJvSW8ZNWa2vre7St32sfa8PcW0vbuGLTpy5Yp3jtKCtJO10ntpvrofZlvY3NvILeWbzkRB+92IYUB2kqGBxuAO1cDg/L9fQ/D/h3wvraWyahqocNGzgSTCEwYyFdk5JQFACSDtzkEAGvkdfiHrOq6ZPqFp9mSG5nd7by7yG1hWLcxs5YXu2ia5lYmMMobYplOSMAmOw+Kutabb7L+6js5Q32eO8lltJdSSWdwysz20XlWO55Y1QjzEVIXbLuBj5TC5FinWj7RqPI0mk/evZbK19Ho7bfM+zr8T4SVFyhFp2dm17ulle6el0na+59d694c8P+HYC1rcvudmWEyqXcrJIVWRIztMsYwzFtu08ZORXFzQwrbyzJcRh3QhZ1CO0rBcjBJJ2gkbfdueleH6v49m1qy042+oxRXF0syvPLdSNA1pA5WGaCXzEMomkEjtjgRxgqGJ57HRvENpdWdrNIS5Sa4sliWQIqyW/lLOM4UyA71C/xEsAcMMVOOyzFUpSesk273TTtt6NJ3tv5nVgM+weIo04uSg7L7Skm7ro7va2/W/YoarpUK27lyBIvn3E0isS5PmF2DH7rgHbkHj5fUV8teJ9Vhj1C6kWeRI7V3YBWDQDYCC6og6lR6DIUZzmvfviB40Nktza2ojSSWJAuI28yBSpDIyHBL4UknueCea+APiB4xFnYXc0E7NNe3U6hEkCFmV2jY5YZCDa4AH3iO4r0uHsor4ysnySjGTUU3rvu9krWWnZni8UZ3h8FSqJ1EnBOTWqvZaLf3rv8LHkXxE8SXGr6mjbpJ3uri4jtXEvlRsjPJDC3lrndK4J3HqNvGOtereCfDGhW2m+G7XxZO9po6Tajqt1NCW3zamqQxxRyO2WWP/SpsANglcdhXjnhjRZ7y8Gv6siNJFLJ9isyny28eNofbklW259gCW+8Tna1jxQdN8S2aXW6fSLfQGNxblCUae6mlmU/KvO1Eh3HqO3t+yZfUjTxlDC4VRlHBxbm3rG9uVJarSPM76WbbPwTNaE5ZdiMfjFKM8ymlTTfvcqcZtvtztJb3SsfUfi74p+KLP4R3PgDRNagGhSSym3QyZmmtPMdkztODlDggjg960v2UfjT4B+EPw78Wtqjxx+MNQmmnjZliLEqcRR5c52BAOg78V8FeBLzxj8U/Gdz4c8DeGfEXiu6Xz/I0bQrK/1a5hjlLlc21jA7R5CMVyuCEJHQ4+tvCn7Af7VWp2+pape/AX4kQKci0tJrCxt7mVzObfd9ku9QSXb52F/1YwGDHgg19dRxlZZf9Qr041puSakvdUUr9G3bR99z8/hRq/W44yo5x5+ZcsmpaOzV+VLS/ltu+r9p+Pfx28C/tIeFfh54AsmS01/U9atrO8v5Y441t4C4kllBOCMRpJ1xya8x+P3gH4VfCnwva+G/Dd9ba7rb2lsxu5TBNJDI8UbMVbOB8xYnGCcCvMrn4EeMPAut6bYeNfCnjH4f+IbBluxYeKdD1DQLx9gZvNs/7Qt0+0RqrKWaJnALDJ5r54+KGq65qfiiO2jW5nhEyQtcTM37wKVQkF+4RSe3A6Vj9YjOjDB+wXtYy5lUevLF7xa2u++rR7OEjKHtcY5ONKrFQ5Vo5SXVdfdbv5nv9hoHh7w/4atdYvfB8urNrkIgi1+O1aSCCbyWQIspHyDzixJUnn1AFJ4I1PSNA+IvhPUfEHh651PQNK1eyu7uwuoJFS5gRRsXDIPMjWQox56Rivtb4M/FLwb4n8AaV4F17QdMt7HRYreGOYxwmQFYUUSEuDkna5yOpIJ5r6Vv/CPws8caHbquiWUCaeheO8ggSJXXGSAyoMAIuTg8k56Vniszq4bDww9DERqUHLmprlsoyfxp+WmnfsZrC4ajWjWxNGcqzXLVle7nFu8bbJNbeiPSviJ+1L+zz4F+Fv8AwkHhjwj4el1fW9ENklktparcRG4tREzBCm7zxIST3/E1+EvinU/BLWeseKTBLp+p61qFxeJZ2zmO1zPI8hIjVcb1dwOcAgYFU/2oIjofxKXS9CvZJNDjbcsQLNEJQVwpXO3O0AA9jya4q40eW70qyhvR58cqhpBvAaI7N6kZPBBIHofeubEV8VjaM4Tko0qjjJqFk9HrZ2+1vZdNDppVcJQxVB4dv2sE2pSTdr2tdLp08zkLTUtSvbp9XWcLFasHFuhCqFIPJAOC23J64GOTmvQrPxHqOtFLaBUWM/K0vJAyMZZsfePHT0646ctoHhSCA6xDaTs8MsT5+cuUYJnaAQeRliR2r1X4UaEbzXtH0C9tVSykm2ySEqGdWYIdz5wud4wT09uld+WZnmOSYerQyrG1MLHFz1UXZN2SV/S+61Zln1TDcTYvAVM7oRksClFNXcmk1zRi3eze6urR6bWKccckF1HPJcDUhbgIWUfddh+8jEhHLBFbHfgdq848eeOdbtZmFol/HbQYDzfZ5pLcHA8vfMq4jfIGRkHmv06uNF+EHgbVI/C2sQ2IgOmNNFIPJndrydtzORu2iVSuSSejGuY0vxN8IbP4deMPBN1olpqes6u11Lps8kEJljUs7hd2wksNwwB2+lZ0cPVhiaVTGY2M684yvLW/O9VFpfzN2T+dhZljqEYYmllOWVaeEhKnKMJT57Qsozk5ySb5UrtdE7LY/NuSDXvEWhaFqE2rJ5V/IUkErsY0WNiCxHLbtuRjByWwBitTxP4gvrXwvD4dOtTTiw2w2kQkYwxxkbSqqTyoJAUHkAnFXdc0hLTR49ItSySWlxM6W6gp5bNLI6bTkbVCkA8DOK8gXSNdvLmWF7SYmP8AfmWRXEYQZOVfHzE8cdRzn1pUYTqRmqjdO03ono4t3t9/yv6Chi6c1GpSj7a9OK1d+WdkunZH6R/AL48+HNPs/BXwtuLyedZ7Um8bUpTJbrPzJPtZj+7YO2V5xgfhXoH7QnjO1s9J1Dw7oHiG0hgkRZ20tZUeFzj5mRVc4bDAk9wcfT80fC/w18X+J3stQ0qSTTYUuUg/tKLJkt/n8t3U/wAAHzBseucV9kfDj9ka4+InxB07R9Y8Wanc29hHbzX16l07Gdl8t9rOOQmCMrjvj2HyeJ4Sw7zmGa/W5qSu3FrmvJu8Xd2soxVlbbp2PjlwrCefxz2lWf7uLlyTSmnVbV5tu+qWkVo0vI5H4Razqej6J4o1y7mMlzO32ayt9zALDHGUUcZ3K0zMx9kH1r1r4G+A3+L/AMQLPwt4gnksdM1oTXF2VfYZY7dQAiF+ADLJk4GcHAr7L+Mn7K3w5+C3wV1fXtMa5uL2L5zPJJJMVKxM7bt3C/Mck9AK/LXwT8ddW8HeNNP1jwwCdT00SxWqE4WUynyyG45BQYwMnOK+gwqlQr04ypKrh1yudk78qd3r3fk3vqdmOy+rVzv+08FiW8XUUFWhUT5fZW5EqUlZJdXF+Vnax9cfGD4M/Dr4PfEKx8JaLcahBYa3dWFvq0sSyTSpafaBFdSplSQVgZudpwWGBmu7/a2+BH7P9t8M/h14g8HeH4tLktNV0i0vb8w+VNqdtOYRPNdzOA0zsryElwcHH0r1n9kvUW+L3xY1TxB8U7CyvbqLT4XtY7pFZUFy5mzmYc4liUEj1HavUv8Ago54J0+7+FEdt4ZkiR7KZby20+xZXmk8tkO1YYATuyseMdMV9Zg5U8RSzHG06VOcMTFxXPC86ajZe42/du3d2V9N7N39ivGeFp0cHa0aNno9JOWt36X0b013Pxx+IHw4sNI+JGgad4LsZpLWOTTbhY7KFpgiMIZWdhChxHkNz69a/Wj4TafaX2lrYazpkTXaabiKa6hPm20/kna0aMMpIHyfw+lfNf7IOqaXrfxKD63pjfax4X0wG21K0lSSORImjkZFnQEkuDk45Ir7p1bTrzTvFN3qWkWRa0kDBbe3hZVG4kg47tg/r1zXh1X7OdRN/El6O3Rff/W5qpc0IrT3b/jb+rfofz8fF2LxBqfxe8SabNfSzGLU57aJZWdlj5d44xzlwEU4J6YzXJvY6p8PfiBp2pQO0csUum3VpckkqZVmgZiGPJGCc4x98/Wv0G8T/BPXta+OnifV18B69Jo+pIZ1uBbBIBM0cib42LZVwzcd+c9aZ44/ZR+IevnQhp/g+7lFne2ssss7RxuLaKVd24nPy4UepOzpXHKTdNw5LybevdaW0/q5204U4ynWda2iSh0Tt7z8ua+voeb/AB2+IVlr+s+HNWj09m1WS1hs7iRkI8xFVI/Nz0HyIG9QVzkCvnTxFd6R4jsdXsvDunTQ6kCLbczMTLdgZ81ZC25sbj6ewr7V179jX4/+MPHkCwabY2HhmOxij82R3EseFQExqseFyc5Oc5zXpmif8E/viPY31jNA2lxRQy7ppJTI7yYQBnYDAwQDjP5VcqtaonGySna/u9mtb23srPq0TSWDpuFSMP3sY8vN1attftd3S6H5m/Dv9nH44eNIZCdWbS7CRfkWUybpIoyZNgJxgELj0O72r0u+07UdI0268P3zNFc6Uk1lNICELSpjLH0/1bdfb61+1Hhz9nLXvD+nQRPfW5mtk2bIU2pK2BuYMcYTcQO/THpj5C+OP7LesaF4e8T+LLi6Mtyb46gRAuNscoZnQ7eoHI9cGro4l067q1buKTulvZdL+i0666mM6ft6PsYPVyVrvS/323d+x+eLaL/bfhifQpLws9+j25lY8gK2UdcjkgOPf5BXh/grTNV07xLqfgzSby5M9xHPZWY+0SQmaZWVo3BDYz8uc9scV+ifiT4K3GkfDDw98RbeYxwCytGltFRFAmmjV0bAXJcuMHPpjFfGaeJtIl8bWHiyXTXsZPDWqRT3kVipjkuYlDICwIyclianGZpTlRXsacp1Iw5qfael0r3et0k/U3weT15RnN1E4Rny1LbxaaTdu2t/wPvj/gmzqN7ZP4q8RHVbu512DULeyu5LyR5blbaPa9vDJvOVUKHC/lX9Mnwv8VnxT4etJkls3khhVWeaQRlsEhlJyMsp/Qiv49f2FPi/ZfDvx7qPhnXr4HTfGDKItRkbaI9Rt1doFbJwBICVz/IV+q2sftTav4f0Pw7pPhQzDSfEPjOGx8RTzTpb6jpOkJM0E1za2yt5mXmCbSuScZA5zXsUq7vJqUpWS83ZWs3fotOmh4c6KnaMacYtaNbJPf8Az1679T+gxJJxhjHpr54GJ0IGMgEgN6nH/wCul+03cW9xBpwRVZmYzgKFA+YkmTpgE/hX4rr8RNQXX7zwtH4z1q11mx8snTrnUp4LmaO5jM0FxDFIwM0bw/MCPfuDWB4t+M+reEGh07UfGniG7vtREsVtpVpfO88y4OUlYt+4TnknBx0Ga641GrNyclZdU+10cjpJ9EpLra3rr67n6LfF/wDa38D+CJLzR2iXU73T5ra4a60+UPbW88UysUMhkwSED55/SvGvHv8AwUr8D6TbaJN4W8I6lqttd+IdG0vWdQuIzb21jZX13Hb3V1Bu5nKLIWAA5HA4yR8B2emWPi6S5uvFmoCCO2k+0HS0mAihaQ7Ue6mEjGWUlxknJJ6Yo8d6J4cttJ8H6LHc2Lm68Z6BBFEHhJki+2ozKApwwCEZJ6gHk5pSlW5rx9xdP6/z/wCG0hSpOyb527XS26dOmu/kf0IeEvE2k+O9GsfEHhe+0/UtMv4IrmCe2kEgCSxhlR9snyOMkEHByPauqFheIc7YvU+vByMjPTOPXr9a/BHwd4r+Kvwf1m+0DwB4tudMsr2aPU7awuh9p0+TTpZD9rjtlLfu5UlYEbeznjAr3LS/2k/2hUitrm88SWcirPcw3cLWTbnEW4QshEmVyAD3z1qlWvZT5n3sk10816/qRKhy6wSt6pO3f18/P5H3r+1D4q13Qvh5p9hZKrNq/jHwfYANK8cTeZr9lhSFOW+709QO1fWcev8AiOa0gilfZ+6i3R+azpuEagkqQQD/APqr8Jviz8afip440jR7fWdVihh0zXtJ1e1W3tCDLf6ZcJdWqSZB/dmZEz7LnrxXsmlfthfG+GwhfULTRbq4DiJ0RGQBSMIQSDn5RnH+FZKlg3UlOVO+i15Ve+rf4bX6djR1MbGmoxqNX00l0Vvwb8vzPvPx1q2uxfGj4MwreCPzT4qfCBSSE0vGBx6se1e5ztqt02641BmPpgd+uPk4+gr8bNT/AGpviHqvjzwt4p1mw0m3n8HnU0sIVcrFdjVLYQytIzLgbUB7e4r12P8Abg8XKqmbQdMkKjLGO4XGAcqVJUZyBj6/StoPCpyko2va3u66KP63+85ZxxrSUnzdfi0/rsfplHaSqCHviSVOMDnBOcE7euP0rxL4Y6TJb/ET4vRLfYR9Z0e4JXCt89iVOSMcAr/POeK+UrT9tfxJMqt/witq+VLgrOgXHcA/Q9fY96870L9r7xL4d8TeMfEg8Hx3X/CSXNgYoFkQNF9iieHzGZiAwIccAk5Bq3LDXp2k009fdfZ/q0ZxhirNOK2028v62PtP9sT9mf4x/GL9lX47eIPg5barfa14B8JXXifV7nS9Zh0nUrfS9Mt7jUb7+zPNlje9vV0yyv5hDG29lt2CgttVv42vB/7O/wAZ/FHi/RNev7bxD4q0W7Z5LrU9V1W5v0wx3DYlzM2RnHPHSv3a+Mf7V37XfxKh8Q+Ffhx4+1j4SeDfGOkah4R8ZaNoF15TeKNC1GJ4rix1KTYSITBLcITEUfZO679rMDl/Brw7L4Q8C6XoF9dx3dxpwaFrhFVDIOO34Y7dK+VwkOIKue55LM3hHkF8P/ZnsFWWKilTf1r657RKnd1mlQVFy/dpubTaivp+XLaOVZf9XVX+1XKr9ZU1H2SjeCo+zak5N2U3NuMEk4r3ndn5bx/s9+Pkn1G2h8PXsai9KQJCQqGHjZsAcY5B6VvxfszfE7efK0TVk3MGyZNmRwcZ38cA/hX68W81rYXUTuQyyzYOEV2Zm6E56YPJH4V6taS2ska4aEOR0+QYAbqQTxk4/rXsThBS2buupxQqSmrX5Wrfps/P/M/De7/Zu+LsN0q22j6ws0sOIisxILKR99iw7g9q63Tf2XPjrJJaypb3VuZIwLlZbkthjgBSQpxxt6YznNfs9bw7ZB5l3aOS7sMtDlFYYwuTkcc9uh4rZjliEihrm3SMEAt5karkHgcnk/d79qhRjrdNLsUpzaV9Gfjzb/ssfHW1FzqF7LALW0j8yJJppW3cEEH5MZwM/jXlvhLwP4w8T/Eh/B9vqOkaRqgtbszXmpu6WcC2kDTOCIUaSV2VQEVQWLHp1r95vEsW3w9qkolD7rSRY0QZfBUgbNo+Y5/U1+FfijwX8StQ+JHi280zwlriW5cGzvoIpYTKzMF3QzKQQcHqDg9OlY42lWqYStTwdb6tiqkXGnUlFVFCbXuz5LpSUXZuLaT26m2Fq04V6csTS9rQg4ucFLkcoprmSmk+VtaJ2dt7HMapYeMNC1HUdLu7yyuJLG8u7GWaBlmt5JbSWSF5YJtv7yFnQlTjJBB4rJ0vWvFXmSyRIkL20nyTxFopcght6yIQR0OOQRXuvhn4b+NvEcsul2/hu9W90qOBL8THBSSRc4LFSZDu6n16npXoWn/sy/Emf7Q8mm29qsjggM7E4wxwVEfJwQfrirpUq0aVKNSXtKsYpTko8qcklzNR15U3ra7ttd7inVpSnOUI8lJt8qvzWi3om9L2XW3mcv8ABj9q79oPwH408JWFt4puR4au9e02y1RNSnNzDDYT3cMc7JLK26IrG5Ocke3av6pPBvjzR/EukaYbDUNO1e6nsLaab7LeJJI7SwqzNgHIG5sDNfzF3f7K3ix9M1D7be2+nG3he6ZhCzuI4R5jtHlwd4VcjHNdP4M034lfDrwPdfED4Z/E7WZL6G3ks4YWu5J7Y3FtmM+ZbyysFVWXGPbiu3DYieHUk05p207W3aT66nl4rAxxcoOm1TktHpo9rXt/krr7z+ntEmUBf7LOC3JZuV4HUY9v06cV5X8WviToXw48Ka1qWo3ljo+oW2lXdzp5v5AoklhiaRB8wwzEj9fpX4lfszf8FFPiR8M/C+veJ/2jfEVt4gM1++maVbQFInili3oqbQ4EhZl3ZOOwr4b/AG8P+CkNx+0bquneFfDujSaBpdiHWTUfP+a4Ew8sq6wvgLtJODxzzXTUzWlGjeH8eW0JLXffTby6aHNQyDFSqydSm3hKXxVErxvZOx6/+0D/AMFK/BPxm8OaZotxomoP4h0m+ubTUJrSN2tpriGU26yWrlR5qOUYrgcLgnrivyr+IHxCu9U1y+1GHUr2xtnXEFk7NE7OclYgh5DY657UzdYaPf6HfiO2YQ25lIjaImaWVeGcKMkZbv06CvOPGNtrfijVjdabYG5t1cz3MluQoiIyyRoM/O2A3btzXLlmfLC0sRiq2EWIxTtCDdrQdrc0otNSei9e9mdry3DZhhsO44t5dhVzSkp3Tm4ztyqV01zau7uvzIm1LxBq97psekwfbdTaaK4a0u5NxeGKRCwZ2yMEAjj6V9d6f8N7r46a/oWmTSeF/Cek+G4LO61a51Axx7poyJJY4olA3/Ip+YnGGPWvlj4BeHvEvjn4iTaTo1jLd6paQzLBFKWjFsEbaxlPQglgFHQYNeg/Fbw94y+G2vPpuu3l1Y3+o27fabO3lZIgp+UMrRkF1GQMN0zxxisM0znF4yPt8XJzo0lG0Ie5FLTS0Vu+trt6dj2ciymmqqwWAsquKv70mpOb3veX4fgeo/EzRPCNl4i1DwrpfiTQ7y3t4IoWv9Phh4IQrIEkjyBzv6knPb0+VfiJYaN4aurSy8MalJrDSQK8rTyK22ZVAcFhgbdzNyPT1rlpJ9Rssw2pknlkVsyOzmVmdvlBcnJOD3q34W0qKMeZr8ZkuLq68uKWVz5UEZZlDSscARgnJPH3a8P69KtKpXcnGM9LXbut0tWrrrrqfRYrKqmEawc6CqSjFpyelpK13dXV99r6H1V8LfBGlfEnwgbiLxBFo/iXTQrvZ/ZjdSFYiPmKqwYA4JHXAPNdreah8T/B/wAPPFen3XjDS49Ms5DHptoreTqMylBueVVcbSVJ2jncRg96ufCn4b+OfDniaNfgz4S8Z/G3W/E2lCN7DwP4R1bxBY6TMwZAJ72ws3itgN6gPLKvcmvq34a/8Elv28PjPPf3Xj/wx4V+EWj+IbtfMvviV4ssl1TTLaRgXnh8J+GRfXZKKSVjfyHLLtO3rX0UcRjMRGhFKriJ0qbhpKckotaLS8Va+ystNet/k6+BwEo1I16FF0pTUuRxim5xa9531b6ptXR+UK+J00zQry91Yy6jNIj+Y2/c7NIpwWJ4J6f5Fe9fslfB+6+PPjjSdDtfB/irW9AsrC88Ray2gWlyI5NOsMXF3Jq+rtGEtrQKyoEMgeeR0giDSOFP9WX7F/8AwRY/Ze+Bvhmy1D4y+HdE/aO+JDXX2yXW/FlnfHwLpm1ttvZ+HfBVzciK6hBAZp9RWeSR8kRxIAh/ZvTbDRPB2nJp/h3Q9A8MaZZ2aR/ZfD2i6VodlbWFmmY4Y7fTLWNI4EWMbVAwoHGMCvfwkeKauFUcwzaNDDUoOKo25l7PT3ZQVo7LW8pO618s8b/qzSruWU5S6UpuLlJuzdTS8lJ+9Zu+llo9Nz+Mr9oPwzaeA9Q0H4e6Xo154ct/DejWcEekajFJbXtgbtf7Q+zXdtKN0Dk3RcowDAyc4ORXz7ceH/7WgCiIzbYikjY8t43G0hxz8yjHryOvfP05+1742tfih8eviD4ot5ZGtda8R3t9ZXCy8G0MzxWkiMeNrW0KNjPIevKfDlkJUFtdqdxHyzKdyGMhcEOGBVyBnp/Dggjmv5c47xqec4hqVlTk7dG33srW6adD+pfDrA2yDDKULupFOWvo7O+/lofGviTw3feF9SaeGEyQs8bE4YeaocMxOzHGRhlz1HPYjz6/1nbDK5kmtVvLzy4I7UILa3u1LHzJBMXOzDSn5iAz44J5r9D/ABl8Pbe+01bhlR41aVfOh3BhtUEMQQePMI56cc4xXxb4r8BmK6uYrYZnVnYYTdCw2niRGQBzgA5wDknoeK6eG+J4YuksHjUnKntJ9Vpv00srnlcV8Hyw9WeOy58iqO7iu73ts2nd6fjobdv4ws5rR7S+nvLuYWVlD/aFql3Mba3tIWljSC1jujGbmQxopEaqFLswJJ3VAvia6E6Nf6fcanYX8kUMEl9ZqJrtnLswR7e4kdSABGplKuqoQrRgknxqC38QeHzcLawOyGFYz+8n3rAm5hFFLu3RF2YDHzZXjAXgQte30YiEhvJLlxmVXkcRx70l89Qi+Ws3mM6Bs9h1OMV9NTwVKUnKlNTjUs07q6vvZLWL/D7z4ipia8FGFWnKjKlo1Z2eq35k+bq1rddT3SLxbaXeoWNhcmRrgwraXFrKsUO5LWR5RbwRJ5cUEShVUbpiG4WNGGCL8vxRh0uBVhvJEk0u61O4mtLRpVihN9bh4ljxJh4YmiyPM4ZwGwqDNfOm7XrmRfPuLMwb43iiKEtGVPJd8MXwvQZyRgZqrNFf3sVyl9JbqJVKiDSIDaxRQSyM7RSXMvMrEYBIXgLgADmun+yaFZJ15xUEvXfd/P8ApnPDNcTSnbDUpOpe6fLa6jaydt1pfs+3U6bxN8TvEusS2CQzyFLt/thWS5keWeGMDeJ7plyqHynLHABDKACSax5oP+Emv4J7iBX8obFVf+PZDHmRViQLwVJ5Y4LEZ4zio7LQ7vVJY4YofKhCrGHALSOFAURlmOZDhickjqa9Z03wwNOt18rarBQjMD91lKk5wOMjHrnA964swzTAZVR+r4KEYV2mk0ldJ9dOv+XY9vJ8hzHN8R9azKrOWGTi3HWza2SXb02uc01gltajaQcRsCCoTaBjOR3bdkk89sV9R/s1fsQ6r+0Tdav8RfG7a34Z+B/g/wCxaTqutaJpt1e69438QvBHN/wiXhFmgMMDpHJEuoahKxg003cCurSS4TwGXTLq6mjtrVC09xcQ29uWEZZ7i5kSCMHLEBTI6gDcMZ5IGcf0dfGjwh4e+GvwL+EPwq0eHQLbw34O8G6ZaXS+JItV8TQ6t4kns7a68V3Wn+E/DzxRahf3V1LfpLf3skkluNTYW0yx2EUrdfBnNXqYmrKXNbd3/m129PzPF8SY0qFLA4WEeR8zkklpaMUra/4l+jPmPw/eeCfhFoTeEfhV4EtfhP4Lht3N/b+HvCmq6BqupR2tvPPPqHiTxVPc63F4r1z+y5Nfn23UkTJfeE76FTaECEer+D/EWo3ssovZNRt7kTmyulknnVrrWJo763e0sBc315NdrHcweK3DRTajafZYLae1nNlK1nL7F+yb/wAE/fEvx8uE8ba94g0bwd4As9SayuF8LeD73wf8StY1KDyb2G/i0Nr6fTdNtWu1S8jfVdPuZXXxXrNjBa6dZC1V/sn416D+xH+yh8LYvBngWXQdV+KOn3EGn6THpGs6B4i8b26QWdtd67eeMdWtWt7PRdGi8N+GRdai+YWgtfCxuZUH2KSv0qi6cbXlaO17ba/Juz+fqfk827aRcpLvp21/Xt5WenzDq/gC0+LXg+XwN8QtEj8W+F9Xinih0e/vYZfEGmXFxdlIbzw9qRmeXQtchWWd0KPwUUzNMTIjfzD/ALZ/7IPxV/Zb+JlzomsWGt614Aublb7wd8QG0y5bTdU06+jnmttI1PU44BbQeKbURTQ3MKuBI1obiBTBIhH9FunfEX4h+Or6Kxt5bX4d20jHMMUL3PiuBwZWFrJqF3EbXTdSja2vY5UwWgutOntCTcW8yJyX7Umm+PPil8D/ABj8Lbv4keHdbsLfQ5/GGvwXum6XrZ0y28MMlzo8114itoP9G8Uvq8YXbbpFKILiWINIWaNs8XTw9VOVHm5op+/yqKb7atO1urWncqjXxVBcs5qUW1ePM2ulmtGr6d/mfyveGPE+vaffQ2lhcvb289wqzszEbkGSwPHoOfriv0jg/aU+Gngr4f22h3eqsmrpaKtxHG4Ls7RbcD5sj5iT6cAd6+Ckgs45BLFbKGPzlgASCDnOeOeDg98+1fPnjmSzutckhWRpnllC8YIQM+Dls9M9c9K8GOHhiZxjNuKp7adrNa/8AvD476wqlOcZc7lzLXZJW6evlufR+ua5pfjXUL3V1jMsMkrzWssmWJUtncSwzyCOBjjtXnXiGW8W6SBbqa1tkgLTOAFVUxhRkHHX7p65H0q/oqLbaTbxJjIt8AEgbjjIBOfv9qw9c1jW9btZdLj0hIgp8sXm0AygJszwMsuBxnoWzW1KMaU2uXnjfRN2t+S/PcnD14TqVZ1qzpOnGya2kr6J+aW1tfMPBlzMZZ1hme6jk3KZGbO7BJyMHG7jk+9dTfeMNX0DxBo9jbxm3gnkCtLEMGIvj5wQAW5A79ea43wzoOpaPECwKqCGPzE4OQeTjGB6jrxXTXml3GpXlvcu48uN0Yuy5ZMPkhD74A7damvaoofyRlLT5Kz+XQ3wmNpUlXqztKcpxUW30unK1+6MvUPFWrnW9ZvNUvrjUGhkRYpblzK6wlPuDcfljyeue9OsfH8sIl1DTyxmtWDfPwTuA3A4HJ2jA7EN70mp+Fbic3JhkjLTuu4kMRkDp6FdmCevT8agsfBbW1jLC0yLKzkkr3AHXrx939axi2rTclz3jbbTl7HVWzOgpuEZp07VNLuz5r2+/wDq9zntc8S3uriW7RjBNLJ5jEZU+ZlWwGA4P6V9M/Db4KeLfil8N9U8frqqWNroUE7Jbxoii4WFtjMxHJfcGyPavp/9nD/gmvdfHrwDa+NJvGsuj291K2LW3hgbZGrujF2kBLPuQdPUe5r9Uvhb+wXYfDT4Yan8PIvFNxdQ6nFPFNdyeT5ypOS77WCY5yOxxjFd0pVJRoyg7Si7/fZnJg24wlyq1Kunotn21Pg/9iX4AeHvFfgTZrF07JqE0s0g8wDY7s2XiOP3eGIPXtX6JfDv9lHwD8LdWu9f03Ur+5ur4L5gubiaQAAY48wkbTkYwBzXR/Bn9mrR/gtpCaTYaxdX6wFmMk7hmLbmZgNoHGT6Y969yuLW2ZREbl8qCyjdnHGMkg8Dnj9KupKU5826t/S3NoXUVFbPdHkfxx8I6Lrvwc8baPNAlxu0O6kjWQhsSIhYbN38ZAIPcgfQ1/K34P8AC+r+GfjD4N1TXfD17J4YuPGKaYzPbuba7iN/JZgoCDvUTY5xg7Div6v/AIgwlvCHiK2hl8yV9Ku1jTILH9yxKY7sQD0zxX5XeL/CVsvg34czzaesd7ZeI0aRGtNr7RMZQ/3cry+7d1znmueWI9lJRUHZxv8AO8Yr8/M3p4dVot+0UJ3t30Scr7+Xb/I+w/EHgzwro/gs6/4VsE0a+TSopZLiyKwSPH5KMEmZEz5QYN+LV5D8HbGXxr8RLy+8SXEmr6TpsRSytbppngcySOrkxycOgESAYAPXtX0Gkb6p4HeyBDG70cW8aBc4cQqFAJ6LuHOff3r5B+E3jC+0Xxtr/hk27xX+mlTPJI0h8xHklCy7nGCMA9B6c12Uq8IRnSb9mm/dW13bZfIwlSnUTcY83Kk35K6V/wAfl5HbeNdO0rw9+1Hp1xoNhbWcM/heN5rWCBURthA3fIOCASe/WvpjR9ZuJdU8ySxVbdvL8seUWHT53clcglicZ6Z9a+Rdd8Si9/aS8LzSusnneGpIdpAOTHJEe3QA9PyxX2tY3KmNWSNDg/KVTgkZyxPUDp1PNS6iXKnFuSX5olRfK3oujfbb+tDqjcTGQNBp1q6hs7vs8ROOpaRiuScfqeauyTXrCLZbH5sthY1yOAdxIXhPw9uKoWl/OqYjwQwAIA5c84Lcfc6/lW9Z35cn5X5ZgSFwGIC5ChRwuQPwHTBrO7dk1uPoru7X9f1/kFrNePESLd+enAzIQP4c9vrQi6tMzrFbkDdt35+8WyMEf3AeuPTH1vLLM7OyhgGbsjAMcEALhen+HNalrc3EeVYeo3EYIAIO1fVsAYPfPenaT2Vybrr/AF/WhycmieIZSwWNVXfgkNzxgqEXHI+Y/ke1eBftBWfjOw8LXulaX4aXXJdSsbpZpSQba0hjgkdjIMcybVOAOckD1r6+imu36RMq/KQz5ygC5BPPIP05z9BXnvizx/4F0sajpHiHxHo1lqK2d3CbG7uUWVfNgkXcynJz83T3+tRKneK9/kfd2svv+7/gm9DndSKjTdWzXu2bfToj8IvFf7R/hyf4HXHwy1HT7iLxVpksNuoRVWBZbC4LSxqMcLtQAZPcjrXwfceJPDpstbmk0x4NS1GR2S5BJXYqfuk4GBiQPk4GS3Wuq+Kdup8feLTYPFNZPrV9JBLFtMTxtPIVMZHDcCvJ7vT5542xGoBTB5UAAq3Y5wcgfia+Yji6sasacuWUaUuW9unNZb+R+3/6p5dTy2VWhGtCrXp+0lC71k4puNoq9k9l6djyePz7G+W5tC9pJBLFPEQSjxSxlWjYEdCCFPvX6NfBr4sXXi7xR4Ti8f2/h29srW40q4g1SOPy723u4ZIzFDN5YxNv8rJBySx6GvlL4weAIPAnxB8X+Dort9Zt/D+tXWkWuseV5K6h9iSJZnRwu1ijuqttJwU55rK+FGuxeDPiB4Z1rUQbjR7TWbCfUbOT5kZYpgFkwRyEBJx7DPFfX063JKVteZW1Z/PkWvaS55ezk+n56av5t+h/S38T/h43xh0/S/jJ4H8PRab4k8GWlvpmo69NG8F7f6U5EAvLSyTG5Y4nkwzgtgn7ua8vtfhf4f1NUg1aA3t/brJKdR3kXUouMBw0mcpkqcYPpk19yfCPxbDJpmkatYra33h/WdLtw8UeGhudOu4FONgJXIR+AOh7cV5L438G+I9L8Wam/hDT9Ov/AA1cQtNBcXczQzwu0hkW1ManlF3Yzn0zXdCrGKUr8vf9Wl3/AD76oJK91JX6rd9tGeGw/CHwwltfQ7L0pfRrDOXuJCWVHVlO4PjOUXGDnn0rxv4g/BXQ4NR8Ctp15qJT/hONKRo2vJJJEZzIWZMyfu8KrcDoK6eD9ojT4/EXiXwpqloV1nwvqjaXqFtZKDbWrNGskU73Dn7pWRSSemDXy34s+Ot14Q13TfEMFnea9pen+MftM2+TfZyy2sU0oihl/wCeoVwAV4GfenUxNWm6ChCVWlVbvO6tBJJp2erv5NeY6eHptVW5xpzp2ajZ++21dJrZ97vS3c+svFHie5tnsU0myFxd+FtQt7e2lcuZ7iOP91d2kpLZYNDnJ5z9a9f0q6m1i2tdStYYRaXEaXABU8Owy6OM43o+5W91xXhui/EK38deCbP4paR4Ye3W8QXq6Y6H7ROYJSsi8D5ycHqM9vevPPBX7Ql5p/ibxD4dvNHu9O0STU0uNNku4JCtm1zb+fdWaEqF/wBZlgOPvZAya3hOTtJvmjPbTV9tP66EzjHVpWlFb39PL838u31xcRz39vMDbQho7hGjVhjeyt8wALYzgE8fhmsPVtQvdHs2uF05Lt5JkHlxSH5FBCszbTgEbjkH17V5xr2qal4wl0e90DXU06O3mkM9q7iB5ArB/MMYYEptD9sHdWR8O/Et94lHiPTp4buWTS/EOoRvesS1pcRkqFS2JHQY57cms51JqrODpyhquWTtaV1f3Ur7bamkYU3ClNTU7/EldcttNX5pp/oSeOPCPiLx7Lpl5pF8ukW8Ec6OEZgXeZVwzZYcqQwHBrg3+GnjbetvbeNIryOxY2t6hdzIjr8+2T5+WCsMc9vc13njD4l/8Ider4es9PlOoGGCeK5fItdlwzEBzjAI2Yx6KemRXk3gX4o6ut3rU9/aWxtbjxDfG4Y48xikMZKbiOm1T6ZzxzxR9djTfs5Pmd7P3U7fhp/kSsOqnNPZR2953dkvl/wT6K8I2l54Q8NRwazff2veCWQ7gzMzRS42A5BIwMjHt36nZTV7KefStN8lhdagstxbIAcqlsS7hywGT+Q4rE0PxFp3jIzrYQPF9ieBZGIIA3qdwXI+6GUY69eeRXnuueMW0b4maZaRNbmHRtOv1uBIsYkVriKR1wWbJO1GP/AeM0OtFpyfwtpXS+/8P0NKOGnUkoUoXkraXV7adfXQ90jspoLyKeSFpVNx5mMYOCMbSeuMg9s8+9fm/wDtR/FLx94Q+KE+neHtbvNF0/8As+CZLOJzs8x3cM5x3yB2/h4r6oT9o2xv7+WysJYbqeN2zClo5fEI/e4+cbiGDAepOM18C/tV6zF4j+IllrEJVkv9CtJPlGzlZnRlKseDkEEdiOa9vhyrha+PcYKNZqE3ZqMldJeuq0Zy8R5ZmGAwcZYmEsNzyjZ6xdt+lnZ2ffbrZo5Lwz8WPjl4v1m20zTfGd+L9i7JvfYm1WKgEZweeeK+idM8O/tQMGlPju8UyKMAXOAvOeBvHB/ryK+ZPgnbqni5rieX7OltbvK8pbaI1B3HnkYAGcV+iehyDVLGG707VGvLaQEpLFMpDFcAkD68EV42b4S2Ze3pzcZThB2v7l3BfZ+H8N79bHp5bnNanlawMqNKVKEmlN0ouppK6/eNc7+/ZWtbQ8QufB/7SK2l3en4h3oe3hkll23gyDGMnIEnH/1vetbwd4b/AGg5LzwzqWo/EC/u9MbU7CS6ga6JaWA3KJKhHmcg/TNevz6dcxaXr7teTYMMxb53PGxugz1JHT3NS6DqNtokPgSG+e7lk1TUtPtoEgDEBjPkBx0C+vqAa8qph+ecalSfLGDT0bitGt7WvudtPN68KdSFKlCTqRa96nCTV1q05JtNW0eltbH6yaVpN3/ZtgzSG7V7C1Z4ZckEmJC3DH5uSef8OX6paC00XUr3TdEtJ9UtrO4lgt2hQJNPGhaNMgZZdw/H3rmvhV49vPGWoeItDvvD1xoX/CNNaWlnc3EsZj1SA2sTfaYcNnZ82D0O5Tx0r0/VprHRNF1HVdQuIbeG1trm5uHaQbUjjQsQCT16DHvXp061Ord0pqcVJxbTTs4u0ldPRp6Wv8jw3GcZJVE4ysmrq11o9nrrf7j82vDfin4zDwX8SfH95pekeE/EOn+J7YXuntJHIn9jWt3tf5owOWhD4I4yRk8Gvrrwp8W/A/iLTPDch17T49S8QQQpb2ryoHubtUDSpAvPG709T2r8d/i1+0ZHrFp8S49N1i4gHiHxE2mafYpMUt5rK2kMbzqCB8pHmc+hPHSvF0+K+t+DvDngrX7K0huLvwpqYurK6SdpJI2YvGwYH+Eq4B7YrxK2YVKWNUYP2uH5ZOTe7966krK197/I9FZdUnRhUcVSvJR+bSun1tbb5+h+rH7bfxsT4a+BrnQPD14lt401mLbZOWAVI2AWQSr1KbGGenHFfmNoP7Tes+G7fRNEuJo5LO8gkN/HGwMIvZAWkk2MMDLEdR2yM9a+ff2ivit4s+Nnia18V6nqhKwWcSSW0bBYoPmJcAAjqVUnsBXzmtpqwvbfUBdiS2t42PlbyxJAyTgHjjj8eKMRj714ThVUKMdNVvt5tfLysrHo4PK606c6McM6mJaUtLOyXXpe2l2fs3+zfo/wX+K2keJ7Dx/ob+KdRuNaudRggdXa3so90jxNCFbCkLhsgd6/MH9orRfDXh7x7410zwZbPHpllqLR2kGSzWrRli0QDElVGFwM8bjXcfCj9pjxP8H9NuE8LadZy3eoMyS3V0qswUnDAkrkcDAx2NdL8Nv2X/2rP2vfF2r+JPhn8H/E/iS21y+82/8AEr2cXh3wRaTP8ryTeKdbe3s3ABG4RSSvxgKSaMVTqVVhqtCn7XEOa91RvJq+2l2+70t6HscPyoRnjcLjKvscNOjJOcmlCM2kub3nFXSdlu3c+QdH1e+nls/tjzZkhCKHY5jKqTgqehBz/jXsHwq8QQ6Z4he312Rf7JVp5XV3UeacM4zublQuGPXiv2E+HP8AwQL+O+vPbXvxM+M/ww+HaSBGl0zQbPXPHuqxA4Lx+dCLCzEgBI+Wd1yOpFft5+yl/wAE/vgD+x/4QtdN0Hw/ovxD+JviCO/07xT8V/F/h2wudd1nTp5HuZ9M0zS717qDw5o0dt9ntxFbHfLvZ55ZGYgenQyzMq6tiKKw0Ja+/a97qy5U+ZtvulpdnzWeUMpnR9hg8X9ZqU5JJxjJxVmnzO9lZaqyerfbU/j6+C3xa0T4S/GDxH4rm0+dbO5AeCIRm3k+zSkyQXCK6jdE8TKyMBscEMCRWl8aPiFq37SPxJ0+X4d+E/Evie/e1W1GleH9H1HxBqDyMFGz7PplrK4PynJIC89eK/s1+LPwB/Z++J2veHT49+B3wq8YXvg3Tvsegzax4P0x30vSo0t7Ox0xDbRRC5sYoLMLDBOJYoVUeUqAnPbeDPD/AIV8HacmleCPCvhfwTpsOIxp3hHw/pHhy1VRkYaPSLKLzemfnLZ9a9CHDeLrRcJ42nSoX2UXKbd97XSS26vY1wed4PA+zrQwM62MppJe/wAlNJRS6Ju99dLaH8qfwF/4I/8A7Vnxcu9O1fx3aaf8B/B0ximmv/HWbvxbNaMQxGm+CNNlNyJjGTs+3S2agkbuBg/u58Bf+CWP7IfwXh0671TwRJ8Y/F9kI5H8TfFJ01ex+0gcy6f4NttmmWMWc7RLFcyDjdI3NfoGkhL4z87EHG7JyDkncD/+oitSFhkkk54HJCkEc5z3J/p3r0sLkWUYC1qLxeI25qlp2faMElBfNNrbm0JzDiXOc0vGpW+rYfflprlv0vKfxyv2vZ3vY09HsdO0Wwh0rRbGy0TSYESODTNDsrTSNNgiUELHFp+nQxQxx4A4CD0xXzj+1T+2p8Fv2N/Bttr/AMSL+41bxLq8FzJ4Q+HWgSQN4p8UtblkluQsx8vRtFSVdkt9c4jDZSJZ5f3dd38b/jX4Q+AHwo8a/F7xxciHw94L0Wa/eBZFiutZ1OQeRo3h+wDA7tQvtTe3t4hztM5kI2oxH8MP7Qfx+8f/ALR/xU8VfFv4hahJd614mvWNtapI39m6FocLyJpHh3RIWOINMs7ExxxqAPMffLJmWR2brxmOeGpxpwSU3oktktOi/D57HiU6cZNzeqXfrs1r+f4bn6s/Fr/gvL+2V4wvbuP4ZS+CPgj4YLPBp+naB4asPFfiO3t1DJA174n8TRTedd+WoLGC2t4wxO1cYr54X/gsF/wUM8m+S7+P+s6nYajZXOn3kWpeHPB19aLBewtaEnd4fUwPseQKyFWDYcHgV+XysboyMUwAMZZAo4VlIdflJO909xjJPatC3CyNElzIFtEkjFwtuVjmWNpP3pXf8ryEKdiuQMoDxnNeBPGYmpzJ15WldWu0ul9Nv69TojShpLkV1rst1579e/zPpy1/aY1ySe0bX9OsNSWGC2sxdWjvYTPFbwRwRlsb0eUCJdzEAlmySDX1j8Lvih4Q8fAWmkanHa61kP8A2ZeukGoxyKoYfZzu2XYDcny2fIB3LX5VPK2SkQlMTENCrwhQXOFWbZgiPERVzk4JcnJ61VEl9pzx3dlcS2t1bXKvDcW08kBhkhkEgeKaNgQw3IcqwYHBHBr4LiHgrKs+pzm74PG2vGrDVX6c9N+7Jd+Vxl/eP0LhfxDzvhypShJxzDL07So1ElJJdYVUuaMu3Nzx/un9AulJdLYPDJGpAjdpMf6p/MQqZEZiSqlXOQBtJ4OAM183eO/C8VrqbzxqDHIgeKRDvQM3DREA8jJwOeOB71J+yt+0TY/Fbw+fB3jHy4PiBoFj+6vYmVYvEumwukS6mkKoFGoRboxdICQ5ZZ0UBnCeuePtMg2P9kZApKLLbuAu4sRkru4CgsfmwCCMDpX894rBY7h3NZ4HGw9nXotK61jODtyzjLrGS1V7PdNJppf05gczy7ijJ6OY4CXtKFdXs7KUJRtzU5xvpKOzWz0lFuLR8rXGhWl/KA4SKUYBUxqWUEcKIohkqNv3gSfm5yTmtbS/A2m3gnt5LRLqSKMFXiKxqEH3n3OV3sGKjaQTlehFdbHoMkwcNCVk3bJDMQHi2bcMGU5BUHAZc/eyc9Rg3EGq6JJK1nNIVcDYrtghipVsTOwIOSSOcgMRzmvfoZhOcIqnWtbu2u3Xb+nrc8WrltJVL1cKm5a35b323XX5a/ieW+JvC2m280ywwGEpL8wMbCJGbJCb3OS3B7YGR0rg5tAiHySLtPymONR94PklFIHz8fhz1r1vUUuXYy3Mqszu5kDYmVWcbgSpbBAHGSe3UA1zUJF/qKQW5CJjZNIxJwg3bhCu0kMflACgj3xXrRzGvTptvEOoo677baeW1v6ueTVyvDVa0VDCqnzWXwpX1XZba7XTtdm54P8AByQ2vmy7Fbc3+jxoCxUKDlnI+7kDBB43EVa1mKC2RosRwgZWSNWUqmScM75wBx0J7cetdbFdW9tC0UMM8ibG2s+I8qvlhmJIwQeRlwB7ZrzXXJpJLjLyKYyWby3GRsYqEHyj5ivzHnj6gV82qlbE4qVSc3zSfXy203/4a1z6dU6GDwsaVOm7Rjrts7d7W1ve1nbprY5afVPsF/p+oQhvL0/UtOuyxyuEtr+G4Mg2kHJCNtwRkdCOtf0L6n+0x8PvEclsPt1rPeado2kWENlp1lDfXXiC8vbdmj07RGIY3UVpZLb21xKGSIsWaSTyVQn+dPVJYjDOnCiOKR3LYI/d7ZGyT1G0c9utfr/+yi3h/TfCWheNPEvhbWEu/FngnT3gmh8NT6kbCzl3PPDpt1A7R6UZTDAF3x75YpgSyhSB+zcGYaSwGLcVZ3jrbZaJXt3b+fc/nfxHqKrmOFlvyRlott09Pltfp0Or8XftPfFdbHW9A0LWfEvww8HX1rqGv+IB4Vu55/FGqaJp9td6dbPf6J4gutI0rVrOdZPEUlu9rqtzLb3+jaZHeWs4vVs5PnyG5istQupx/wAIxaeINQ8yW4vVt7i1sZNWiaKOe9TTNfs7BrTwpo3ivxML86jfWmjeENG8NfGu7uorTWLnT0ZLvxE13TLXxRc6lqRstOa1un8e+JdOXyZrvwf4P8Nwwy+GvOvLG9gu7fxJc3Om2V2skV5aXrvoekwyGZHkJ+tf2Tv2C/i3+0s+lalrGo23w48D6lCNXutf8TJZeNL+/wDE/iK/u7bU7XRPCVhcXUXjeez8G3uveH01HxXqmpLHZ3OkXlpB9psVWL7mLp0Ix5pKLdl01b/O3ZfI/NZJ1Oa29vu2/rX9LHzTYeLrJRK0OmfDuZIDa3MFlqHxM1DRUgiu7yWx8Kadevr9+lxJNdz6RqOn7p9l1eN4d8aa/fG2Xxdp8x9i+G3jsaprek6FYS+GLqwnlvIbLw58OYtW1fwtbwX9p5lv4w8feMNTiddTt7fw5eWd4sQZpJJ2ZHit547izT72/bO8M/8ABOH/AIJ8eEIYfHOtRfET4qjSdUhXTbq3sfiH8Ttfu9d03RrDxDrPiW2t4o9P0rVtVi0DRm1G81J0nuJLJWRVVnQ/h94T/wCC2Nzo+v3Ok+AfgFo1l4eN1NHBc+KvEcguZY34jabTfDmnRQQkgLlPNkAxjccV1wjTUG51EpPVRSbvt5pL5/nqc9pTu4078tldtLXq9b/cnt5H5wfErQB4Z+I3jvwbE0lva6H4v8Q+H4JmR08m0sNWu7S3ZlZFZHFuseQQMEdBXzzr/wAPriyvxb2Ew1Ga5n843bgERqSCVbGSeMYA65r7f/aH8Saz8YfH/iz44aZ8M5vC2keKZdP1rxQfDUeqa14S0/xBqiSwXN8+py2udHN5c2U8hhuH/wBekxSRlYAfOEckrqXT5gcEHIKhgQAVb+H8K+flzYarUhy3cX+HT/gfiefCrPDSaUL8zT3Wqt876/kcRaWWq2TpbzRszxIsYZM7SQvbJ4zyT6etdJawXpGfKAJBJOQMgdevGf6Vpl5Rgsp3nnccZPByC3UfzzTlNwQoAIx1O4A4zknGcg5/kKxnNzd2tf6t6/1YxnU509N3372+XoVplnWCUlVHyqCd2ATnow7jJ4+o7Yqa3t7hoFfIxj5RkgEgHgg4y5yffFRXfnG3lJIceWOWfHRgCwGe3HXPWprIy+Qnoq5xv7AHAzkgHntzxTteitPtf5PqDcvYppLWX6K/qyYWk4bDSA/xA84yckjBOAe3rx7190fA39gvx58c/B1p4y0jxDZafYXbtsjkt/NYqGYZ3lwC2VORjiuC8JfsdfHTxxoVh4i0TQ7V9N1CCOeCSWch2jkAKHaIztYjB69K/dH9jHwH4n+FHwi07wl4shhttWtN/mRxuxQlpJHCLnBGN3XHJyKdGipTtOLSS9F011R0YTDTq1E61NqnbzV9np/w+n57v7LXwR1r4D/De38G6vqcepT2ryyC5jTywcyySbgobhRvA564/Gve7nUkRX3T4XlcZBKHOCcg9SCOO3XvRqd/dfMsTRt5g+ViWy3UE8HjBOAOnFcFqGl38pZjc7N5ZsjIODkZ/wB7J9/au3lULRT2VvwR71OEYwjGK92Oln/n/maGo36Rq0nnjocKSCOeSoIx8vOT3GK4tdQhklLtJt5K53DIbg546R8nAp97oN1cRqrXhZwCRtY+yhAc9M43cetYsPhG48zfJqGDkYC9AwJweePLAB/FvSl1tsVHVbXt/wAA17m2sb2GVHlbbIhUk52hSu3LE8kc8Dpya4bxX4B8LeJ7axs7pI4RYYIEW75SD1JUAszMFyc9sV30Hh3bhXv255BGAfdj7cnHHpXJ+KjbeGoo55J3aOZ9oLEkoGJAJK9WI6D8PeqjzN8sX8W69Hp/X+RL5VaW3L1+SPGvi1cj4f8Ahuwn0GKW62yLA8KI0jqoIByOcLjccnkYr5i+EMN14p+PsXiG50G4Hh/VtLkt7+cxMkQuIZEKJIWH7xj5knIzivtBNe8A+Kr638PTeIdLnvZCc6e9zC9wCfkaMR9WcknPcfnXpOjeCvD/AIdjK6bbx24DFtyIAQSPuoeu885x0zis6lNTlDm05Wm2t21tfy6M1p1nCM1GN/aR5ddLLT+tHY+Sfir4V8M6H+0j8KnsLSGOHUNI1GOSNAi+Y6FWADAfdA57nivrCZ9FsFCpbwg5wcKMsTwqoQOF4Gc/iK+RPj1cx2Xxy+DV6SzRq+p2zgNk7WUsFUg8HIGfxB719HXepaU8iFkkDMuQEzzzjaCOpz37Vt7ujf8AWi/r+tMFzLms/PX0X3nRte2sPzBUWPJBJwAzcYVQDyOT+HrUL+JLaEAqiAKuMheg6bVGeev/AOusRLm1uAEaMKMZJOCQoHQHru4+vOa0Ba6cQD5AyQNvbYOQ2Tnls4456ZqFa2j1/rX+kVrfXT+tCzJ4tjYELhCMnAOVQYOAh5z78duPaew8WGaQgjaVx1O4FeuW9H9Pr6UyGx0ghF+zIx5ODhiO4LAdcZHtxW7a2+lw7WitVDEcArgORkAjHTAH/wBeqS3u2/QXvb2v/SNG319iEZ22LtyobCg8j5myeeR0/Xiv5/8A/goNc3tl+0Dq8ttqFykV5Z282Le4lSNWkQMwwkuFJDc8dq+lP+Cg/wATfHHw+8XeGo/CGv3ekWd7pQa4igZxGz7pFJGDg8Kf8kV+Tfivxlr/AIy1E6t4i1G41O/aMJ9puW3OVHC7ix44H6V4Ga42nKM8HySU4yi76W0Sfe99T9e8PeGsVTqUM/dem8NVpyjyauWrtqmrWTXfU5Se4klAZmYuTuJZiWPONx9WI6HvVB5XPy7WPOSADlmOe7dhx9TViSYEeuA2CQcjOBjkZAC5x3qo8xUFhk84IAJ4yASvYDkdP514UYaLT3Vt69Grf127H6tVqzTadVJ2V9P6/DyP1i/ae/Zsg8TfDO78YeC9E1W61vwj408VWFnpGmQLO19ZXutRte3V62A0zxpG7BieB9a/HfUIFt55I3QiWNmEkZVg8cgYoyEE8MCMEdq/q/8AhpFFP4b12CWfEV34q8XwsSwGfN1O5idsEcHrz6iv53f2tfhPpHwe+M3iTw3pD3d1oj/ZtUs7+7feZbjUE+1XlvHKpw/lzMwI4IwOK+3afOpJ6SWvlovuTP48xFPVVEvedrpem/bp8u+5+hn/AATb/aNGr6XN8HfFN2sV5otvPf8AhzUL24RRPp6tmWz3St9+PJ2jOAvSvpr9pj9r7wh8OdNtvCvgnWdM1/4iazrml6Lbaar+Za2f2q6hiuftkgz5TCCQsPXsea/nb8I+Mr7wX4l0nxPovmRXOlX8F4ieY6C4WB1d7aYqeYXAIYHI5r1zVU8S/HD4q6b45vn0rQX1fxhp009jB+5tol860S0jZ1cEuYUAz15r1MvwlXGTqQhF1fYwlOSvZ8qtdptNadVbVGMsZQwlOEsTVVJSnCCbTa5pOyWltHqk3pe12fbei+HtD1H4kfGTVfF66gdVvfEzRzR6ZdiLT5HTR7eWRYwpJkIAAyoJGSQe9eMeIrLSdW0DTrvStK1vT/DE+s6+Y7a9kaR1vbPS7keYS/3o90ZYMM8DrXOfEbxHDo3xC8SQaqt9o9tp3iPWr7UXsbyWWGIWekR2kse4Y8xGG4rnkZBGDyHeDvir4Q8T+CtOtrS9mSzsr3W0g888uyaHeALIryZLF5FJOT9783ByVOnG9lJaba7ejX69juSpznNrWdN66bbPTvf/AIHc+uvgD8T9C0/4ZfD7w5eSSLq96lzb6fYlCJLt4mlk2qCMbGA4bodh57U46/ovxHs/GKX2lXWharpni6NYVD29u9veWdusEaMXILxvhSOx3fWvzctPiNqXhbTfDl7YaotzqOlWEM+mzRAldPjkmkEkXcCVSp75IbGOhps/jvVdU1fV9avNdvJY9QuLHUJY7O4kgf7VFtZb5/LfDsCg5PfrkZrnjiHDm9xpU/le1l3+fz8iHKLu2nCLmoXeibfZdul2frPJ4BlvrHQLuzub201fUbZ7R7Jb5Bd2Js4wZPOt93feWUkEFGB6muR+HmseJvBesy+BfDVjLr+tX1/rFxqEt6/kW9u8EiEZkYEfcY8H+4TXyv4L+KviKHxf4J1+zv8AUdUvNQ1Syh1CS8mZYxYedHbSMEZtozAck9yByK9J+KfxD0/RpfFpi1q70q8utT1SXTtZsMbxLJMqSWglXgZUr1H8RrlzDE1sRgcQ8HVlRrpWhOylJO6W1n1VrWdk9Hsejlaw9LG4eriKEMRQTlzwndRaW7dmm+61XQ9i+PnjrVPB66ZBq2meHfEb3mk2mszah4dn+0vppWV0k0++yA3nRyxMNw+VuSO9cR8DtSi+J+n6zdWVnYxXg1k3R05mPmiBto84LxuQiJwx68mvzch8Y/Zb3UtL/t2887WZJEa4uJJJiy3jF5HkVjyxZmJ6HBr9av2dvBPwK8JfCWw+I0vjqaHxPFaajp1/FbTS7QGTmSa3jUhWG5yDnIwea83AZbiqKvj8ynjpyjFylNxgkr6tQUVFNX08t9T2cfmuGxUKUcFleHwNKF+X2VNycm0rJylJycWknvoz6x0k+GtLsRc79N0K0t4l/tfUFaJ4IBbIDOGw4yQFzyQcmsHT/wDhinUvip4e1vxH8Tl1hNf0W9e4VJ/Is4bqBHjhPysFIwSvUg76/L3xF8S4fDljrPhmx1TUNY0jxbq2o3Emq387eR5YuCzCAyNgKYHXK9Bg4B7cVcXPhS/1Nrm102O60620pbPSvscRDxyLEpDZiH3hOMbhjjrXoyxCbcEko01zb6XWq2stt/W9rnkclTCxpVEpOdeSglFa6ta6tOyf5eh/QHLpP7G2madbX/gjRpvE1zJHLFaS26O0bsQysWk3cruODn1H1r8tP2hNN/ZzudfvotZnuPDmtWULrb2tu4/dLM7ywwbUcjPmNg5BAJ45pfgP8ebzQtBay1/wncWWj+HYBa288MTfaJ5wVBfytpLfJtJJGSWyK+OfiQl/rHxJ8VeLdR06/utE1S8W80q4v42AjBCtHbZfgEPvIHvULHKE6VTC4+WHxKt7tOyaUkm09G30T1+R3ShNPE0MXgYYykm4uVW8lzRdk1eVlZ3asfr7+xH/AME+/wBkD4y/sk/Hf9pnxh+2x4Y+G/jv4dv4n07TvhHrkfhyOTUoNI0OHU9IF6mo6vb6heyarcTNBbf2fBMY2i5EjkoPjf4f+LLfTZLPwZ4Y0ORfDtmbm5OqTISVmbLeQkjZLIeB16DPXFcV8NvhN4V8QWUE1rpF7Be3ATU77920kUskTb0VVOeD8vCgcgDHFfa2n/CjXj4X06LSfCtykqPlpIoUjMi5YRljkE5AGa5sFi8XmGMnXrYucqMKkqa5o2doOzWratoopxUVaN7OTlI4sDXy7DZRmFGlQjiq+Lk2nKm4+wak0+WTk3LdWatHT4d7+RQ6vfXFl4gFzAkMbRXAXBxng7cbh0OeOtep+C9ej07wLYX8Giw6xdabJb3Kq1qs80CI4LyRsUyjAFcEYPJ7ZrMHwZ+JseleKLu98M3YtkSeVHLIf3XlliQoGR1x+td14N+G3xV0jwvpUmkeEr28XVbdFmRmjEJhkUoCwK87UOfUbele/elfWoopp3vr+H3Hl0+eD5vZSklayWj279vzfoeZ6R478VeJPG10ukeIL3RbLUJvNW2E4jkiGNrxqpwdgcNj+7yB617T8RJbu3+GtjZ654m1GW0t9SWTWpzO3nXGnl2MkZOeVKEZJ9K5bwL+y58UoPGN14g1HRZbYRRSeTG0oIkM7mQ9ANjKXIPHVe3WvS/iX+z/APGDxN4evtL07RYCs1rJGiTXBAZ2X5WyFPT09+a+Vy7Byy5YiNBJxxdSpUmkmleVr29bdn67Hv4mrRx1WhOf7t0YQhHXZ21crLp1+4/Cr9pCy8N+KPHl5Y/DKO7lso0t/wCyodPjYvNdkESFkQ4yWY5J6g5zxXmUsHjbw7odxovivTL7SrpDDLHDfBykygZLK6krkrjgHNfWNz8JfHX7P+u6zqXjaxsbbU7K6YRL5xcYZ5Nhj3IMsWUjv0PGK7LRvBnjv9rXRZ9L8JaZbSaqFE6Xl2pSKKFCwUGVFBDHYcHt9DXozalTV6ag76R6q6S2XqlbbQnkXtFCWI5kkrzvppLfXste9nbc+WNDk+H8/haKDxJa6m2t6teokS2mVjNoAUVhsXIXcygnOcHIHevNdU0CWHxPF4S8IWeoazdapf21ho+l2UM15qeo3WozLBp+n2trCC91dyTSxoiKu52YYGTx9PfFL9mX4lfs8aLbah8SJNORr2NrTQ/speURSBCQGeQAglY85HI25r9pP+CTH7BkHgyw0v8Aaw+L+nfbfiB4nsBc/CrQtShLDwb4avYQF8Yz28wyviXULdsWZYBrOyk8xcTXJKdGHwE8ZTo4eCUbct2425FF6yfW76Lq/vRR4gpYLOMU5wdZwpy5eWTanzqKSvpZfzaaK+j2N39g3/gj54L8FaVoHxP/AGq9Hs/GnxAmjt9U0v4U3Uiz+DPBLsEuLYeKEhfb4r8SIdplt2Y2Fs48spcOpcfvNY6dZadY2um6bbWunabYQR29lpthbQ2OnWUESBEt7SytY0itoVVQAqIqgAYHSsy2mG0KSQowBuzkY6HP8XXnjvWoZAYWGQWCE4BYHGOMsBwOB3z3r67DrC4KHsqUOW/xO3vN6aye/otEkeDXqYnFT9pUnezuo/ZjfpGOqXru/MkJMBZgvGDsIycEHGCpPHP8ulVr6ZIdRkdggXSdOZGdiNkbuouriQ+gCiEHjouPWtDaDJASPllaOXrldiL5soIBGANmOehNeV+ONUePRLizhl2Xfie/ltg6D50sRKGumjxkndbKkS+7k9qU68XUjJP3Vd69ey9b2CNOVuVrVpL072v8/v3OZ0+9nv31DWJyTJfyu8ROVxCSVtlGP+mWG7ctVyGVrRVTkzOCMZ5XPILDIydp+o781Wh22dvFCmGZQAqgriPAHLL3YZHPbHHOK0bOyLfvZmI3AHJPzkHBIAI+X6+n6jxlTVUpctlZy1str9d+nl01NFRi170brtprtb5I1bBwwJfcXyMg927k+gOB3regXiR3YlwGAwCq4ycBF7DjHPPPasiPC+WsZVU5OOuD8oycsMnk+/8AKsP4ifEDQPhZ8PfGXxG8UTrBoPgjw1q/ifVZD99rbSLKa7+zxY5eeaRI4Y15LSTqO9FLE1JXhS1VrOT3/wCAv68hSpxT5p79F/n31P50/wDguD+01Jr3jjwd+zD4cvZDpPgW3tvGnj5beYrFd+LtdtifD+l3SocSLYaBK8xWTgS69nhowa/BFE2M7SpKWX7sW0rGgZgVywyrA4OAOfkxwDXo3xb+IviD4t/Enxt8VPFsxufEPxA8Sax4j1TLnEDandPPFp8Q3HyooIDDDEo4EdsoAxiuAcTzJEgaRlLROAAJPJh3NG2dpBwpYYJyTg/WvIrT55tt3vt6K3p5hbf+v62HmGeeYSuiIItoeMBkkKqSWPksmFOcZJPfOMdNFYrpGiIWOOZwsSRSuzgwxlyFSNkCuxQfMwOScelK1rkZlDbI4syzmRGYq3lhHETyDcjPInz4PXjIpI3lCPJLcyS/Z1gkjjkDNMhl5eQ5z5kXlFsbflPtnJzik2/+D/w4Wb21v+ehVlYRvNCiJhS4iuIjITK2E+Qbs7VDK4KkAAxtyRg1WDq5kLbVkghDSXAjeQEhV2713gFRKCCfmOJOBgcaEs0MUgmVHki81AhRwkpW4XdHjYWYyDbID8p278Dk1lySOiyFzFMxd0ZfliQowJlVxkESgKhYdCGxSenXQb7pGx8P/GV78PvH3h/xbp0hiOk6pbSyuFk2y6fJth1O3faw8xJLOacbW6FsDOBX7b61qlvqlnFdQyxz/aYkkJcgFoHCyQNvP3Th1IYEjHTPOPwbuJIw0vMSxohjMa4cqjPIsYOSDIQSoJHTCkEAYr9rPBUUs3gjw3cW8jyyTeHtEaW2ERaRT/ZluCUVsgoV25AOCW9zn8i8UcDRqf2RjOW1a9Sk3teK5JRT2uk+a19rvufuXg1mNWm88wMpN0VGlVitbKTcoSa6LmXLd2+yui0uw3kMa7dQhDKUKkyAsRksdySphi+AOQepHHWs25i0zUCoC30a72/eefHLFKinaoRZoldHC4JJYjOT0Nc9rmo/2e0jrHMFV9hjEMnkrJlX2YxiNyTgDd1OQMVwcniu6ikZPs7qzgb5mBKhWUfIAGGOT1JyOcZr8wo4WUFeLsr239L6Nq3l3P2SriIuys21219NvnvsP8V2VnAZYglzMwLhIvNR1X0LbB2wTjpjv1rM8L6IY5JJZmjhQ5bbEB5oRzhQXYjaSq84DEjv3ptzJqGqSgGSEsZEGFOFcHAJGGw4CA/MT2IIzkVsSL/Z1gsc8hZTjMgAVsc8IrKCygq2D14POMCu1Rk6bgp2cnqvu+XocfMuf2klqlpftp0+5dNPUTxBq0drEYo2SMwICm0opX5uuckE4U5zknnv18T1TV5ppGdXbcM5LfxAgYPTavfBznitjWNS82WZYT5gLbQxLFmwxy3T5QM/jjtXrf7Pf7Kvxi/ad8S/2P8AD3QpP7DtZ4x4i8c6ukll4P8ADULMPOkvdTK4vbsRnKWlv5lw/HyoCXHr5RlNXE14U6NJ1qkmrJK/b1t6vRdTx86zelgsNOpWrqjTpp3lJ8q20Wv4Kzu9OpY/ZK/Z31f9qD4w6J8PIxc2nhzbNrXjrW4hlNF8KWLK9/NLKRtSa5kMVrApwWlugRkK2P238W/D608PxN4Pn04Wlno0S2+gybbi3ht4rGJ4NPuYJLG4hcxCHaGCSKGGQa+wP2Xf2YPAf7NXgVPh/wCBFk1bWdXkt7vx146vbaOHVvFeoxrtRVRC32HRLcs62torFUUl3Lyu7n6C+KXwZsPGvhVLK1jSLXtPR5NPuCABKQnzW0zZG2N8DHoQDX9IcKZZDLMGsNiIqX1m3tOtulk+tk+j9Oh/MfEeb/2rj5V6d40aekO9l9p6ac3Z9LX1bP5kPjJoWkfDDUz4l8T3WnaR4C0i4bxL4nt1tdSe01eaznS6tn1m51uSYa3ZRzxxi3t1WQmRkVndyUPyV8Tf+Cy37QvxEsV+EfwO1y8+Cfwvt4k043Ph5xp3jnxbbQAxRwXWsQYfw1opjXaljYNG5Rws07j5B+mn7bnwNvPi/wDDjxJ8LZA+ma/oNydTsLeVQq6hqmnJMw02eQ43W7cNH1UzKhxxkfyUeJdH1TwN4ouNPvoZbS80u+eKSJlZHilt5NrgnrkMoqM4y2GHrckX7Wktacpa22avsm1s36O1zyqMm0n8PNuu/wCP9an6Fat4p1r4saXNJ4i1S8u7+KGVby4vJ3uHe4iDHdIZXLSMxyWPXnmvi/U428O60wRHXFy2JkLAFUIwgUnBGe/XjrXsXgzxdLFb2eqQSp9k1QJbXyOvywXKgqzAfwh1xyD/ABE+tc58R9IWcNf28TMG/fK5GNwPJIYfxYC55x1HNcVCfPTSekqb/KyNJ2jNvZSP19/4JWftoaV8FPipoWgeLNa09PBnxCVPBHizTNWs21bTbjStZuYI7C/1Wwa0mhFrZa39ilaS4URJBNcguA7V/Rj8WP8Agn7+xT8Yri7v/FHwF0Lw3rl2zPP4g+F2pX/w/vnmbcWuGstFc6fcOTk/NZkEn0r+F74MeK7vwvqdvd2lzb2OXFnNc3CB0ZnRjCkwABlVomOASR8jdxx/dN+xn+0Lp37RnwF8J+MI9V0fU/FukWVv4b8eQ6RcmeODxJptukP25oZIke2iv7SOK8RHQBWuJYgW8omvoMBDB4yDpYzDwqtfC3G0kkkn72j7f1c4qqlFOMdYv7MrSW/8sk16n5u/F7/giB4GvLS5vvgN8cfEWh6mEeWx8LfFfSbPVNHncbnS0Pi3w3HFPZhiFAklsZlHVsDNfif8Yv2Wf2ifgL4on8JfEj4YeJdNvVZzp+qadZya14Z8QWqswW/0LxDp6vb6jbMACAGWVM7ZI0biv7dpFkC7mwDyCPmIUdDkn/61VbhrO+tJNM1fTtO13SpW3vpmr2dvqVg5OF3pb3KMIpcZG5NrDHUUsXwzhK8VLBTeHq/yyfNB/N+9H736HJKjSlJKXuecUu3VbfdbXuj+Nbwz8OfDo+GOoT+IvC88WvpZ+buv4JI7mNm2sSySAMjEhgvptr0rwh+zV8NvEfhPSb2V7yzuZkMk7wXFwjMTjOdrkcEnt26V/RT8bP2Efgn8ZNN1eXwxd6r8KPFWo2jwrPp6jXfCrzsSUe50G8kWWBN5OTb3CkAnCnGK/I74j/syfHX9mqzh07xnpNlrfheO4kh0jxx4Zmn1Dw1qke8+SsrMiyaNelNube6VHzwrSAbj8BnGS5rhKVRyUsLFTUudTvGXTdaLo7O3zObELE4eM50ZRq021Z8qdo2XxLlvHW+r08z6o+FHxU8GeAvBujeDyLoppNpHbRys7SMQkaxFwzJyDt5/H8O+t/jd4Hn1JLVtT+yLJ9+WYrsjJyFi5IGT3Oa/JHXvihZeD7b+1/E17DoWkJd2lpLqWoNOLWK4vplt4A5t43clpHHAVsDLYwK0PBfxP8IfFGPUj4f1iz1mPTn+z3klq0ga2nxJtWVJY0ePcsblCyjcBkGvOdXOcJGMliY4mikuaXJflWi8ldaL4tdxRzDMqVOE5UYTow0ul103s3bs+nkfsBZ+NNJ8QajLYeHtQj1SaFFlkKEYCtnaWIYjhVOPoDWrdrq8uES1cAqDv3DkfdJIPWTI4+v5/Cn7Pert4f1+7lRmb7RBGGDkHCoJCoZs/KoyMfQV96af4pM8SysByM84JBYHAIPR+fwAr6DCyqVcPCrNqTbab21Xld2PZwWN+s0o1Jx5JvdK9vl1KkWnau4JS3JIABVpAOo5AyOucE1XTTdaeQBrcdSGIY9B2UkfdyeeP4jXUQ68u8F0Ch+vJGBxngHDPgc966GxvIrlC23odo2nOOckDI6dd1auU4q7hb/hjui07Nf8Nqea3Gm6ojblhJYkZ/ukDHzHI+5xxXL+J/Buua9aG02R7pUYRM/WIurDzcEfdzjAHQ4r6DKxHqNw3Z2jJyQOQPRR7VjatIIoLqeJT5kVtcGIDA+dYm2kAEZUdevVaIzbkklr5d9P6/4bVuG/Z/dp/Vz+fHSf2Yviz4S/avGoWus3+py/2yLxHW9lk0+y095CJo5IgxXdtb5RjLMD6Yr9wrbRdfjsYY5gplFvGXYqWIk2DcW/2iwbp696+HPhV471C3+KHiOW6imv7i78Ry2cLSje9vErfMu7qsSgZwOpziv0vspRc24dkCttViGGOSAWY+oyMY79h6Y0FJxdd1JSVZ35ZfZs7WVrXvZvXU78dTjRqUsNGEYyoxV5pfG5JSbd76q9rLTTQ/NH9pXw7rdt8SvgvctHCPtOu3domN4IMkJYHcPvNzwPVq+orL4f65cmGSWWCNliUghHO0Fc9C/3+ehrhf2qrRV8SfA27KYEHjkL5hJyokt2GcHoOeB7CvrG1CeWiLjJijYE5BOUX5mI6cZ79q6ea6V+lrfh9/luealZ/j/X9fqeLj4d6vGyOLyLHcCMgKeu45frkH6dfetRPAuolRuvU+bODsDeuWZd33CD+Jr1yYKo4HUADPRyOSXXsB6+lZy6hAGMRXLMcZIyXbpkj+FMnt2FJXbuo3/rUqzWl7X/AOBp/X3nnkHgm4RmZ75mCvlAoUGUjo2P7mMnj61rr4bmVcfaA5wQWAHzDGNi46AY6j+prtvkBXhSDgttBB6q2F56cc/z5p5IAIaMA52nso4bG045OfT09KG+24trXVmfAP7T37HF1+0Fe6DeL4kOjDR7d4HEcUbbsu5AG9skYbA/Cvlpf+CU0e1ftXj683Z3SqkEA2xjADNlSScdvWv2f43be2eDkkLzzuI/ixz+JqCQcnBJyQApyWY54Zj/AHc9P/11x1MDhq03VqU+aUrdZW0t0v2PewXE+d5fhqeDwmNdHD07uKUY6Xd3q1fVn45H/glT4eVZJJvHeqnOBGEWEEkEhicRHaBgYHXHGaW1/wCCWHggFjeeMtbkQKdhRkQF+u3AT/ZOOnWv2CnXER35wSSxU4Py9BFkYCjJz/jVCFOG3tnLEZ5CqnPTsH6fl+FNYDCWX7lK3nL0/mLfFvEM7p5nUafovu009V5nxj4R0vxDqnhzT7WDU9P0bSfE+va3Lo2rRXym919NT1C6vLZNMV1HluYd2erZXg9K+Sf2sv2d/D/jeOx8JWOuW9j8Q9Da3nsk1OSUW8512RYYH1jUFQiOOTyZVjLHAbvnr6LqmiatLonwt0ZvGEuixfDzw1oUWnXVlYSS2Wl+IdSnkuo9R1uYk/Y3Lm3jCj7sdw2STg12fjq1udV+IPi618S694asX8V6D8NdK8TW+3fq9jJFdzYu9GLvzbyXMjfMo3oBnOBXPTxlWSm3SiknbX/DfTVW95W9NddbY1clwinGEsXKcKkZu0YyUopTiot+607wak0kvetG9mmfkZqH7CPxN0rxPH4evtZ8Ow3KXVvBfXUcl3caVYXlyYzDbX18key3kJdBjoC4zXt9j+wN8VvhNruieNPif4o8J2nhHTdfsdSubW2vplub2G2dGWKCMgCRsqmcYAHPev0t07SpfEeteI/AWh6jFF4G+Imr3Otxazq+n51K9fT0tE1e00W9DZaL/Qt6EjcoZ9pWvk3/AIKUeN/Fvh3xF4L0mxLt4c/4R5orKe7dlshd2rmG7aSRmw1wsQixnLHeSAcEjmxWZZnRwdaWXUfrGJk4xjHm5Iu8tXOSu3GMdW1bmvZLU1wORZTUzDA4TEYr6vQnedSc4qTSjBSXLFpJTlJSgoNy5ZJO58/6v+zJqPx98V+PIvCXjfwxZX3iK8169sNOv5WWeS3vbeOOJYcyYkcFMkcZA454rjoP+CYfxZ8DeCpbrWfHvhvTbK0u5HnnzMqie+xbKsZMoByCA3OePz83+GfxemvPHvgPTfCCIfFEmr6fGJLF5nckzxi6yVP+q8sS7s8Y5r9gf2zvFt/4c/Z/i1RE82JvE2gx6oGYrGsLMxk3kDJHm8AeuKyynHZ88txVTMstjRzCk2qcYtKNWysmlzScU3beT3vpsa5rgMjpZthsPluae3y+vbnnJPmparmTfKlK190t9H3PzuuP+CWvxWEOi2D+PfCS/wBoaclzpyIlwsd3FjzjL5hYgZSRcAnnJxWr4a/4Jm/Fb+0LnS7Hx34Pa5kt7nTo7Yw3Mkn2q0+edCxYYOxsp/eGcc1+qltNPq/wo+EviIakthqF14PsYLJ3DPl7uOCbKjkhhBGcE5I6kYzXefDqy1W38axJcXekz3G+5vLsWm9po1hhjEMnmE/LLKrt5inBIIIGBz7ft5ySjKFvaKPMvVK69V+PyPDlg6FSjKo6imqfNZW3cW0ndq1mnddVqt7M/JG0/YL+K1zrC+ErXxn4XbXvCscdzPbwedHIo+UZUrJkkFR1Ax61n6j/AME+/jFqGkTo/i3wtex2OqXd3fzXM90Tbykl50YMpLMrZORwcA4r6u+EfxJu7r9uHxd4VvIpY9QbVtfsn3Sl/tGnxW+5JDCx4QARkfXI7GvrLxJoXiDTdWvbXTZ7K7SW91S7v9NmuAhnju4ptsLbsgKscgbAzjGB0rgwmIrzpznXwrw8qVaSjG+jin7kk/NPW3nbVHoVMHRoVI4SnioVKdahByaSsnOKlODv2ez9O7Px/wBB/wCCX/xX17X/AO0V8TeErttPNvLPBayyyfuZE3QvIRj5WQnkdMYPPFfTvw0/ZP8AGVrqHifwfouoeENUDQCz1ywaNmayWaLyZp7aMyna+5mJJwa/SP4SaDf6PH4iumislS30qTFxaXQneWa4U3MdpcAfd8rDhfUHrkYr4u/ZQ8b3urftCa5byWssFxf3viOG9Z5hmSGCeURO0ROQA2AM9vwqMVjsZCvgFSwrrwxNRxqSX/LuCsouzS6tXvfZ+RNHLcPPD5jP63GisBCEqcdL1JSavFW/up+d2kzwjxn/AME7vGHi/QbXwdo/j3Q44/DFxKqRSW7rcwXUrncHmEi71ztHU9PWpfhp+wT468PppFr/AMJn4Q1BheXFooO4y3hgJNxaiN5MidR0657ZzX6JeN9J8XaTrOrnQZreS81LXBeyxyTxxyJbie1MMIVmBw6K4GMYwSQSax/DGka5H4p068ufD11by6jrAlsRHcKTpd3b3M1xc3s0If8A1ckcuDgcbhnpx0OvJSdPkbb0b12200b0sk359NQ/s6lVw8a9TEJwprnhH3W1KyezasrttW10fW1/nyw+EumeHb69tfFd9pWleXeSQrb3Ni6LOsPy7kLyDzF3bcHBzkVyv7Q/wO0rxl8P4LPRtX0/R3gu7G5S8msJba3dI5FYBZt4DBlHGTjnuKX9sT4uJ/wt3T/CGpQEQWryfZbnT0Hy5UMWnKfxB1J565OBX1ta3Gi+Pv2d/B51uKBbP+1dAs765aNIneGK8UAyvjhWUDJPrj6eFSxeHnmePgsunCeCXNTqyqSjCq4brTRWbetndavsenPJMTTwmS162YR9lm7XNCEFOpTjJ6NJSXM3FaLTXTrc8D+A3gGLwZpthLqGoxakn2VEEttpszq+ACpV1YhlOOD3P5V9jn4qeEPD2kQxajdyWCKVjEk+nvBASCwCB3xklQeP0rMf4yeC/ATXGg3fhgpDpF9FZWrW1grwzWAUFJ1cIQ6ldrbh+PY15X48+KHg74g67oxGlvJotvHefaNJNlGouU2FYrlWCgEq2DkdQelfTKdOgoyVK8nKPNGGusmk5atXUd292l1eh89QwFerOrCnKNKmlNxlUXKnyrmSfLdKU3p2u9XY9gv/ANoT4cXPh3WtPGsRNNcWE0SgRqE3su1QWLDIxjHPf1ra8IftIfDHSvDWiWF1qwWaysooJCsK7WZc5YHd056g/lXgun+Cvh5deBtK1W3itblr/wASnT54J40jmmgld3+zhSgLMoBGOvA5PFfln8YPFl7bfEjxbo3g7VodNh8OXs1uNFnBMc0cL4EaoT8rHceRzgA4r0qGO4Ro4nC0M7zXE5dHFSjFVIYV1oU+beVXlqpwitPeUX5ni4jK/EWvh8ZiuHsiwWarAwlOUJ410ZzUZKNqXNRtOWvw8y8j92dX/a1+F+m6ddT2ms2k98kbtbW0skETTS4G1SpkyOpzx2/GvzU+Mf7VPxk8VeKI77wr8QdG+H2jLE0L2YmFw1y4C4chpwEYHPYdee1fnZq1mfERtv8AhK7LW/C+tX0IurCWaS4toL2MLjzbGcELKoJ5UHIOOMV434x8KeK9LtnLT3HiDSdpcXCzuNQtVAO75kYGUj39B7V+x/8AEHaeIwSzXLOIKea5ZVXNSr0Ie0hJWV/bQU1Up22dlNKz5rLU/H6HjLWpY15TnGQTyfNYPkq0a0uSSae9Kco8k79Lyje+jdz6h+J9h4s+Jc8l94v+OGhahdvmRgWgG9sSBQwM2AcyNgjn5sVifDXxB8R/hBDPB4W+M/h/TIZ0eNZYVi37dx4yJMDGfXp9a/NvxRZanHG1wt3ez2Tkp5qTTrNA3QxzoH+R9x7jBI+ormPC+keOfFPifQPBvg+DVPEviHxTrGn+H9A0O2Ms95qOr6tdRWdjaW6AkmRp5Fy33VUl2wqkj82zLh6rlmJlQxUVFq1pRTaadrOLT1i7aNNp/efp2XZ7HMsMq2GqOSe6lKzTvdpq2j8nbvsf0NfsqfDfxX+2j8aNIsvjD8Qz8Rfhr8LYU8WeJtL0+CNbW+vI7lY9A8P6hdBm8q1vL5ZGmRP3kttYTxghWLD+mLTzHawwxQxRQwxpHBDBAqxwwwxoscUMEKKFSJI0VVUYCqoA6Cvkr9lH9nbwX+zh8LtM8K+Gfhv4S8A+ItU0vwzc/Eqfwxd6lqg8ReMtM0S302/1K81fVbmWW7IuftezZ5cP793SJd5z9WwsC6KexTt/E3yjg9Bxj9aIU44Gj7OGlWpu0mu1l307PuelTvXkpy1a+f6fqddalXcBicEZwMYypGVI75P8/atJZCIblmbasbCPJHPEYfkoenzjjuawYpgsE2CFeK7tUboflmCgZ9uTj/61asxEbyqCwSSYRk9efKjUNn13Dj6Vyczu29WzrUdLXNWS4kW2uGXkx6cscJzyZblFRT/vcD0+9Xj2uyxz6tHDAPNOmQRWls/URuR++mBx8pYlvQ4cZxxXqupubXSYdu7zLh4MAn5iMBoRyPvCOOP8TXibQS+bOsaMged3uHOQ8srOfM+Y8hBtUADjjipnNyaitUraL5den5GkI366fo7F+2lihJAPmzkhmAIKx/cBIyOeM5/yRofaXALSse3QnkEKOSx4OQc/074eYrdtqKXmLALCmWcna2Gx3GcZP9ea2LLS5J5InvjkEjbaow2A9vNOQXPI4Bx61pClKSjKtL2VJbX667Jbt+f4g5JO0Pek/wCv6/zNSxllusJaxFlUYaVhhF4BIUgZkI29B249K/Jr/gtF8XJ/hz+y9pHw9sL/AMnWvjF4zsdLu0EmyWTwt4WUa7rMagYIhk1NdChIwQyysp4NfsMslvZxYRQNu4Y4CjAzgDPHyg9PWv5U/wDgt98TT4p/aK8EeAEkU2Hw2+HtvdSQkjCa14yvp9Vml2MPvHSrLRhnJGGHqa9CVaUcJVlRgqNLRJvWUm97dla97eWpzTinOPM+eSu9L2Vv66n4vJcM0kZyXEaM6KDHuE7gld7vgDDYGTnATAqwbmVgkMaupOCk6KMuYld28zjLsu/oM556jFZ8ZmmGdqhBz837tJWIVypYAY5BwM9V75rVtrZpYQFMpbc7yeZDJ5UYZiiy9VJ+YnjcATjk4rxNXZF3s9rrqSDLsjO6zP5yeWQPkMaBXPlxsPLY4yF54yOARVx5fs7XKxxWzTHMU+dgeNAshAikhdVmJxJuwAF2DA5ppiNysMQS3gitDJG7EGKSebJJZ3ZiNvKAEYwq4BJJJqTxQRjyXU7wQYrh/kiQSyOzHCMRI5QcE4Kc9TQu1xKzWu6/r/hy/OjOjXDDYwZI4lheN1w4fM2QxeMjBOQu0BtucspOHfywzzRjyhbxqCI44cYkAiAmXdMpd5GlR2LPxyFAGKnuJykYt+WVYyWUFJY1iaJMTZKAu3AGSRgoO/XEurwKC4jWUxRwRoN6SAbZOke8bgDljjooIGeho1002C1+y9CG1hn1XUbWwtoJbq6vriCys7aOKSe6urm5lS2toLeJIyWnaVwqhQNxKqBX7+6F4dutB8E6DZX2my2Wo2Wk6dpl3b3VvNZXthPp1tHbyQ3lrMqSQzBYmyrjcDyGC8V+X/7A3wxPxc/aw+EOhNbNdaZo/iK38Y6yxD+VHp3hdxqsSzKM4DapHptvjIDGXqelf3R/F39kj4W/HTwfZw+K9L/srxONLhjtPGXh3y7TW7aTYCn2o+WU1W3BIzFcrIMA7GTrXy/FnC2K4hwGGlhqypVMNKbipL3ZtximuZXcWujs10dt193wLxZhOF8wxLxtCVWhjlCM5Qfv01GTd1B25076rmT00u9H/Kb4g0i4uIp4Ek8+J281BHMHERY4dh827ccDA+bg+2K83n8PPZqAbZk80/O7Ru4PIIYkZG7BIJIP3/XFfox8e/2KPjF+z7qbahdWEfjjwAboR2Xjfw9a3LpZJJKEgi8S6Pl5dHuCrgeYGe3d+FlydtUfBv7I/wAXfiiLJ/Dvgq/t7K42ifXNcB0LSIk3YZzeXkYe5A5wIY5GOMYNfh1TJM5w2M/s+eXVpYlP4Iwcrq9uZOKcXHtK7j5n9D0uIcgrYKOZQzSj9Ta0qOcYa2TcZKTi1NX+FpS8nc+C9D0mCOV2a3luZ2ZS0Yh+QoAflUso6qCSc89xnr6P4X/Z++L/AMctTl0P4a+B9Y1xzKsVxqCx/ZtF05Thc6jrVwy21jEucsjSGTGdqnpX7g/BX/gmz8OfBRg1f4qa5d/EbWFCSHQLQSaZ4StmXDiOVYyLnWApCgmR4o2H/LIiv0L0vw7aaDpVvonhnRtO8P6LaoIrTTtJsrewsYEQYASC2RVHy7RkjJPJzX6Jknh9jqvJXzaqsJTdmqcGp1Omkpawj/5O+6Vj8yz/AMUMvoOdHIsO8ZV29rUUoUk+8YaTnbu1TXXU/Gn4D/8ABJX4f+EGs/Ef7RXiIeOtVjaO6T4f+Gbi5sfCsMoIcwa3rA8u61oBshkhFtC/IJcGv1b0Dw9pek6Rp3hTwT4f0rwp4U0yJIdO0TQdOg0rSrSJAFAjtbZFDPhRudsu2csxJyfRYfDKs5mu5DKSRtAJx0xyMc9v0rd22GmxliYoVUcscZ4yTtXq7ewBr9YynJsJl1L2eDw/sou15PWUttZSd29el7a6JH45mueZhnFb2uYYp1pLaPwwin/JBWivOyu+rK+iaZFpMShUWW6kH38BmLYxjOeFAx78VZ1bVDYwTRoyvfyrkqjDMCEdOeGlJHCjOM84rmtS8VwWaOIWFuCpPny4WZhg/wCpQ8pxjGct6AV5+dXmvJnuSz7GO2FSeRg5aQgkck4Jznrz7+zOsqSUYJN7N/oeVCm5Wc9PLbtc+S/2kPAJvJv+E706DMsSeRrCqh8xYww8q7II5IJIY9t2fp/LD/wU2/ZuTRtai+L3hnTyul+JZJF1pIYdsNnrkQUzkhBhEnTdKM9WL/3eP7XpItO1ezuLHWbSO6sr6FrecEKJvLdBG2CeGYbl65B47gGvye/al/Zx0/XtB8Z/DLUkivdA8QWk83h/UXQGSzu9rzabLJ8p8qSKZgj4AzG7DODQ19eoSoN3qR1gndv0XqvLsapclk9Euvl+Xb8D+Mv4SaxH9vu/C+pyJHbaqpS0eQkfZr+PJgZWPCqzAofZ+Ole8GVLzT5tIuk23dk80JiJAJxwN2R02jHBwcV4J8V/Ams/CL4j654d1S2ms9Q0TU7m3EciMjCaCZkVgSOOgIPQ4zXulvqltrfh/QPHmnlWe5xo/iWHYqpa6tBGoimcp92O4t/mBPV1f05+UcvquLi53UK75X5TW3pzLTXqkt2bOPtKTs1zQ1+XX8fu+R5rGtjpct5bsrJNNwYZGZUEqMXsbiE4wwSdip5B2TsPev3X/wCCQH7R2veHfj1pPhXxP4l08+FfiboFl4Cu7a7juYp08RaLbO3w+uIbg3ZhiYXKXOnhTErP/bg3SFgtfiF8QNIPlRapBFgSgP8AJ/qypA3hSeRk8g+35dJ8KPiFrXhzxBpF/o+tX3hu6s5LSS2vtOhs5prPVrOZLiDWoUvoXX7V5iRyx5UhZUYrtKgj1KM/Y1ote8k729f6/rY5mm4qS0a3/wAv6uf6Hlx5hBK8DnIbjPb5gew5rNEZViADnPDY6EAk545X/wCtXgP7H3xmT9oH9nL4a/EO61ePWvFB0ZPDvjy8SCK1d/HXh1F0/wARTT2kLFbY3M6RXqBcI0WpxuiqrBR9EGNvMb5jgnPUEbSMkjoRnNe7HESdkl7zt20/rYl043T6fn/w/wDW4+MOgDox3AFSxGB65J9Og9+c1S1JLTVbG90jWLCy1fRdUga21PSb+BLvT7+CTPmx3VtKpVxjoRhlPzKQwBq8jKC0ZIZipbaMZGOx5xj71VpgpBwOq5HUEdiQe57V1QxlN89CvBVISVmmk018731MpUb+9CVm/wCv60189j+YT/gsj8DdC+CWgfDi48GX6jwj8TPiBcG28PXEu/UvD914a0ibUby0WYpnUNF36hZtDIx8yM/u5NxCu357fsV+NvCXhLQ/Hz69ei3v9c8Q2EdjENu+aO3tJ0XaXPBaa8I/D8K+4v8AguT44k1P40/BnwKty7W3hbwX4x8UywbyVhn1vU7LTYpFjzhZDFob4OOQ1fml8FP2fPi/4k+Hvh34n+HvBeoax4L1LxXqemQazZFZk/tHw3PpY1S1uEB3RzJHdQMgIG8MSpO04+SzLKsF/tGBpJ0sNJ82nR+7Kyf8t9N9tDyM29rhsorfVaHPUlKD5YptK848zstlZbbLtY/brwHo3jPTrRteh8N6g+n3Nsl1DP8AusNCELs/TgFN3B7Cu30T9p/wBDpesTXupyWsvhy4+z6rHIIi0E6x+YwYhvkYIucn1r7U+H1s6/CvRLe5tTDPH4bMc0MqBXjkFnIGRkK5BGOen1r+dPxYpXUP2iYI0GV8QuwTG1UDWU4PGORlB7cVyYXDRpxdCEm6cbuz17O+nc5sXi62U4fB+wtUliFOT51Zpxp89lZpbn6in9t74MrgHxGDkBgV8okA5y3LcNgdfU+or1rwv+2B8NruwivbePxDfWEwJhu7PTZZreRcH5lmjTG3G7J5B5wetfzrfBf4Z6v8XPiP4a8EaZG7jU72BtSmjQutvpaSqbyUlRxmM7VzxucV/RV8aH8Jfs4fs8PZ6ToNnNqUOippelw2+n/aLjzRB5ZkCQxkgDCgH1Ymt69GCUaalu73+7z63ObJ89zPMKeJxNaNLDUMNHflb5no2viW3X18mbp/a58BkNcx23ihbdFZ2kGkTeWsSKxLGQxcJwSee3pXC3H7fnwCjeUTeIXLokyvC4iVy2142QoR2Y8qefUU39iX4m6H8cPhjPpXijw5aWmv2AnsdRguNMNuXVwyFkM0QJXa+4evQYNfjv8Atz/Ae7+DnxZ1KazthF4e8S3Et7p0yRlY45JWaRogVQKMrkjB6j0rPD0aarRT0ad7d2mtHq9/0N8xz3M8Nl1DMsKqeKw8/i9xxcb9/f6PR/5H03P+0z8K/CnxJm8aeHtZN3p99qX2q9sikbLH5jENMiDHQHkAc+tfbmn/APBQ39npdPgabxHNFcvEplUeWVSTaCQOOBk/h+FfzSy/KrFskFMAnGMD0xyvBNUGIKsAgJwSMAYAHIBJ68Afzrq+pU0pKLcISbduibd20ul791r0PElx9mta0p0aUpwSjezvbRJPVX2stT+rDx/oyfHzw78MPF/hHVPM06x1208QrI7bi9i6KQY8EfOQV56AetfQdrA1ukO+/kDKkavzyGVAowGBz0718u/sbXpn/Z2+Hbl9xj0OzjOCMErAgIAHUcev1xX0ldanZWI36hd21nEwH726uIot2CckCRhnr2zXmtWfLufoWGruth6FZ/FVhGTXm0np9/makz4AIvZGJbLc5yqndtBA44IH4VhCJftBlN9IuXLA7cZXI+XkcY5/nVBPE/hy+l8mx1vS7qYH/VW99BI5JOSABJzxj6180ftO/GbVvhloWh6F4QhjuvG/jnUotG0FWw3kGeQQm64/hUEsxwcLGcDkVpTjOU1Tj7spd77d/wDM3lUSi5S2X/A/r/gn1Vd67o1j8t7r1vauVCIs1zBG2BgMo3sNv5dq57U/H3gzQUe61jxvpNnazBRb+bfwsM4wSqhuTvyc1+afxR+HVv8ADH4T618Q/ij4t1zX/FU1mxtk+1yx2sWo3SM8Ygtg4VUjIzjnsD3z8e/AH4I+PPjh4N1H4myeJtV1E6HrV1/YXhy/vJXtLu0smAMMqHPmMx3gdgAOK7aeCpToyruvaEWltvLsjlli6imoKmm2rrXZab/jtfzP3z8P+OvB/iMZ0PxZZ6uI+XFpcxyPnIwzIpyRgj3rp5LiEhSNRkDkhmJJ+fpwwAyBlgOnavxWvb/UPh74t+Dnjfw3pGq+EL/xF4oj8J+JfDMjSLa3484W817DbcgrvwysAPlz2NfoL8Qv2lPhV8Mr/R9F8W+ILe21zVfssQsIXidoZbkqiLOd3yHex4PTPPtzzw0k4ezTnzpvTfRpP5LuXHEtqTlZWt6NO3W9tOx9L3MsLxSL/aFyCCAWBIIxgsoqin2RFCvqNwU5OASA7dyxzy2Rn2B4rw7XvjV4F0fVrTQr/VUgv77Q5fEMKPtC/wBlwRLI85Jb5vlZOAOrAV4tJ+2p8FokiEOqXl++6XzorK2adre2gkMcl7cCMkRwAqTuOOCPWs4UKs17kJSv+X3lSrqLtJpX7/L8l5nxVo/x88JaNp0Wk2Wl+L7nSrmDS28S6ZdalHPFr9zpT77aeV5cvCQuxcZ5WJRjgV2PiP8AaQ+H3i3WZPFGp/DXU7jWnuNBlhIvkT7MPDsksloIpFOQreawcHIbAyK+Tl8PxFi7SRrsXLKSMs7AHAC8AYP1FSDTVj8tRNG+XOVUsDwSQxAI2k5I/D1r85/tycYxgowuu8fXWzb23XRX9TqeY49VPazrSU5XV01Fu7je/LZ6tJO99IrSyR9X6b+1NDoeoWd/o/gTXHttNN+NGsbzUFkttGGql5LsafHuxEjGR+nGJOvFcv8AFL9oey+MejDw14++Etvq+h+YTE0tzi7t+ARLBKOYpevIPNeFf2XfLIFR3WNowyAuQytuUMQM8fwgCrH9n6hL8gZmUtuAYgDCnqBjqCenfPpSp8RYqkkoQp8sXe1tV66brs9l+GdWvXrzU6rlVnBbt73fS6XXrpdtve93/DjU/AHwa1lfEPgH4PwpqDSnN3qV013dW8LZO22d8mMgjqD/AIV9j6x+0P8AC/4qeA5fA3xG8M6mdP1aa2mv7Qp5iRSW0iSI6yBgRiSNSDwT09K+OZNP1GMGIlmKsCWxkknjAIHHB7elWoLK+XczLnYAANud7MBtIUj1Dc+2M1b4pxsk+aMJvdaW0T30afa/rt1FGekW6UtLJ7aPTv3+7qfpzcfGv4I634W8L6Fb+JZdBg8NpYSacsVsC1uljALdLd1YEbfLyDx713ngj4o/BLRPE174mtPHcDf2jzdWtxtRPNaGKGOeMEArkIMr6Y4NfkrBasw3SoqEKGZSiJhWHJZvTP8AT0p6W0LSFPJhcE4ymFC9cEnqc4bPv+FD4tnGXNLCxlLTq/TRJvfU3jiGqTp3lCk73WlrNq99O6V79j9RvD3gf9n6x/aP1b9obTfG2mjW9c0f+zZrN71FsoblkWOS8hQ42TvFGgYg8hBnpmu88WaHaeMvFFzrej+M9Ci07Uo44IxDqMS3DSR28sLzxhZxglXXtggYweo/Hl7K4dyI18uMjc3lO4BGcEY7AKT9e3er9jJqdgIRa6leR+QzOEW7uAyjrlB5hGQQc81q+LKNSKVXDOWt7Rl/wGXQryoVE6T1krXlG9rteq7a9l0P2p+D9i3hSXVNA1fxDpF6kVvbKskd7Ebi+j2MHmuAZSHlVXbJ9H5GeTx3wW/Zq8O/D/41eOPivaeJ49StvED3I0nSjNEY9Ma9fzLxVYN8+ZmYg9s4GRzX5KDVfE7T/a4NX1bz2BH2lb6cSYPUNmTHc5H+ya6fT/HXxB0do1s/EmuRKoEi4u3dThgzM+W5Pt2z0rppcV4SmlH2Ekn/AHk9L6ef5ab6hWqPEVJVKk1zTavpZN200Wnp07dz9gPiJ4E8S6l45XVNH0y51DS5LK0a4aO7dVW4juFCzQqgwrIrE9fnxtPGK5jwf4T+IegfEazn8QLe31lc3872eoib9xZWpUiW1njx824GXBBwBJz0FfnNY/tAfGfTkVbfxfqpikVldSxc7Bydu5+Bkj8BxUknx1+LdyV8zxpqyZG4B2IXcCMtuB4/iyPQYIqVxDlkpe0tUTbUrLkevbR+u/XVats9CGYVPY/V+WnOCjyXale2lnfvtto1o7nvX7cv7G/xF8f6tpnj34UqW1mbUo4tWtTIERbCfAN1E2Cd8ZUtj+IZ9RXtPxL8E6z8Of2Mb3RPst7qHiDQ9C0yWeKxgklv5b+3HmSvFBAGd5AydgcV8hWX7Tvxk0+1jtk8ZvNgD5p/mJCkcHnrgewre079q34twyJNNqenalC4MctvdxCWKUKDxJEeDk4/XmnUz/Jq1KrRnCdOliIzjJqOq51aT0abe/UrBYzFYTHYHGxqqrWy6cKlOMnzRXs2pqNnpy3+WupY+Ef7Q/xHs9D0qw8Z/DlPEun3Voq20uo2k1rqkUITZsuGuYwyyBccZ6dutd1ffH3wbFFLNpHwsvoNRtppbYB5GEcM7/eQHI/d5IwegweayZf2tvHF0tuLrwn4TmaHJDLZogdjhuw5/OnR/tYXDhk1D4VeDrrzGzOPs9uJGlGAXJaPlsgd+jVvhM3ybD0I0IZxWcIRSTqw5nFadXGUlbzbsexmOcUszx08fVyTD0alaV5Qoc9KE23d3jCajr15VHqeL23xl8W6r8Xfhro2v2B8PaFd+K4zYaXEy+RNIQ7ZlVfRM45Jz9MV8/fth/DP4peC/wBpCWz8H+CbvUbH4j6lb3Gnazb2U9xbGS8kSO4huJo0It9m4tyQNhOCSMV9xt+0b4Iu9V0vVtQ+Cfhz7VpU4ntZfJtTPb3K4AkgcJ8j4ZsY9eK9Xuf23/C9+9u+rfD+3eS0K/ZJJoYp5LVkxlomZcqcZPXt1pYWtkdKeKcsx+vPEyUv3qbaajy6e5FKOuyWn332zjiTFZjRy+lhcJTyangqMqLjhlKEZxlUVS8rybcnJK8m3d9Sp+0Z+z9Z+IP2WvCNhe2unWPjXwvp2mvb6ksGy5hvSIQYDNChdd24LnoN4JGAa/GjSptRt9Uv/DGurJaa/o0phvLO5jKNeWzAOlwqEDzA0bAnsfzr9tJ/24fhvf2stlq/hO8uYnKyNHKvmRs6fdwCcfLjj0xivgH9sLxT8P8A4kWGh+Pvht4YudM8UaHfLFfS2ensBfWD4SS0mMK/vEEbNjOcHB4r9T8PPEOtwzm1OjQxyllWKUYVKLvZWdlVitk4qydtGk0+lvxTxE4IyzirI5z+qqnxBg3OdLEae/Gy/czW8k2m43fuya03v8FfEX4dQyRz6votsAGVv7R05VzHPGcl3Ef8LgEkH16+36zf8Eaf2JdBi1HU/wBr3xSr6hcaZfap4S+EmjXFsrW1hfG1S38TeMGlkUmW/hW5l0+z2jETNdyE+YI9v57aJrN3rs1jpS6PdrfanPaabaxyQyFri6v5Y7a3iAZeWM8qL071/YN8FvhVo/we+GPgD4Y6LawWlh4R8P2OmtDCgVLjVin2rW7+UYG+afVri9mdjyzTH8P1XjbOMgzCjQxOV4qjip1pOUoQaboySV2rP3VUe8XdOSckk7n5x4ZZVxFhK9fDZzha2EpYOKUZTjZV1tFO6972dm1JdGk3sddNEIYEj53kl3xgc5zk468HFMk3wvpk2SEuZkTg5G5WBwcA+n4Yq9q6CK5KkcNFn045HBxxyefp9KoX6v8A8I5bXKBg+lavaySBegjeZY5eBxjZID+FfkFapOpKUpvmk3/X9f5n7rCKikloo/8AA/P9TsI4VNzdxbRmWLTZhzwWhu5FYjjrt2CptwluooDhVuLxkLHI2hCxYkZ5AGPpnmmIwN9ZuhkKSwONxI+YRPHKcLjkBi39K5zVft13aRLpZP268lmtrY84R7u8WF7g46KlvBI59Qp7msN1aOsnZL1/r1NL/JLX5Ja/d/VtC14o1Se6+yXdmJJYdPvPPaCHpNAGWIoFB+dlgUkdB83r05JmvNYkZ7ZfssTO0jEqQIVLc+YMD5sE8Y6mu8ubODSbRLVCFitIEWa4l52hVUO7ZGWlZgSRXnd1rVxqc0lrpBW3tUdhcXbhVLEehb7znnp/jXc40cMkqlPnqpLro3fd72122bXbczUpzfuu0X17eSfcvPDDahYrQeZdSNtmmk2tIQxChgf4Uzt49+a0IJHiuEJZmxGyNhcsZpGXakYwPmwrdPWs6xhZYwiyi7uAcPdMDHBEocEl5s/MDg5xnp1rUhvYLNRLGxZ3JAvnUrJJj+DT4usMQ6GU/MwPy4+9UU4OrNVMQ2o7220Vreib0vaz6XZUmlFxp/F3/rr5G8LaKMI18w8zcG+zkgpbk9ElI/1s5BB28hRw3PFfwtf8FE/iNrHjb9sj9oDVtTgltLofELWtCgtLhy7WGleGPJ8PaRaI6jbgafpcJIU4XzW5Jr+4VJJruNHk/wCe6lOccHjp68/rz1r+ab/grh+xpa3Pxx0z4teALARWfjuWyT4k21mSy6brDTRW1z4mkhAAhs7i0UNO2WzcI7MB5gq8VKpiIXpxahTSdl26+nd9X1d7ExjGKd3d9b/8H9D+dO2n8XazLJNZlbCzjyIZZ2kkknG4gSxxk4XGByBwB35z1Ok2vj+O6X7PrEFxMcER3MP7vzASPu8BvmAIz3Ge5r2rxvoun6BrE2j6Vb+Vb2aLbhnUEsF+RXbj5SQCeO5+tchpvy3iFpCm1+GHybc/KWY/xDNef7DltzXuv+B+W4Komvd/z7f8Maq2/wAQdC0saxrXh2G/0/zIxe3llcwzyusmZPOl08yeYB+7X51GxSgyQTzUg1zQNfiEOm3MIu45fNNlds9tcRZJjaOVi2UX5FOQBkvy3U16brHia90/RorczLLH5YQoedqkY69cYxn1Br4+8Tx3H9pnVrAtZXUc/npd2xCMsisSGJVecE8jkHuDWTvHZ3enX0GtbaWv2+W+m/8ATPbLy2kiKRXcDWyyuMkuFHkMC0e+SXiWMIw2YypyCT0zy128MJjSIl2dWBRv9W7DcUkUqgKIo8kYOcFG55ApPAvi+PxFazaF4hdP7RiBkhucbRLCylEuIWKnaBKFEkfCgHdkZ43NO8Mat4h8W6Z4R0yDztW1jVINMtI4wGiElzKsf2gjBAtFQtI7HgxoW7URvNqKXvXt83pYduV2XXT8j9uf+CLvgX7J471X4g3GlrLJ4gu4PDmmXPlhWj0nRZI7/W5oFdcqkuptYRlgef7PYE9RX9gKfEWxihSDhVhVY8SQqDtQBQMxOMjBHX/9f4df8E4PhfY+FNBjexgH9k+E9Jt/D+mXDxBXu7iKPzL++YAD99PfSTSseuXwTxX6kX0xPAJyASTn/aT/AGhz/wDq7HPtVpyw8aOGhJtUorm2tzP3n62bt8rExpQl70ldvr3Vv8v6R7dcfEHSbgtbz29vPFIdskThXAjzjaUlUhlzg4IPT6VXfVNBuF3IZEUFWVFMbKM4yoAPyrwMfSvnySQknLDqc5J4G5m65OBxj8PwqsLu4j+7IeMEbWxkLuc52/X07ce/LKSlbnipf8Hy7XK9nZWUrL/gJH0gmp6MnEbSE9MbF9fm6ydh/Kmz63aKmUQgY4Mk0cY746EkgjPpXzYb68BwJZOATgSsCcAdSTyPmOP/AK3EUtzcy5Ek8rLlgQZHPTCjHzc8A447nr3uNZRfu01b/hu/yuL2S/mbPbr7xlbRBk+1wQDccR2+ZZcKME7znbzjHTrXBaz4v2gm0jea5biJp2DuzngMQT8iAE8cVxUW1CzLjJzgtknPJHXr8oFKoQyeYwJJIGeTtGQpIJHpnH0putVlo5WXbp0/Qfs4xt3VvXfuP2XlwzTXs5ubmQ7mZmwiBiQVjU/cUKO3XHpWxAQCEDZWEKoPXPUtj8VHOOlUWkIQsoGdpALKT1Uk854OWH8u1PslAUlmLMxLNlgWckNksAeB0rKT07W/P+t/6RaVmr7/ANf1/VjorW7BcxKCXj6n+AHK/LkD2/TrXkvx78L3Wq+DpvE+kwmbV/Dam6NqAManpQC/bLCQZOXMRLRNjKyAHoTn1GHLOAF+XIUYAJJwxXoPXPP410lzBHNpzW0qBopikUoI3+YrkKUYFehGcj0/QpVJU6kJJ+9F9NO39f1YbWl7X8vzW5/Hz/wVO/Z5tNf0HRvj/wCDrTzrPUlGn+IWiUeZb6hAm+2e/jVS0Vw9ujIwbq9tnJ3DP45fB7xOtld6p4P1Mj+yvFMUVmVkJVLXUYZVexvEDH93Ksw2lh/DIQeM1/Zj+0z8CrVZfGXw2vIkHhPxto91PZxyLutFlctPbTxgjEd3bXgV43GCBlGyhYH+Mn42/DzV/hJ8Tdb8OXUbW8umapcJC6ghSYpmw0bDqhADKR2cHvXNm1CNa9RL3K2t10krNNdmnaXrs+zpv2cly6L81azX3H0TJoranoGo6UnlveaUSJoyQJDsBUiMOM5zgHPB2cep8GsI9P0bUL+DVLp7S5VGks2B2W/mJvdRNKYzgKUwoGAxkIzXp/h/xZJeWujeLLdvNe4iTSfENuW2hryGMJBcuNxyJYwNxPO5DmuY+K3hlgker28BUTxrK0anPkFtxCkrwy8cdsflXHQqe1pRctKtPRrXdb/jqvJoiaUZ6awntr3/AOBfbY/e7/gib+0+dA+JWr/AXX9Xto/C/wAWtPfWPCf2qSUNH8SdEt4jFp+n4UqJNT8Nx6jv3gFpNCtkUjdg/wBPslusS+ZxwTkggAkLnC5IyOOfce1f53X7J/iP4kWnxQ8H6N8LtXOj+PU8Q6VqXhHU2klihstR02/g1Mm7uIF8yCxjNqXkaLEnlh1UNkK394fhj9oKXV49Es/FHhmHRnv7CH7dqFheT3FtaXzwxiW4EMsQI003RlO5jvWMglfkbNVc5wWDr4XD4it7PEYl2irP0vJ7RTeibereml7ergMizTMcJi8Vg8HKvhcCvfkmlpZNqKbTk0tbRvpbur+yWhZ2lndgEeTKLkE7Qx4yOnQ/n1q9qMsUGm3lwm0tFbO5JGcFVJPOemAP8muWa5aKJEVgSyb1YHcpJGQQR1HK8jg1DrN41v4R1u4fIK6VfSszZAUJbyHlsjDcAcjjFen7a01ZXv667fP+tzyuVNat/wCR/GP/AMFUfHf/AAmP7ZHxJdZXmh8IeB/DXhqBQS+yae2uNWudo7Zl1QZzzxX6n/8ABEyO/wBd/Z/+L3hbWbqa78LWni7wvNomm3y+dZ6NrOq+Hrq61bUbKNs+SZnTTGmCkBxDnGWJP5S/th/DH7P48+OvxCuRr2vX+v2+n61Be3+mpDZx3esXzRWVnpptiDfWlrp8Njb7hu4JdwCwNftr/wAEW/C8um/s0fEzVJY4jFefE63tYHWNlndNB8H+HrW585s4ZFkupAu3GMNu5rWlBSxk4117tRSur30fTTtp80jl9pGqpqnLmlB2+atfr16+R9sy3k1tpmq6ffae+m3tgmo2VzabcrFNCkiiSJsYeB0KyRsPldHB6Gv5qfEdwj+JP2iYimZH1QSDAwFX7NfAAADqSR1r+qL4mWlhBo19r93JFZrpNlJDql1MQif2dIpjguZm7+U8ioWPSORc8Lx/LHr0tjc/Ej9oO3sbmO9t7sJdwTQOJIWBW9TKMp5PzKM+9efOhPC4mrSlqo3s0tHF2s/mvus0fMcSKM4Ze7ptSmrddacltfvpt9x99/8ABMj4H6f4c8N3nxW8S/ZYdZ13bFpS3DwCW10wEmBQrnMbO37xu/zD0r70/ag8beFvAXwn8ReJdZ0631a6isriDSoJbcXIFxJE378IAcooYYPQM3tX4N/sVXfxE8ffFXw14UHjO/03wdoEsepapbyXwt7aSKF1W3sj5jAYdl3H/YiPrx+zf7aXj3wT4M+AmtreT6Zqd/eWbadpsZnt55SSm15doYkZbYMgdTWFZSVZbyvb+v8AL5bGeS4mg8hqujS+q08NGV51LPmna8pWutm9O+1zmP8Agn98WvCvxQ8C3kkWjWWj+KNOupoNRW2t/JEwD5jUPgBh5bA5znkj1rv/ANt/4GaZ8ZPhLq/k28L+IPD9tJf6fN+785TEjSDGeeDkfRj2r4V/4Jc/Frw6W8QeANVisrDWfPe+tLnKwtdQSyFgGJwGdXYoT6AZ7V7H/wAFD4vil4c0OLx/8NfFd3DpccT22v6ZbTpNA9uUdZSyq3PyEH6ZqXFxr2ty2a17bdbf1ua4fFwxPDntqq+t03BqooWUuzbT6rRvXpc/nr1fTptNvbvS7yMw3NlcTW1wjggiWF2jdcn0ZR7cc8VhSrGikDJyCSVUZzjpkjuc/geK3dRu7vUbm41C8kMs9zI0s0rcFpJGy+7cepLfzrEuCEY8YB2gE47cYIxwcE/livTu7Jt2/pH5Ure0lCDbpp3S0u9dP8u1z+hT4BfFzR/hR+x54N8S3IN3qDadDZaLpw+aXUNUmzDBbxxYyw80gYHU46Ct/wAH/Bnxp8V4P+E1+MviPVo5tUIubDwxYXUltY6dbyndDDIsbAySBWG4njIOBivhj4SajJq/gr9nKwvY5LjRtHGr6y9m/wA0Vze6Wl5JDGAch3DxqQOTlc+lfr58KvHFt4/8K2mtWsEdqY3mtpLVTgW7QMYhG6kkowwvFeTVcqMFKCu5t3k+ivZJfm+vRH7jlfJUwODu9FShbzfKm2/Q8E8Vfsk6KLKS98CeINe8OeIbaNprKaG/mMbTxqzxF0diGUt2PrXwbqvxL8Vav8Tfh7ZePrY3Gp/CLxMLHXbpV3rJZzCaK31AqTkIySBiexjb0r9tJLhIWAkYE9wP4TjJ3Z6DHXjvX5Q+BoNE+IX7a3xTsYLWHUfDUmhG21nCrJa/aFumWAhkGFlwZSuOx6810YWc5QrSqR51Tg5Ju11qk9dHrfbv+HTVSjyKLUVN2suvVfd333RN/wAFJteh1n4MeF59B1GG507UNRSSVreVXVk2wkCTYx6Zx9e1WP8Agnv428KaH8AbiTWtXsNLj0HUtS+3SXdxFCyHz2lB2sQZGKSKRx/FR+1b+yMn/CtfEWr+HPEOsPZaKkmqWehyXDvaxBP9ZsjYEfdxx29a+Cv2EvCvhvx98U5/A/jG4vbnTWszqdvowuHjsLy8tp1hme4t1bE2B5fB4IOea9KlTpVsmq+8/wDZqnO7LWzSVv8Ag/0+SblTxdN8qvVjZX2uv+HWh9d/G34uw+KNfX4vtZmx+Hvw3+2QeCvPiWP/AISHxNKrr/asUZA822iDsVPRnZAOFJPy/wCG/hvqHxL8Nr8XviA11feJfib4z0vRPAtncbna303+0Enu76GNzk7l5DDgRr717T/wUVv9FsPFfw0+DunNBoHha2NlNqawhYore3lnzczuqYyVtQdoxklRXlHxe+Md94e0fwhr3hjTpdI8M+F9KbQvhvbXMbRPcukAt7nxCkRAKs/zLE2M4LEdFNaYalU9jQdKPJUrJtNvaC+FX83dy9PMVRrnmpS92Fk9L6u2vy6W6+dj6m/aj+D/AIq8a+Mfh9b+Atc0axkg8Naf4Y19n1KNL6KxkeL7aiIhO+QLGnyk8kCuD1n9m7xt8KtW8VW/g/RND1LSvHfh2x8PW+razdxxJoYf5buWLzB8zklSduWJX3zXI6N4HX4c/s9al8cPi14r1d/in4qjj1jwzbS6lMj2IkkS4tbSC1aQARrAw83HLPJtzxgeN/tD+JPjjq3wq8E/Ejxj4wvNAj8QhF0HwpYTyWsq6bCiiK7ndXDPM4IOAMDHOTWdD2qdOlTqL2UXyXcbc0otSuu6TW9+2uti5ONnNrVrm6Py67X/ADOlQaUCpe6jYlRvOSWCk4LL7jJHrx7YqzBDpTKkdveW5fJ2q8ojZm3c4L52k7QR61yEPiC1nCy3mnWFw7MHZbdjDtQcgsEPUsOcev0qy154VlUtcQ3VncJgK8EnnIFfaRy/QgkcD1r+d/ZQ15a9pR3vfyXb5vX8TRYqOq5LX6+TS1S1drPvfTyPSWs4HIBu4R5QjWQGZcZCkn5lOS2cE/SnH7FbATpcR7405QOX3sSEyPQE89en5Vx1vbaRLao1nr9tHJK3zR3SMso2nO15ASM5wT9cAd6kGm3sYuVhe2v3JGTbzI6pjGGXfyQfqAMetYLC1ZJKEnKz6NPqnpZNfnp+GyxMH7yerSV20unn57adz0CzKECZ2jkAXIQkHZzg4XGWHP5GrEt/ZwP5UkBccNFMgO1kbAYMAcr/ABflXkv9palpFyv2+0vVXaRK6QmVG6bVZlyAeOo6g570wePsPLi3clcpGrxEMoOcnkY4wMn+VRLB4lPa6fVu2mmm1t7lPFpQhKMnG2jT1+fTfZemh60lzo9xHJKtq5jVSNqkh3DH5yVzwQxJ/H8npLoUZTbYyrk5AUAljjAyF6nAHrya4CDx3p6QKZXiERwXWLCvn5SVVs9ck9f0rZXxl4R+xxXazTxyszqitJlFcHocDnIwAenPvWaw2Lle6sk9tddOnf006lPENLSSlfXXl2Vu35X+86uOfTlmZltmTKkgZwSuD8oycs3PU9KrCOyE4IiwkucZIDcYJA7LjGMj8Kz4Nb0jU4j5V3DYlsnMpxubbkEZPfBI+uOtNtb23urmOxSbeW+VZIjlCTyCZCMYztPYgAe9EcNirptRSa83f5X6P18/OHiWnZRbjv2u21/wfwOmiFhAweQbY1GFIYrvJAGMknBOTn14zTrj7EqA+U33gYyHHIBxkAnoR29/euN1VdVsi58mCaBJNokkmU7Qpx8o3HPfj/J5jUdZ1dFO21KtvAgMO59pxwc4GD1OPfH17I5VUkot14QctfV6aNSX9dxyxcuWXLCy6aN9Vu9LbdHva+56jLcRgj5SEAGPmyM9TlsdOBj0/Gql9c29tGsrPHFGpV90kqBRjBxgn7pC/wD1zjFeE3mr60ZmhuDfRBV83cobk9c9OR2IHqaxNR0651byvtd/fNC6EvCZpEyHI+V1GPlwe39a7KeRqbi6ldKPkt9El1t0fTsYyxjkmlC99fe06emy0tZ6eh7TP4v8OowRtSsHld/3UUDebIWx9wIOSSd359ulagfUryze8sPD2vShgCrW+lTZYYO0qxxyT7cAV8tt4M0i0vDLa/bIprdtySmViocEENlyQCCT+dejQ+IviPoyWJsfGN9a26sj2qL5bFfLAZAwKcrkYwe34V6VHIcBe9XFVJRtf3VHy7+l/wDhrmTxeIlK8Y3ktN/+Cu/4HoNleeLp3kt7zw54itGUFYVu7fyWZQflKpJg8cc54rTNtrysrymWN32qqyzxbyRxtwj/ADNnPP4dqwZPjN8bS9tPN4ksbkx/xz2CbmRQCuSrDjrz3JBFcp4q+N3xS1G2vbM6Ho0/2iCW3e8it1SVWkQKJ4nVMo+OeuRtzwa9ankWQzaX1mvF6Wuorz3s+vZt3I+uYuCsldReru9Ouqvr+R7HFpWshQ8t9ao3ULLPuU9DghFOMn3429O1XjFN5ey4nsN4UIWTzGBbjaCCo5zt/M180fC/xfqPgWy1N/Emhz+LZdTdHie8upD9kk5dUAMmAuSOPxNegv8AGTTHskW88CSx33nsT9jujj7Pk7SNrkFgM54z6Zrup5Bw7aL+t1OZrrJpr7o2CWPxcXJR12+7TvrsetvpDNEshuLVnwSURHVXHzAYYtycAfSvbPhkNOv/AAzcafNbW8jR3UgmDxK+8E54JXkcfpxXyVZfFDwTNMjXDa9pkcylZbeVfMWGQDkozx8YOc5POcYr0Twb8afhr4Xg1IN4hmYGXzBDLEqvjJygwQAMk8mu6hlWW4KcauAnzVIq2tS+jtfST3+TNJY+danKFV6vVJLf7vnfz9D6s0fSNF8P+KPDviNNFs7j+wdd0fWkhNvGBOdL1C2vhGAR8wJtyMn2zX9E3grxJpPjaGx8RaPdRz6ZqelwatZzBgSFuyziN8fdlXcVYcFTGQea/mK0P9o74Ua9bM8fiGC0kRQrR3abG3DjnHfGfz7V+o3/AATn+P8AoPjfxt40+DtjrEOqQaZ4RtfF2gXMUhZDC+qS2Otacqscq0M9xYSjHGL5s4219Dgq3J7rkkqm2q+L5PrqGFbnUnFK6au99LW111+SP058XRPCBcon+pQGQc4KH74OD6YqpaJHqmgaza24JeW2lUoThoryGIkKyjvuVcfWt6dheWrafeD5yksMcmAdykMvlvk8OMcHqc9a5jRZv7NubmXJVbqyZbiNiVH9o6S/2a5G3+89s1u445AJrtcuZrrf/NHo2tbXta4zSdal1GbRrZIQoi0y7bzNzb/NWxZWVgeM+cByPQV2XhK1iiR7y8ZVi062it4nJyDNOHmuHVjnDKGUfWXHfnz/AE2KS11Iy+X5KJLqCrHzjybtWnhA7EFZCBxwVOK7WZZ0sbbTociR1EkwG0gyy4dlbHUgeWP+A+lVzWqLlVrK/o9F/nYStytvXW3y0OO8V6lLrl81lakpaqcyMMgFcsQSRjLEZ+lUNL0tbi6FvDEv2O0gYylgNu/IBeQjAYkggZ7H3rdudIlst2Y97liN+Mb5ZOirnkfxdB0zzUbRGyQQK6iOMmW/dQR5snBSEMMZwuPl7E88rV01KpVTbvy6tvW1rXb9PzKdktNu3qTXMkEFv5ZWPyBwkYwqzFdzJuHaLcBx/ER+FYEaS39zHLL9zeoC8AD51GFz06gYpsks2pXA2jEa5AHbB3DGPb19q6CCBUCqVHGMkZxkEHI9s5x9Pz6Yr2tTlinyR69X5vz7dlsTflV7+8/89upcsrfLKpUEZ4OVAGNoGQOx7V+UP/BR601LwloGs+Kr5yukalZR2FvMG4MjTfaJYACRy8MTD8z9f1vtFXIGARuAHqRkYPHQcfn+n4Pf8Fv/AIxxaToPwz+ENjcKLy5hv/GGtRq37xYrlhpWjwuF6ArBqLge6n0rtpy9ippf8vE4t+TVvkc9Vpwd1bVfmvP9f0P5uvFWrvquranqDMGa5upXBP8ACGdsADIwvp9K4uGfddQxscrJPGrZI5RG8yQdORtU8Y4FTX9weQCCDjaW4OG4O44J6fj71grOYZ5Js5W3hbkE/wCtn3KgyRydivxxXkYibe27dvy8+3kXShZJb2Xy+7+vztp+M/Fb31x5FuioqgKwTuQAu3Htg/415fqF2wQwcMZByO/Iz8uD9PXP0rZtInv72adjlItzk5OFADHgduR1q34I8KX/AMQPH2j+GtLiae4v9TtrWOONcnEkqoWbA4ABPJ6Ba4JNzny2u1p/wDoUVGKd7f1/XzGeHfDd5o9/a6lcko17pjy28O19xiuZfLjd1A+WNvs8mCeMoD2r9MP2NPg9fapr7fES+sXeZY4/Dvg9GVwbjUtQLRahqEauCXKWrJCr4wTcS45HHv2nfsifDCw1O31bXJNV165trextmsZJ1tNJWKxs7a3htxDAN8lurRuT84L+Y5P3jn9Of2O/hTa+KPHNlfLYQ2/hzwdHE9tbW8CQ2cUqbltYYYkG0Kic49WBPNfQYXLKmG/2rFWiqeqjfVvpf0dvXyMXNT0jK+u/l6b9/kfpj8BPh9F8OPhloGjCNRezW6Xd+cASPPMokfcWXJO9jx16Y9K9XudzEMM4OQRgKM716cenP4GrE5VFURgKqqFVcAABUXaAFBxgfzrKmkOevfB5AzlznJxx0z6/zrkm3KTlLVybf9f1+Zsumv8AWhSn4YZyCMYwcnnceQT0z/8AXrPZ1BPUnuQBydoUd/8A639S4lZWUnOCpPHGAIzxnA5BOarBxlgSSScZ/u52g87hn/PFQ7J26f8ADD1sr7k7DJ3NgDODwOQXA6gc8L+lKsfXaGLEBuhzzuIA49aYDu285HBGMZzlyDweeR+YqdSFycnldvYc4A4IXryc1pGKVr6XJd7q39eX9X6DSg6sSpK9CTkZ2rnjoOeMevFOKhSMd/wP8RI9zg9f5U3fliBzyM9cAbz04/2R+lND4xgqWPXGT/Cck/N6saqyV2nbshXenVv7v6/rUmJdjzgg4yD04KgDgccA+lXYAoXOCGxwQCD90Z4A54P5+lUS4LHocE8EjJOWwRzxyOlW1flDnBAGQR0YlAPXHA/z2hq1m93/AMAL3sk9Fb/K/wB5v2WNynqdrbQxBA4YDIJ5OD+p71xHjv4w6H4O1KLQYrG+1/XYo7e9uNO09oooLGGXc0AvruQlYJpIwGVArNtIZtoIrrbeQKgYnG0cEg/dCg5PpwV//XxX5neNfifo1l8XfiJF/bMNwb/WpngaQhRNBDBBbJChcg/uPLMfy9PLzxkV83xLmWJyrLvrGFjy1JzUHPl5lBNN81npq0kuZNXfdn23AmQ4LiHPI4DMJ2oxpyqKCnyOpKLiuRPfRNyfLZ2WjWrXuPxZ+PHgL4kaKunaroOueFfE+jTebp15dJaalps68ie2kurJ/Mt0dCSC0WARkkV/M7/wU/8Ag2LlvDnxV0aBJrWaW68Paze2gSaEXSIt7olzLJGSCz2yXcJ3YP8AoyA8mv3D1rW/D2puJLO4jbUJZEjeNFDLIroR5i7Scds5B5r5v/aB+DOm/EzwFrvh8RJHd3WntcW0aSKqfa4U821lljA+ZzIvHBwGOK+Gw/G+aRUKGNjTxWHlKL5+XkqR1Wq5GoOyeq5Ne6P13NvCLJa1CrXyipXwWIjCTjTnL2lKUlHa8lzxTeqlztLsfy5fDPXfsd5c6HeHZY6t/o+Gztiu1IaGTPYiTH4E9uv1HolpD4o8PalpV22NQ0wSxMu1JJSkOSkZUkExMe45BPA9fkTxv4a1TwL401XSL23mtLnTtRnVY5I2idZYJWV0dZACr5XkHnB6V9EfDrxfAbnR9byxW4aPS9cQbSBlQqzOCpJJG3nrwc8ivv6dSKlTrwadKuk3bbVKz+a9Oh/OdajOjOrh6kXGrQk4tPo4vVWfmaP7JmsQfD/9rT4bNfoIYbnWbrTEaUAKk99aTxwZJxsYyqi5/wBvFf2ieDpX8QeF4LqwjilltoRNdWsrkR6hayLgBOCVuI2dih6bWYHhq/i++K+gJ4G8deDPiZYrJJZaV4i0PxDIbbLObWyv4LmVEJGBK0KSDHP3+a/rI/Zd+KGjeKPCHhzWtFv11TTL/TLS6tp4pFZZ7W5hjeKUFTg/umTg9M7Tgg18VxlS9jjMDjLNwcXFvommpRf4vTW9nurn7L4WV44vLM2yp8rqxnGrFPe0o8kuvTljfs2tmfYHw/8AHunD7J4R8S6lb2GtRXsljoK38gjm1GxYM1paPJINrXkS7olycSIIgpMma9T+Kscth8LPF8kcyQSw6FqMhadW2ki1kygwcqzcqCCQC4zxXhPinwppPiWK3vti/aSd5XywGJUh45EdfuyBuhXkHofTjfG3jXxvZeBtU8FagLnVdE1zTZ7Oz1R8z3+iSwxsymeXl7m0kEYQKcyI8iFW27lruyXjGgq9DCZo1RprlUa6u4qOivUWr/7eV/OK3PI4n4Cr01Xx+T/vqjcnLDuyfNdt+yeiflF+dm/hPyr+Onxa0XQ9M8LfAq48HpqGr+KvB0/ijUdaea0lGkuthbySJJbSQsZpkt9GuAXVhtMyMo+XNfoV/wAEnPDy6f8AsY6BMUKv4q8S/EfxASclpFm8TX2kQPknr9m0iIDr0FfkN8W9M1Dxz+1v8RbSw069vLXw/wDCDWbHQ40s7x31BpPDE1jANMVIt180moyXSoIVdnliaNQZAVr9pv8Agl/Fc2f7HHwksr6w1LTbiOz8RCWw1WJ7e9jafxRrN0TJbSKHtkZ5ndI5AJI1lw4BBFfquI5KkfreGmqtBO6nF80WpOKhaS0d3GTWu1+x+DZNSr0sTjYYqnKhiGqanCacZRqe/OalF6pqMoJrv0ufUnifRrHW9Lm0/UoEvNP13RLywv7WYBo7iGS3aC7t3BHIa3kceoZQeor+Z/xhoknwX+OXxY+F2s+ErC5htNIfWfD+sPbwhtf8M3s/maTfFzEPMlEcjRS4JCz20i9q/p61FwllYspybTUJYpMEZCSSywlSAOh3JX5m/tz/AAUtfEui3XxJ06GKHxJ8PdL1azupjDmTUPBWsywXM9vJtwXFnqUcU0ZY4SO4uMdawxCjiKPMlzVKfp8N9V020f32Nc3wcqkKVak1GVCV3pvFpcy1v0107W2P5+9F+Omj+G9TuZ9M8HQaZcb3ieewWC3lbazKAzRbc4Ppj8K3tb/aE0LxTapZ+KPCtzrFrC7COO8nEiKQQxKqZeuCPyr5hvdJvG1G+ZVV0N5cvGUBAYNNIUIz0XBHtgflH/Zmp+WT9nYLxtLFwpwMHII5H0z06VxexjeLcLy06J329fu/I/Jp5jjeWdOFSMqMejjG2m9042afp5n014f+MPwz8MX8Wr+HvBV3oupRgx/bdPZ4JhG2CwzHcg7CQDjPYeldvqn7UGheJ9PuNG8RL4kvdJvP9daz3Nw8bYBCsALng4YjoOOvXn4nNrfIGLwHCcD5QeCSSRnsc8e34VU+y3gkEj2zFckcryN3fI6DHTPrml7CCd3HVdfu8hU86xkI8iqwpw6pRiovv7q06a3X6H0VLq37PdyGX/hHdWgQnJEc15yWGQR++J6jJ46HrxmqTS/s2SZE1h4ghYkBtlzegKDn7p5xx36cHivniVpYixEThjwx2EEE52nA6Kcjp+NZ5aRtwKvvOcjYeOucHHXj6f1cqaUb3av/AMD+v+GIo4yesnh6U4f9eod+yevlt10Z+3Xwf8C6B4q/Z78P+JfhdDezyeA9ZvbqyiunknnurX7TKt9alnQMQUaQAfSvW/AcfiqxaXxV8H9StbyK6YyeIPA2pv5ctpfg4uPLiJymXyeB1GR1pv8AwTDR5/gJNAyeYg1zVY2jK7uGupAcg/w4PT3r6N8c/s72d1qFx4o8F6nd+DfEJfzpJrIulpPKSSPOhjwDyef97v0rylVUKk6UlePM7dVvs1/Vj9myq9XK8FVSUW6cbpOy2W3Raaemh8/+OvFf7WXj+xufC/hLwRpPgw36m1u/EV1cu8kMUg2SSQxxoW+6WwAy8dTXp/7NX7Nmn/AnQ9Rv9V1AeIPG/iO4F74i1ycIst1OVOERSf3NsgYqiZPUkkk1lyeL/wBpD4aFLbX/AAzpvjPTm/1N7bO9te3CDA3bQOWwR7cVlf8ADTvji5vxYx/B3W57yUKkERnSO0V1TBZ5GwcDB5z06CuqUqrpexpclOlKzdmk3ba7etl228jqcbSc25Oava6dltskmr/jr2PoP4wXOnxfC7x5c3xjjtIfDGpiV5GRVJe1dUxuOB+8Ix7kV+CX7Beg63qHx38T+MtGs7i80/who+tXIht12rd3V5dg2NlvHygssLNjPAXNfp5488FfH34/2A8M+KdS0j4Z+CtVljF5pulzedrOoW2RmJ55MBGIbAO04r6V+Cn7PXgH4D+Gk8OeDdPihkfY+o3zhZL7UZQoV5rmVxumlOepOAAABjitaVenhMJiKCmqlTE8qaXwpJq+tt307XFKDq1KdSzjGnfXu3pp6W6/I/GL48W/ifWP2lfAHjv4++GotJ8E6hqtpEYctNYW1rESLWO+lK7NpeOPcD8ueCSKP2v/ABZ8NPHnxm+D2keFr23uPh7ol/oNhqtzYwKmjWi/ao3mgkmVfLGM4bJ/ir91fFvw28E/EG1j0nxdoWnavZwncI72KBlTHHG7IGCQcVwOu/sv/BTVvCUvg5vBuiQaQ5kmH2eG3idJWXG7eqg7uASeoIHetIZjTToSlTcZ0YOmrPRJ9Vpe+vezsT7Cb51GXMqkk2nvdW006afLU/Of9rLwp4V+Nniz4K/Dr4f6uNZvI1sTrFtpEouNP0jQoTGZbi6WIbI5CgZRnHzMMc5r5G/bB1Zdc/aB8EfCjWLldG8GeDE0HSLiWdmS3gsIPKN/dFRwSyRyAY5JcCv3H+FH7PHw4+Ev25PCWgwwX0qqJtTmkFxczoozGguJWZhGvGBux6VyvxK/ZZ+D/wATPENv4r8X+ErbUtYtjGTcOh/fmJgwE6g/vF+UZDZBIzipoY6nSlC0JSpUYtRenNzS3eunVW9OpU8POUZe8vflFvdqytp6fLufgnDeXMcwgUrblgY5VKKU3D7xY7OGzx+HSrrXMlwI4UQFCwUzEBRlckh8rkDgjPFWm0xoJSyBAqsGK5VmkYsTkufQgd8etTvbjzHmE8Vur8NFkSAbjlvkByFIz+fWvwR1KTSkkpyejsnotHbTrra/Q4lHli1zuST1SWytur9L90vLsU1tnjSaKJ5HHl+cCrM2x0IGCABgE8D071LDLqKbYbVpolmAV5VZiSSSzBsdu/GK0rGZAvl7oipkMWwqAZ4yAV2t/FkkEZP1FaF3ZsqRGBpQ4WTesTbthBGPMUDgfMMY7etZTqqEopJrm73t06fj+AOCspQ0S6Lm6PTp5vz6dLGbHq2tW48iG/ldQ4Zy7+YjSIW/d4k59gOvFb0Him/hhMerWGn3cLHG6SCNJU3SMpUkDcGyc568nvWTskRIz9k+1klDtyARK38TsMYIG7HUcY5qxPpN0Z42kVI4Y0E7hysqNGCp+Yn7xVsZx6VpHEypSvGppJeT7XVm7L0a9BwhLs1KNrpX67arS61tfc1UPhZt8zaSfJmcZMNyC0Uu0ZKxsTnIJx0wB61ba28LXdj/AKFqHlSo7Bra8gVwAXyDkdw2MHnp1PSsiPSLa3aQyzeV5knniQKxQI3zKy4X5ew4/PrWxb6Lp1zA8MThGkfLTOSpjLOpyWP3V3k9emelP+0aUX70FK+qfK1a1t+W19vmaJzvGMLxtfSVmm9H29PvfYoWvgbVruaVo9fsbyE4b7OH+ztsAyqpluoXjGeCeKe3h/xNpEkL29rczQZcoEm3YfkqUdTkrk8fQetaUejQac/kzXkjSMwVXMwUuuCUMag+gHIx0qVpBaNEf7RuhHGwYRpOzbQxxhgzDrz1x06VCzLDzUrUm0k9Un287O/ZJ+lhRlON/wB2nBPXrbbv23/TdrPK6+yBry0uY0TEkvmGXG45PmAEAAYx+XTNa9nrMscbR+enmqq4EqAD5OAV+Xk7Qc9Qeta1t40nsYWgaVb5AhO24g8weWcgAkp8wwR+I601vE1jKLe41DRdPhS5ZzEEi++qheXXAIJHPPTPAFEMRSla/NG3aFmtPV6eWnoJTjvaWqTdrPtpbXy3KF/4uk1K2W2aAy4jBaeC2UOQHJcAgDJ4I/XntDp8ukANJfrcEMUEWcDDDpn2PzAe564rr4tV8GyWwdrC5047Vjje15TLhiCUYnapw2e4zTx4X8LamLM23iGILK5M8V38rJsYMvJbC8AAH371pGr7SV41r1I66tX9GnbyKShLed5NK11bsvz0voc3dReG5kucrIU81dpUbDk4OxiQDjrzzniq1xothdT26wyusLtGDvICRsDhVyTkD36HHaujvvBl9HPNHp0mnahBC37sxXcILw4JjJRmBDDv65rFvPD/AIg09IppNIuZBJxkBpIyP4CDGxCA7fTsMVpGtjqc4v31F2ab2+/VbLpf8DTkUZSvFPkWutrdLpbW266bWuze/wCEGlvIolsp7acAlSomUZBGcrkcHnsc847Vy174YvrKX7LsiReFLBlciTcQql/7pHT3zz2qeC61xNsaWb2oijbaQZIjvYYJLHrjcT/wH1qOa91jc8Nwjzsyq0bqxIUn5kYtjJwxxnvuPpVzzHFQSUVZp681mrXs+i7f59xODteUPd2ul6f5fjdXOPl0VkNzBOspmZz9zhRkEKFA6kA9uT05rLfTre3iIe3vI5YWAEwUkMAB1wTls9T05r1rQrq70yRrm6trW8tpQRNDMSZVckE/eX5CMngemKivYtO1C5nuAqwrISzQoWEcRIGCFzg8DnHqO9dVPNJqCdRRuldpX12tte99+mpEYNptO0l87J672v8Aj6aHicsdrOgKmeT5zl5IywLAnjAHJyRWdceHdL1B2/0R3kKEEKu1mOOM7cYJ55/+vXv9poumz2ctpE8K7mDCU7fM3jgbSTx94cj8OTVmy8JaQWlaTU7SKUDaMMrPgEjf788+2PStaed6KUItPXey+fT5bXNadFVLN1E726fLR6p3Pke58IhHBFhKFD48qIneQMYyAOBgjOf6V9C/s7/Fnxf+zF8U/CXxT8DL5Op6FdyPqGlXcj/Y9f0K9RINY8P345/0S6swVDAbopRHMvzxrXUSWFlpJ3x3NncTDdHvkdDmOTknBHJx0PXGeua4HXdD23NmyTC4M6SZC8hcMgAVR/Dgg5HpXXTzmpVXLBuFSD5l5ONmrfc9NreR9Fw7hKcs0oUqjVSjWU4SV+ji9Lra+3f8z+wL4I/Hz4dftE+CNP8AiF8PNTF5perRxrrGizuo1zwjrqRo17omsWytmG7ikY7XA8uePbNEzIwrpdXsb2w1CW7t5WnguZFvTGT966jjMFxAwz8nn2T7fTdGpxmv5QP2ffjL8RP2b/H1p448B3kohLQ2/iPw7LLImj+KNJWUNLY38GSoughY29xt8yB3yCUZ0b+m74f/AB78F/Hf4aeH/iH4Rufs6XMkcOoWzY+06Vq0CKdQ0TVoEb/Q7+F3BGfklRkliZkZTX2eSZ9RzSDptqni6dueF91p78etr7ro/kelxBw5icmqxqfxMDXdqc7bPT3Jabro9pLVdUvafDkK3F8MvJPbSRx36yBiwVLaVTaphj8vmCVkZeowR2r1rStImuGkvbgBVAJBbAVSc4IJPbjisv4ZWOgTaHJqgla7nuLyQvbRYVI3jVCVDE5RDI0r7RwWkJ4zXoeqXixWhnvVNpYRITbWNuFWW5dVPzvIc7UAzljwN3GTxX00Kc+RT0ip9Xt6L87HzXMruMd/v7HmWrXS71SAqWRpRBlQFjb7st5IAPmIYtsGeWOegNeb6jM0zi1t8hFyWOSWcsAWaRsffYk89c9fStifW7XUdSe0DeW0hbG04BKEkRBiB91T1OMnJ6mi3sokdpBhiDwc8E8gkHPUZ/T8tV8Kpwaa0u+7/wAluNau70vt+v3/ANMhsLIW6AHhm+YggnBPGevGT/KtMrljgbQQAB3xg4H15H4Zx61OqBhtJXIUYyMnBAPBJ/u54FX44o1VXYE4AA4KgbeuQfung12UUqavf3Vu/u/4czbu9Xp2GQDYFBZV4Ylm4UYDEMxPYdSD0A71/FD/AMFGvje3xw/ah+JHiC1ujPoWn61L4e8PMJA0Y0bw6BpFk0R6bZPssk/He6Jr+sL9s/4ux/Av9mn4reP/ALULPUYvDdxoHh6UsA/9u+JFOk2UkOessMdzcXHHQWhbtx/CL4hu7nVru91e5u7pXuZ3YxxzqojSUM8ahWUswEWNzHPzZyeRTq1o+ybWrk7dPL+vvZjNOU4RvpHV/kjIu5TI7fMPlOWOOiEHPA6jH8ua5q9uDHYF2BEl1NJIzAlcwqDDCgB6jauf+BHFXN0xtFVWZ5bpktoWYAyEzPtVnwvJERBPHY1h6xulvI7KMjELJCoHQBQEGfU8D868erK9ull+On6HRFaJPd/1+JsWYXTvDt7fEES3OY4j7MACQfYknv1Ffdf/AAT5+HC3esa38SdQtS40qIWWkmSMMp1C7DKXBI+ZktxKRjnMinivgXxLI6jS9Bt/mfEIYAkEs5VcAKOvNf0UfsC/BNm0X4b+EfshBvEi8S64RGdzicRyQRSnHB8pIBz6npWuT0lUxPtqivTpXm/RWt+NjSrpDltpovv3PuPwF+xx8SPHmn6drt7faN4f0TUEjmElzPNcX7W8giLMtlGmFk8tgBufGRyPX9JvhT8JfDPwf8Pf2HoDTzTOwkvdRumDT3dwS5kc4Pypu6L1x9K9Q0+KHSdNs9MhXy4LO3it4wuNoChEyPm45B4/Cq1xcEZGQTgZ+YgHIYcfPwcY/P8AEeriMZVxCs3amnoktP1/MzhTUUmt3/l5WK9xKOBuJDbsjJwQAobBJ9SfyrNlI7eoBznBJZj82B+R6/SnSzDkkZB4B/FcZ56ZJ/A84rOkdMtwMDPX5do2sfTk9K5X5uy0/r+vka20V9yvcbnICgvwVAPBB2jGQVHGOPx/AU13LIAxIy3zfxZHmEY/8d/T8DK8iAE/MByo2nOMeXzyvI4H/wCrowOhydxLEg88YGW4xwMZH1qGr2V+u/4W/rQSdtX/AF/X9edtQNpY8A4+YAA4w3ON2PT+dKfmDDqOAF45ztBPJ/vdewqsJD8wBBIwzBlPTYg5O7ryOvf8CVLknGQBgr1/2xwT7Hp+Vaxf/D/1r/Tt3Iff+uj+71+Y/a2C2W4OcEYP8ZIIA5FDArgcjzCDjjjBjHBA9eo/yKzSZJ+YlV/MYUgDlTgHdjn/APW15WJUDIwQQBjAyw64xnocn3/GiTXe7f8AwP8AhxJXeu3/AAf+HLIlzgAhSOgwFYABsnluO30/ldWVVYDkFiOrA/xZJPfgKevp7VjeYRJlgdu3oM9cLxwRjr/ntZRt0obnCk5BIyPvn14Of51jzNq7fl+XyNFo7fedEhM0Ulup2eYhiDgdCyIm8nHbeOmOn5fhz8ffAWteDvH2oaT4nspBHd6nqGpaZqDiVIby2uJxJBdWl3FgrJtYqwU7lZfmFft9ayETMCOpXJAHQFR6EY6H681n654d8NeLmutM8T6Jpmu6cYooXttTtI7lBuXcWiZ0DQSbmHzIQQe9KFSnHmjVpxqUppqUZJNSXZppp+ljSE6tKcalKpKlUhZxlFuLTWzTTun5p3R+AemX/ifw7dwy6TdW2tWhwTpmry+RcoT0+yapGh3HGcCVc88vzXunhL4if8JHr8Vvr2mtol1Z267bfUBApvDkMq2kkTlL2IEcuM4GVOMnH2h8Qf2F/DuqtLqHw019vDlyz+aNE1lZr/SS+Axjtr4OZrVN3ADCUDOK+FPiP8J/GXw91C20fxxoE1vbtcMbfVIvMn0y8cE7JLLUoVAjck5+8ki55UV8jnPBuUZhz1Muf9n4pq9o3dLm86b+Ff4Gkuz2P0vh7xPz/KvY0cfL+1sFT0tOyrJOydqi+J2/5+Jt6e8t1+UX/BUb4DSx6y/xh8M6VanTNVkM2tz2jhJIdShUJLK9mqfPbywKHeYE7ZECsDvDV+T3gfVEilfT5nZbHVojDuVseTc9EkBz8jBiMfWv6Vfix8P9Q8aeB7rSUvzrOn7LmFNI1llaaCGeIw3cFnqbLyXtWlVfNBZW2N5nBz/Np8RfBOpfC/4j+KPA2pLJbvpupzxWbSgAlQ++2lVl+Uo8bRkEEgiRSKvJsDmGCwCwGZrmqYd8sJxacJQ3hZ6fDe1nZqyurHzXFuMyzM83lm2VxdOnjkpVKbVpQqqyldar3laV4txb5tdz7B8K6Ovj/wAB6v4Z1C8afUtNtXayiI3O/kq6AjzW6NGc/L/cHpz7V/wT4/aw1b4EeNZPgp44u7pvDF1qM0nha4ldmOm3TTGS40pVY5e1kO+SJR0IkRQcgV8hfC3xrJpmpaRqrBgPOjstSQAFmbKqjyA8qMdT0J9q6P8AaS8BRW11YeNdBYx2+sIl/az2itC9nexMJpdk8LgwzLPhlK4KkKynBrrxuCo5tgquDxCu+j0vFraS80/w02PLybOMXkGZ4fM8FPlqU2rq+k4uylTlpazX3OzWquf2NeBvih4X8X6LZX2m6pE4mhZ4/KdJI2yQwdCGGXyuCD06E1113bjxLYxRXFrdRQTFiih/IaVAdquSGDLu9AQcc8cV/JR+xZ+2N4n0Txjpvg/xbrU0N3NLGLK/nmWGLxP5UuZNIv1lxHb68YTmGaIRi6EXlSKZSrP/AFM/Cf4s6L4/0e21DT75ZJreOJbyzm+WVCBlgUJyhHPb1r8ezfK8Rl1b6ribcv2J/wAy/rp07aH9KZPnOWcR5asdgpuni+a1SnL7Et9ba2d9JN2tszyn4r/s8Wvim0tr20vNS8KanoF5pOo6Dr/huZIdc02TR9Yt9aitopGjYS6ZNdwFp4nLCRnyMEsTP8Lf2qPBXwA8T/DX4GfEyyvfDz+OD4i1G18bqs6+B9C1TUPEV2vhvwfLqVzbqbi5/sUWaz3PAimdPNULKzJ9wRQW88CyIIrmOVQqthnfa+DzkYyOc544+lfPnxY+DHgL4k6Xd6J4h0i2v9Oum3T6dfQFo2nA4uYJOGsrgKAUliZHVgMMOtfa8EcczyCMcmzuhPM+Gq8m5UoTUKtGbi4+2w9Rrl5ot8/sp/u5tauF3I/OuLeCKOc1auPwaWBzlL+NGDlCry8qUK8VaT0io+0XvxWmqSR9K312JdM1GZGVo01BpBIrB1f/AEzepQqSGOMZI45GM1xXjWw07WAun6tDHdaV4j0u80DV7eYfu57LULd7WeFgemYZuo7qDnPNcx4buB4b8G2PhIRT/YdDsLDSbG5kmku5XsrCOCCCS/kmJkecQQ/NKSxYjLYzXQeLZlk0jSp4tjGO6t5fPVg4dSuNqEZDZ+XHtX6Pl+ZYDHOc8DiPbUW5L3kozSe3PC75W9G0m12k1qfkeZ5Vj8sl7HHYd059GtYTta7jLZqz66pbpH8z3xT/AGfLH4c/ELxf4KvI5I28P61dW1tLjaLrTy32jTbxWbkrLYS27ccZBFcE3wysD+7VnbIyCCWCqGxuPboT/nr+r3/BSj4c3dl/wgfxj0eI+TqUa+EvFLRx8LdwRvd6DezOD8rSW4vIMnvbxjvX5dweKI7JHLTt5+0kxMBtUHPHB6YJ75yck1+S5zLNMtzLEUKWMnGlzc0PefwSs1vd6bfIzjQy2pDlr4OnKy1bhHX/AD6PXvdHJz/CGzkf5bp1V8fK5OFOeAeOuev/ANeoLr4QxQBGjuvNALDb8rEEA4ZVH8Q9vyrv4fFX7hJ57aSVnJDYTBwWBXkggKM9evGcVNH4ls3lj8xTErY3Eg5XBwzHn1xz1+hrzHnOcxTcMfJLTr5ry/Nf5mSy7I9IywNLX+4kumtrP5njl38JrhjE+9AqM5ZGUbuSR8+DwPYjjcelUZvhJckPtSDjJDKqKw3ZAB9AF/zzX0Dd6xpvW3kEiltuWT5iM4Lle5B6c88nArKk1W2hZ83Coi4yzFMt8udpB6feIPA5wK6VxJnkYJfXW12fR3s93t+NzmqcOcNznzzwVLmfVK19uy8rrex6L8C/j/8AEL9n/wAJr4V8NaZp1zapdz3RMuN7y3MjyOWypy2X/EYr3xf+ChXxVBjiuPC+j3aFVDKqJtDkglfu8nGMnjqPSvjWHU7GecLuiePoSHByc4IUt7A/TNU5biOCZ1s1QqzhvMdwG5wdqkjtjHIzxxxW0OIs55uZ4mE+uyb1S3X36/nud1DB4GhTp4fD/u6MFZRXRK1rX7Pvp5n3nL+374iuLJH1PwJa3Fy24F4ip2IMrsQAfKMlexJzVew/buhRZG1D4etvjbbFKkY43MM/vFHXg/T+fwJeXV8GRoQvlI2AxwCR6sGPUtntxg1YGpXktt9naGN1kfl8gE7QOF554z2zhua0XE2bcycpRk1vorW72tr0trqdKoYVp+/ZO1nbd2SSVtrvTt2PuzW/2+rSaa1ksvAUiSWUgYyNkN8ifIeTyCSTyOSa7jw5/wAFBfD81r9s17w49pdsPLZdgYKikL8pxxlecjv+Nfl9vYv5Tp5LHc2WIHmBD0PoOBkE9OaoXc8bxpFI8UhVipCrkpjgkFjzgDg9811R4jzK8XaNl5f8Dp6aadTB0qCTtO6W91az006dGfqte/t4eAdVla0Fl9itWcFrhUwzHaWCqSRyeeg645rai/bL+FbQ2avM0UEm1CGkkBcdCWKk4Uc8eoHpX4+RwyJcAqbYwgEsroASTnklx82MfrmhBDJOkM9nB5TkFXIGX2nOEwOmPocY+lX/AKw4qTvKF210fp0t5f8AAKjTgoJtpeVr9j9nZf2rfhJNHH5OsW9qzyLtIuypBkIjVTxgMCec8DGc1na3+0N4Bg1PS0s/ESmzYq9/MuoKypvH7sNg9SSAf1xX49vZ6A0u2S0gVcMRhjiM5YAgA8nHsSM8dqgk0TRZISu9kcgh8TSk7WLFSAT0BGR9Kqnn8950pp27r/LR7+t0X7PouSVmtNU3+F/x017GJBPvkglS2lEVujLMk7AwSPISPmIAIKnp9a1IhEJWllAG5zsW3j3gR4G4SN64IHOenoKw/tur3EF0losVvukjWOJ4XKvtyAZgxG0Ekn+lTW9hqMKNJf3UKSo+zbE7RxyeaoZGxn5QDtxyOvFfIPDxilOUopq14p69+m++rSPnORJQbfMla7aSW2jsnd/530vobM6WXlvNCGZ7eQKBIEQeW4B2gISWbJHI96zYX1KeWc295AkMj7nDk5RenzszHcuQB07Ci3tbyJEmuFjmUSuB5Eo2o43MqvyQxaPPX8OQaz2tIDHchIrjzGIkljiBEaK3y/KxzltxHrWcY0uRK99dOttv66MHGNoySSb3itOuln/n22VzZsprmOKWdriK4dJW/dxgthlOSGPI2by3IJ4NaY1PU9YZUtUWOG2URDYnyuWGGUnJzluvIzj88D7K1oqQWwMZKlXZvnYOQNodV6AK3Prg8mun0gm0g+ziC5lkY7wEhCRsckb9xOeCRjPHQ5rOSp2bjbn7W7Wvf5X0Xcuno1Bpq9ubW9+ydr99k79LDbw6xtH2cwjy2SOaJwJNzIFDlQCdvG08Ht65pJpdReOCOF0jMkJWfYGyzElRuDDG0nbg8n9Ksy3gihdHtrmIgk5IDSCTGHcBCcjnkc8H1GatW97bRXAF5FdSRvCI2zEGUzbGYFGT+EgqcHp65rJygklGG3lb9e/5FwnRblH2jvK26ejXS3oraK/coTrcyrFJdWcheJEhMiByN6AFWLcbPlA5xj0qxbafNdTMh8xwpIIUt5mSMjg/eHHvnGe9bkPnyxhpRLFZ3LGFpR8zfIDtTaOpIIAJ6Y45qfTYJrcShPOMcTFw7geaFcgZDNyygcdSR6VyuuklGNqbvtfu9+vXoml87GcnG8ZSbsruz016NLf799u7MaO2a3mcKZlhKsjSNESxLAnajZyqhlPftzxioorVstFIru5R3tWkAYLIvJUMOVyQOOO3vW9cStNHi1RxsUrMpYMQQ2TIxA68k568dhUVjbwGSOS6dWjeKQmdZOVmBzg5OFfcTk9gRWjnPXSz25Vu9lbf+kCk+ZRik4vtotbXve9/n1MtpbNoEjnt52mUu7qoKpk5C42g4+bPHPtippFhVLcw2G1vL6NKwLGQAYznO8DOMnj0qZliWCdFBVg2/wAsnc0hBPCuDyNoH544qeKxS5eG4mYvFtI2x7i65xuUgHKyAngn9attpNWcVLv6Lz6+dyVOUnyJKF0u3zv1SX+RButiIwxmspcqZXExjIYL94Yk5TI6c459jXW2muX9jboy3jSuEIDSTeYnl5yZHRzg7SPQdCK4+fSYJS5jkLwoG2idWMqrk7QB68cdOOetaVjoN5FNDLIkb27I7eUzjIDAqOp+ZTyeOvrxS5mkl9YlTjdXXbys/wCttQXN7Vx+FSdrq1+lrry6tG/a+O9SEsiyPZXa5BPmQjayjkoTsGGAzz3z6c10EvjzQr6ZbPVPD1vZFSgivLIBXmPTBKjj73sK4dtMOko0/wBnRop2kIlt08wwEngHP8SqxHpkk9q5q5s9RupzDH50zM6tCFRUATJxnAPHB79efTG0cTKmk1V9otrySl6b3XfQp88IpRupXVl0/Pr56o9jZPAE7CT+0LqGSTIkEmDGrtlxkgc4IxnvuFXrLwt4NuJHl/tyzjWQAqJSVyQCQoJfHOMH88147Loxtwqyy3ckzpvkhZAVyvB+ckYYbjjt79a0bbw6blIBcC7S2IYs0QxxgockAk9BnnHy/jVRxtCDj7WMZ8zu5JuP4q1l0X3FfWH7qhFaLRPVXvr5Pe/TXydztbn4fxPBJcadq1rcvJLIRFbXypsRmJUjdnI27eg6jpXJjwRrFkZg8MlzJu8yNoriNmZeeW+bk4z2+o60628LXYkljSe8s4lO63kSU7pFAO3cFGc5754xmpDpXiO0lSS21Kd3X5CzyTH5eTvOeG5UemaazDAOXJyOLja7Ur6XT6rt5/jYTlUjNVJUU+Xqlrbr20fpvsjD1PTLjUo0KaXNaNb7llmkiZGkcYHAOQST3OMZyBg03RdNmW623bFlVFSEMGbyj0ZQT0YgjH1rr7DXPEejllEa3yswZ2njV13EZZQu0kktt/KtKZJ77UozdQRxXPlRfaIYVASOWXMrIdnR1VlB77l/Cu+lVwnssTWoVJS9lFvWKW+i1v2vpps2z6/gmjPH5/hrU2o0bybWi2svvbXnv6DDpMTQrsjAB5BOAQ52nI7lsfhzz6V6v8Dvjf44/Z28WXGs+FpPt/h/W447Xxb4UvJAdN8QWCtsWeLerLYa3AjN9muduQcxSBonIHOpAEjIbbggKSV3l2AIB4AB6n359qwdTtIw21AGHQEMQBggg8k5Ax0z/DXzGFzPEYXGQxWHqOlWpyumvK11ro01o01ZrffT+k8Zk+Ex+Alg8VRVWjVXLJO/ycWtU09pL3k7Wd7n9U37Lfjzw/42+G2geOPDs2o3Hh7XrW61eKLUbV7O/gkS7uIL2yntmdgrxX9tJCCrsjCPdGxQqa77xf4mvdWlktoS77iVLgYVUTOETGdqAjgemM5Oa+Af+CdHxN0DxL8CofAOm6nH/wAJT4AkurLXNJL7L6LT9T1q+1DTNRjgOGlsJluAgdRtEsDRkhhg/fEdgkEabgftl9IIYsn5sv8A6xiCOcKGOe5Ir+iMqxc8xwOCxKa5sTCE5cqslJpOSS6JPS3S1j+Xczway3MMbgbSUcLVnCPNbmcYyai2+rcbO/W9zH0PSwkbyhcswKLKRlvl2+bIDjjLYGfY1vrCBtjGcKSvpj5icg45Oc5+tacdqbKIRqoD+XtVCR8o2jLykDgAj+frXI3/AIht7GQwQbpHOVknCnaHBBYIem3Lceua9yMYYdKdZ8i6L7UvPvbzZwczk+WOrvrvZarS506qkIDEguRgDqcsAOvcAEdqkgEkhVs4DZyMZHBfB4HAyR0//Xj6VFLeQC6lYnexKKTkj7gOR69fp+VcF46+OngH4eSPpt9dzav4gSMBdA0RBc3aSOBtS9n3CKxHOcO24A52dM44nH0KFJ18VWjhsNDrJqKXzb1b6dX2OnDYLEYurGhhMPPE15fZhFtvp0vp3ey66H4lf8F0fjWbXTPhl8AtIuW828+0+NfEtvCS0jNcs+k6BavEmS0htodXcLjJ+1x4HSvyJ/Z9/wCCcH7UP7RU+n3w8KX/AMNvAOoPE03jHx3ZnRy9izL58+g6FK63etFoywhJSOIkgtKFBNfuZ8Rfgtp/xZ+MHiH4+6z4fj1fxvqtxat4cTWZv7SsvCej2Ftb2Wn2GjWbp5SXCW8C5nZWk8yR3Urmv1i+D/g9vGHhzTtaglGk6LYWVtb+I2v5Atzo95Aoje0aORtw34ZlIGHHI618fPjLAY6vXwuVTVaeHjfml7vM27NxXVR7yeulovc++wHh1i6UMNjM8qfV6OInbkg+ZxSSajOSvZy2UY31TvJNpH8p/wC1B/wSb8XfAjwHdfE7wT44uPiDpnhGxub/AMT6FfaJFpesWtpBEBc6vpclncyR3lrBEXeSJsSBMsrNtIr8ZbVRcalJePjbEZJhuJwAuSMevT8a/wBAT9rrxD4C0T4YeNI7GNl8MaN4I8Tz6xquobFW+WPR7uS+VkZcC2aFHCg9dwB64P8An6T3EcFpdzxrsFzLL9nXoVjd2KrkjoIyop5PmeIx8MXCvNVZ0ZRXOlZO6d4u1leNtWlqYca8OYLIpZXXwkJUI46FS9OTba9nKKU0ndpT5tm7XR6H8E/CcvxL+Mvh3TPKMlqupR3V4WDGOKwtG+0XLMR90CGM49ziv7Iv2DvA0NvZal4vmtlRGVLHTlK4WO1tYwkaxgYwu48eyenT+aX9gn4eSRWev+O7iAtd6teW/hrQ2ZRvxOyy30sJwcnasacdBJ16iv7A/gP4Uj8G/DDw/pwjWKZrKGWcjglzFGC3bPzMf6c4Nfb4Sl9XwPPzWlXdrW2irfn/AEz4ByvNu233Pa7Vj2+4uEJY54Ld25yHJBzu5GFPGOeaxZrkqQ24lcLjngsUyM5fjgjr6596nQXF1IttbQtPM5IEMKsznG8ngNx0bJIwAfQVdHh+ZPsx1AXhjvG8vztOW2uLWwCoxkuL67kuQpVPLYGOESSMcAEHmtKGFxGJk4UKbnbrol970+/UmrXpUknUko3tZdenRa/1qeRfFD4iaX8LvAXiz4ga7HcT6V4V0q41a7gtMNdTLFIkcNvAjSAF3mkjUZIGW5Ir4V+KP7b8nwxg+GXiW6ttE8R+Hvib4Vj1LR9P0b7btuZXuBbvrj6xdQINJtYpLiGOWxdbi53QSj5OHP6C/Ef4VReP/BPiXwtqUa6/4W8T6NqGlahJpjOt8trcI8ck0VpMvmJdROFdCFciSJeDX5qaV+zf4k0m08K/CSTxhpfjbwl8OILi11HRtU0HT7uSO61XVtR1+yF/ouqxyDTrt9K1KwV5UOSI8wkYVR3Sp5JluAw2Y51lmZZni8DjqSqYTBVFRVbCVI2dSU5JQtQrxj7SHtKbnCpyJ9V62Qp5jisXgaeY5dltLEYWtKOJx8J1FCpCOkKSpxnKNarFtU5OlNRnFSTi0r/YvwX+JGqfEPRtV1DV3sWuob+PYmmwyRWdvaXMSyR2yGWEF2Ty3yxeVmzksOFX2ozLjgcnBwcjaAGGFwPvYOQK8q8B+FbHwbpf2K006w0+4uZFmu00+KSG3dl+SICN3YLtj4yu0HPToT3wkIIORu9CTgHaQoIA9/1rjzDF4TFYqpXy/DSweFq8rhSkkpwXLG8Xyyave+0meVSpVaMfZVqyxE4tpzi24ys91zRi7PpeK06Gz5wYDJx9CQc8buS3PGKm3JgHggHI+YnHLHseOh/T8MoSlQ/K7Q2ACxGAGH+17f56GZZjtIKkjkffJJBBOep/z+Vcqeqt+vl/w7Keid1f5f16f8Es5BGdvXgDJ54UAZ2+tO2g9B1x745bOVx1yB9MZ+sSnkFsgbjtyOOWTAPHBwOv+RPvB4GQccng5OGyCcDuSR9T61MpNPyKXTdf1+Y1IckAYxwBzgZIjGM8c5Pb/wCtV6FPvdgScEngEbhjg89fwzXmHxC+KXhr4bQ2C6zOX1XW4tXPh3TI4rqRtUvtJsTemzd7OCVrNJJPs8KyGNl8y6QY5NcV4R/aS8B33w9Xxp471XSvA+oaX4aPiHxloE1zdX114XgW9h02VbuCKzM/mG7urQCERPKDdxrhic1F209P6/r9RXSdtn+J9O2aHecknnggE4IYADO3kkAk+n45qKxy99ek53LKgH97ahXoPTg/jXj2i/tJfAG/S7+z/GH4fK1jcGG7F34isrA20qqsjRyfbzHggSxZPK5JBIKsB6j4T13RfELXt3oesaTrFqXTZc6TqFlqMDYYK4820nYYGMEHkEYIB4rKTVnda/15f18zSO663/4B31ploN5bJV1IHXCAAEE84HT1PHNOl0jS9ctJ9L1zTNP1jTbvImsdRto7uB1YnP7uVTg/McEYI7GmWbgF0B+XAJA7sdgyeTwSf1Oa0bTCuuBzvBznGM4Pp/gKz1butwXS2v8ASPgn9pT9lzw3oOj3viH4eQXOmxtFeX194cEpubLZBE7yPphlYva/Ln92Sy5GFx0r+YD/AIKN/BOW80DQfjVotkwudNnTw54rMUeH2o0p0fUZdg/iiWS3Zj/FBCDyRn+y74+fETRfAGiaXqOpWY1e6v8A+0bSy0bzUhF5ELV1uJbiYqRBYRiWHzGVWYtMqqCTx+Ud/wDBbwp8SdB17SPGmiWWoaB4tmupbvw4ZJfsENlPcfaYLcbHWSTbIqMj71YFRjBrzszz/L8sw8qeKnKpVVmowV2u17tRWnd3t0Peynh3Ms7aWGhGFKTaU5uy03skpSl2dotXurn8fvgzWgskbbgEudkNy2SpjuF/1TKf4dxIJ46jiv0h+Fej6d8YPhl4j8CXkytr9tatqOirKTJIbyAFHhgI6LJCowBkkpg9q+2PiB/wRZ8Jaxq91q/ww+JOv/DyxuphM+ganoMXiLR7TexcrZXU+ox3aRFiu1Wkk2gHBxwKfhH/AIJq/tF/BbxVpXiDwZ4i8M/Eu1t5YPtlhFBfeG9RnhjlRvMiS9aaB2CqBgyrknrXk0OJsnqyhUp4tU3NWampRa23bXKvPVrzO3F8B8T0VUSyyVeMNpUpQnzdbqN+d+nIn0sfz/8Ajnw1daBrl/p91DNbX1lcyRjG6GVJreQhXVlwY3DKGUggjGRgivu39kX9vbx/8KtYtrPx1rE+saPpa28Y1ORWfVF04MI9moGNf+Jisaj/AFhBlUcsXGSPSP8Agob+ztqvgXxDF4vuNBvtBbXIxd3lhdW7QyWt85JmiYbdrorbgroWRgMg9q/Jm5E+n3UOpQKcxPsmicHawOQ8cgHVGUEHp1zXoY7BYDNsMoVYwxOHqq8ZRafLdbwktmttH01TR5OWZhm3D+OVShKeCxlB2nCcXHm6uNSErNpruk7app2Z/eD+z3+0d4H+JfhzSfEPhnXbbVNO1QQpKlvc7pLG6lHzpcxdYk3nBBwBkEcGvshre01G28xXiD7CzbolYBWGW2yf3cZGOfbiv5WP+CfPxFg8OReF7vwmSfDniiz/ALL13SpXElzp/iWwjN49zuJyySSPMgBxkbQMnFf0jeAfElxqNhb3MF4scTRRN+9GYZN6ZKHOTEy/NjsSPWvyTGYJYDHVcDGo506b91ta8t+ttmu219dmf0VlWY/2vlOHzOpSjTrV1+8in7qnZaq6+Frb89Nd3U7I2fmKkqTIUIxtIXnIVHkVuy8Yx3wa8kn1y90q4m0m9lE2i3Usc9uSS76ReZIdeBxp8hOT/cYbuhbHu8ws9Vgu455f36NkSeWQjZXgsy/w4z1Fefah4YtJImLh5lZZE37WYH5SDHleBk9Pb9dcvx+MyvGUMXhp6wa5oyvyyjpeMl2+ej1SPKznLsHmeDr4LHUUnUS5ZRS5oyteMouy1vrtqrrZi/Fb4c2fxm+C3iz4e3ASW41nw80+iT/K4t9e0+P7bolwhz1+3QwrnOdkp9cV/L9q1o+mXV1ZX1sYdTsrq4sb+0lULLBdWkktvcwurD5WSaNgR/sYr+oLwR4gfwxcrouryKmmSSImmXNwSDZzMdsVrI2OIHJHluThGGwkKVr8Uf2/fgOfA3x11Xxbpzpa+HfidCfFtlGgCwW2sNKYPEVjEVIVc3oW4wOgvwOlfacQSwudZZh84wsuWeHfJWX2oKTVlLZ2Ur22up306fgObZXi8pxcsHiI838kl8M49JR89rrdPRnxTb352osgRFhDERsRuIORjA6YIJx7etWkntbyJ5/KQLlxJI2eUVgMqOmMgelPtfDlikYM03zOOSWBZmJwCGP3V5Pf8K1LbQbCEYW9RSSR5RcAozEDdjB/hHH+9X5/OnTctLtqy37b90vL5bHmxUlpJp3+dvPRdNtNTHnubYxCGI7ZUGRkHEQ4zlhwScHvnisCaCOdW2SSYDKS3UErkjAODjj3rvb+30ixIhuZgykAFVC7pC2NobYM+X3/ABPHashbfToSrC4jBkLFY3GAip8ob5sfOAOnp71Mb3bSd9Nbvbv1duu/zFOEZWTfMl8mtklbb+rWOatLKQM7DBYZJGSrEH7sjAZAOSOB6fUVI0N9hRJIEfzSywx4+YDDEEse4Kn1yMCtT7Zb+Uy26+bIZBGzjjnI6svBGcVmXF35l6giIzEFMyqCSqgLy+AMkqenen76Wr1+d3p2/wCGMXCCXxu19emmna7vv669iG+kvo9yh3R2YtsI3cgA79x6cHp7896qxahNGoi83bKFyymRQxYkFgF3HAxkf/qq9di5vX8yUvFG7ER4KriNflG1cZYbQffBx2rkpoXt5Z7iCzkuZRLtkZ1XGC/UHow2qM1ceaMFZNtNaadbWtt32fmJ1JqTcE7Lzdtddne2vVW7+u5PI13K37xomVUGXZgruQchcMOMgDPtUCpIsTNM6eWhIIXn58YJIBOcDoMj6isOTUZYriJri3CbjlMuNmQpJwB0/HkA5rOvvEFjDHLGhAuZJFG0PlQmMFsZ69z39O5raMsRLkXK3Fpbp230s91b+uhh7ez5pK8uit3XzWveyt5mlJdXdw7nLCDds3su08A9ABwoqK+u5w0MaOzCEMTLh9wJUHCtj7pUk9RjBH1yLnW0g8tN8jpJtLTqmEUADgle2Bx04YZrn7zxAoeJo7h5Umk2ZTLGEAguWUD0I69K6o1a1lypJ9uj0+759/uK+syV1zWcn5W0flpbv+dzto7l41huZo0mCxgBGba0hBzk464LH6471HJqF2+JIoXMsgYyIirtVMcBc9OCozwfWuYk1rTVSHz9TU4Bfyi37z5dzBQOp6jJPf0rQh1y1t4RJBMI1nDROx+ZQGHyBT1BIxnPYntVKtUvFypKb6tXS3Xl530/4BcK75rSalF2730su++nX7iH+0Ptcpubi9eSa5JWJFuQqiRTyDGhBD4HB6H+eiJvtUkdibd5ZN6b3lkYIgTPlsHJG4AY9TkjpSWekadA115RBuowGUrCJJEUnLKzNnBKAEnjpXUW1tZXMcst8l2rhFXCQkOuwZWRGB+Y4C5HTI4J4rkq1qUGuSLaXfdbdt9PPe9zj92UmrWlK2t/xdr6u3l28wbQUFnaeXdSiOdS17CJFSKJ1bCyRliSAVJzkZ5qW2t0sp0W1mjlhDqkoaYkyKV+VDvGckjn2YEj0eHsLc7bmGdorhVQOFYljgbAsWeP3hXke9TW720cqb9jwwTIJC8OZI0fKmNiw5yNoHBx9ea4VNOzb5r3touttd3drbX8TWNpRUYu0np7qe+ier11V3rf9SzcgweUwvreNJQXLoYneFVYBUdz98kkg8cZ59avWVzaTwm3GrREIWDxMHifJOMLIo+6VDevXNaqaRZ3kTwQ6YL6KFTNE2x4f3p+bag6PGO5P6AGm2OlvFL5+oaPaWysCi/PGNyo+xRlW5bGOuciuZuD05mpRfRxV+3z629PMr6vJNS52k99G0rW630/FO3kYj2izxtFDqUP2cFUwjfOgcgAby2WKk/lV8wJDapBb6hMSInff5PmJJIG2RpI3psXBHB4ByOK0INMt2mljbT0t2dpxbxMjSCQlwysjA/I25jgHtwOOagXSr6XUEeC5TYWO6EYj8oovzhkIIaXn5h0OBVRn8V6t4pL4raXttbrp5feaRw8lJx5VLn0s9GvS7Tv36/eQW8moQ2UXmXMZMUokaPy/lYM/wB3uNpJ4bOOoB9bJ1mdBMjWLOjkSt5TEtGyEf6ttuNhOcgZ4+lSweC9Z1MhLLU1WdfPV4rw+XEsUaMycpwOVCgEeh71nNY3tq6W1+84ZEkBjjH7qMBx5jiYHBGV6Hgil/sk5ONSpCUno19pa62T7Pzd/JbqVCcUueLhpZN66r5uys3tv36JLjVWgmhkHkYkicTRZLSOzMcAYXO8Dg+mM5HNJazqWeZYFeIPuZVDRFNyZX7x5AbqOhz05ravfD99dNYT6dYI0i26lbhsCKQFWYEliBJLwPrg8cVVh0h5g0F5Ky3BkEc9uI2hT5lOX3LwDkAj0B/Cn7TC8nuS+HR63bd+ys/UhUml7sW92n32Vk3b56aq7tqVItSdpmw0NzAMLDF5YyWAJIznPDHB9uRTVvLu3ulMMUMVqwZ7sB2ZowF+Y4UEqMgcZ79cVJZeEVmcXEd05WCVghjJVlIxGyuT1cE8/TmvRYbax023jtJ4rOO4nkMkly259wVApQuwwpJA4xge9RPEUYNL4+ZWtbZ28rv52CnSduebilPW3V+VmtE33aRxlu0t5HEUjNxAwKNL5bq4jUghjgDdhT3GSa1rKfT4ZPNknup2WQIUZwIoFjGN67j0yeRjrwBzXQWn9lyPczMk1uiMMFFJgw4KHy0IHy8cjB+92qvcw2F5bC0i0uYLbMT9o8iVXlLuXIZgvI4z6jdjBGK5vaJzlGXNGDW9ul79UrvbZhGm4Kzknfy3+7Zb79O5El7cz3M1uknk/aWZY0SMMhADHfgj0547kYzzjdjs/sNtG8BglvCrbzIvO3BIZOBtIIGee/5c+biK3tvsLW8kUIkW6ieXieKWEhf3bsvKEAjqe/HNaVvqJml8yYzHO1NhQBWdcFSCeRu449veiSpTjyRi05O9mtXbotb2a6Nra5oq11y8qd0tXzf56v1+eu1SSbUHePzljTeTvjaMu7YzwjEEjIAPvz05rptIur+cfuIQFhQiYMhK7VJwpQjoAp5znscVjLqV092FaKGBRGXjYFWyoyOhzhgc9cex7Vq29wk1tIDez2s8nyvIsZSPaScAbc8kEcdfwrjnDmlFToqzutE22n5X8vvTIgk6iUm4t6aJLVW/4N+trm60t001s0USPCf9bs2bVkw2NhIwMnt1rLurjyJrh7iaOIBxvR0xsLbtobbn0/TkDIrk4XitLjbJqV4ZJQ5WJ/MEashO107ZYLnGe9XYLmyuIZop3lklfLuJsmXIKhVBzySScd+BnqaulhGpXh9rok1dd7vdrour7mvNGV4K8XF9duiWu78+nSzW3Q6OqXkkuoSyxT2enoLh1VVUyS5b7NCSTjJk5I/ujpWRYyr9te6lBHmTO8obDcu5BO7J53Dt0B6c1qXKxaXpcWmWwVPOdrm8PCkzyBD5bYA5SMhf+A8dax4FMDkgZLKCMNtVCpODkt/qxkZx27da9jHuGBy+ngY+7Vq+/UtZO7taLsvsrR6btvqfvXhtkEsLh1jq0bVq1n1em6s30Sto+p3ay280ICkYJPLsFdXAyc46gDJB4zwKw9W2om4N8oBChVIYE9O2GGcnp3FUxeAxBVeOL5QDxxgjBYSMBg/dA4PBHuao3WpwGB1nciRSEQllPAH8KkZPU9v4uvavmaEZOok9df66H63iKkY0m7WcUnt6el/vNDwT8SPHnwd8eaB8TPhlr0mjeKfDVzFK0Eruum+KdHSaK51Dwj4nt1H+l6DdiJEfOHgkK3ERWSMGv1X1z/gr/wDAzW/C0Xiqx1O88J+K9OeJdX8AatZyT+IdI1uGNBd2UNvbKf7U04yb/Iu42EM0TKx2NuVfyq8F/DTxd8VNRGneFLNltoiP7U1q7fydLsYnZVUXE4UlpCDxEm6RxzgLzX2J4G/YQ+BOh6lZ+LPHejN8SfGGngeXPqMRg0W1yQzxQ6VBIq3sauThrozD0Vea/TuF89rZTRnSxEpPCPWKVuZPS6je2j3eyX4P8e4x4chnVeNbBclLHxXLKTV4tf8ATyz3S2626Nbfor8D/wDgpJ8EPjd8P7vW7vXbvw9r9lfvpt1otx4f12S/vk8mKaK+sbeysJvNt3WR14c4dGU16bbftF/C66tyYD4pu3M4l+fwpf2YMSBMnN80W1eB1xzXy9pOm+EdHt0stJ8JR6XZxARQafY2Gn2cIUDCrFHbFQuRntwDzziu88LfDS/8R3ouprZrGxLAxWEW4oy5+/M7DMhx2+77V7GP4+5IuSwjU0rJ1J87k9ErKNvxb9TwMu8PJXUsZmSqR0uqVP2aW28pubfqor06ns3iX9oO/wBY0h9L+H+l3+nyXZeK413U0iils42+UfYLaKVx5z8jzXbCBshd2CPmjT/hdr91qhnuby6mvLqd5zPLvkN0JW8xxNM5JecBm3biSeGHFfdXhX4V6faQKk9vAieWY/mQDep4IYEcZBxn3rp20LTNHiW2t0imaPIjV1DsvLbQrEbsgfyr8/zfNs14hq03iqvscPH4aa0jHZXte92nu3f5H6NkOAyjhqFSOBo+1rz+KpKznP520iv5Ukn66nj/AID+HjafHbSXSqV3M6q4LABcKyhSCcFlz0+npXs9xc6RoUkt09tDJJOsSTWsLtDbyeSuInuY0cCYDB6gmuA8TeNtG8M2NzqGq39ro1tpyzTXV7qV7DZW1qiAsHklndVjXAZsk1+Jv7Vf/BVzwZo8eu+DfgDdw+NfGaW9xFdeM9ry+FPDrZaHz7SXcBrV+GJMap+4BTLOwG09OU5Ria1aFHCUHUno3P8Al21bd7L7r30uz0cbnWXYKjPH5nilSpRT5ad9ZvdRhH4pPRbersldeZ/8FjP23ZJorn9mnwFeQpeavDbS/Em+sHCrpmkMyXFl4SiEZ/d3FztjluudywKkRH71hX86v2SfVdS07RbRGMtzcQWyxqMkmR1VmHp19q3/ABV4i1bxb4p1nxJr+o3Wraxql9danqup38zT3V9fXchmuLi4lYkvI0hP0BAAwAK9U/Zu8MWeufECy1fVx/xLbG7hJ3AfvpZJUEcEe7gyuxVV7gsDjFfsWW5fSwNClQTSUfeqS2vLTml6JKy8lrrc/n7iDPcVxFmVTGVE1F2p0KS2hTv7kElu23d95PtY/dH9hX4E+IvE2r+A/BPhXwh4j1LR/BFvaap4w8QHQtQs/C1nq17bx6kbefxJe28dndXS28lmDFDNJIpDBlByB/S1oXgcRaZbRNKk32W0hENnGZrOMFVUYnkliEnlDB5ReTxnivEP2PPiz8PvGPwu0Twro9hb+GvFXhHSbSDW/D+omFGVFURwanpWp2wCX+nlnCpvjWWJhiQchm+ptRutT81hMv7iWIRJ5iBFhZdmHN7ACZUZwxIJXpjHWv0XBRwGYUcNiMLKOKw/L7km/dk1o3y2TutrNrbXVnxmL+vYKrUwmJpywuIpv3ouNpK+ut+97ppWs7rQyo9Ms9MUQrLHCrvve0kiR3lVtySK8iAPcW4JbYWOQoy5IBrJ1HUtRML28Md74ft5RG0eqRx2l4oWN8NAbYeZ9jVgi8oDtVlIwSSG3M+o27sixxNvYLILlGlsnjKkAi4C5OYgAGPJLc5way5Z7i2IaW3u9NuZAyMtjvv7CWPzA8u63mGI5H+fBK5VZOuSQPeoxUFFJRsvhStZW6qO2nXSV+x5cm27u7b3d3+fe/p8i4t7OtvC97YYuZJ2ZdU0HbJaI4PE1xbTurIxY4b5Wy3pgMMnxh4H8NeOtLew8W6Bo/ii1nitmeaSGbStcfyJ4b23MOq6dcW81syzRKyoJQqmNQwYZU9ALOCWWO7gElvN+7LNF+681ADiOVMYC4IyAAeOc9K0BC56g4JJxz+PQdM9Kp1ZKUJQfs5Qe6urO621utr6NeglFW2uu+vay/r5nz/4T/ZzsPAum6jZ+E/FXivU7XUtVm1mLT/HGszeIbjS5buOMz6dYazLH5wsvOR5AsvmFZJnIYg1HqfhzX9H3NqGnXCQgf8AH1CouLZhhRu82EHaM/3gp9q+jEicZKll6EDJwAOecex/+vV2KWVTtdiyEBWVwWUr0GMjp/OvKx2Bhjq08TUqNV6ru5K2uiV2tum6s317nXh8ZOjFU1HmhHS2zS/4Pz8j5OE7N91t2M5UjqN3IwG6Yzn6fhVtLjGGJXjBwc4U7Rgkc55Jr6P1PwT4c1kedPp6QzOpP2nT2+yzj73LiMbZDzn5lP615Tqnw11B0vJvCV5FrLWckkUmmaoW0e6MqLGSkF5LCYZTtdMFti5PJHOPFq5Riqbfs0qsettHbzva33nfDH0pL3m4P0v+X/A6HILLkjDAqCCc4ByHHH3eAFz/AJ5q0kmQMnHQDAA4CMWySAQMivAvHPxbHwqeVvif8PPiv4MsI2Zf7fk8E3niPwsUVs+Z/wAJF4SkvreKIkZzKYjjqMmuc0T9rf8AZ11rylsfi54TieQ7Ui1O5n0uXcqKCJBqMEQjYMcHJGMZrz6tCtSaVSEoNbXTX/D/ACFHNcv5uR4ynCf8spqD6fZk0/wPN/2r77xJonxB+E3jbwtofiDxPP4MGrm50zwtotzr2opPq81raRQuuns76dK8Lho2mjETeWMsisWHzBqetxeJvDn7Svxf+MPhzxBqeh6f4H0rwTdfDya+1TwLrV7av4x0a3bWJtUutOlXTdRtwNKAuVmuE8y0IOcvt+zPFnwm/Y/+O2vz+MPEdh8PfFXiy8trW0m8V6D48utJ8QTWtnF5FlC994c8S20h8qBVRMjKquOlVtO/Yt+F1vNBceCviZ8f/DFpvjkfS9G+NfifX/DtwiFJRb3ei+KJdRt7m2ZgNyMpBx681Dk4wdo3kvO3otn+h10JYevVgliIRpzlFSkveUFdJytG7aju0rt2stWfAE3h/wDYo1v4eDxrbaR8bLGwuPiR4y+FUUun3mk+MNT8PT3PgrT9a1HWZtPuLdXuPDdnp1teTRhmeaGWe9mkby9pTzbw58O/glqur6944+G37VmteHDq9zBqE/hbxP4Y13w+wSTXfCPiHUdVa78P6x5Ty2f/AAmOlPEA4TzIUjbekMpP7CSfsyaz9lu7XTvjJrUtpcJfJNYeK/h38OfEVtcLqWn3Ok332mWPQrSSYz6XcXFtMS+6SC4eJmKNg/Lk/wCwJcSatqt3a+F/gd4hk3Okd1Yx+PPhVqIhmKST2yW/hvVbvTreOR4rdpFS1VHNlBuXEKAeY8fWjf22WV4RXVewqJfKFXndvKHlY+0XCeWV9Mv45ynFVJbU6v8AaODl03ni8DRw8em+It1vuz9Q/h38SPAPxF05b/wL4y0HxhbLp+l38lxo2oQ3jpY6vHKdMvbqBT5lslytpdGIyIpY28mASpx6VC5Vic5wV6DkDjvjgcEfr0r4P/Y+/ZoX9n+fxdfyaFf+GL7xBY+GPD39l/8ACwj4/wBCvtK8MRXZ0u+sZJtCsptHmibUL2IwuGDLPuG0AAfdUXzGfGQEUsPbA3DPHBOD/WtadSNWEZxUoqa+3GUJLunGSUltpdbWaunr89jsFUy7F1cFXq0a9Sg1eeHr0sTRldKSdOtQnUpTVmruM3yu8WlJNL84/wBsfxtHqXjwaMsw+zeGPD2l6MVVslL/AF67l1W+mIDcD7NBYx5A/wCWR9Kh+Cd1YX95dtcSxymxW3SOJ23KwSCKRSRnoWccd8dODj4I/aO8VeKdU+MHxHmtpSt7/astmdMuXMMNzBp6f6IY5cYguVVn2MRtYNtYgEEfNvhf9rnxl8KdXlm8VeE/FEFhDNEJ9Ri067lswIfkVpLy1SWMK0fUMwGUBVsZFfmvFOU5rWxGIr0cM8TCTvBx1920U1ps1Zrz6XVz9Q4NznKMNQwlCtio4SUYuM3L+Ztvm1tdO+/Trqkf0Nan9ivI7Gze5jsZ7ia2TzCyi3KSsI8Bm/1UoUEDOQd3QGtprHRbHUZ/DtxqU8sNiQpeO+NujySxJOGGxwXIEhHXGOor8PT/AMFTfgterDb61rV3psgZGSSfTtQkhiYMuNk9tE4GHA68g56CvUdK/wCClP7LGpYur74x6Po+oeXHl76C8ltCdoUb1NsjRbVAzlmPOOgwPkMFhsVQq1frWU1ZRmkot0ZzStbRq3K79JX6ep+sf2pldWOHjSz3Dw9mpXiq9KDcnblkpOSemqt0bue4ft6/CLRfi58OW0Myw396Fji0JrmZZHtLy4uzY2sC3M0g8iN2ZdwJC/NuJ4r+Pf4pfDvXPh14r1Pwv4k0260+7gmngmguImibdHK8ashIxIu5ThlO09Qa/fX9q/8Aan8O/FLwjrHw8+FHiWTxja+JtPSO88Trp9xpWnW+mTKWvbex+2SZvbh9zxo0ZK7G3kggLXxN4a+C/hHxpoEngj4karffZ73TbhNA1yGRbzUvBmteSx0vUdPvJ8/aNLW7+zre2J/dz2zShPLuBFKv6NwhDEUcBiViaE8LRq1W6UJxcXFWs5KGjUZPbRXabWjV/wAT8TMVlmKzXL/7OxNPGVqFDlr1abUk25uUIua0lOEW76tpNLfRfMP7DXxOPgX4w6R4V1Wdl0XxJcJFaq8mIrbWrc+ZauhY4DyxJInHVkUdeK/sJ+DPieKWwsVZIJrW8tkEpIQqNy/OcYwedpA4IP6/wq+IdL8RfD7xXPb3KNYeKvAniDyrgK2QmpaNeCSKeF1xvtXMSMj9HjmVhw1f1ufsX/HDR/ih8MPCPia28oyanp9s7RB1d7a8RPKu4JG3fu5Y7lZUIPdK8jizCSoYrDY+mvcneE305t4t2tutPkfSeGeZLFYLH5JVkvaU7VKaercJWU1FP+WVnvtLayP10ge1nhW3tYbRH2bm2LEoY5IWRiEJZ+AcqD6GuZ1hPKZ4wLh49xBEFu4iB4G5WkXDY459q2PAWuQBImuArgJtV4FBmBxyXDDggY57c811mvTvqCMLW2kk6tI8hSNYQFGXIj5JLDjGfWvFTVekouVm9dF/Wnyv+B9Ni6Hsa8nyN8uvNKVtfK6tv0v5HzlrdlFdo8U9szMY2VROyEjJ+XcAcjjH07V8i/td+EZfHHwTks9RhkvdT+H94viPw7fgCS8/sxYjaa/pErbcyIbLy51OSS1gB16/bmu2LQiQzOFPLB2O0sSMkqSM4wRjkDjiuAuFjuY57W4gSa2nLwt5q5QrKhUhw2flOT6/e6YNYYbGYjLqtVQ96hXjyTg9YuL2ul1T1T0s/Q8fNcowmeYCVDEO9SN3CokuaEvJ9n1XX8T+bY2ljcO4ttV37VJCMRhVI4KjsCTx0+7UVjo9hbN5kmptPJJjKs2Ap7YGeSCP09K+t/2q/wBnax+H/ih/Fvh23lg8J67dBJrS1yINF1SXc7QhFX5LCYqTF0CEtHwClfJi6TamdoIXZdqg7W64UEkEk/e3Z5HpnvW7xFCUeb2S95K1rq1vRpX/AM10Pw3M8rxOV4upg67XPTbtJXtJO3LKOj0fZq6trszUm0LT9QtpJTeRBoicOD8yqik5b5vvc4xxxyc1iTaAtoIZ3kF9ASX8sH5wqjJwcZ+716cmrKXOn2LKJWYWqOVmRMbmAJ3gt6deOfSkvJbSdm+z3nlwsoYRq+WdSpOw8/Kv5dMVl9ZouVo0vZ8t7Wtrtd26dfvaPLfNTtK6clrr1276W2V2yGbTLIRC802OWOV1L+R5gVFZAxYHsXAAPTnv1rIg03X4re4u49MjjyyOzyOm5gw2gpjqxLL9e1WLnTikLETzKdpkSNHHfLktk+ij2+YA46VnRz3IXEl/eTOoDLbFmJLIAR8ufm+bGPccelV7TDTV5U5VL6brXbTbX9PvRjN1W4393fVJ21SvfS2/9dShrGm61M9usrXFqFG4AKVQs2d5TbnjGB6ZNZM6XccUoRp28pQry7MFzjaC57OVB9cA9sYrv01nWry3TzSEUAhUePMkYXaVAG3JPHfqTVNNVItXTUgoCsxCCL5s87fNAGQMkfUd63pwoN04e1cYrWzSt3+y35rz013E3VtGck7NKy76Lt999XpseX3q6lcLawxxxyBgGdXXDE8/IG5woHXPPFYT6Re3Xms1naxTM3lxOoJAYZDOVOMpu49yuOlezrrGm+RNHLbxQSvGuw+Wm9YgCzu2enyjgZHHeseXVfCM8LRlnM8e0kQFcMoBYh2GMDnoPfnFXywV+Sskl2Ur/fa3W39aZNbN+7Lf5dl12f8AkeSyG8trT7DIkF1IHQEBSykbvnIbJCnr7YWkOjQoEZYIrUyKOFy4bcCx6njnjgHpnoK9DTUPBxWRYZRFMk5DNJgqxyBjqMnIOCfTNaceoeGIk36gjvFG4ZmjVFZ1wc4J6Hbn25HJrPljZezajKV7vu/S3q/6Zdo1VyqSuur8rbdn+fmeK3/hfSpT9qki3XAYKCGO3AUYACHuwIP8sVox2F1Fp8s0elrJbFViMiuG8pkAAf5h1HGfpXrb3fgu4ZGt7J7a3xu2kbpZGZRljuHBwRj3BxVF5dBJjt/tM8cRRme0XKo5ZztXaP4gdvBz14rbnlaKUlUW1+bZXv0s99Xft8i4yjT1U78y1XW+lvwevf7ipa3DXN48c1gwsGaRd9nIA8hdNgaT5RsXdkkE46kdK6aweNbeS0uUukkS3dYJt0bQt8pIjnLEFedoBBNc9/wldhcWsEWLe2VHkWZlmBjmjc/ulJUDJyGOf9qr2n6poc8NwlxcI91MN9qJFkEcnygMNrdlXnPGcfl4M6M+Wb9m4KKvb3m7rZ72bsunTp2IQj7RNVIzTf27rdJ/PVaXbs0/IcNM+0G2BtlmmV8xeZdlyi5yEGxsEAsMexFbC29xbxXDE2MEitGTEYjLKXLgSsHB6oASc9S3anaVbKY5ZLpJ44BHJNb3ttMiwxSQ7VjQxqfkjLbRgn174oWWzFre3L3MfnrF5jRtchvMdWb94WBzsK8H1PWuFxxEpqNrw0dkru7676bL8C4UKsNeVJy3vJ+S5mut73unb9emiv4hHbyz6w0SwRO8iwxkSNtGFVVXlxxkDqMHGe+NcW1lcuNRtpLhxKw8uO9ZkVsOUeRYgQSpwOCMgfSvP/8AhItaupVaK30pVjkDrDHDi48rzApljbOPK8s5yRgZr0GXWnjFrK9lbSJJgpcxhWMZUBWABOACSMgjqc0p4adLkjFOpUn2klpe9nstOmre6Xk3OM4+zkk3pb4tOl/ib8kreZauo5YmjulF3cRQCKaS1s4ZmkRUHJV93z9Txj7o5qOx8WXilUsvD93LBIZIxK0cZkhcHiXIIYAjtxjnNUH8S3kc22CO7WJ4vMjmjik8oyxYUwE9wSFGOnPbimv4i1axaeGa2gjlvU84LFHgo5+ZgWzgOARkDmud0ZTheth/at25bz5Em7fEkvea6bvTUmdoxUnOSSb1VutrdU22u/y0ud3Drmv2SE6tZ29tDdq6okeHmmt0TbuZlHyybeg79PeoX1JmniVYo4jP5YUzMrBkIIO7fwuT7d+9ctBcajNbyatdRvcQWxW3EEspZTLNG3lvuX/lnkrnuPfOKrWS6teSX7azFYafbsyLHPHKWMSuoeMx7sjrnOBnk8eip4CPK5zUFa+idldu+i5tb9dddNtjX2bqQXv2i9Y3l7zSe9+ibTt/wx6TFq9rco+nS3tlaGFFa3ijZ/MWSIkgCVSA0bOePyznisua5N9LILm4S0m2CJBuKebJEcKu9h97BPX0964u0tRBLhb+KeG3zuVI1MjAuSGV1Hyg8ZHYj3zXWxXB1KS2b7ItxAgaOd+EbCj5WKbf9Yq7cn86HThTUoqTtHsrW272burX3fdtjjNum1K11ppdp7La7enTdFOfVLfSt2nRrd3sO1pmgVcRMSRl4pwfvg578g81DcavaJEklxA8dpPGJ1kuJPMJEbYKlFOVbsRx75rdt9Mihjkia5VYpI2IkliWQq7sfLjy4A2/NjI7j24p2sdlLdSaG0STOIpZdk8YWLKr83kh1G8kA8A9uoNCrUuVStKrNLXe7VuuiV18zObnJRjO2uytfbVLRJ6q+1lu97mLZeLbc3kBtVeeSCQPlI3+5zuUQgjLAZOMH7vrXVtrRaKaT7ReGSeRZE82N1hcgMCgDDKlT09OaTTLSGC7V7eysYL+CUBTL+7SWDYQQQVxkliME981LcWt/pt27XlkJbSZjPbCBvP2PncThnwIjkDI4ODTm6crKEXFW0UpJ+dr9/T5o1hCpCHxSlGT1snptZ3Wq1vf02vYlS9jvbR7ePQzd3Xm5E07s0UQJG8KwOAp4K/XFIbO68uWW+tfIiQwsEt2ldnU4DPGAeFAxk549jWhbeL4oI7qG20yRECmSaI2+9y5whRMjKKcnbg9ec4xU9v4ot5XitbmC4WJZFGyQEMEY8gNnj7xyDxx09OapOtBrlpNKD1aldpO17ptNr5Pvfc64Qw7UXKau9uaK6d5aXtvd27WIba10sBUWSTdcMokS5OSFIJV0YjOMdBjvk10Vpolv9lktGlikV2zGVkG+PPKoOcDI75zziuezpMd1epNdLOxkWW0LlFEKN1iKKPlIJqW2vJ7eV1EEUdsIvMa93rIHk5GEjwChwO+OmOtZpYhybhNz5knfTW2yV9dOul199s3Ck57RqRVtU+tlda9d2tbJ+ZcutLSMwOwCywMVMb4fK9CuD7ZPBx6U1f7Itg0yW4NwrK5l+8vmKfk25HzYOT/AMBxzWYt1rN/KxF1bYiUqIWjw9wBnDeaykqwHQHmsSa+ZWWFwizABp442DFCCQSCR1A2+4yegr2MupynNV6s3Klh1ztJ3TktlJWW8nrut2e5w/lyzfM8NT9ny04yvK66Rst+7/FO9mbEtw01xK00jyISQuVD/KTkfL2bII+lWC3lKAEZAwGzcFIRsY2k4GUKHI5Pzdecmubt7hA7FSS7rlQzqGUfNgKeo7n2zxmppbx9oXepA4KSOxlyWATg8SvjgH3/AArysdWqYqtKcndt3+/+raH9P5dh6WFw0IQSSUV5dl6vu+3loT3N0UDqrYfruDlhuD87QCcDGO4x0z2rsvhh8L9d+K2uRwos1joFtNH/AGrrLRErCGYF7K1Y8XN6y9AMhFO5z0B9E+Ff7OXif4hTW+reIorjw94T3iVBLH5OqauinfstYyAbeF+nmsBgH5FPUfp54A+HWm+H7Ky0jRdNgstLtoo4oYIkAIIxmaRsZklbLFmbljknmuvD0YYWCq4iyna8YPf1l2W2j1focWMxTxMvY4SdltKfTS17PaUu1tF3bGeAfh7o/hHQrHw/o1lDp+nW6II1TaHmmO0vcXT4zNOzDc7NnOeo6D0uw8MNcysIYmlmbb87hgig8ggAYzjt716bongZrgw4SR1AAcN1X7vOMfN0OPwr3Xw94Gtx5bfZuQmTvUHbgDBJ98c8d65KlevXqXbvd3S6W09dPK21rI539Xw1Pkpq9++9+t31b66nh3hb4XRzSC5uoWllJByw+RFBORjHynr+VfS3h7w7a6bHEPKhXAXCKOR8uc4xlgBgY9xXSppLabA5EKrGiBjlVXj/AGS5+c4I/WuE1PX3sZdrb4Y+eSgyCckcKCSMAjjBreNKS5ZVk56rp6Lb1OOnCde8Yy/p2/rzOs1vU4bW1Fz5qRwID94hfXcMk9j+ea/Mn9q7/goB4E/Zx0rVTZ6bqHjrxrZ2ovLbwl4fQXl+ElW5MF1qW1ydP04R2d3JJNJhRHZyuAQhIxv+CgX7ZWm/s0/BzVfF8ym616+VtK8IaG0yQG/1m7DJbuUJ3NBFlpZSMkJGf4jX82s3iXxO37KPjb4l+NfE9vrPxE/aS8cWb63G811H4o0nRrO4nutBCXjArD4Zm0TTtbjNlGRuj1aB5fkKhvveGuHv7UcsTiG4YOjr2lUlp7qfRLS736LXb4biviCOSKODw0VVx9bvrGnBv4pW+KTV+WLsur0tfxT44ftS/HX9rHxzrfjD4keLtWsvDupXJfTvBGk6he2XhjS9OhOLW2TT45gtzIIcGSWXezuxJIGAPMLLbpPhe9vkUJ/atwY4AoORaWeYYQpGMKX8w5Hpz2rOihZLMxwqVecx20CoOXkmbYBgdP8AIq/43YWCWmiQFRHY28Nq4GMb1QGRiAOpkLE/Wv1ClhqOFhGnRpqnTgtkttvS783q3vc/IcRia+MqutiKsqtWT3k76b2S6LslokrJWOBXfJHJtG5p32jOCx3EDJ/Tn8K/R39i34XS+I/G/hixltnfT9K2eItXYDCGTcEsUlLAq371gQO2wmvg/wAF6JLr3iDTtPiUugljDYBIADAkZB5r+jf9ij9mT4saT4e1Dx7pHgm61zw1rdxbaba3WktHdaoJtLtInuBPpjbZFshJe7FdC+6WGRWVdoLeZm8cS8rxf1Sm6laqlFKO/K7KVvO3RH0/BUssp8S5ZVzapGng6M+d87tFyjrFNvRLmtvp0P1C+BnhDTvBvi3wLrEVtBJaajPLo99AJczXo1C1eOwiiIceRImrrYOGOVAQ9xX6ZCaGBpdItb17G+dTM0F+m+KFmZpZGjk2BJF3OFc5zyMjcTXwr8Kvh/4mv9e8OW+uaFr3huw0zULLUL+/1fS7zSlQ2Mi3EVlZLJHmW6mlhK+YuEjRWYsW2qf0Pg8J39zdX+pahqyala3Qjjsbb7NBCtgEUC6S3kHMheRR94NhU6knI9/gCnicHk9ShjacsPh1PnpRmpXd+Xm92UXFLmu7PlbSbu9EdPizicqzHiGnisqrrETlSUa04tOF1J8iTTd2oNJ2bS0Wljk7kLYx3J1ZBZwQwmRruzQywug+QzXMewooYZO0rnac8ACrlostzFBPshuLWdBJFciNraTyyMozQODkMMYIIGCDjGK6CDwfaWEk0lvFLCtzI8s8bSy3AklkQRSyMssrAsYgqnPUDGOtaH2LZ8iyE8BVBVQAAMDAC4IAzx2xX3jqUpxXs7ybtdvRXsr6K9nfrzW8j8qdNxbu9V/wLfn0/A5qSyjU58tVOSRwMkjGCcdagNqDzjBOOTnrjj6jP866J7Yq3zxsR3YkY5xjGenf8qhaFQTlCmT9772Dk/ez09/WlFW1va9vMLpqz2/4Yxlts5yuT90hTnGMfXjJqIwDpyGXj5se2cYHIxitj7K2PkYHgnbyMjOD780+OzZsRhsEKm1Tt6dAASOvHf2rWLa9f+G1dybJenf+kZkUTKcq5UjIxj5ehIzx8vXtWpbq4PAAJJJyMqSd2fx4/wDr8UTQJbQyTTsyxxKWdlVnIUYJO2MEnHXgHOKq29/LNG72Nut0VlCJuke3BRj991miBRsHONpyBw1Xebu1qtvK+nVkpLRdTpYAkkckUyBo5VKSRELLFIrYBSSJgQyEdQQQQea+VvjP+w5+yp8ao7i58X/C3StP8SXOUPib4fRL4T8UpNKH2yzy6QqwXhzls3dvKpPBznn6OklSJYYdR1WOHzp4ilvJ5MM0qmQBrbdGu64jZ8quFUsOOTzUYu3s72WO2sr7QrYxSxTaj5Vtc2c2NixXA8ouwuFLbVLtnJwVYLkWqHtYtSjzRaejWjt+L/7dTfoZ1qNKqnCtBVIPpJJ6O3f/AIe/yPwN+Kf/AARs8eWzXmp/AHx/p3im1Xzri38I+PWg8OeK0SN3Vbca3pgksbmY5Xb5yWhfoSpyB+Z3xA+GP7TP7N+rtYfELw78Vfhi6yssGpPca5a6DdYYDdp2v6ZdPZXsJIGNk5IA5UHiv7NLOO+S3JjMPiCMnyZHEhsLkhct5bSQopeMMWYo5Yhpc9BgQXWnwalYDQro21zpcys2raH40sdP1HTtQi2QRpbSJfQPDMvlhlPP8eSpJJHnV8lw9WUpUWqTX8t7dN07tdrcsVd72vbwcRw9hJpywtSWEqS7Pmjd+T1Xyl6I/jb8N/tS/tDeH8iw+MXjxIEXEST65canH1+UFNREofDE16R4N/4KOftP+GNXvbK+8R+H/FUDSIw/4SLw1YyXOAoBBu9Oa2bYdy5zkjkg1/QP8Y/+CYv7JfxYM95F4L1H4L+Kr0yyRa58MruO30Z5HYlLq78MXcUunyxtLyywpbtg53r1r8gvjr/wRj/ac+HmpXviv4TX2hfHbwvsadrDQiNA8ew28Y+UP4Y1Kcw6pKE5/wBDu5HYj5YhnB8PEZViaV2oKpB9Vo3tr1XyTbPN+p8Q5epOhi6lWEVo6VSb7bwbve3RRaRc0r/grD8R9PmtI/EPwx8Eap1Mkmm6jrmkSscgkhJJLlRxjtjNey+HP+CtvhGaS4TxD8HvEFsEibzJdD8SaZfAYIyfI1C1g5wvTdnIxX4l+MvDuv8AhPWn8P8Ai3Qta8MeI9LBh1DRdf0260jU7OdGZHW5sr+OOVPnJOdoBA4yMGsG0yY75lOV2H5hyW3DdhyO559h9a8yVGMXZxcZR3TWt9NGckeJ89oXf11y5dOWcYN32fNzRT+9r8T9LPjx+0F+zP8AFrUJfiH4QvfFvgvxbOgGuaJ4j8O+ZpmrPGoUTW1/o91OtvfBeCXUI4GcivAfAGsaX8RPEk3hTw9qcNxf6om9IpUuFWO2t3QXVzNG8Y3W8ayqG6k7wMc18OvcuIpUfGwSuQTngAsCrHHcEjB4yR619I/sbfELwxoPxutdA1i4jj1bWfD16mkrI6xq8sWoWEk8A3Y3zNaQSELgkiJiOlefmdepg8Bi8RRV6lKDlG+uttN90t331PuuD8+x+c57leVY2FOdDF1ownNJwkovV2adru1k+Vas+3Lr/gnT4D1u/srjxKltLd3uDOdLt49Pt5EyplZ7eGMK82dwLN83Uk19teFP2Nf2fvDvhSHw/P8ADnw5qWmR2qxvGdJsLh5g6AMJ3khJkduffLV1U+sK9zpk3nKqu7KDvOQHWMFDJ6kvxgYANd2PExsorQGTzo/MTYEOWZIUOAecA7gPqBn6fhOMxmLxk5VsTi6k5N8yXM48r06JpK3SyR/X+X4PDYOCw2EwkKasovlgm5JLZtpt/Nu/W6Pna5/4J+fs6X4iS1+HE+iwgg2trY6pe2aWqIuNtvDBPttk2fwgAYHAqm/7AnwFLx28LXujJCyRo8mu6gPLaM8DkEu/XOAd23PNfben+JrK7tUvba8MvmQxyoZeQRjY4A6nacjj0561Vu/G/hbTLq2l1O3ju55IpYYbmNkjjgnZkcPJ1KPhZlDYx83oavDZnj/a06f9q1YRlKMW3Vm4xTaXSX3bHV/YOVzjOTySjUk0219Xpczdr/ahtbd+rs9j8qPjR/wSJ/Z5+KV5qeup45+IOh+NLrSYdPh1vTobWfQpZNPhMFhcalpt9YB9SlWJYondZI3eOFAWyu6vyj/Zj8T+L/2I/wBpDxr+y58T76K406TUhe+GdWs5JF0y7knUXMN3YCfBS2vrLZIE+9HPbyoSWyT/AFrx/GH4caVZG81Dwfa3sjEQ/bLjXygtXkUgTLbIDvbfj73HNfxzf8FTPE+k6x+0jp+o+G71E8QeG/D+nm+urWVftFrff2jdX9nC8sbZ82KCWPIJztkAPBxX1mEjWx1arlmJzKWY4fFU5aSs5UZws4TUl71r6NNvc+TznC4TIKNPiDAZcsqxOXVqUfcajHERqtxq0nGL5bqKUk7Jq17bs/pz+GHxVGu2trHFN51u8alLgEMpGBjLA55GM55B619T6V4jhjEHn3JWOYrsdCBEQQFw7EHgE8j0xjFfg1+wV8dI/iH4E0mViFu1gjtdQVXO+31K1AjuoJAGBwWXcpP8Lg1+wvhzXraa3DF41ZSuxXQkMdgByuD39M9a+WTng8VWwtR2nQlytem1/wDhv0Pup4jD5ngcPjMNBOnioKfR7pdNer28me2eIbexukjkWSKTzCD55cFFU9EAZvlOQDnGMY9q8Yu2iWab94pgQursONu0FeMA7hkn+Y612w1SC5sJopWj+VWVEDDcQwO1gpVcDr1PUZry/VL02bskUaSRqrMZGlAj3En5W5+U7iAPf35rtrqjWgp25b72/FvS/wDXY+chRxOGnKm5p6qylt8m2ktzzf4heFdM8caNqehapD52nXtq1uW2IX81gRHLECP3cq5VkbqrKDX4a/GbwD4t+Dvi690PUomkErPNo2rMpW31TTXkCQyxuRhZUyFmTPyP/ssCf3bWaa91ERSssZlOSEJCKEHDHJ4PXBxyeaz/AIofA3wp8c/B8/hbXbREvFEg0nV7dUj1HSL5ISY7y1kdDuUIreZGfklVtp5wRwUatOjOcJ3qQuvXdduq8un4eNxHw087winTlGlj6Ubwd9H3hJro+j+y7Ozuz+dK5ubu6XynaBTjdMxcHqGZtoz0z29PQ1HHJLZrE4j80lcB3yFYg7goz0wCDz6Y9q9T+N/wI8afAzxGfD3ifT55IJ5X/sfxDAj/ANjavbA7VkguX/1dyqH95A2HU9Nw+avGL12uXhsJrg2xhUKr4ZE4OzczH7x+9nr0+temqEJxjUjJKFTstNLW8159emp+F4zBYnBV6uHxVOVKtT0cWtb+tmmrbNXT6Ox1llqMVwY3unkt8Bw5DZDxqSAgJ9TjPA4PXpWZ/Zpk1BtYjv5kRQFFqrjlSfvhM8dAB9BUU7pHYxKLiN3SElpDhifRWY9CSf5dRmsWzubuCRTnOU3uxGSVZioC7V67TxnjAojQUVNqMVFJWVr/AI/PpZ+hhJtOMZJSj37ara3X1/4B1dpf3NpJNcTzb42b5d5UOgJ+4Dnh8YyOpz0qefWYDdYlkhkVwDIQqqoUbTtfHUg4OSe2ecVx17aC7umuUu3PmRqpjRlCREHLbsfxZB/LHbmzYaRbTXzI06hViVi7uRtABGRuPzsTnj0zj2ydKN78/J7u2ujsm2+1+ttPvJi5ppRXVK931/4fTX8jR1a0t9QSe8WRfIlBhYxkKkYwCV3Yyzdfz9q5iLQNDtvKLSMY0w0gRsSSBtwYE5ycnGc+h7HnX1XTDFFcWEN/K8UhDxxx/KCcjBcLyOo/LviuaHhuWZTLDfzb0jLSo2Gd+CFCA/dUBT9OnrW0JpQjF1nCzSta19l5fL5hNSd7U1GW7Wmu13by/wAjI1LRtHjvXn0yO6IyWJkkDohH3pGAPKgkcDPXBz3tQW9ughRtQF4zlXaPGFjOCwLDoT97jjp7VmTm4W4i09YLzzcKZnmU7H39NhXGFLbSTz0HpUCW2oNqRgSKWJCmRlVA3OcBSQck7QevQE9K6rtQXM9F1dtu/l+Wl+5lFaLT327LovPRLt9/Q2WeOS6iht2ZEQ7maQZL+USQygj5VJwQPQCp2msfte+Sfy3jZiZNynlDkkH6jr1yMYrdg0WzgeBbq5jjeaPc8gZXdWGWEUaDgcjBJ5OD2FcxNpaXd9cWZWJYkZkNxIQm08bXIIODg5z2rBSjKV07WWvnfrr/AMHTRGnLKKi7KXM7OKWq27Xfff8AEkurRUdsw2Uexd48uKMQu8ZIxGH5OJM4+X5vyxkahNrF7NbvpNtBbxLHIlzNcTZZpI4x5gjjKjyAVztAPUY96pXx1C/vGNzYrBGCGglS7xGqE+YiAhiVZSoxnnA5q0NIkmglLXJKSss1x9mvC0ryhlOwnqEJxuIHHNaJQil7Sa5pLZr5aWavp+PS4TUItwi5KMukkvLa1nb5tq+p0UV5Jp2jLHfSTwzzMpjt/wC0GCs23JYxYztOFPU9Pc1Dp2pwSK8lzt8sFRGsMMshl3fMVJP3I8g9s5BPOa2JD4ftksIpNMF7eGJY5Li7ui/lmQLtWNQCA8aqPm45BHFYs93YzMY7S/WxtkDfa0toPOcAElWDMBlgu/px2rk/d3XLCXNN7pNJWdt9WttO43GClCGjdlZK/lvJ8qfW1r22JoPEMGlalM8NlAUmtXgGoMVJZHGfshjcgI+N3TkEe9Z1trjRrNI93eyQx3R2QwQPI6eY/wC7cE5DR8c9xjmqstvoclyskSzy2lxGDILyRI98iNt8+Jd/7vcc/Qn6V0eoPoVhpNnbrcRW0VxC0swYuJlkXcpVJ1P71OVPTjdjkVrJ0EuXkc3PdX1Vt77+eyXYUVC0ozty0+ibTV7bb31trvY1h4huZY44ra9UvAGMqSyIJjEu1nKr93dz0HOa6HTtQ1K7kCRQ2txFdRNPDPJjLS4xt8zjZgdR6ZyOK8Xtb8abJK+n6RDqSiaLZcS5IkJHzFTnLMcDt3rsNF1C8vXvp57n+y4o7jZFY+Sx+WZDiOJ4chMnI5xx0rmq4CnKM5exirtNSb26p2i7rpo3prsFNU5SUuV3XeXl1vqttfy7+mTX2tw3JtbewtbmGWOJbq3UhI45gNsjMyNtwCAc/wC0R2Nb9ta3sVpZ3GoQWosr10KmMCaWNt235gWwpXapUnrnGK8etW8SmRzJPHawAeUCjP8AaGwTggA5LGNsgnsa6K2l1BLeKP8AtC6vp4ROkimX7MI+dsI+zgZ8xSTnPUryRmvMq4ScU4wlDnnbVOX4vZO3fXY2jWXvWpylJ/CnKNltppHyellfc9h02y3zstrd6WkAY29wkluFflmZG2heh24J9cVem1S4aR9PstIhSNSqTXMuyJHDDBeMgjOGA6fSvBbO61i3vJYNSluE3bo0YOyF2Ubwdx7hznPua37C41m4tmuHmiihtWCsb28UklZABtB5lOT24HSuKeFrO7lGN0lq02r230a5lbf5Xd0bUsUlCywzc0/eXpbsk/m2e1z2djdaZNYXFvJHeKyyLcRzho3CsMARKwOM4784Ld8VtXej+Gruy0+ea7f7TDuhEwYRXAdUG45Vsk8H24zXniQ6vrNo13ayaZLc20aRyvFqEKSooBCkR7vnJ55xngZrlL/ULu0hcyxTzTRnzIliYlo3UkyM3zcqQRnHUH6VwrD4mpZQruFmtt7210vez27JPbY1r1ZwTqfVU6c120aW7Wu+u++u/f0O/msobeXT4nt7iU/N5kjv52wK+JQRjBx2zjgCsTz7+8s44IL9obmzTy90beZFJHKpIQJITtkz0PevOLfxXeh/PnjtTHFjzPMlG4wMVLFST1GPp2xWjJ4+8LpbSXQeQfvItq2wy4CH+NBjK8DkDt7VvSwmIw7lJQlUVV3b+L3nZ2trb0a8tzhjUi03Tn7GDXwuTV9rJ67301d32TZ29lb66+qJGjNBG1qJJXYFjKYsrKgzxGxHTtn9O3uoSqLJYzrEyBTdG5gSQtkbsBgOCAevfOPQ15TD490y7Xdo1vf3FxbRF2X58kyKMknoU39jkc8d6eup6xPZyt8thc3ZIkJbzYtp5VucAHJ5GOCDVSo4irDnqU1hpaRbaabWm6u9LO++/Q6U1CEuWmqnW927bbNq2jTvZba7Ho4n0Jt6z+VNeXKYdmjK/KuSVjIQ/NkdefftWdeC0s/LltEaOG5bawMjM0eMiTKucHrkH26GuU0yPXhJFbz3dlIkreWLgQoXh3feLBj8q4XsOvTtnVuNMvrRI3SK7uIvtLLPOUWW3JcqqGMBsqM4HIHJ4NCw0YOHs6jrOW3LK/kktE7+W2ugRpyqJz9ipSvvdKz0Tva1/N6aW0NH+1Es45byK5Vkt5D50ZVEZ1Kn5lXIwRjj6V5mNaF28zs5Z5JGI5Lfuy7sOh6jLdP1Nev3Hwp1m5TTH8X6tp3w58Oa4Lq5HiDXAZr6eztFWXNpoVu4uJpJclYjJ5UblCd+0Zr1v9nj9kHT/iIbvxFqniGfUvCy6vd22iWllH9lvdWsbSYbLvUZQ5FlFIAWMcZJG4Lvya+o/sLFZfkbxOJi8NTxEk5SqOztb3Y8u7fxStbZpvY/QOAa+Go42pS5vb4yqrqEbvlSkt3tFfP/AIPgfgTwl4p8ealFpnhfSZ9RnLhZZlUx2dqGfJa7unGxBgAnqSq8Cv0++DP7KGi+Gjaa74oEXiPxDiKRI5o9+kaXIQebO2lX/SZAAMSSAkEZVRxX2L8PvgFpfhawtbHQ9Fs9KsIYhi3trZYzIxwDK8ijcX29WOSSSc817/p3gKLT7XBjLMNpBI+UE4GB3IGVzn0r5api8NR0wtPmqL/l40r/ACWvL8tfPofsTqYia/2iquR7UoP3V/idk5eex4jovgwyypCsWwbV3MsaqFAxhQoGApwMDjg1714a8D28EcTeWC+5cuVBGQoAznsPf0rb03w8kUxcqu4Zw4GGJI6cd8Y4r1/StNjW3j2KdwUZbO4A9G5xxj6cZrki6uJldvR/8Dr1f4/Ixq4v2UVGKstkl0tbs72/zKul6JDbQ58uMlACwBGeqkE7ehwDXYWvkQw5lieEc+XMoOAc8n5Ado9cjnHSkitBbrvZgrYOVl4BAOfo3UHjPWsbVNXW02ukABAZk8iRWjZxjl4iwBxjPH/6/Wo4ZpK0tPTy8rf1uedLEylO0viTutdUv69Tb1Mzvbu1nfWV5GUI8mdRncQejRkFeMcMO3rXiWtx6zPJIi29hbIscjtKZgxjHzAyLhfRuBnqetXtb8aWC2dw9zayecrf8fAjkV04KnOzk9Bjk9a+cvHvxf0rwd4P8W+LNUlks/D/AIb0XUdX1C8uHdEENjbSTlE81stI235U6kvnoa7I0buEE5cz2Sd/lZrTXsb4dyUKuIlGLpw6y07a6NJ2T0uvkfzrf8Fa9L1L4wftF/B/4GeGtRvvFXi+5lkln07TRJPb6TBq9zb2Vqfsik7HS3g1C5mkIGIo9xwteCftu/DfxJ4Hh+FSweCbnwN8P00FfDtlpcmq2+qSf8Jn4btLTR9TuNUWBybLUpfDth4fZov9WpEixZAYt5f8P/2otds/2kfH/wC0l4k0ufWtW8X2Xi7TtNhVkE/h/T9ZtX0/SHsnkVlia2s1t07Aq8oyC+a4r4nfHH4ifG3U4W8Yaos2m2d9JqFho1rEINO0+VoBbmWKPcWM32ZQrOzFmzya/bskwkcDlVChUbdVJX8nfma87NtfI/n3iHHzzHOsRioJOjJuz6tJKMdFZapKWvfyPOPDenCbWrNXG6HSYJNTuCQcb1U/Z1YZwP3piP4V554kumv9auXySPNJznOfmOSD6Env/jXr9qRpXhnV9YkwJdVm+z25wAwt7UEELxwDK/Xv5deOaZaSajqSqoBM82G4yeW457cfzrpndqy3Z50eW/ovxX/BPrn9kz4a3/i/xzotlZ2Ut3e6lqVlY2dugLNLNc3CRrGqj1LgdP4sfT++X4L/AA90H4V/DLwB4KfSJ9P1bS9Js9LmbTYJFluNXMT3Op3Nw8abDK928rHeWB3hcnpX81n/AARe+B9j4g+N2g+JNZsWl0jwRaT+JLuQ28s0C3dsEj04TMkZ2/8AExmtiM9kNf2J2thZ3ELTwMk0RHEsJVgrEknLLna2PbI+tenhqUOSKnSc4uzunZ9kk7Na+a9DnqVmp+67SX/A9H1srfM8ykUGB7a/+x61ZhY5TbW6xxarbyMpXbdWyuEcBWdXAKk5I2mupgiV0heXIjSNFghACrCqqAq4HIIQDA9sVsWPhqztTIbG0gg3N98p5rlVztADHCrkscdq1hoW/kykYI+YRgELjPQdOf516dGEKceSDbhe+urW3RaX9LadzGpWlKzene3y3vp+Zyn2JZCQoyexIJAB5OSTkDGRUJ0qN3wyoCARn73zEZAIx6/hzXcHSkh4R/MIxkEn0wM/8CI4681BJaKF2kBW6EDOecjPPUdc11wqWtyv57enyOWUbu7d7+fp+n6djhJdEZgSi78AcYwcgjPGfesGfTCjGN4nRuowDlsHlsjjHI+o+telPAiyLD9oQSuu5VLqJCucZClgWGcDjPSsXVrPV/8AR49OitRGZU+03M+WmWPEhdIo2GB0jG4kn94cLxXZTnzOKbSTtq9PTf8AL8znaWllaXr/AF3PL71/sBdXTz5ArMlvGwa6dUGfkiX5mOFPb+E5rnP7Qub8T4tvs0LQmBkuXmiunicukhMYKmEjLFXVuh45Ar1G60e3swiXOnob66kuJmmtzDGsnkuZWlaaRgIyUkUhC2T8x6A1w194cTVUuZtOvYtfhnFwBaSziHfPbDMMMKDaERC7BnCncTkk4r06UFJX2jpr038tFeztzSV7dOmUntb4rf1+n/BMXS9T0+EfZoLuIssuwzFxdRkIdj24lZAR9znPIJznmm6hrl9HM+NLkiiwkg1G1aG9MkUQ+aKREAKkljgLuwqNyAaz7XwhqK+ekVvPpt0k+EtNQEs9rHsAdJba8Rg0KMHK8EndnIIwadd6XrulQXF2Le9h8pXIW2VtQjcl8KRDAQ7qPmbLAkA4NdTpUvarlam5O1pPW+lrcuj3/vxIUpOPa39den3Dy17c3Ie2fTtVssiaSw1O3lh1DzojvjezufM/dKJZANpUhTwoBJz1WmrZT3Ns5bWdHlgUrJbCVrjT3LkyOjJMSGxyuV2ghsc1i29hqxt0+3iy1BnRCDFbNZzAOiSFSxZtj7ySRkc+9dNYuuIYZbeSExIFCz5y4yBkyuSJD77s1FSfKrKSSV10+badk/XkT8xx957Nv+ttdPludzDomn3qwm2uXh2SeewgKQrPLkNvnVABIS6gn347mrH/AAimrF9l1NZarZSygvFe2w3pHuDkoYsAyrtAXgAk7jyKoWMSjaVYxqOhXJB75J713OmX0ke0b2kGQcPnv16juB9BXB9aUW7TUvknb0la6+TRv7KTt7trbf8ADbGhp2jQwJs8sCNhhkxuVgAFCtvJ+XtgY/Kuq0/SrWIr5UEUbj5QUQKyqcZAwOmAOmOO1OsJrW44kUxkKWD7NygcElwOijHJ7YzmvxY/4KN/8Fsfgn+xs2r/AAz+FKaX8Y/j3FA8D2NjqEEvgfwVeSINreI9Ut5calqEed32O3bAZcTSKcpXn4itTguepW93d6pK3n/wWjaKcElyffu3/Xlp6an2z+3p4I/Yg1D4R6h4h/bK0vw1baTaW00Xh7X4BFYfFAX7JshtvA+pWIW+nvC5XEbGSzH/AC8LszX8RGtjwnF4n8TweCbjWZvBz6tfjwvL4k+yrrz6ILiUaW2sLp6iH+0vshiWbygIy+SoAIFcl8U/26PiL+1trt74l+MvifV9W8az3SeXazyv/YtjbSSjZbaJZR/utMs0U4WNUXGM8nk0NFume6jjB2syk5+VjgBACTu6Bt34n3rwcRiYV9KaThHZ/wCT0dvN+tkfnvEWInWxH7zArDSg5JNpc01pZtqycX0Wvrulx+oTiG7v7ZQ4McxO1ihLCXGVCtnaCR+v1r5h+IOpa/4a8fabr+m3F3pep6YtpqGj6jbSmKe2ubZ1likicHORIBkdGGQ2QSK+kdZIfxLqNsjZ/exyfMRgg8Y27sgY/UCuF+L/AIdttW07TkRgl5aRL5M2xRkSE5SZwclWdhgnv+nm1I89OabvbdPW/Trb+m+heSV44LG4SaTvWj8S05W0mmvml6dD6E+Hv/BTr4pXMmjeEdc8HTeKtbmubTTdObw9IRfaneSlY4Uj090JE7seVRiuSTgDOP1c8P8AxA/aO1jwxa6lP8IdYsJpIRLFYy6zpr3W7G4jKNhJssNwzwQRzivxl/4J1+CJtH/aj0vUPFekac1qnhrxB/Yd7qSQ3NsmsMLJYZbA78rf/ZXu1BxuVHfGDX9Uuk69Z2ml6HC0UAZbdd+1lI3xkHGWPRkyQf8AZwRk1+Q8W5fgcNiIUMLhI0Z1Epzledm29EoqSilo2+/SyVz+w/DvMsfj8rnmONxrx1KE3RhbkXLyxTcpSUbyk76dtbt30/MPwn8Q/wBtzVvEraRbfBWHw5oLSyLHqniHxQlxIATl3t9P0mFiYiu1sMy4wc9cV9j6D8NvjTqoS617xfYabdy7ZGtbHR3kMXyAoolvZmyOSCduCPwr6j0rVrGfWLYsIYhhTv8AlXLbGKrkDvnH1OMYrq/EmqW/lB7SSISxoiunyhVVGDfOykdT26c5wK+HrU6cJqcKMKCjpaDm+ba7bnKdn6fd1P1fL8wryUac5zxPPqpVFC0dVaKVOnBNLzTbe7PCZvhB4iutHltPEHxE1a4S7s5LeRdF0jREv7OGZSjStdPp/wC6cAnbglh1Br+eT/gqP+yq/wAMp9B+JHh6e71WDSVh8OeKb28tli1W60yecvoGt6w0eRcXSXN09lLP1eO5sgeVOf6SPEXxE1DTbK+vEtlhszF5JL3llaxLIIthlf7RMhSPdk8j5ScZIGa/JP8AaA8f6X8X/Fd94J8SS2Or6FeaJeeG/E6WN/BqEFxDqNhHZA2tzE7L9ut9kE8ZB/d3NpE2QV4+44Z5qGY4Z4SrKusQrVYuzXs7Xb2vHlla13a+nU+L8QVQxWQYmeZ06dKph9cM4Wg/bc0UlaNlO8HJSve0XzaNXPn39hfwtp/gr9nP4efGTwtE1x/bXi3xboHxI8uUOlncwa39l0S8mgLHyjHZy2aMQoBjuQx5UGv2O8L6supWcEkF+0QcwltvATABXDEcdefevxB/4Jt+Lp/hn8XfjN+w58UJY2s/F0upah4M+0ErDP4p0mxZpVsWzxFq3hMWt3AB959MXb878/r/APBixvlGpeEPEt4kep+GryXSrh08xDciAgQzbpY1aRXtzC27ABLEivx7MMfm2T+I/FeQZtWdRzqrH4KpNtqrgMXJuMY3/wCgWsp4dpWslG2ljo8PcZhMz4doUUlGtgFyyS+LRq7W93qpW03PoK3vhbyMP7TaRgmSGW3dWfpld7Arj/HPWuev9Pe5lllm1KcyyuZDHGyjJwSAAOFHIJx2Gau674a8N6STJJO15K6eY8f26WN8KCcL5b8f/W5rI0qWS8lxbxR2NuQvly6i7KgXnLRI2XlPYHABx1xzX2tHFzdJJy5VJJ6O+unb5flsfUV8Hh5L2tOn7XTVySTdu17/AJfoWPDugOZmuJpZZZCQqEsfliVgW2nuSMcn0r6D8MWu2J7iS3KohKLKoCrI74VlH0Q4OOpP0ryjSzdWN1FFHJ9pM+VknMSmOKIZDyGJDlMxk4+vfpXuukXTz6bFGHSKIFQP3annB425+Vt+cCuiknObUpLS1vLb0v8APf8APxMwaw8I2ppRlvZ6a7rRdunU82+JXwy8PfErTJ9G8T6Bp+t6PIhFxa38XmKUOButjjdFdq28pKrK6MPlPr+S3x4/YBt9CS51nwJr19PoFvLJcajpd2LebVNKs9yvcPp1y0QGpLCglPky+VIwVf3hOTX7m2+CkTkAxIzBVPHmuoyQADk4GSecbj9a8j+LusaX4S8Ia1q2qQRyW8tlcboZFJ+1zTxPDbWYBXAdjIgzx94816uGhWw9WnKn+8jJq8Xdp3t06NrqmmfKZthcqzTDTjjaEXOlF8tRPlmvWW9r30enldn8uXj34b654MhtDd3h1bSbvSdP1mHVdNgmaxgtNRaSKG31J0UjT9Qiu4J4JYnb5ZI8AkMpPAJqKu7SwyM0SRqDGRtLAkglQwJP3e3XtjpX6MeEfitpeheMNV0XX/C8MmiXFpdWGrwwtBLY6lprywwI+o6PqQaEanDLDKGbCQ3cMv71opUhkPln7QHwJ8M+GtCufiv8I7WLUvD0hddX0GSSRrfRM7XkksJ5f3tk4eYbrO5BeNRvhlkhXI+6xvD0oU41MPLnk4RlKno3HmipXi43vp0eqW6PwOqqcq1RU9IKUlGWtmoycbPr28nfdXPkvT7q3MV1Ek0auMsiSMm85yCdgOQSQOegxVS3ga/u7hFnaJY1dw2SEXbkKoYHHmFuR9K422hF1OZEtZLe6mOy4Cs52gYZyGK5KDcOoJJXsK0rWy1WznuBHqaJpjuqzuUMsy7OQCcDDFscHvx0FfN/VuWclzPml37WV1pfr/w5m04tQdOy23t07bW6fpcQXutWd1NBI7S77vBdWOWiQhQuR06rnir8dxqkUkqSSSsstxuLbyoSJ2+YnHJQIMY9RSTXVzbzic2XnRsUSEhlRGDYaJ155JIYnjkr78RabFNdanHLdzrDFI7CRXLARqpPy9gBndyfTArOpRpyak6aVrK/d9LW9LW2+65MYxcowc7Sbt17LS99fwRHq9/IbgJFHMDbmMC6dwgkycjacZwAT19c96uGe9gtRdv5Z8wM8crHMjqv3lx1BIOT9OlHiOOwy1wi3EkiqFWUsz2jOGK7UC/dCoR1645qPTbuy1KK4imYL5EckdzvZVASQYJhjPKAhRz7E4qXTSjdL3e276O3z0/C2u1unH2kra31T+7597Pp36mYrXMu68WTzEVXlBDlnUj+FMYydxwDz19qt6Ukt5POUt5xcnIeSVXMIBXLSNu+82c9h93v0qoSoYJoaLJbWqyebLyCg3DaSrN83Tr/AFrSt/El3Cy2ssUayXBVQyFSdqrgM5AyVODjg8txzVVKN0kkr26vpdbr9PwNKdOGrndprSydr6dl389e5xh+0ANGhiiiG2Qzs0cay7F4zI3RMggKOp69OIYNYt/tQgEsElxGsuQjERvGCuwAgAF1ZcZ4ODzniqVzaGcWkM8N9PHkfNCoKFSG3rEJMFofNBGMH27VJZaKk1x9n+yJYwx23nm4ljDMyoVcAHcGZj/dzkkcDNQpxjFKbV3dK3bTS/6W69DgTkmr7XWmr089fP8A4OhZW08SXik28TXzGSKPy49qxw3k7lbaN7hmCxs2OCxxkEdqowab4qjumtLxLWzbdK00klzG5kJBBRmBIG0xlSF4z7811yWer6bLPZ2ckmm2moD7Tc2LuzQvDbgyW8zEE5YMVIXO4FjnoawNYv8AW7ma3tILFr5URN94yLFb28rged8y/Mc8Dn73bnNX7RzaUVBN6p2tbbzUd9NNvz3qRiopRi1LrvZ7W0Xk1rrbVWIjpCXEEUM8Md9cMD5SmZka3RcMzLtPzjI6HHT2re020gl+zWkmo2Ekii4lNqAZ5oLdIwg/1mQMnaeO4PGRTbKzvFubUXFkskbqYpktGYSZAIDs5yQpJ7dsVpLo9jZXgMISK8jR45Y5CkaquQXQz9S+CeOmRis3JRi17TV7NWdvxt9631FBKjdyd12V9U302T1umn56aFO30stY3W24n02JroAXSxbvlDiRWAflVGfmPbI5xXqui69aHTm0JZLC0toLaeWa7ljie5v7qFB5ZklxkRyFcKOxOAetcGt9qzCGDT7ZbySZZIyDLFMrRgYfKMTsHlZB4yceuKvtoxmlx9gtbMyrFHeT285DFAwIwkmQW3L8wGCDzWE5c75ar5ErPTlvdd1vy+evkjajVs26MXOMbcz5d12u9vPVX8zDn1CW6uZ7lIdTaOdBMr25JhiUybY3kY4KsGyMH1qOLV9YtnkmtiY4p1CyXF2gYy3B5UOxbELZXGCQR1616rBo+lzhrNHuBaxWccF7Ksixus6NiUOg6xEgMpxnJ+tT6T4R8Oxz3EGoXd5PoPmRXcVnLHEEu3R1ZmaRWydo3Zxg+vFZfW8HKMk17yT31VujV7JN9E7fighQ9pKEHKMW21fmvZt3va6SXeSvtZdTzsarrerSBZ9s0hUDbZITNEAoLyRP0lAA5x68e/Xx6Jvtba2njmv5pXHleezwSAyIpKupYAMCxGfcYrV1DTWsblptH0uYaXZSedbR24TLRHf5c0MykeYOMEe+CKS2uZ9St9QuNUSe2KxLLp8wPlXNncqA5hngdRlHXPT88Vyure04RVOnGy3Td20nayevWyf33NVGnRc3UqOU5O3M9IdFvrvrZ21e9iWKPRtFnt4jYy6dqULr5628swWZo/mW4fJ2t8m4MBkcd+DXUar4ltdatYptPtLKKa1i+z3sluMCaIgkFlIyJhg5PcDkV5neanZywpIk11czqPMCrIJSXwVMcZJBKNtGQ3Pp1rLsNW12eS8/srw5O0bmKSZ5GRVAJClEGRhtuM5AxnrWboupLnhFyslrJxSurJXvZ7badPMiOL3pUouVOpbVJb/k9r9L+Rb1HQ47uVlnmZ7flLdICsbYdM7mKnpjgjpx61m6foUNlc3FvaWjyvKCUa42GONmGCqFh6n/AMezWul34jnnkt7vwzLpUX2plS8uPmi5UZcqjbkj45IJHPqK3rLTluoZpLnUobQx/u5DEzHzckhnjHUMCBjjnGeK6eapGDhWceWSVleMk9re7G+vnp5kRoXbvHkT3TfK3s+vl8ttC5pvhLxNLp32u1vtMiS2I+12paO3uzCTgskgADHGOPUVbu9BvpUtHXVLncGJUlovIJbO4SDvgsef8ateF/DGta/eLpnhjTNS1YYaAzKJPs/zEAS3N0+EWIEZ5OSQcA19u/Db9li6vVspvFV093NOMyaVYLJHbICQrbpxhmLZK5UKPlJzjFcdWE6KcqleFGlu21a68lK7dkuiaV97n0OUcOY/OZ06eX4WpJJLmqSb5L93J6X7pX18tT4o0HQvFElyiJBqOoSoQJBpcJupHtPMVXkZVyibI9+CxGcDmuq1r426B8PJtU034f2s97fT2cdide8QxwajqNhfQM7XVxY2jxmHT2ZztO1Sw8ofN1z+7Hw9/Z50TTdMXSdK0ew060ks1JMdum+ZwhLRtKxLSsBgEtuOScc81+Cv/BQT4I3nwH+O19aW9vLbeHPG9lH4k0VzFshE8pEWrWkZB6x3g3Y4IE3TGK+w4ExuT4rG16f1SNTFQjzU6sopbWUlGNnytp372T6Hq8UcG4rIsDh68sWq0pNRqwhe0b7Nvrro3pufNXi/4j+IPE1w9xrWt3mp3LuzvLc3MkzLKxIChWO0YPRV+VQMACv2d/4JA/FKy8TP4r+FGsujX2mtHreiLMA08tm523sceeqCQxsQT/FX4S6Zotlf6Nqut6p4h07R000GK00+UTXWqaxduMpHZ2lumEhDHLzSyIqZ4DnAr3f9jr42XvwH/aE8A+Pkdo9Ni1S307Xo95VJtJvitteCbn5gIpN3TGUHcV93xDg45vlWLwb9+Vrwsmlzw1il6rR+p4HDmNeUZnhcXH3ablyy84T0k3bs9V6dj+2+Lw/HCVJiCghTtK4yAFwgA7Z/lzU82nW43MwCZBCgLnhlyuAR1wKksPFel67o+maxpdwtzY6nYW9/Z3SMJFnt7uFZYpFYcFdjD86zbvV42MeG3NjgbgMkZUMRjkc1+AzwfJNxcbWfb0X9eelj96WOj7OE4O7ku/b/AIH9WKYtY0mzt2ID8xbAJxg5P6/4VtWmpx2qk70MakDAA2kAYJ/LNcBq+tNAJSZd7HAILAJxkDbjoMnt/OvOLjx/ClrLC8gd0LI6BvmQZ47cZwffit6GHjB35XGKd3+Bxyr1JyclaTdtLd0tvLp8tNz6F1LxXbJEVWYOxGVjBRgFYY+YMcgHnGMcdq8p1TXbWW6Jh3KS+xgGK7TzjA6Y3Dr9Oua8LvPiWSP3kM0SxsYlllOQdwxGQwHA6d+3rXlfiH41x6ffGzS7gEjLkM0augBJPzMD2x+fevfo06VOKc1zQlqtNfT8fIxhCrXk4xXJOCu7tK1tW2k9dtEu+u57l428UxWFpczXM0MSQn5wGUlhjIcgD5iRjg9zX86//BR39rnV9eF98HvDWstHpuqyBNdtbVwoXT42RjHeFecyumNueVB4219G/tW/taazH9q8GfD63k8QeNdWiMFlYWDtM1uSCjX935fFrAi9SxHTAyTX5DftH/Dv/hB/iJ4a+H9xeza78RF8OaFq3xL1SV2kaTx54xij1eXQoVOSkGnafdafb46+Z5hIHQe9kuUfW8ww0px55X/dw6yd1aVuybSjbd6Hj8Q57HC5XXw9CShUqx5Zy6Ri7c0U+71bd7petjyzTJbDSPhhq5V0/tjXdatbJYmhlja3021hklkkimwFl3ltpGTgHpyK5PTYXW2ldQTJcFIYlAy2ZDtJUdc7QR+Nd18VpoLTVNO8G6ciiz8LWcFpIEOTcanPFFJqM0oDsGlDgJkbchMYBpnhPSxLqunRTIfI0+J9TuwQTny1EiKcngF/IGP9qv2zieP1PF4fJlKE1kdGGFlKCaUqsW6ldu7d2q1SpFy0UlFNJLQ/D8BL28J4yz/22bqJOzahZKGyWjhFNLW192Y3xHcaZpul6FGQBZ20SOBgbpnXfKfY+aW/zxWf8K9AOo6tbMULfvUHAyGJbGevzHIx+Nc3471VtZ8STJHhk87auc+pBwfXA9OK+xP2W/hzdeKvFnhrRbK1Nxd6rqdjZRRhGZpJrm4ihiRQPV3H69TXzMIuU0lql59z0LqMXfrr+R/WN/wSG+F9x8PfhBeeNrjRZW/4SrUoLW3eCLzbmew05TGvldBHDJqdxKrM5AUWikBuSv7eLplncyK0ZltLgrulntJDC5zg/vQvyyjcCPmU9K8Q+Cvw+074X/D3wf4G0u1hQeFfDumaTNMkYRpryO1R9QlJH32a8knYk8ktxXuVkvlcht7uQXZvc8A/7IB4Fe5RlFqn7OPJJKzevvbJNrX8d72POk23JuXMntpsbVpbuIyjyfaHVyol2LHuQ9NypgFwOrDAPoKvm2ZYz8o2gZ+YnnrzgfjSWcgGWYgt0GOB37fh+lae5SCSQQVIHBA+b2PXqfzrVykna1rf8D8P62JST2f/AAP60MNo13EH3AI6kDOGOO1QNAkhU8tj1HGc9uOeCOa2jCrE5AJB6jHHIwM/l+Vclq+sTQMLO1triK5kljRZ5UhZSvmPvS3Vm2PIwVVBLfJ529kwu09FGDqvlhv11sl3foiHaOreq/HYytdLJPHZxaG2qkwvNJNIsa2lkiE7fPlbDIzAOR5e4gKflPFQXVulg1kllqohbUCVs7G7DXUDsIWkPlyEiS3iCockkrk4x1rpJNSGnwY1c7b4o8pihTEflLGjyCCZ2Akgi8xFaRyu5jnAyMZ8+laZqxg1ILIJ8AJLGw3IjRGNoWQlgh2SEHGCDyDzmu6i4x5FVi4Ulf3l7yk3to9EvNLa9rvbCas3Z3lpvulp5GfkRfu9UtxbsSN0jj7RYyN2YXCr+7zno6r1xk1mv4V0iR/tNnGLC4Ylxd6cyqHdtx8xxgrKw3n8qtNaeJbcrEAbyzh8rb5AQ/alLSJJBci4y0cKxhTlDkl8DAAxJpyWV9O400XelXG7bGrRGOC7dTiWRLKTIkhA2nfhSVlBBFdkJVYRc6Nb3LauDclb+8lqvR83XszNwTVmtV301XbbVFKbRr60jaQf8TOEkJHbSbRLvkY7p5JiuViCkfIAcdc9ax2SwimZLhvsCqjNJPLIEtFIkEeElkUCRC5PPQY9DXow+22xA1O0yi5/060DywY55lt/vwd8kb145IFXTplrqFs0UkcN3ZzqwJBSVHVhyQynC/oamOJjG3tYcyf2oteXT4W/ufcXJa9pa9n/AF1+Z5zbaLaXi77a5trpWLr+6kjZw0bbZBtBzkNnJAxz9DSyeGJR0QMx/hZMjByTkfn+XTFdOngS2s5kn0ZV04RuZRBHERExdy8pyrBgW+XABwNuMGu702zVbaJbhvOmjXbK+BmRgd24r6gYHrxzzmtazo2UqNZ1Ivo42kvW1162f5DjOcZJ2tya3v6fM8gh8OyQEMqSW7DjEDZjcY/ihbIP5Dn0rxn45/tN/Bn9mPw5ca/8WfFen6bJHA8tjolrIlx4k1ORFzHDbaUrEoruMeZIY4xnOa+Yf+Cp/wDwUZ0T9jbwdbfD74XHSfEX7R/jqzdvDukySJcWXgjRXzFN4r8SwjcI3Bb/AESBxmR13FSuA38O3xw+JPib4p6RrvxL+JPjrxx8QfHOreK2s9Qm1nWLi206eaffNMLG0gdjBaI5kVFyuQoAUDivnMbiY0JRXM531torpeeui2vZ9rNG7x6pqMI0VzO+rlZKyu907tLWy2+av+7/AO2D/wAFffi58f4dW+HvwhWb4T/DDUUlsb+70q+ePxlrmnuVWVbzW7Uq1hEyEgxWxXgkMzDNfkR4D/YTk/aQ1bVF8K211p0kzSXV/wCMtc1G7msLebLyyTySzMTMSyPvYFioy2c4rzX4X/AjXJl8IeIP7fv/AATB4s0aDVdFh8QPLeeGtanluRBHpd5LKxbT7eaRGRZ3VkDYDlFy4/bnw18TNN8K/srfEPW/Dnh+Dwxr3hDTbjwl4o0EKLabSNfuLldNuFR3IaSGaC5kliOemVDFkJPm1MXRrRnCcFF01dJO6dle9927d7v5I8TGcTZZSljqHtFPG4WlOo1GV37lNTcFJaKfK1JRaTcbyV0pW/CDSvAOl+AdU8V+GYri38QTeFNTttNl8SWyKIr28aFpbm0V2bMphIgImUlWW4UnHAr1LwpOtxqwjJJ2JuywyzELkK2O3zfp36157ZNBaeDn1G6tzFeatOuoSSl5WMn9qXUl8ZGYnGBDNAvy5ysSiu/+H0YnS51FkaPziUQ7dx2KpBzuHAOD/XmuHCr9zFuXMppteSbul/W3TRI+Lxs686EZ4qs6+JpwhCcpWTlUUYObSiktJXStq0k998K7j+0+N9UEbbxG8AdyCduFYuSVwCBgDkY/GuX8cXDTTRq2/aZ0CrtG0pGdiAYJ3c7mB9+uBW1BM/8AwlXiCVW/iWMNgsoyoPzEdvXB5yK5jxWxNzaBtpIuV42DIADN90c8lufT9KqVvZv1/wAv69TswsWsXh5Ws4U46esem3+f3HhmtfE/xT4D+JWgeIvD2ovZXfha6t9S00Kz7DKhCvHcRg/vI3jDRuD1WQ+tfsx8JP8AgoNZ+MPB9nLq9vdaVrFoFhleC1nu7XzwiNtVreNthLEna20srg4r8cPix8O76aSLxFplrJcRNCGvkiBeSNcMwlwOSgyCRjgN+NdN8AvDHjrTb+bxJpvh7Xbuz1Kzhg05oT9m0yVreYk3V79pIinh3hxggkbT6183nuW4DG0YzxtWGHnSXu1Jz5Ela9pSd9Pk+vofsvA/E+KyugqGCmqmEq/xadrpTVk5ct7qXzV763P2x039o746/ES/t7D4Y/D7xV4kup7hoLTVNNs5rGwBi2ySyXF3dxpHHFGhVnLHIXtXTax44/bjstd0zwlcaV4Lhu9VgaWSafWJdQSwtQF3S3rWahTIryKu0EjJ4Ppc/Ze/aH8eRaY/gnxBf+HfDX9l2DSvHpFpHD59pGgW4kFxhY4ZBhfNCAk7gQT2+mPBd/b6xd3viu+uDMdTdItOknIMkenws7wMVY/IJHBkPHAkHpmvx7G16MMQ6NPBU5wha1TmdSMk9pKSaXTpbbY/pnhTEU8ywMsTHM3VVT4IR91pp6pqytZ76y7JnC/DHxp8SvhHeX1/8aPgvZftB3011Fe6HruheJ4tHstEtGhTztObwpr0clveXMdwjul0XLMsuwqu0E/QDfttfs8am5j8dfsW+MbKUkJPcW/gbwPr3TjImsLhZJOB1Ayc+tdVrE+hXukrHJEjD7JGYrlSqlZdwIPynDKBv+uaxdN8I+F71LaEzNBeKheSdipeV2OVRQxxGoUDJGScc45r8w4j8L+HOJszlnGLxeY4PMKyXvYbMsTSjCyikqVOTqU6UdE+WEIxu27Xbv78siwOMpOpi5VJyk7Lm9+2nZuSt0aSS17HNat43/4Ji+M9X8PfEq5+AHiDwb8VfC99Z3uk+Lr74T+I7HVrJ9O8ttHljv8ASi+JrZ0dY95YbCFxtGDe0rxN8OvHHxWsdX8F3up6vDq1sbHVor3StY0pFSImSwuV/tGGMLMC8isAAWD8/drr7rwDE0AaAwG3Qgoi+XI02CsaFmPTMmc5Hqeua7jwZ8O7PTrqHV7plja3dJPLjEa46MFMuRyH+6f9qvnMt8JHlvEeCz3/AFpzrNpYJOFOnj8dHFU40ZW5qSUqEZRhJpNxjJJySlvqRhcgy/KpPEYTEeyvf3YxjHmbVteWKfbqrdWemav4DtdPsRdzWUCKyb7W6kRhIiEHIRpCcghuuPbI5xw9xp1lOBClss1zMQkb7VJi+6uWIznhhjsc9uTTfix8SZGFtpttci4KgWdlAGcyBpcAtGoYYIbJ+bIw5rT8FWzxxQ3c+Hlit1EqkFt8gQMXZiSVbORgcevSv2+EKFKSpUY3hFL4r2v18vxMqyrwwsKteXLO+nK+i1V7669dHr5XLmnaU2kBbfYzmRDlwCygtjMbMw45yeccntxjurG0JijC7oixO3LAgkAZJIJ2nJOO+CDWYt0sjm6laNIwrfusbVLcgZwMk4x16YPer2n6lub5SDbly8alclnPBjZv4gSDz23EH26aaS95XjbbrfbSy/r5nk1J80ZxaU2/ictdb6b9tPI3YrMBwbmVIYFAxlzhF4Jcg/xkg8+n1r4i+LnibUviX4o1fR9COnXGj+FLPXW8P6HqGsWNi3jjxfounSXMWh6Ta3nGu6sxfzI7WMh8WOFDySxofsPxxrOjx2OkWdz9tkk1rVrPTYLLTIHudUuZL6VYI4bGziYPczec8eI0w8i/u4z5jLX5J/8ABQb4ReM/hH450PwTLFPoGq+EY/7XsbeyNxape6/qTDWdba2kD7o/FFpekB0DkmO0URMTAwP3PCuBWLxXtqzahR1tKN03pa+2jb16210uflnG+Y/VcNHCU4NVsRo5JqPKrq6tvJ27vS+tz8zNX+Ia61rEtp40S/0zWbG9mg0vxfZqYNS0lY3KJZazpSqv22zjkDqxBWZA7ff5Q9xB8WNe8KaLcabrMN1Lp+o2cVq+p6FOh0vX9KLExSW8jI1vI6SBG8iZCFKNHtt90itu6zF4W/aDjFzq91pfg343hfJu9TvzFpvhL4nyQgJHLqVwEWLw140dVjElw+2zv5DulaC4Znk8e0+Pxb8LNXv/AAj4u8M3U1jqGLHU/CetwFPNaZgtteaMZUZDe+a0TW80RZJNw+ZlII/TZU6SSlCm703zOmnZ2Vm+ST0a3ttHuos/JIzqtqm5p8/uqTV1fRK66PvbfbU4zxpo0llqcmrfZDYaRrrR6hp88Nu2l26JdQC4iSSAswtWIZleMYTdJ8p2qBWX4a0FruTUFjjvUgRP3xjxLGxyqB9wBJJaRRkjBJwOev6C6x8JYNf8OvHf6bcXcl3pUaWNpIm+KCJCGQYtpCC8RKBioGXBJwMV8HeJ/AHj/wCHmo3mpaC08kUc9xb3dopdoYbe3AeOFfMUi5CxsQBnIPPzdvzD6zhcdWrNz9i3N21TT97S+q16Xsfd5rwzWpUqFWEOaSjG+jTcrJu2mq+b/wAq0ek3EV0tpcRzNp8TEmaWGQiCRACqu7r1AycZ6nHpXM+IbRLx5bewvI4QH2zkZDyKTksxb/ZI6Hiu/wDCvx9uRpq6Lrdnpst1byvulvLcMZoGJSOONyozJnhi3zE456itZta8Ga7Okl7ottHAxzKbMpaS+WAS0hQcO3Occ53HPGBVTwPLKPLio3topLlvdr1T08+x8LX9pR5qdWnZ3Wtunl3Xy766HhNvpN3p1uEs9VFzNI5C27kyQlQN3mj3Hy++cfSsK6OtRO80sEVukqESXEMW0sqsxZWA++QPw7Cvebnw/wCG7q7u7zw5qVvHIwVIEuz8wRiA+W6fLgcAZIB570+H4cWO1LxPFcUsk8jQtZXUPlW0UanLPFMxPLMWwMc5HPFEcLUbbUY1o+Uoq/pZ2/XfuYxq0lyvo+jbSW3bRelu582QXevW9zPFZJKbd4w5u2HlxvGFJUsGHJwzADHOcAc1Euq6r9p8mZYGuIwBI8fyy+WxHAUqcNk8Y4ye3b6JvfhvqkqyPA9vcxQM/kWyyZLRbWKTttxu5IC9hjPIrz9/h/4hY313PaMqBUjRVQC4Q8lG3IxwMD8c0nRnG7nh3GPezevWzt/X56KUG04VOSO6Sbsnurd/w8zS1+SzvRpyrqERvY0LPKjmRsxIAbw7lGHYjlAMAJk85rk7K0t471bq9uYJ9OkKL5kjy4EqsSHT7M5ZHyFwpOMnrUeraZpU9+1/cPNHK8kZSRZniedmG6aExfwIWLZI65GKPssTwzRW6yWSSeUWWRGQNb+Zu3os5wcbid3bqa8Cm4ppJyalq04pWu1s79fJfJFVGp1IzspSXTdaW3v/AEy1Fe6I2pNi8ubpXmbYInZpIyS4Mcjv90FSoVvbnvRNpbhZ9TNxdrGJxbT2sEoCuHxsBTvlScsPuk06LTrS0ee2/c3NrujD3FlKryyMuGLeYifIcN6Y579a6bwj4igvdSOlHR7KPS7hzDI8W9poYXiEJnlZiSWyFYnsx/GlN1Kam6KbUVrd9NO/wvfRpPRNhCEpNQdRKTlolq0+97aJ6ffotEULW3hWJHs/tUUckDSXMSzbZ18v5QkcrNlnH3ie4PHrWXPcaa8Rtr/ZAjv5v2m5mcXpibkrhc55Xr71tHRra08RyxTaxFCYPNG51E0Jt9haNjGMDzS8Sptz1OBxWTaRa7dXeqS2GhaRqumwLJfPcXaLZyFJVAfaZwcDe2COmWGOtEY1PZqop3slJO9t3tzS0b/GyHPDYh29q1SldqycdGrN26+jtbcSxHhHRDDfz6oyIFkZHhaVXkTBCrgEgSnI+YcHFbOm6yt9C1zoshvLSC6aNYZLXbOElUljI0rfvGAz8w45I4rNn0nSrvT4p9R0kssUIzHYqixwSyHzCH5+WAgNg+o4Ppr2NjawtC2nW1wnnLlrZ1Bt40WIhWmEZ5Bwe/Tn6y5U5xTlFyqRdveacVZ9Wu6b109LaFqPJJRg+fZ3Tafna9tF32ffUuRnUpObSzb7JqO2OWczszmTIjMdxt+aNMY5PYZXmrN1HqVhFcz3STJDBm3S2s5WuPtJJCrLDkfuo2GRnnryKyL3VdeuNQtfNk02wkBtdPMdrIVZrS3UAXMy9AxX5QSdwxzXdQJA94unaW0l5eiOV431K5VIkk8pZZEjCAhg3zFc46DpXLOE4yjL2UGqj3T3269tNHYr2V3JtXimrWe9+ySbb/HuUfD/AIh1S5sba0vrlV06MLJa2aKCzOoZGjmmB3MTlcnjOznNT+IdYtbiMnRra9WRGSGZZ50lVSIwAC7KCse4MA2TjgGsSKbUojdQSWFrKhma4hlhT7NIJEBEllHJtA3lWZgAcEqKc2paTbxaclncTz3Mk0sGo2t5C2bZ8soLyAASrjJyPbNV7OPtXVhh7qLv7rSS235e9rXtq/uIjObpSUqfuQVmm1ffTdeelumttDZs2Ci1+0W0NpZS27y3UiWoMr3Kk7JI5QpypYjkdAOmOahm1aKOOKG3HmXt1KiQvAZIosRgjEgIIVT3Jq7bXV4622kJpsssdygjhkit5Zd4WTfEgKjg/NxjnnBAr3jwj8DdS1r7Jd67/wASfTlKyfZ4o8X9wCVycPzaqTkdM46CqpYV1earO1OlHq37tr97O78k9bavU9LA5fjM1qQoYOjKbVtUmui62+HZ3/I8lttL17xM9tZQXFxcTlFV7a0/0llBKrgNtICZJzuOOuK+m/AX7NIcW2q+MLjZagRzmyR1jiUN977RMMFpHAHyqB06mvo/4f8Awv0nToUjsdNSx0q2ZQPIjJubxwqjdPLjfJIz9Bx9K+p/BHwybXtQt7vWbcW+n27p9k01l3hyg+R5x0MnC8YwvU815eNzjDYJexwkVOpFa1GlddLRjs2/Nu3qfsWQeHFKmo4rOH9Ym7NQ+zfTd6Npdkl+pyvwz+GGnrHp1npOn2lnpflIluiWvkK4UbhIVQcoFBOTnJHPWvq/w/4BVb60sdPXy5Dj7RdtGS4t403MYxjERK4AzzznvXe6J4Mhie3NtGsKQBURIhtLkJsUOQOIwT0HpXoVpHaeHtkVvskv5VMcssjqwRpGBZ3BJJO4AKo5wAOlfLSqYjHTVTESc79Ndt9e/wDXTQ/QpVcPgaKwuBpRoQirJRSXTrbRW009TufBnhuxsYYGYLtiBAZ/mx5XKoGb7wJPPqfavzN/4K+fAgfE74B/8J/o9mr+JPhdeHXYmjizcXGhzhYNYtQVGdgtykuOmbfNfpLa6qljCn2uSPewAG9sShm+YIsQP3eTyBx3rD8bxWXirwtrWiX9rBfWWo6fdWVxa3IEkdxBPC0UqSo3VCrMCO+a+oyfFvLcXhMVT0dKcW9bXV0pL0abVuvqfGZ1h1j8LisPUvN1YtXa2fR/fb8kmfxV/Cz4BeMfiVPaXotpdI8NzyYk12+STY6KcM+nWSsJL9uDgjbHkYaQV+zn7JX/AAS98X/ErxVZaL4E+DniPxldjT7fXr/xj46sU0XwhpGgedJGNf1DWdXEOm6TpG+GcrIzvJJ5LLD5pUivpP4geJP+Cf37E3hPQPFXxI16/wD2hPi1qtte3Hh39mbwXFc+FfCXgyCxKxaZJ8SvFqMLq9iacHbZ2It0dImDTOARX5uftXf8FfP2oP2n9G8M/DjSNTtPgh8KtC0C80BPh98JvtWgWWq2V5eyXiWmtahbyi51S1giZY4Y5JWCLv8A75Ff0XRr0eSjWpQ9r7SKfNNtJJ21UNJSfa3LFu1p72/nuph6vPOniKns4wdnCGknbZOVtPO2tj94vCvjvw5pXjDx38IfAfjPQfiPb/BWx0fTPGmu/DxLm/8AAHhnVrl5LBNE0/Xnt4o9QgS5g8rz4o1t2mJSNmBBOhqXjwQW81696kLI4GGfAXrkEH7x4Htx0r+aj9i/9oTxj8BfE3iPT7O5upPCHjuySw8a6VHKwS+ijl86yvrk9ZXtrnbMuTgsnPB5/bK21GDxlo9rc6bcx3FvqVnFd2907EQmOZA4ZUzlxye31r8m4sy94bHfWaVO1HFO+myaS5tLaa3dk3pre97fqXCePWMwssLWlethbct+sNLb7u+mvpax7LrvxdsILeQtcxTSgY3Bl2lB3wehxivAvFHxL3s97pzNJGwbeqvuLcliWjU5znPPYCuss/ghN4jit3bWJVY7WxDCuMgkAIXP3eo5xkAVna7+zLPYtiLxNqEMsylvKa3tGAAP3g4UbVGenPvnv8xHljzScnyys1u7bev5vfY+7p4aUnCCSc+2vl93r63PmTxZ8cprK1ltxMQGUtKjyMIyw44Lj5ScDGOf6/O1vffFP4zaz/YHgOwuLBdRnis5fEF2kq28BnLcWMTqHvZQN5zxGuMknpX23qPwW8EeCrsanqUUvivWFhKwy6oqyQRXc20BbWxOIxtbAViCTnOe497/AGdfhwYJtT8VXltHbuJJotOTylUeY2Y5GhAHyoih1U4xljiu2GPp0YN0abqVWt5bLzUdm/W1vMwrZdXvCVevGlTl9mG720bSvZ/rqfLWj/s0eAf2afA0ninxDL/bevG6g8U+PvFOrGOW/urHQo21e6sY7h8/ZrDZaSKI0wHaQAg8V/PtpHjCb4mfGvxv8W/FTyyzatrPifxvcj/WkzXMt1cWNqMg+XFFG0Sg8YWEYwcV/Q5/wVz1uPwT+yTC1trBs9S+Ifjuy8F2FvErG41e2tLKTU/EkEMp4SytrEWwuH7vfxxfxNj+be0Sx8OfDS4uw1v/AG14lumsIQZVa4t9Nh2GZ1gKExxOqsu/cGPmYxiv13wowtVZi+IsxScMsi8Z+8d+aFDldOKW16ldwio2S02sj8m8RsfRnCllOC09o/YvkVuWdTSTf+GCk23+bZx0cs3iDxBeatdjc93dT3k7YAVXd2k2jp0GB6YH0rurWc6X4e1zXHKxSXzLZW3BX90gDyr1+7uMYJ/6Z1xmiQhbCe4+YtOfs0a9GLuwLbcD7pXIB9/arHxXvxo2kaZ4eDlZYrZXuQD96aYebIXxjJDORXoYmtUxNarXrTc6teUpyb1blJ3b+bev4ny8IxhGMI+7CKSS7JWVvQ8v0C2fWPEIJ3OWuNxAydoD4HGOelf0i/8ABHT4Ep43+PHh/XbyzDaV4GtZPFN28se6Pz7BVTTo24wSdRltSB/0zPpX8/nwY0Nr2+S6kTmSWNUJ68nGef8APPSv7cf+CPfwgHgv4Kap47u7UW99411RLKxlkQCT+yNIQmR0PdJL+aQH/r1BpUE1zPe/5vT9bjm7L+vL+v8Ah7H7J2tsYxuAGCx+bpuc9WbHfJ9634VYBQV57HjnkZ9Pb8qqRxp5MWFPy5PJ/iBODjuMgkVo20iFgTj5OhJzjPfnr0Ne1RjyQvbb8H6XPOnJNrv/AF/WhswLheqqRkk5I743AjvwKveYQu3I/HJPpxkepH51irdIpwSeT0A9emePb+VaPnRRxGWZxGqkMzswCoDhRyTxyQPUk+9Uk3q1e/8AwOn+QJrTW5Q1RppIXhMcklq4/wBIFtI0V3t5OImUg7c4ztIfBO05rLsHhisZjqV1BcWFsPMcCEbIo1gZ5VMRBkVFYsGMm52Zc55Aq5r89/b20UmnlcB2N04i8+dYwhESQRsdo3SlAzHIQDO04rnka0lkNrqDyfb54keWUOo8pJI22x/LgMNwdWCqRn71d9Cm3Q8m7+7rLS13Z7O3VeWjujOcrSWmnntra3/BXlcaItK1+2lj0+SeSxzsNlrNvMkEiFip+z/aMSwIXTj+HIB2kEE5Flot9ot/cXIv73Y3lLaaZdTKtrC6ANLt1BR++t3kG4xlUZuFJxzVu68N3k5jmtL8tDHMkkjQKsrMIUWJIZoQ4BCRKMKhUhvmIJxW9oGoXdzcXFlqFssyIVRW2vtihjt1BaTzeXZ5QxI5I3e2T3wnKnRqOjWVai1ecJfEtlu0ld9WkpW0vrYx5VzRco8sns+nl3/4fzN6w1RZktVnt5bd71hHaZUs05WPe7yLGNtupUHGTz0HPFbiWdusqTvFE0se9EdVUsgY4kAYD5SRgH6YNc5bS2IuZTolzDLJEsqbX/fWUciEo0cFyciG4V3xtUkZBBU8iubfXdX8MSWMDwy3cN1f3c2oLcK73KwCEy+bHMqlJHebaMKFALEhMnjljhpVpuND91O2kG7Np3utdko23bTb0a2NL8qtL3kvmr3X9LqketCGNhwSG6Y6gj0579arLo9uZTNbl7K4yS8kBCxuSePNgPyS59xnnqKxtJ8YaXqIKys9hKgiJS9T7OJGmVHVbcS7XkwrxbiUUAuBzzXc2y7wCuB0OVIIx1ByDgCsJQrYeVqkJU2+99fzTX3oGoTfutO//AC0sS6hJzGzjnzFTZuHf5MnacEd+or4U/4KGftg+Df2I/gbqnj+8ns77x3rEd3p3w/8NSSqkt/qywOz6hcwDltOtVCu5xhmCxg8mvtrxl4w8LfDrwh4j8d+NNWg0Lwt4T0e+13XdWu5FhgstO06B57mVnYj5yqgKo5ZnCgEmv8APW/bG/bK8af8FN/2l/Hl/o8txH4P0PVJvCXwv0IM7xab4UgnubWDUpok4F3cyKZpnxyZgM4wK554n2erlv02u7aL0e7tsk+rRXIrqLW97N+S/q3qfn342+OHxY+Pvxqm+KHizVdR8S+NfH3iibX9auZ5JZUOn3F81lZ6cq8i2sYoDMEjXCjK4GQK+m4fgJoWh/DrwreeKb6IanrvjXxHqTCVjHb2sGk6DaXNlD5R+/LNeXqopIyXIr2/9mP9n/wz4L8OSa7461Pw9oI07T/EngHxNLrsN1c6npXiu1v4tY8N3en6daWjy3TM0OSAUzHbShWJ4r23RdH8LyatoMMfgj4nfF3T9J0/XLHzNP8ABCaR4fhk8QXEXm63ZLrM7zXNzBEbcQfKADErHsK+RrVq9bEOTl7rV7t69FouiSVktNrLY/Hc8zzNMxx8sBldWlQy72M0586dWUnOEZS9nBut7NRU1zRhrNSTd42Gab4b0j4kt8B/AJgZ1sfgN4i1G4ijjIW11OyutdttIaERnO9byKFyGAVioGMEitmy0jxDr/gv4v8Ahy80y5h1jxF8B9B8Sazpd9DPDdXHiDwN4q/s2W5vbeVFP9oS6RYSMXI3P5u7ktk4nga/vPDPxWt9Z+E2oJ4i1jw/ocnhqT4ffEnS28Ha7eaElzd3OqNpl95ptbiaJ2uGZ4pFKrA7eUwDCvq/4ceJrfxNd/HL4+a/Clj4Xbw+3hzw29wRJDeaR4T0+aXWZop5EUXdlcaunkRPj95s4p4enGtFS5rc17tarl5Vrdb2/U8nK8ppY2lTWLlKlmc51Y4i1pR9isMoyqOorrmpcrg4O04+2SkleN/56J7i2Hh7TtKCzf2g1/Dpkm4Yt4bbTbjyYo1RScTrBFETjqJQxOCM+9eG4Y9P0yIqwBiiZmYNtOdpAJHUg5OeQMjHXNeIzeTrPjCa+treFLabxBrd3YLaoUg+w28lvY24ijPAXzobpTx/y7jmvcdyW+nTdFCwtuBJz9wqxG1SSODx+FdeDv7CPM720Xmk7L8D6TGS5qGCjytVa8IVJ335pRj9217Xur21szyrS2M2p6zOCcyX8i87OdoU7WTPPfH0JxWH4ibfrVjAAF2sZGGATIjvhTkHIPHTrya2PDroRcyZAeW6ncZJXBMrEFVDAh8ZABHOPWuc1FQ/iFFLkgFtpVhuwoIwQ444B9DzRJ2ppae8/wDg/wBaHo0I2xknK65afRvdRS1stNL3Xo2eqwSAadNGI1kaa2+zRwMoYyvPiKNIwRyW3D1z3IxivfNB0uDwj4etdJeeKMWdjFDFbxK+0SRx/vdqoOMyFycdzkdK8U8GWsGpeItJtJXRLWB01S8kkYDZDYBTB1/ie5MQAGAcnvzX0DdaSviKcXEV9CbGyTDJbyxJLvx8wZhkk/eB9MZ69fy3j7H0KuLwWWVJ2hQj7WUUr3lK0YK27dlJ/O97H3fBWDhGliK8o/vcTK0bveMd2vm/zOd0zVdJaSZlE8MgYxz3NrNJFKiTK+8EdVTPUHOQcNxXpdr8afHelQKmj6hY6tpdjbmDE6vZyosaDylSWIMrMcKpO0e/FeXReHrQ3N1HBAbQXbsM3V0XWZgWxJgLgAlcnOTg54FaV7bppGlSSCba1sAs0VlF5qMuMBpHYYLlQOg759q+RpV8NCSpJuov5ZpPotbLVa9mfomW5lmGUylUweLlh1HWySS7O6ekttW9baX2PevDv7WtwbAWWsLPp97C8ZEVyC9tKAxV1iuV+Rxgk4JU89q950r9p/QptW0N5ZIxZahGYHuElQwwTBUMUbFc7N+JACSMMMdTX5rRXVhqFt5i6dLmd2SaRgEjZVJXadwwzEjj8RnpUN54Mji08ano+pIYllT7TZ2lxPFPau+2VPNtmxgiUD51GCw4PNezgsBluaVY0oN4TEv7F04ytu4u901baSu1s2faZd4mZpRpqOLhHEPT3otptadNE7rz8z92dI+Lmn3cSG3vYZoMpuTepd9ykhsDkMMnjjpnHNd2PidDPZtFa3QdJVDqikKSeRypPDZ9cdK/n20T4l+P/D2Y7XWWv9kJhAvU2uu3mNXmg/1hUkjJXJHU+vq/hX9orxVp0IXxFpN28kjsZLvS5VvLfy9+VfyQyyxsMnPysOOtZ4vhbNMOpSox9slfWNteytv9y06H6FlniFw/jVGGLl9XqPltz3stt5bJp3s7/dax+seh3U2veI7rxBqcyjTPD3NqrsoWe7bLBnDEbwoxwOp68cH6G0TxBLFpjhpnMk5MnmqQijzCCOQcA47AY4GOa/IHQv2mP7aht9C0qzujbG5S41GY4jeONGDFHgK71J285Hevtf4ffE0+JIo/s86yBYooVhLncCMAbgx+V+TjuSa+blh8ZQmo16Mqbb1vulotb7fNLc+kxOZZfjIurhsTCvTVtI69nZd9f6sj7C/tk3AFpG5neVYwWQBSj9dpDMMucnPpjJ7V0Fpdx6bEWkkAVIXbaSCsIQESuemGJOORwOec15XoV1AlnLqOpf6I0ZLiSQ7GYxqCNm3B2g54Pv2Br4m/aM/aL8S6ho3ivwn8EtMtvHHjTS7d77V/DtjrNva65d6DDFI+pS6XZEmS/McS73VSu9UYIW2sK9jLcPWxuIp4ehDnlPV9kusrvRJK99fxZ8jm+Pw2XYTEYzEVeSMFeKejcna0Uuuv9I+zfhZ+118Kfhj8XL/4h69rth4g+J3grUpbDwB4OdGktfBNwsUc48d6utxGIb3UDbMv9lqgljgld7uZkaGFG/Qj4pT/ALOH/BS/4eWGk+KtWtvhf8YIwbrwf8T7eNZ9EvddaN0t9M8ZWAKsbK4DyIbuMqyEl2AfBr+Rbw38XNP8HeMGk+LvwufQdV8S+GbOwt7zxlp/mQva3xhvbiNdSjxPo1288cDQ3ccpaPYV3eUzhvvX4RfFvUPByG7tJJZvCKtBNcie5Qy6XBcSK1rO80TgSW25oRFdRgLIWXeI2OD+sYXBPL6cKdGXtOTd+6rtpXUfK97KV0+utrfgWZZhUzPE1MVXdpVHotbRV9FvutNf8jmf2k/2CPjX8DPFPiHw98S/DN74f1zTbNdU0bWdL0+71zwx40sZbiJE1HSNZ02Mwz2Zt3aUycSgqEeJiS48N+Dmk/EXxT4x0fwZ4hY634U8JSprsp1KKHV005rB2+wWWkahMpl09pbt1YwLImBES8YwK/oJ8L/8FJ9C8T/COD4L/E/wtH8UYoI5bPwZqM6pPrdjcGOZkgF7Kpe1sI1xvb+FIFIBcrXxlpXhay0Y3j2CR20mrXN1qF45jVZHnu5mnllY7QQ43YGTgKABU51m9TC5fUp00pYjERcYxb1imrOa6q21nd9nY9HhbIv7UzKnVqt0sJhWnKdm4ykmmqd9Vru7Pbfc46y0uK0t4o0t4UlsFEcNq7kSy2c7r5yoM/I45wQScrjI6V5n45+Hel6rBcm1tbVLmRZ5FeUkgrLGUkUhkG2cIhOWLEEcHvXrOtm80tbt0tUuiEkWC8hG3Y20hCzyLkyKdp44O0cda8yl8WzS30VrLazOQkcXnBozbXLSskLBCgISQSuuQcAGXOcdPyajRqwqyq0pNu+vn1e/438z9txUYOHs6sYyhFedulr3u+mltF89Pye+MvwElTUry/0K28m6t4JZLkCN4obiaSZJASDkRykSuQwPRFUgEcfK+o3l5pl7cWurpcQOhkMsflJbEkk5IjXasUTH7pQbeSMDmv3f8VaE+saZfNJaWk1wSv2WCIM0t3INphXDEBP9Ifcc5Ug4+nwL8XvhrpviKaMPYJbaqImSO48pIvKuoT+9hclSGY5T5CSu5mOc819HgsdCvD2eIV7aXvZpabO2vf8A4KPgc+4YoV1KdKNuZJ26NvzX2vP79z4hsNYuIVhurUv5O3eIGlLOkSscvMEJMYwhbtkYOcGu0j8Z3cKeXHYtcu7LuK+a8SgYPIHBPOeCT2PWuE8XfDbxT4Yu/OlvBJYoZrdLhFcP5edzRXUMKsYR85xwVO3I4FQaV44vdESASQ2129qVSNsn5gygLKEJw3yj5iQDluvSuyeHcaftMJNyfZSs+m99etr6Pbsfm2IyWWFnKFnTvq7pO+u6010XR3dj1i28Z6/5pns3kgmZwNrp5dusaBQYkQ8gBVAx7fms/wAT/E1sLy1WKIm5Qo106gOXIKFo8g8Dkjv8341ymo+L/Dms20cl1FfWt5Lb+XM1m0awqfmHmIAoKEnIYc8jryK56zsZI5nS3vfttnEQ2JzmZFYDDO7nhhkdOuKyhiswpqXNUa00VndfPVb6HnV8GvaO1qr0u/eu36Ky30e9rb2MpZbfUdUjdNdtbJILrf5dxDJd28JAym1wSHyw+7k/oa9h8OeHvB15Ne38+vanrdxGiXCRXca+XczBG+1WjR+Zi3tg5fY3J244zXzvdf8AIHg/6+o/5vXQeGP+Pmz/AOukv80qJ0XKjJQqOnZvzelnvo9b9+nUeFqRlVlGVNSS1s27XvFXa0T3vsdlPa2P2y4fTNLKzyXO6LS7K689BKuVEJLSZVQrOc8rhcHtWCbS4gk+1W8w0Se7lCSxq7MU8uVPNDgE4+6WyOpwcYrd0L/kZ7b/AK7v/wCi2qbU/wDkLr/11l/9Gmsm5U525nJSj11tbl73vfz/AB2JqLlXOnZuS2suyvp89rFYTfZHmjub+KS5YJNBqN8PKjmRmIBzkbyCzYXqSOO1advd+KBJPDZywz2F7b+SLqeJo7V4JQJWW1+UbpS6DAPGTWF44/4/rD/d0v8Amle2an/yI+h/9etl/wCjpaxqU4qNFuKk8S2ndJ2sk7/8Bcvfc2p0Y1K1Z/DKmr31bd5Jd/Pc4K1u9USdYZ5baKJY/KkkWEBZRyBuRidwDMcHkDbjFbvnW1qEiE15a3O3fPezyWxtLgyAMrRqqgjAUjA9evriR/8AH03/AF1l/nVbxL/qdO/7B6/+j5K5XTjVq+zcYxVlsutk72+ezuY0n7Wc+b/l2kl5apJrs9em50Wo6bpcEdtqYlm1R2eIORGShldv9W2DnzFYEIW6g4Oast4rn0af7MuiKs3leVJchdt0gYY3Hd0ABbcMAj9axNG+5ef9c7P/ANKIq6Txx/yN1x/14w/+ksFRCCjN06jdRKLktWuW3LoktNb/ANLRaVqXJBVYS5W9dOnV2f677q9mZ76tJrixxk3CyrcIfJSPcFZCqBm8v7uQThvzxmvYvCnwv13x0sMy2S22noVtbdjE8YMg5kZWILzlijZwSPfHFeVeCv8Aj6k/66n/ANKhX6lfDD/j20T/AK9j/wChmuyFOnh8PXrcvtFT2jsr2Xlf5H0vCuSUc5xNGGJqtRqct7K+nNbVt3bfV+mmgz4Y/s+aZ4YsYryZJL7UWKs810vmNC7/AHYraIkiMg5wQB1Oa9/0r4dve30cBtMDdGkm3OC7HKZPBZljyT/CM+td3oP+pi/3l/ma7vw9/wAhO3/6+br/ANFJX57mWe43EVZRbVOC2jHRJaaJfP8ABH9NZTw5lmV0aVDDUUlHl97q9lrv3/M6Lwr8OI4WhtI0TbCFV3REEcTEAsE3Z+fb3H93ivoHSNI07QzDHDavc3ExCIzDYoCAAkHBOAOpwB83tWT4Y+4n/XZv5Gu7tv8AkIQf9cpf5GvFw/72d5+83Z6u+7XcMyxEqUvZQXLFXWjt03NN5LwWjl5Le1UsFQQFi7HoQvGGAGMcnJHasuG2l3NMlu434SO4lVTM5wW3Mxysefatm8/4+IP9w/8AstO1D/j3g+j/ANa9qkrPstNtPL8D5ecnJJbc3/AKUFpE6SLORPJyZJT+8O45IQMwyFGe3r2qSSCJAFZikWwhgcjO4ADqeufWqunf6lf+BfzFN1b/AFbf7v8A7Mld8F76W1rfi0cuslPm95t21+4/If8A4K5eCvD/AIt8EfBnWtG8L6VYeIfAOq69oura9p9pbwX2s+HvFEkN1Da6rPGQ969rrcJkgLKzIuoTDdtOK/Iv4R/CrRdVutUXXNP1DVru0heOw0a1m+yW8upPLC1vLq8qRGabSVt0n3QwvC0jSAmYBSD+0H/BQj/kmFh/2Mml/wDpStfAfwP/AOSk6t/2D7D/ANBlr9u4dxVXFZTQlVbcqbUE768qtbXyvb0Vj8R4loU8LmeJVJWjJOdvNtN/e22enfD39mSOy8TeEfGl5oAtvBWoa5ZaB4vtLdZVt9Hh164WDTp5fMZ2ttPju3jjBZshZBlm61+wOj/Bh/hFqOo+B9RtzFFo9rbal4fup8FLnw1ep5tk0LEBXMLCSFwM48pSetfLn7Of/JNv2zP+uPhX/wBLUr9TP2r/AL/wZ/7JTc/z02ufiWEauXVJTV3QvKPWzXL9+kmn5pM14Vr1KGbYeMXpifdl6WUl9zPnbTfFNjp7QwxsgYlnUKQp2hiOdv3AeMZxx04rB8XeK5bqcSowM3lhIFEykfNzggHj3J4GK8Pl/wCQif8Ack/9DNOuv9Z+C/8AoCV+Wwj7SMYyeiSf4I/epVlQjGpCmuezV+u8f89TR1Gxm1G4TVdYvB5inZp9rv3RrPI4gic5/wBZhnBzj+HjvXsWk+NrKTXvBnwb+HjW+peOPFt7aeHtKtIXWYpf3Q23N/dJGx8qzt4hcXNxIcJHFbu7HAr5k8bf8eek/wDXfT/5XVYn/BMn/lIvpH/Yg/E7/wBN617eXZfTxuNw+GqTcablZ2WrSSdvK/ddz4/Nc5xGDpYrExgpzpRtFP4U3onZLVLe3V7s+Df+C4/xKbxF+1L4H/ZZ8I3zX/hP9m/whpHhiKCN0J1H4i+MIoNY8Z67fPE7LJqVxPLaq5PMaRrFgBMV+OfxIun/ALV03w2IBAfDVjHpTxpKkyNcbzLM6tGihTufBDZbcDknivtv9uX/AJSa/tG/9l18Tf8Ao9K+EvGP/I/6/wD9hy4/9HNX9C4ShTwfBuIxNBeznjsZTwkkrKKo0aUayila/vVHFuzXwdbn4Ti6s8TnkIVnzuhRddN7upUnyNvptzdPteR3PhXSUlvtLs51HlWUJ1C6BB48qMTFXz/uxD/geMV4P8RtXfxB4puSG3K1wURQ24ABsADA4HA/KvpLw9/x8eJP+wNN/wCi4q+Tpf8Akaj/ANfB/wDQjXzS96ai+tv0/wAzp6RktP6R96fsy+ALnX/EHhrRLS2aa4vb6zgjiRSzSSzyoiIqgHdlnAPvX+gP8A/hzb/DL4W+BPBFtGqL4c8O6bYzgARq160KzX8uMfea7lnJ+vrX8T//AAT4/wCS7/Cv/sbfDv8A6cbev7wdO+5+X8mrppWTjppLp9y/VmVZtcqT3t+hvI3yhcAAAj64z0PbmkyEQgHDMeRkkjuB19fpnNRr0X6n+TU1+o+n9TXuUoJxS6f8H+vyPOnO121e3/A/yJo3y26ST5IwXZmz8qruYknHTaOf09KoSXDavfpBb3UsJso4ZpbS4t/9HVZw+2UNnBvdhjZFYkRhs7Sc4vRf6qb/AHT/AErnx/yGLv8A7DVh/wCm813YeKSlNK0krrbvFPRrqn5PzM5yei6Sdn96Ld9qOpaLDJb2tqz22nW0E5aMLKb6Wad/PgEssn+jkBlJJBwJCQMACmNcaZqEc6ztDpt1NZS+ZeQToGt1md428ufHMgIyG6AjK80tt9/Wf+v8f+iIq4LxV1k/3tE/9KJ69DD0Y1qlOkv3VSVm5q923y7puz1bevpotBNu7vql0+7+vkegPBruk2qtoc1i9sWgWOKYMsfk+WqNM8mTulY4ck4BAAxnGOgtFi1yx825t3t5HDxFlcxzkqTHIyugG2NnDYwSCpGOtM0f/kGj/rq//oRrb7r/ALq/+hCvPrVWm1yr2sZNc60k7W3to7/59zaMbq99Ek7fp5HCz6Fe6LLcXWmQ291DO1uGjVWV7aOBVBEFtGwjLFgGYgBicnBJzXU2+v2F/cppssTyyS2qTywG0lkEIaQxgzSlcRNj+HHy85NbB+7+K/8AoArko/8AkaD/ANeo/wDR5raNb6zFqtHmqUoOSmnZ6WST3Wm91ZkWty2dlPRr5mtqnhaC/jlNvK0EskLQ784kWEsrNFHODvRDsGRkjHYV2/h1ksLWKwaF7X7MgHzEyxuxOWdJCSWBYk4PIzVOLo3+4f5tVpv9Wfqf/Qa5amKrVKKo1Jc8IO68na3z077dCvZxU7pWbX/AP5P/APg5D/4KQDTNJsf2HPhVrZGrai9rrfxh1HS7oAxWTITpnhGZ4X+8xKzXCHoQisODX8yf7JHxK1n9nXxm3xF/4RmDxTpF/aiz1SzmM7C2TzY5w8qWgae1lR4spOiSRBWw4HJrsP8Agp//AMpAfj9/2UXVv/Sxq4rwN/qIf95P/QVr5nHOU6rhGXJ7FKzXdqLbtpve3okjizarKnQhSi3F1rNyi0pRaas43Ulp1UlJPVNan7K+Cf2kfA3j3xV/wtf4PrpsXirUYbWPxp8HvFrWElh40ltEmaLUvDmpyjyX12CMptfbG7Mp2bmaVG9V1H9ojQfFPinRdY8SfC740aBJp7XK6rpWn+G7ieC8skNvJHp0d9aSoq24uoVYuqhmVymQDX4OfDr/AJKJd/8AY0xfyFf09+Ev+RP07/sXYf8A0GKvFlgsPmlCeHxlKNWjKcZOLT5XKMlJOya6pXV7NXTTTZ81kE82yvN82hlWa/UaylzSkqNOcZSqxtKaptpQm7vmcJKEpe+qcZ3k/if4sfF5fEjR33jjSB8HfAeXWLTmhsbr4v8AiPSJZcS6fp9vCufC2iz2x2zSyyIWVyPnyVr5d+OH7a6fEbwBH8FfhF4Yg0DwyjWGlxXVlLc6gLbTLIFY7e/u7azFpbW6uxnlHmu8ssBXlj83k/7XH/I5+LP96X/0fPXBeHP+RY07/ci/9GLW8aknV+rU7UqekdEttNF0SSdkkjxcK62ZPPcfia8pezqqjVSUVOulZ2nU5fcptr3qdKEHJN8029TjtLtVsvE81hAN1toum6bZwyEB8/uFaRpPL/5bOcM3TLSMTnJz3ev3ajSbkAqhMLFGBPQrtAGT8uDk985zjiuL0r/kYfEH/Xe2/wDRIrotd/5Bz/8AXKT+UlelTtGl7qsop2XpZIzxTdTF0ZSd3OMHstG0m7dk29lbTQ4zQmEdvyFDs27eA5O8nI+UqQDwfyya59t154jdSrOVEgwSq4Zdu5wVGMYBwSeenSuh0b/Uf9tR/wCgVl6Z/wAjHef9ek3/AKEtc9RtQSXRfmeph1eripXtzRf32vf/AIFrH0H8JrC0uotVv7iEb7mX7NbSHJAtrNQMoXzuJuXYkA8mNT2zXpFroOnaK15JBFqjfaJhI6IWK7HzvZlB5z19sk15x8MP+PDRP+vaX/0okr3aP71x/uD/ANFvX4Dn2KrzzjG1ZTuqznppoqb5YpO1+mvfsfq+TwowweEhGkvcirPrdxUnr5t7fiec3TW81xizs7q8RyBzM6vA5/h2M3ypzz2Hc1tTWMUuhzRyXkqXccit9lhAKuXbaqIoG53AI7nn2xT9J/4/Lr/eX/0Q9aNx/wAhGP8A6+YP/Q1rgTTkmo8sopSv1bsn8vi6fqezSjBud4K0o9Fbql87b6nLasLpNAsbaKxa3SCUlm8t0ml35KszMAVzzwcdPTJqLTNV0yzlhgvInSCSEwXUkCHG2fasskspyC6HBHOf3fHGa7vxN/qm/wB5688f/kFah/v/ANHrpwVWbrU6kG6dTDzUoyT1uuWSu9O9vTTqZVqSjUjSVneNrtLSyWyVvn3M7XvCF/pmqtFaqbiKQrNBdbV8sxSfMjg5wQVKn3ByKyhHPAHiZhK6HYzqDhmwARtHRARXvT/8i7ov/YEg/wDSSvH2/wBW3++v/oZr9xjK9OnO2tWKfpdLT8TOh70pJ68v9bEOmxXjyjyCY52B2SWoKTIT90pInIwfy9K7Xwd+0j4p+BPidIviL4fOp+H5v3mi+JCW09njjUMnnzrE0V5crgq0RxOC2drIQRb8D/8AH8Pov/s1aX7Wf/Jv2sf9fth/6NNYYjAYXHQcMTRU1Nb9V6Nao7MPmWNy+qp4TESouDvZN8r9YvR+T3RL8U/+CkNzq2uaBZ2PhLXdd8H6jaytq3/CO3VxA82mfZ3W9ubC5sUZ/tNsjeY4YRqnl4kGM18seCfhZ4P+OXiDxpr3wE+PniKz+L9pqN/d+F/BnjtYtA1Dxb4ZuImJtdF8R2t6RfavteWOWFvLLKR+6KksPB/2bv8AkctE/wCuuo/+gpXA+D/+S+aP/wBlFh/9PC1hgcDhcDJUcLS9kkm2927y+1fV2tpr1fyyzLMsbmMva4yu6rbWm0Vbslor9eu2uh9W+EPjnrfg/wC0fAT9qbwlrXiPwjpM0tlHBqcBi8deAJpJChvPC+o3Izd6YJCH+xSM1tICTA0LnfXa6jonjDw940HwT+HWueKdf0fxdBYX/hT/AISLw9qmmadqfhzUrZLqRIprmFnt1jEyidWaOOJ7f5SWG49T/wAFQP8Akp3gH/sWbT/0TDX2/wDs0/8AIofCH/sBav8A+l1nXbWxjw2FrYpU4zeHV1F7N9L+S7HLgMHHG47B4OU3TjjJJOS1cdm7f0j6l/Z6+AelfCvw7bTahf3uveJJtNtorvVNQnkuUhm2h5YNPSX5re08xsAMWZhGhZjtAr6YvNLQWa3rIPkCo6cSO6sMKwA54xnn1rN0v/j3H/Xv/Vq6d/8Aj3i+qf1r85r4qvjJSxNabc5v5Ly9F0Sskft2CwtDLaf1ChTXsrq7tq7KLb66u+r+ZwWoWuYfKufKMeXEOI1DDKhjw3b1yO2TXinjHwBZ+ILmF7VbaJrfE87xh4pJPNDLGUlhHMgA4yOMggZAr3vWekf/AF2uf/QUrmrP/UJ9T/6EleZOThFTj7srvb+vJf1Y9So1CpyNc8aiVrvbZ/cr6bep86rp99aRtps8L3YtJZVhvWWZJ4NgCtDJKrMJsrzxgnI74I8h8UeE4dWmg1GW4Pl2d5KNXtxCrG4jV5U8zYB5kU6stupBAzjLAnkfV+tf8vv/AF8H/wBGrXh8X/HrrX/YQvP/AEelVh6spRskldq/m+//AA1v8uevRhJptaRTSWulnH/5Lr2PjX4h/D+zghlV13i8MMVu6xuwlR0nkKTIuNwj8xSW4OF9K+NvGnwcijuLq2sbW5heC3L+aq+bBdTKFU+UhOY1B2n0+fIzX6TfFH/j30D/AHL3/wBEW9eAX335/wDd1D+Zr1cPVmqcqkXyuN/na2p4GNwGHxD5KkFJU9m1rsnurW36a9z839d0PWvDZijuNNuIIvPCC4UpJayNGwZ/LlVQVJVsEHGfTNW7bU544zJcKoWUAht4dV3ENjeh4+VhkMcgE5r6H8cf8gm8/wCu0v8A6DXy2f8Ajwk/7CD16sJKtSvKNte76pP9T4LMMuo0ajjFtqT9OqXS3+fn1P/Z" width="320" /&gt;&lt;/div&gt;Primeiro tempo o Nacional com baixo rendimento, muitos erros de passes e um ataque que não funcionou, terminou a etapa inicial perdendo por 1x0 para o Galo, gol assinalado logo aos três minutos através de Celico. &lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;Logo no início do segundo tempo, aos cinco minutos, Junior Juazeiro marcou de pênalti para o Canário, empatando o jogo, após jogada de Tuta, que foi derrubado na área. Mas o jogo foi morno, sem muita criatividade. O autor do gol nacionalino considerou que a equipe voltou melhor para o segundo tempo que o Treze, mas lamentou o time não conseguiu sair vitorioso, perdendo importantes pontos dentro de casa.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;O resultado foi péssimo para o nacional, já que de três jogos em casa só venceu um, empatou outro e perdeu a primeira, de goleada para o Sousa, por 4x0.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4003271816354347629-4974437217507996739?l=garimpandopalavras.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://garimpandopalavras.blogspot.com/feeds/4974437217507996739/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4003271816354347629&amp;postID=4974437217507996739&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default/4974437217507996739'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default/4974437217507996739'/><link rel='alternate' type='text/html' href='http://garimpandopalavras.blogspot.com/2012/02/nacional-empata-em-1x1-com-o-galo-no-jc.html' title='Nacional  empata em 1x1 com o Galo no JC'/><author><name>Marcos Eugênio</name><uri>http://www.blogger.com/profile/12577796122185826232</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://1.bp.blogspot.com/_Nu56GQmDcJQ/TIROH-9DrKI/AAAAAAAAMJQ/uIi4Yh2MIgU/S220/domingo+005+-+C%C3%B3pia.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-gIIwldqvk5o/Tz2qpIDCHfI/AAAAAAAARUc/rN3nLuNm-tk/s72-c/DSC_0075.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4003271816354347629.post-6519427656389155659</id><published>2012-02-16T21:26:00.001-03:00</published><updated>2012-02-16T21:28:26.896-03:00</updated><title type='text'>Polícia Civil invade casa errada na operação “Aahbran” em Patos</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-4N3HIU7GIlw/Tz2eoqcFk5I/AAAAAAAARUM/eLFH-qJUHZM/s1600/tb_1329437233.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-4N3HIU7GIlw/Tz2eoqcFk5I/AAAAAAAARUM/eLFH-qJUHZM/s1600/tb_1329437233.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div align="justify" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-vvAC1wOwvPs/Tz2e7BPk9-I/AAAAAAAARUU/fD30g3BOuDY/s1600/tb_1329437233.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-vvAC1wOwvPs/Tz2e7BPk9-I/AAAAAAAARUU/fD30g3BOuDY/s1600/tb_1329437233.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;Uma operação conjunta das policias Civil e Militar  denominada “Aahbran”, para combater o tráfico de drogas e porte ilegal  de armas, na manhã desta quinta-feira (16), em Patos, resultou em um  erro de alvo. &lt;br /&gt;&lt;br /&gt;O autônomo Dinaldo Batista da Silva, 42 anos,  conhecido por “Novinho”, morador da Trav. Augusto dos Anjos, no bairro  Santo Antônio, afirma que os policiais invadiram a residência errada sem  mandado de busca e apreensão, causando pânico e constrangimento.&lt;br /&gt;&lt;br /&gt;De  acordo com ele, utilizando armas de grosso calibre, os policiais civis  teriam invadido sua residência, para só depois constatarem que estavam  no endereço errado.&lt;br /&gt;&lt;br /&gt;“Uma equipe de policiais civis chegou, às 04h  da manhã, fortemente armados, procurando por um tal de “Pirulito” e sem  apresentar nenhum mandado de busca e apreensão, invadiram minha casa  derrubando a porta e botaram eu, a mulher e minha mãe, sob a mira das  armas na frente dos meus filhos adolescentes”, relatou Dinaldo.&lt;br /&gt;&lt;br /&gt;Cerca  de 200 homens participaram da operação policial coordenada pelo  Delegado Cristiano Jaques e Coronel Almeida Rosas, contando ainda com o  apoio dos oficiais Cunha e Dedeu. Foram cumpridos 48 mandados de busca e  apreensão expedidos pelo Juiz Henrique Jorge Jacome de Figueiredo,  substituto da 2ª, Vara da Comarca de Patos.&lt;br /&gt;&lt;br /&gt;Os mandados foram  cumpridos nos bairros: Vitória, São Sebastião, Milindra, Alto da Tubiba,  Monte Castelo, Jatobá, Mutirão, Brega, Morro, Placas, Bivar Olinto e  Sete Casas, locais esses que se definem como área onde o poder da  criminalidade é maior. Foram presas 20 pessoas, sendo 13 homens e sete  mulheres.&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt; &lt;/span&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;&lt;i&gt;&lt;span class="createby" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;Airton Alves&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;  &lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4003271816354347629-6519427656389155659?l=garimpandopalavras.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://garimpandopalavras.blogspot.com/feeds/6519427656389155659/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4003271816354347629&amp;postID=6519427656389155659&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default/6519427656389155659'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default/6519427656389155659'/><link rel='alternate' type='text/html' href='http://garimpandopalavras.blogspot.com/2012/02/policia-civil-invade-casa-errada-na.html' title='Polícia Civil invade casa errada na operação “Aahbran” em Patos'/><author><name>Marcos Eugênio</name><uri>http://www.blogger.com/profile/12577796122185826232</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://1.bp.blogspot.com/_Nu56GQmDcJQ/TIROH-9DrKI/AAAAAAAAMJQ/uIi4Yh2MIgU/S220/domingo+005+-+C%C3%B3pia.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-4N3HIU7GIlw/Tz2eoqcFk5I/AAAAAAAARUM/eLFH-qJUHZM/s72-c/tb_1329437233.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4003271816354347629.post-5854006313174431565</id><published>2012-02-16T21:12:00.000-03:00</published><updated>2012-02-16T21:12:18.054-03:00</updated><title type='text'>Oi pagará multa de mais de R$ 1 milhão por interromper serviço</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-N3eh-LRig4Q/Tz2bPyPcvqI/AAAAAAAARUE/Dcew392on-A/s1600/1329427714507-oi.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="200" src="http://4.bp.blogspot.com/-N3eh-LRig4Q/Tz2bPyPcvqI/AAAAAAAARUE/Dcew392on-A/s200/1329427714507-oi.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Dois dias depois de sofrer restrições do Ministério da Justiça e de  ser informada de que será investigada pela Pasta por conta do segmento  de provedores de Internet, a Oi recebeu mais uma má notícia hoje.  Segundo o Diário Oficial da União (DOU), a empresa terá de pagar uma  multa de R$ 1,059 milhão, conforme decisão da Agência Nacional de  Telecomunicações (Anatel).&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;   &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;A penalidade havia sido aplicada em 11 de agosto do ano passado  pelo conselho diretor da agência reguladora, mas a Oi pediu a  reconsideração. A multa foi dada, de acordo com o despacho publicado no  DOU, por descumprimento às regras relativas à interrupção do serviço.  Hoje, a Anatel decidiu manter a multa. A Agência Estado entrou em  contato com a Oi, mas até o momento não obteve retorno.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;   &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;De acordo com a Agência, a empresa deixou de prestar serviço de  telefonia fixa no Rio Grande do Sul nos meses de fevereiro, março e  abril de 2004. O levantamento da Anatel revela que ocorreram 60  interrupções, no total de 1,872 mil minutos, atingindo 131.495 usuários.  Outras cinco interrupções, que totalizaram 477 minutos e prejudicaram  40.666 clientes, não chegaram a ser comunicadas à agência. Além disso,  não houve ressarcimento aos usuários atingidos pelas falhas.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;                                                                                         Agência Estado &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4003271816354347629-5854006313174431565?l=garimpandopalavras.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://garimpandopalavras.blogspot.com/feeds/5854006313174431565/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4003271816354347629&amp;postID=5854006313174431565&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default/5854006313174431565'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default/5854006313174431565'/><link rel='alternate' type='text/html' href='http://garimpandopalavras.blogspot.com/2012/02/oi-pagara-multa-de-mais-de-r-1-milhao.html' title='Oi pagará multa de mais de R$ 1 milhão por interromper serviço'/><author><name>Marcos Eugênio</name><uri>http://www.blogger.com/profile/12577796122185826232</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://1.bp.blogspot.com/_Nu56GQmDcJQ/TIROH-9DrKI/AAAAAAAAMJQ/uIi4Yh2MIgU/S220/domingo+005+-+C%C3%B3pia.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-N3eh-LRig4Q/Tz2bPyPcvqI/AAAAAAAARUE/Dcew392on-A/s72-c/1329427714507-oi.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4003271816354347629.post-5953853076357962498</id><published>2012-02-16T10:32:00.000-03:00</published><updated>2012-02-16T10:32:33.314-03:00</updated><title type='text'>FIP abre inscrições para Especialização em Ortodontia e Ortopedia Facial</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-RHBU6cRH_6Q/Tz0FCn1_XTI/AAAAAAAART8/7QvmKsju0tE/s1600/Panfleto+P%C3%B3s+em+Ortodontia.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://1.bp.blogspot.com/-RHBU6cRH_6Q/Tz0FCn1_XTI/AAAAAAAART8/7QvmKsju0tE/s400/Panfleto+P%C3%B3s+em+Ortodontia.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="border-collapse: separate; font-family: Tahoma; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;span style="color: #222222; font-family: Georgia; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;span style="font-size: small; margin: 0px; outline-style: none; padding: 0px;"&gt;O  Programa de Pós Graduação das Faculdades Integradas de Patos (FIP)  abriu inscrições até o dia 22 de fevereiro para o Curso de  Especialização em Ortodontia e Ortopedia Facial no sertão do Estado.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="color: #222222; font-family: arial,sans-serif; font-size: 11px; line-height: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 15px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"&gt;  &lt;span style="font-family: Georgia; font-size: small;"&gt;Ao perceber a  necessidade de descentralizar o ensino da Ortodontia dos grandes  centros, as FIP buscaram adquirir parecer positivo do Conselho Federal  de Odontologia para o funcionamento do curso de especialização em suas  dependências. Desta forma, a faculdade patoense torna-se a primeira  instituição de ensino superior a empreender este curso no interior da  Paraíba, possibilitando a capacitação de profissionais odontólogos desta  região sem a necessidade de se deslocar por grandes distâncias.&lt;/span&gt;&lt;/div&gt;&lt;div style="color: #222222; font-family: arial,sans-serif; font-size: 11px; line-height: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 15px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"&gt;  &lt;span style="border-collapse: separate; font-family: Tahoma; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;/span&gt;&lt;span style="font-family: Georgia; font-size: small;"&gt;A  Ortodontia visa o estudo do diagnóstico, planejamento e do tratamento  das maloclusões dentárias e esqueléticas (malposição de dentes e da  arcada dentária). Assim, o especialista ortodontista estará apto para a  atuação clínica reconhecida pelo MEC e pelo Conselho Federal de  Odontologia, o CFO. Segundo a Drª Fátima Roneiva, coordenadora do curso,  "é visível que, de alguns anos pra cá, as pessoas têm procurado a  ortodontia com mais frequência para manter sua saúde bucal."&lt;/span&gt;&lt;/div&gt;&lt;div style="color: #222222; font-family: arial,sans-serif; font-size: 11px; line-height: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 15px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"&gt;  &lt;span style="border-collapse: separate; font-family: Tahoma; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;span style="font-family: Georgia; font-size: small; margin: 0px; outline-style: none; padding: 0px;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Georgia; font-size: small;"&gt;O  curso tem carga horária de 1296 horas e duração de 3 anos com módulos  mensais de 4 dias, de quinta a domingo; e de acordo com as exigências do  CFO.&lt;/span&gt;&lt;/div&gt;&lt;div style="color: #222222; font-family: arial,sans-serif; font-size: 11px; line-height: 16px; margin: 0px; outline-style: none; padding: 0px 0px 15px; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="color: #222222; font-family: arial,sans-serif; font-size: 11px; line-height: 16px; margin: 0px; outline-style: none; padding: 0px 0px 15px; text-align: justify;"&gt;&lt;span style="font-family: Georgia; font-size: small;"&gt;&lt;span style="font-size: xx-small;"&gt;Assessoria&lt;/span&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4003271816354347629-5953853076357962498?l=garimpandopalavras.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://garimpandopalavras.blogspot.com/feeds/5953853076357962498/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4003271816354347629&amp;postID=5953853076357962498&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default/5953853076357962498'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default/5953853076357962498'/><link rel='alternate' type='text/html' href='http://garimpandopalavras.blogspot.com/2012/02/fip-abre-inscricoes-para-especializacao.html' title='FIP abre inscrições para Especialização em Ortodontia e Ortopedia Facial'/><author><name>Marcos Eugênio</name><uri>http://www.blogger.com/profile/12577796122185826232</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://1.bp.blogspot.com/_Nu56GQmDcJQ/TIROH-9DrKI/AAAAAAAAMJQ/uIi4Yh2MIgU/S220/domingo+005+-+C%C3%B3pia.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-RHBU6cRH_6Q/Tz0FCn1_XTI/AAAAAAAART8/7QvmKsju0tE/s72-c/Panfleto+P%C3%B3s+em+Ortodontia.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4003271816354347629.post-7544256362534076576</id><published>2012-02-16T10:01:00.001-03:00</published><updated>2012-02-16T10:15:44.054-03:00</updated><title type='text'>Operação de combate às drogas prende 20 em Patos</title><content type='html'>&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;i&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;Marcos Eugênio&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-C8YB-pZV_HI/Tzz5Q2FdYkI/AAAAAAAARTE/DcMVR6baWyQ/s1600/DSC_0108.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="265" src="http://4.bp.blogspot.com/-C8YB-pZV_HI/Tzz5Q2FdYkI/AAAAAAAARTE/DcMVR6baWyQ/s400/DSC_0108.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-ocQGSEwVNuM/Tzz5kk7XK_I/AAAAAAAARTM/A7BHETIVBf4/s1600/DSC_0109.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-ocQGSEwVNuM/Tzz5kk7XK_I/AAAAAAAARTM/A7BHETIVBf4/s1600/DSC_0109.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-zn50pH2njj0/Tzz53yqpF8I/AAAAAAAARTU/pDDX-HgjRc4/s1600/DSC_0112.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="265" src="http://4.bp.blogspot.com/-zn50pH2njj0/Tzz53yqpF8I/AAAAAAAARTU/pDDX-HgjRc4/s400/DSC_0112.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-vaFj9T1vUsE/Tzz6Qdc6wkI/AAAAAAAARTc/3UJ-jOhACuY/s1600/DSC_0117.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="265" src="http://4.bp.blogspot.com/-vaFj9T1vUsE/Tzz6Qdc6wkI/AAAAAAAARTc/3UJ-jOhACuY/s400/DSC_0117.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-zQqaizfD_tg/Tzz60Lk3OrI/AAAAAAAARTk/sCpZfdJo8nU/s1600/DSC_0125.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="265" src="http://4.bp.blogspot.com/-zQqaizfD_tg/Tzz60Lk3OrI/AAAAAAAARTk/sCpZfdJo8nU/s400/DSC_0125.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-i1TKmyvnqJs/Tzz7XIPr6jI/AAAAAAAARTs/LXcWc__-YtQ/s1600/DSC_0133.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="265" src="http://1.bp.blogspot.com/-i1TKmyvnqJs/Tzz7XIPr6jI/AAAAAAAARTs/LXcWc__-YtQ/s400/DSC_0133.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-xbuQQDQO8z8/Tzz7zxYP8qI/AAAAAAAART0/3IEAUBEZHos/s1600/DSC_0134.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="265" src="http://3.bp.blogspot.com/-xbuQQDQO8z8/Tzz7zxYP8qI/AAAAAAAART0/3IEAUBEZHos/s400/DSC_0134.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;As polícias Militar e Civil de Patos desencadearam conjuntamente nas primeiras horas desta quinta-feira 16 a operação denominada Aahbran, palavra grega que significa força de vontade, para cumprir 48 mandados de busca e apreensão determinados pela Justiça. O propósito dessa ação, que contou com a participação de 200 policiais sob coordenação do delegado regional Cristiano Jacques e do Cel. Almeida Rosas, foi reprimir os pontos de vendas de drogas e uso ilegal de armas nas localidades consideradas mais violentas de Patos.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;Os mandados foram cumpridos nos bairros São Sebastião, Alto da Tubiba, Monte Castelo, Milindra, Jatobá, placas, Morro, Bivar Olinto, Sete Casa e Centro. O delegado Cristiano Jacques considerou a operação positiva. “Desde o ano passado que as polícias Militar e Civil uniram forças, trabalhando em parceria para reduzir a criminalidade em patos e região”, comentou.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;Vinte pessoas foram detidas e estão sendo interrogadas por delegados que participaram da operação. Foram apreendidos seis revólveres, munição, diversas armas, foices e drogas (crack, maconha), ainda não revelada quantidade, pois ainda estão sendo analisadas, além de uma moto Honda de placa MOQ - 2218, de Patos-PB. &lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4003271816354347629-7544256362534076576?l=garimpandopalavras.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://garimpandopalavras.blogspot.com/feeds/7544256362534076576/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4003271816354347629&amp;postID=7544256362534076576&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default/7544256362534076576'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default/7544256362534076576'/><link rel='alternate' type='text/html' href='http://garimpandopalavras.blogspot.com/2012/02/operacao-de-combate-as-drogas-prende-20.html' title='Operação de combate às drogas prende 20 em Patos'/><author><name>Marcos Eugênio</name><uri>http://www.blogger.com/profile/12577796122185826232</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://1.bp.blogspot.com/_Nu56GQmDcJQ/TIROH-9DrKI/AAAAAAAAMJQ/uIi4Yh2MIgU/S220/domingo+005+-+C%C3%B3pia.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-C8YB-pZV_HI/Tzz5Q2FdYkI/AAAAAAAARTE/DcMVR6baWyQ/s72-c/DSC_0108.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4003271816354347629.post-1639169296476304115</id><published>2012-02-15T21:15:00.000-03:00</published><updated>2012-02-15T21:15:38.138-03:00</updated><title type='text'>Prefeitura realiza Quixafolia 2012</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-i2oOH4BjzvE/TzxKe6o0SSI/AAAAAAAARS0/qKO8S8jrW4Q/s1600/1269.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="266" src="http://3.bp.blogspot.com/-i2oOH4BjzvE/TzxKe6o0SSI/AAAAAAAARS0/qKO8S8jrW4Q/s400/1269.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-AaFi-gWvcZ8/TzxKftH5nPI/AAAAAAAARS8/pP4D2p753-Y/s1600/1270.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="266" src="http://4.bp.blogspot.com/-AaFi-gWvcZ8/TzxKftH5nPI/AAAAAAAARS8/pP4D2p753-Y/s400/1270.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; font-size: small;"&gt;&lt;br /&gt;Dois dias vão marcar a festa de momo na cidade de Quixaba-PB, com a realização do Quixafolia 2012, que terá participação de blocos, que recebem incentivos municipais para celebrar o carnaval, uma das festas mais tradicionais do país, uma animação que contará também com banho de bica para refrescar os foliões.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; font-size: small;"&gt;&lt;br /&gt;O evento acontece na segunda e terça-feira, respectivamente 20 e 21. No primeiro dia do Quixafolia a animação fica por conta da banda Tietes Timbaleiros. Já na terça, a partir das 9h da manhã, o Quixafolia Baby reunirá a criançada em torno do humorista Tatu e de banda de frevo. No período da tarde, concentração dos blocos a partir das 17h, com Swingão Os Exibidos.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; font-size: small;"&gt;&lt;br /&gt;Para a primeira-dama, Anna Christinna, que sempre está na coordenação do festejo de momo de Quixaba, o Carnaval está enraizado na cultura do povo brasileiro, mesmo daquelas localidades cuja festa não é tão tradicional. “Incentivamos, a exemplo da maioria dos municípios brasileiros, pois somos cientes da importância do carnaval para a cultura popular, que deve ser preservada”, comentou.&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4003271816354347629-1639169296476304115?l=garimpandopalavras.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://garimpandopalavras.blogspot.com/feeds/1639169296476304115/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4003271816354347629&amp;postID=1639169296476304115&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default/1639169296476304115'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default/1639169296476304115'/><link rel='alternate' type='text/html' href='http://garimpandopalavras.blogspot.com/2012/02/prefeitura-realiza-quixafolia-2012.html' title='Prefeitura realiza Quixafolia 2012'/><author><name>Marcos Eugênio</name><uri>http://www.blogger.com/profile/12577796122185826232</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://1.bp.blogspot.com/_Nu56GQmDcJQ/TIROH-9DrKI/AAAAAAAAMJQ/uIi4Yh2MIgU/S220/domingo+005+-+C%C3%B3pia.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-i2oOH4BjzvE/TzxKe6o0SSI/AAAAAAAARS0/qKO8S8jrW4Q/s72-c/1269.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4003271816354347629.post-3693786102778320742</id><published>2012-02-15T10:55:00.000-03:00</published><updated>2012-02-15T10:55:08.172-03:00</updated><title type='text'>Exigência de placas refletivas entra em vigor nesta quarta (15) na Paraíba</title><content type='html'>&lt;div class="materia-titulo" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;                                 &lt;h2&gt;&lt;span style="font-size: small;"&gt;Placas de carros novos ou transferidos deverão ter película que reflete luz.&lt;br /&gt;Detran fica responsável por fiscalizar cumprimento de medida do Contran.&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;             &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="materia-assinatura-linha" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;             &lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;             &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="materia-assinatura-letra" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;                                                            &lt;div class="materia-assinatura"&gt;                         &lt;div class="vcard author"&gt;                                                                                            &lt;span style="font-size: small;"&gt;&lt;span class="adr"&gt;                                     &lt;span class="locality"&gt;&lt;/span&gt;                                 &lt;/span&gt;&lt;/span&gt;                                                      &lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;                                 &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="compartilhamento-materia" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;      &lt;/span&gt;                 &lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;                                    &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="materia-conteudo entry-content" id="materia-letra" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;                 &lt;div style="text-align: justify;"&gt;&lt;div&gt;&lt;a href="http://3.bp.blogspot.com/-wi3CZALySqc/Tzu4qUSZ0II/AAAAAAAARSs/wK_dqyNb-PE/s1600/placa.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/-wi3CZALySqc/Tzu4qUSZ0II/AAAAAAAARSs/wK_dqyNb-PE/s1600/placa.jpg" /&gt;&lt;/a&gt;&lt;span style="font-size: small;"&gt;  Entra em vigor nesta quarta-feira (15) a resolução do Departamento  Estadual de Trânsito da Paraíba (Detran-PB) que obriga o uso de placas  refletivas em veículos novos ou transferidos. Conforme a nova regra,  publicada no Diário Oficial do estado no dia 4 de fevereiro, placas e  tarjetas deverão ser confeccionadas com películas que refletem a luz, em  acordo com a resolução do Conselho Nacional de Trânsito (Contran).&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;  Segundo a medida do Detran, as novas placas refletivas em automóveis,  motocicletas, ônibus e caminhões têm como objetivo combater a clonagem, o  roubo e o furto de veículos, além de facilitar a fiscalização e  aumentar a segurança no trânsito. A mudança é favorável para visbilidade  em dias chuvosos e com neblina ou à noite. As placas também  possibilitam melhor visualização da distância de um veículo em relação  ao outro.A obrigatoriedade é para veículos novos ou oriundos de  transferência, de município para município ou de estado para estado.&lt;/span&gt;&lt;br /&gt;&lt;div class="saibamais componente_materia"&gt;  &lt;span style="font-size: small;"&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;  O custo do par de placas custa em torno de R$ 150. Já a placa de moto  terá valor em torno de R$ 90. De acordo com o superintendente do Detran,  Rodrigo Carvalho, as 44 lojas cadastradas pelo órgão tiveram um período  de estruturação para se adaptarem à determinação do Contran. O Detran  fica responsável pela fiscalização.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;  Inicialmente, a nova regra seria aplicada a partir do dia 1º de  janeiro, mas, por decisão do Contran, a vigência foi adiada para 1º de  abril. Nos estados em que o Detran já estão aptos a implantar o novo  sistema, que é o caso da Paraíba, o serviço foi antecipado.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;  Atualmente, as películas já são obrigatórias para as motos. Também  entrar em vigor a exigência do aumento da placa das motos novas ou das  que forem transferidas de município ou estado. O texto prevê que a  altura das placas passe de 13,6cm para 17cm, e o comprimento de 18,7cm  para 20cm. Com isso, aumenta também o tamanho de letras e números (com  exceção da cidade de origem): de 4,2cm para 5,3cm de altura – quase do  tamanho das placas de automóveis. O objetivo do aumento do tamanho, em  ambos os casos, é melhorar a fiscalização.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: xx-small;"&gt;&lt;span class="adr"&gt;&lt;span class="locality"&gt;Do G1 PB&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4003271816354347629-3693786102778320742?l=garimpandopalavras.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://garimpandopalavras.blogspot.com/feeds/3693786102778320742/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4003271816354347629&amp;postID=3693786102778320742&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default/3693786102778320742'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4003271816354347629/posts/default/3693786102778320742'/><link rel='alternate' type='text/html' href='http://garimpandopalavras.blogspot.com/2012/02/exigencia-de-placas-refletivas-entra-em.html' title='Exigência de placas refletivas entra em vigor nesta quarta (15) na Paraíba'/><author><name>Marcos Eugênio</name><uri>http://www.blogger.com/profile/12577796122185826232</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://1.bp.blogspot.com/_Nu56GQmDcJQ/TIROH-9DrKI/AAAAAAAAMJQ/uIi4Yh2MIgU/S220/domingo+005+-+C%C3%B3pia.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-wi3CZALySqc/Tzu4qUSZ0II/AAAAAAAARSs/wK_dqyNb-PE/s72-c/placa.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4003271816354347629.post-2767279732831628581</id><published>2012-02-15T10:19:00.002-03:00</published><updated>2012-02-15T10:25:33.163-03:00</updated><title type='text'>Obras do Canal do Frango avançam em Patos</title><content type='html'>&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-XXTnCg6sTTI/TzuxGgydjVI/AAAAAAAARSk/0IXM7WGaeXQ/s1600/DSC_0490.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-XXTnCg6sTTI/TzuxGgydjVI/AAAAAAAARSk/0IXM7WGaeXQ/s1600/DSC_0490.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEBLAEsAAD/4ZWwRXhpZgAATU0AKgAAAAgACgEPAAIAAAASAAAIkgEQAAIAAAAMAAAIpAESAAMAAAABAAEAAAExAAIAAAAKAAAIsAEyAAIAAAAUAAAIugITAAMAAAABAAJCwIdpAAQAAAABAAAIzoglAAQAAAABAACVSpycAAEAAABKAACVXuocAAcAAAgMAAAAhgAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAE5JS09OIENPUlBPUkFUSU9OAE5JS09OIEQ1MDAwAFZlci4xLjAwIAAyMDEwOjA5OjE3IDIwOjQ4OjAxAAAogpoABQAAAAEAABLAgp0ABQAAAAEAABLIiCIAAwAAAAEAAAAAiCcAAwAAAAEAyAAAkAAABwAAAAQwMjIxkAMAAgAAABQAABLQkAQAAgAAABQAABLkkQEABwAAAAQBAgMAkQIABQAAAAEAABL4kgQABQAAAAEAABMAkgUABQAAAAEAABMIkgcAAwAAAAEABQAAkggAAwAAAAEAAAAAkgkAAwAAAAEAGAAAkgoABQAAAAEAABMQknwABwAAgiAAABMYkpAAAgAAAAMwMAAAkpEAAgAAAAMwMAAAkpIAAgAAAAMwMAAAoAAABwAAAAQwMTAwoAEAAwAAAAEAAQAAoAIAAwAAAAEMkMqAoAMAAwAAAAEIWP//ohcAAwAAAAEAAgAEowAABwAAAAEDAEAAowEABwAAAAEBAAAAowIABwAAAAgAAJU4pAEAAwAAAAEAAAAApAIAAwAAAAEAAAAApAMAAwAAAAEAAAAApAQABQAAAAEAAJVApAUAAwAAAAEAKgAApAYAAwAAAAEAAAAApAcAAwAAAAEAAAAApAgAAwAAAAEAAAAApAkAAwAAAAEAAAAApAoAAwAAAAEAAAAApAwAAwAAAAEAAAAA6hwABwAACAwAAAq06h0ACQAAAAEAABBIAAAAABzqAAAACAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACgAAD6AAAABkAAAACjIwMTA6MDk6MTcgMjA6NDg6MDEAMjAxMDowOToxNyAyMDo0ODowMQAAAAAEAAAAAQAAAAAAAAAGAAAAKwAAAAoAAAEYAAAACk5pa29uAAIQAABNTQAqAAAACAA0AAEABwAAAAQwMjEwAAIAAwAAAAIAAADIAAQAAgAAAAgAAAJ+AAUAAgAAAA0AAAKGAAcAAgAAAAcAAAKWAAgAAgAAAA0AAAKeAAkAAgAAABQAAAKuAAsACAAAAAIAAAAAAAwABQAAAAQAAALCAA0ABwAAAAQAAQYAAA4ABwAAAAQAAQwAABEABAAAAAEAACS2ABIABwAAAAQAAQYAABMAAwAAAAIAAADIABYAAwAAAAQAAALiABcABwAAAAQAAQYAABgABwAAAAQAAQYAABkACgAAAAEAAALqABsAAwAAAAcAAALyABwABwAAAAMAAQYAAB0AAgAAAAgAAAMCAB4AAwAAAAEAAQAAAB8ABwAAAAgAAAMKACIAAwAAAAH//wAAACMABwAAADoAAAMSACQABwAAAAQAAAACACUABwAAAA4AAANOACsABwAAABAAAANeACwABwAAAF4AAANuAIMAAQAAAAEOAAAAAIQABQAAAAQAAAPOAIcAAQAAAAEAAAAAAIkAAwAAAAEAAQAAAIoAAwAAAAEAAgAAAIsABwAAAARAAQwAAJEABwAAGlkAAAPuAJUAAgAAAAUAAB5KAJcABwAABRYAAB5SAJgABwAAACEAACNqAJ0AAwAAAAEAAAAAAJ4AAwAAAAoAACOOAKIABAAAAAEAOMQCAKMAAQAAAAEAAAAAAKcABAAAAAEAAFD0AKgABwAAABYAACOiAKsAAgAAABAAACO6ALAABwAAABAAACPKALEAAwAAAAEAAAAAALYABwAAAAgAACPaALcABwAAAB4AACPiALgABwAAAKwAACQCALsABwAAAAYAACSuAAAAAEZJTkUgICAAQVVUTyAgICAgICAgAAAAAEFGLUEgIAAATk9STUFMICAgICAgAAAAACAgICAgICAgICAgICAgICAgICAAAAABwwAAAQAAAAFpAAABAAAAAQAAAAEAAAABAAAAAQAAAAAADJAIWAAAAAAAAAAGAAARAAs0EQALNAAAAAAAADM0MTE3NTQAMDEwMAEBAAAwMTAwU1RBTkRBUkQAAAAAAAAAAAAAAABTVEFOREFSRAAAAAAAAAAAAAAAAAABAAAA/wAAgACA////AABIAQwAAABIAQwAAAAAAgAAMDEwMAAEAQEAAAAAAAAAADAxMDAFAAFkAOwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAALQAAAAKAAACJgAAAAoAAAAjAAAACgAAADgAAAAKMDIxNW1Zva7OsYZ1xE+NclYuD+O0dEUCwn8r20zvPqUTGgeMDNL9btiEowBaKPlCgNJ/AWSPtf7GQRl8KvMwXR8K98K81m0MCtGTUAgqaaW2Uu+EFJ8lpiKZC0zgQ6H6WzXm9GRu2bA6YYOguMvZ4ubl39TEr5V2Uin7yJBTEco+bcxnHbZM33HwaPFp2kizH7XbJHU/DSB8heouQeOH/668x87Nx0Pum4Ge6BlMo0K43b8cJM512rKy2nzwc/Fq3k23HHzXLX7KEVOQyPspUrpZr8TU3+Xm4tnLuKCDYToO3adsLOe9TAWFQeZmS7giq0Nhe4QvS24yAbvHUF/RhT71l6Dcyg0aKjgzMSgbCfLWtI9g+DPRoNJ4q1gAtUHbb6OHDIw7f4pa0SOAFOeGPfsif7TkWjVWcEybqLLXsaqewHdcPCDtvotfE9CIK+mSNrFv/5ULpeqgfYv8YMMhtgLRq2Ag65FCdi3P7PSHla6qqZOYiOPZOh5lt4TcH12GMmGbMFD7AZImvT+8JJcF/lo5g2g480kKzvVum8LmAhgrPkVMTEc9LhxL48CarDkCxnU/9KJY9ZYwDFvocKZx6lihN5z/CVIBtQ/TEEh7qdL2FS9EVF9xQPLYXx6wgvWcHtwzyjwfCejqWddGaPMZpCalC7KUBMEQAoIvrkB4RawuhujDocNyYVcFTE9VL3aNq4EP5LRhRQbCZyvYgD3BWu5jB4wPVP1u2ZKjAFt4+UKFFv4WZa209PMrGygwMzAqHw323L2XbC4LwZJACatrZrQh7fAW6yWmIpkLeOBDofpOnecsbKfdDjphg+C4y9ni5uXf1MSvlXZSKfvIkFMRyn4t13wct03eavFz8GjbSbIWdc8kdL8FRoK56xhAY4Garr3HzMzHva6agWNAQOuNypYthXQkh3UWUEnbaPBz8WmWfpAIWkesfsrhUqD8+ylSdr2vxNTf5eayLdO4oOZduA7dp2wudRJz9MCDJnpWjDSnJZ8gghhVthvOuwhIufsKPjqqjOEIcuFVMTMHKBs9jSlK8JvLALp5PQbUp3+rvNy1/YcMjA95EaU+3IK51IY9GEVWNCQOtamNiyWosLOxqnyMiFtkG+g62G1TUIs76ZI21X0XHD8lJt4Pv3pgxURGVF1K/8Abwbq0vh5Bu0tZY2RhX1VEbxX2kjX9RBDTsUr+rlfcnDdNXuphcXTMW8kLBvVPpPQWjM8iLWuYweMAGy49R0xMRz0uGgLjwJprOQLGhb/0pE/1ljLIW+lwcdzsO/E3nqHmHVHlI2Sm8MMeY1iln+n58cvLz0kmXENnjEy31a9kJMg9OBaQ92EaJJCiJqUflARv1TaT6zuI0BNR9LntFzzcdw34xeShtaueinepMg/YshpEPsx5K9iAI8Va7n0FiAyHfW7aQaMAWKv5QobF/zR0j7XW8gulKi0xQyo08h4jBWi5PgbRnK/qRJ0SuqouhBFtH4njkD1xzEqX8xSUwiVhruQHTmgPqbrC8ut47MTdq6ZyfrcgcMHnWXXAGydbdnW9HtQqDhYPACQkTXOKr9sSQF+5wEan5yic6WXyQqczjDjfUcF+Or9RFIF9cfqRiwowY+mqtkeXb4xYlXyyG+POKIWBBe6Yb3cEhK3bahE7BiA3GT4mD0d5fJDF+yJdk9fnkU7wxEPgeAuZIqYlnxSE71W2EmsECk6RpQoSkn5DZAjZHicxI8/J5P3y20pPZDILTbXI8MxRNqoJ0yj01wXfD8DnmcjQifAi6svlTOa9jwUZX9KAGKHGuWugR4emVvcdKrRMrn4v+sSGbVoqHvvm4NLZ8ebbBxg8sYW/4udTnNg0cdkeRt9qtFqdZZpeqrvR7AgjVuO3siw0tVtS9QM8yA6hW44wjyGkU801CuxbNcBFOdHGhGcf4w8aOj1eTFFHHy4zZOPAmGs5AsaFP/SkT/WWMsvs6mnxFep5Mt9jR6h5/kCR2u+qhFrS/OrrRFatX0mjUH0xDArXs9RUAuWhbiTHDihPafqCMqu4rASda2YyPnfgsIGnGTWA2+ebNjV93pTqTtZPwGTkjTPKbxvSgB/5gIZnJ+jcqaWygmdzTHifkYG++v8RVMG9sTrRy0pwoynq9ofXr8yY1bzyWyMOaMXBxS5Yr7dExO0bqlF7xmD3Wf5mz4c5vFAFu2Id05en0Q4wBIOguMvZ4ubl39TEr5V2UtYEN2+s7jWB0iiD40iyIZUOjA+XJLZN6Yow24tA+rl9RhTnv5x+ZVFCODMzOEJRZX6cv+cURn25+kCL2zCK6U22JJcPjA6VIbJI44Mo0oE17qxvNwTWrYlqUDsrIBoZHSY0R198nsXxIliT0xhisQWhQ+B4C5kmDCWfEPbvVbNhabsIUbf19cFtl7vc9w0QiDEzMCgbCfLWtY9kNP+D2W35k55Po0Habv2HDIwHfe5ayi+A2Ct5wgZFf7TjDjdbcY2VrbCzsaqejXdcPBftvopRE9CIO+mSNtVvBJQfpSaiGYv4YMMhes4dZ6zsJ12OuuEDIDhLWWJmZV9URC8V8ompe0xN05FOla1X+PA3zVqdcfN0cFvJNg71T6T0P4XGAjlrmMDjARouPUdMTEc9LhoB48CYazkCxoU/9KRP9ZYyyVvocPNx6l7NN5z8V63+SpHTEEh7qdL2FS9EVF9lZmJZSzggA+G6jl0n7KxnHc56IcNg+IsZoialH5QEb9U2kuk7iNATUYq+7Rc8XHeNnqqxs7Com4lyVjUP5LR/RQbCeSvYgCPBWu59B4wMh/1u2kGjAFir+UKGxf80ZI+11vIJGygwMzEqHg333LyXbT4K0ZNQCLtpErZV74QUnyWmIpkLeOBDofpOnecsbKfdDjphg6C4y9ni5uXf1MSvldIAKc1YglMRw5Ut1/mHt2bXCvFz9/7bSbIkdfD8tr86K7q56xPJY7576L3r6n7HvalQgWNAKuu5gjoFv2Q7A9raHbYklw+MDpUhskjjgyjSgTXurG83BNatiWpQOysgGhkdJjRHXnyexfEiWJPTGGKxBV684Hj0Zt1Z2mDrexCqSe2WRPevbC71wZJoQzMI8uHVzszP1+T2DSlKcJvLADp5vQZUp/9cviWRAnjzc/iCEaU+3H8n1IY9+bqASxvwyqmNdmRXT0xOVWFyiKPD6BJBda7sL3fEFm3JKpD7a+Ba2V3mdAefPN6FMeKYUxPYonFFHvzfx7SmnZmaoKu70OoJLVaEt+8sbrUBUqgDY8gyoRWODI8XpDbNaQqwWwvAejn9xpRnPxz+5dHCuLOzuMLR5f4cP2eUxv05esALW7AKac02pBePDI4VoTLIYwOoUgG1bizvt4RWLQnq0LuroJqZnaa0x9/8HkVxotgTU5jiMYXePJ8HdOZd2Vrga/uQKsltFsR3L+yudUES6MOziHJhVU5MT1dkdo2pyvAbS4C6+T2G1Cd/3D6lEYL4c/N4ApElvlz/p1QGvWk6AMubcEopDfbk18/MztXh8ggjQ2iSwfUubK/3RJbtSaoQe+tg2lndZvSHH7xeBLFiGNOTWCLxxZ58X0c0Jh0ZGiQrO1Bqia3WBDdvrO41gdIog+NIsiGVDowPlyS2TemKMNuLQPq5fUYU57+cfmVRQjgzMzhCUWV+nL/nFEZ9ufpAi5swiulNtiSXD4wOlSGySOODKNKBNe6sbzcE1q2JalA7KyAaGR0mNEdffJ7F8SJYk9MYYrEFXrwfh/Rm3VnaYOt7EKpJ7ZZE969sLvXBkmhDIwjy4dXOzM/X5PYNKUpwm8sAOnm9BlSn/1y+JZECePNz+IIRpT7cfyfUhj35uoBLG/DKqY12ZFdPTE5VYXKIo8PoEkF1ruwvd8QWbckqkPtr4FrZXeZ0B5883oUx4phTE9iicUUe/N/HtKadmZqgq7vQ6gktVoS37yxutQFSqANiyDKhFY4MjxekNs1pCrBbC8B6Of3GlGc/HP7l0cK4s7O4wtHl/hw/Z5TG/Tl6wAtbsAppzTakF48MjhWhMshjA6hSAbVuLO+3hFYtCerQu6ugmpmdprTH3/weRXGi2BNTmOIxhd48nwd05l3ZWuBr+5AqyW0WxHcv7K51QRLow6OIcmFVTkxPV2R2janK8BtLgLr5PYbUJ3/cPqURgvhz83gCkSW+XP+nVAa9eToAy5twSikN9uTTz8zO1eHyCCNDaJLB9S5sr/dElu1JqhB762DaWd1m9IcfvF4FsWIY05NYIvHFnnxfRzQmHRkaICs7UGqJrdYEN2+s7iWB0iiD40iyIZUOjA+XJLZN6Yow24tA+rl9RhTnv5x+ZVFCODMzOEJRZX6cv+cURn25+kCL2zCK6U22JJcPjA6VIbJI44Mo0oE17qxvNwTWrYlqUDsrIBoZHSY0R198nsXxIliT0xhisQVevB+H9GbdWdpg63sQqkntlkT3r2wu9cGSaEMjCPLh1Y7Mz9fk9g0pSnCfywA6eb0GVKf/XL4lkQJ483P4ghGlPtx/J9SGPfm6gEsb8MqpjXZkV09MTlVhcoijw+gSQXWu7C93xBZtySqQ+2vgWtld5nQHnzzehTHimFMT2KJxRR78n8e0pp2ZmqCru9DqCS1WhLfvLG61AVKoA2PIMqEVjgyPF6Q2zWkKsFsLwHo5/caUZz8c/uXRwrizs7jC0eX+HD9nlMb9OXrAC1uwCmnNNqQXjwyOFaEyyGMDqFIBtW4s77eEVi0J6tC7q6CamZ2mtMff/B5FcaLYE1OZ4jGF3jyfB3TmXdla4Gv7kCrJaRbEdy/srnUBEujDo4hyYVVOTE9XZHaNqcrwG0uAuvk9htQnf9w+pRGC+HPzeAKRJb5c/6dUBr15OgDLm3BKKQ325NfPzM7V4fIII0NoksH1Lmyv90SW7UmqEHvrYNpZ3Wb0hx+8XgWxYhjTk1gi8cWefF9HNCYdGRogKztQaomt1gQ3b6zuNYHSKIPjSLIhlQ6MD5cktk3pijDbi0D6uX1GFOe/nH5lUUI4MzM4QlFlfpy/5xRGfbn6QIvbMIrpTbYklw+MDpUhskjjgyjSgTXurG83BNatiWpQOysgGhkdJjRHX3yexfEiWJPTGGKxBV68H4f0Zt1Z2mDrexCqSe2WRPevbC71wZJoQyMI8uHVzszP1+T2DSlKcJvLADppvQZUp/9cviWRAnjzc/iCEaU+3H8n1IY9+bqAShvwyqmNdmRXT0xOVXFyiKPD6BJBda7sL3fEFm3JKpD7a+Ba2V3mdAefPN6FMeKYUxPYonFFHvzfx7SmnZmaoKu70OoJLVaEt+8sbrUBUqgDY8gyoRWODI8XpDbNaQqwWwvAejn9xpRnPxz+5dHCuPOzuMLR5f4cP2eUxv05esALW7AKac02pBePDI4VoTLIYwOoUgG1bizvt4RWLQnq0LuroJqZnaa0x9/8HkFxotgTU5jiMYXePJ8HdOZd2Vrga/uQKsltFsR3L+yudUES6MOjiHJhVU5MT1dkdo2pyvAbS4C6+T2G1Cd/3D6lEYL4c/N4ApElvlz/p1QGvXk6AMubcEopDfbk18/MztXh8ggjQ2iSwfUubK/3RJbtSaoQe+tg2lndZvSHH7xeBbFiGNOTWCLxxZ58X0c0Jh0ZGiArO1Bqia3WBDdvrO41gdIog+NIsiGVDowPl2S2TemKMNuLQPq5fUYU57+cfmVRQjgzMzhCUWV+nL/nFEZ9ufpAi9swiulNtiSXD4wOlSGySOODKNKBNe6sbzcE1q2JalA7KyAaGR0mNEdffJ7F8SJYk9MYYrEFXrwfh/Rm3VnaYOt7EKpJ7ZZE969sLvXBkmhDIwjy4dXOzM/X5PYNKUpwm8sAOnm9BlSn/1y+JZECePNz+IIRpT7cfyfUhj35uoBLG/DKqY12ZFdPTE5VYXKIo8PoEkF1ruwvd8QWbckqkPtr4FrZXeZ0B5883oUx4phTE9iicUUe/N/HtKadmZqgqrvQ6gktVoS37yxutQFSqANjyDKhFY4MjxekNs1pCrBbC8B6Of3GlGc/HP7l0cK4s7O4wtHl/hw/Z5TG/Th6wAtbsAppzTakF48MjhWhMshjA6hSAbVuLO+3hFYtCerQu6ugmpmdprTH3/weRXGi2BNTmOIxhd48nwd05l3ZWuBr+5AqyW0WxHcv7K51QRLow6OIcmFVTkxPV2R2janK8BtLgLr5PYbUJ3/cPqURgvhz83gCkSW+XP+nVAa9eToAy5twSikN9uTXz8zO1eHyCCNDaJLB9S5sr/dElu0JqhB762DaWd1m9IcfvF4FsWIY05NYIvHFnnxfRzQmHRkaICs7UGqJrdYEN2+s7jWB0iiD40iyIZUOjA+XJLZN6Yow25tA+rl9RhTnv5x+ZVFCODMzOEJRZX6cv+cURn25+kCL2zCK6U22JJcPjA6VIbJI44Mo0oE17qxvNwTWrYlqUDsrIBoZHSY0R198nsXxIliT0xhisQVevB+H9GbdWdpg63sQqkntlkT3rmwu9cGSaEMjCPLh1c7Mz9fk9g0pSnCbiwA6eb0GVKf/XL4lkQJ483P4ghGlPtx/J9SGPfm6gEsb8MqpjXZkV09MTlVhcoijw+gSQTWu7C93xBZtySqQ+2vgWtld5nQHnzzehTHimFMT2KJxRR7838e0pp2ZmqCru9DqCS1WhLfvLG61AVKoA2PIMqEVjgyPF6Q2zWsKsFsLwHo5/caUZz8c/uXRwrizs7jC0eX+HD9nlMb9OXrAC1uwCmnNNqQXjwyOFaEyyGMDqFIBtW4s77eEVi0J6tC7q6CamZ2mtMff/B5FcaLYE1OY4jGF3jyfB3TmXdla4Gv7kCrJbRbEdy/srnVBEujDo4hyYVVOTE9XZHaNqcrwG0uAuvk9htQnf9w+pRGC+HPzeAKRJb5c/6dUBr15OgDLm3BKKQ325NfPzM7V4fIII0NoksH1Lmyv90SW7UmqEHvrYNpZ3Wb0hx+8XgWxYhjTk1gi8cWefF9HNCYdGRogKztQaomt1gQ3b6zuNYHSKIPjSLIhlQ6MD5cktk3pijDbi0D6uX1GFOe/nH5lUUI4MzM4QlFlfpy/5xRGfbn6QIvbMIrpTbYklw+MDoUhskjjgyjSgTXurG83BNatiWpQOysgGhkdJjRHX3yexfEiWJPTGGKxBV68H4f0Zt1Z2mDrexCqSe2WRPevbC71wZJoQyMI8uHVzszP1+T2DSlKcJvLADp5vQZUp/9cviWRAnjzc/iCEaE+3H8n1IY9+brASxvwyqmNdmRXT0xOVWFyiKPD6BJBda7sL3fEFm3JKpD7a+Ba2V3mdAefPN6FMeKYUxPYonFFHvzfw7SmnZmaoKu70OoJLVaEt+8sbrUBUqgDY8gyoRWODI8XpDbNaQqwWwvAejn9xpRnPxz+5dHCuLOzuMLR5f4cP2eUxv05esALW7AKac02pBePDI4VoTLIYwOoUgG1bizvt4RWLQnq0LuroJqZnaa0x9/8HkVxotgzU5jiMYXePJ8HdOZd2Vrga/uQKsltFsRzL+yudUES6MOjiHJhVU5MT1dkdo2pyvAbS4C6+T2G1Cd/3D6lEYL4c/N4ApEhvlz/p1QGvXk6AMubcEopDfbk18/MztXh8ggjQ2iSwfUubK/3RJbtSaoQe+tg2lndZvSHH7xeBbFiGNOTWCLxxZ58X0c0Jh0ZGiArO1Bqya3WBDdvrO41gdIog+NIsiGVDowPlyS2TemKMNuLQPr5fUYU57+cfmVRQjgzMzhCUWV+nL/nFEZ9ufpAi9swiulNtiSXD4wOlSGySOODKNKBNe6sbzcE1q2JalA7KyAaGR0mNEdffJ7F8SJYk9MYYqEFXrwfh/Rm3VneYOt/EKpJ7ZZE969sLvXBkmhDIwjy4dXOzM/X5PYNKUpwm8sAOnm9BlSn/1y+IZECePNz+IIRpT7cfyfUhj35uoBLG/DKqY12ZFdPTE5VYXKIo8PoEkF1ruwvd8QWbMkqkPtr4FrZXeZ0B5883oUx4phTE9iicUUe/N/HtKadmZqgq7vQ6gktVoS37yxutQFSqANjyDKhFY4MjxekNs1pCrBbC8B6Of3GlGc/HP7l0cK4s7O4wtHl/hw/Z5TG/Tl6wAtbsAppzTakF48MjhWhMshjA6hSAbFuLO+3hFYtCerQu6ugipmdprTH3/weRXGi2BNTmOIxhd48nwd05l3ZWuBr+5AqyW0WxHcv7K51QRLow6PIcmFVTkxPV2R2janK8BtLgLr5PYbUJ3/cPqURgvhz83gCkSW+XP+nVAa9eToAy5twSikN9uTXz8zO1eHyCCdDaJLB9S5sr/dElu1JqhB762DaWd1m9IcfvF4FsWIY05NYIvHFnnxfRzQmHRkaICo7UGqJrdYEN2+s7jWB0iiD40iyIZUOjA+XJLZN6Yow24tA+rl9RhTnv5x+ZVFCODMzOEJRZX6cv+cURn25+kCL2zCK6U22JJcPjA6VIbJI44Mo0oE17qxvNwTWrYlqUDsrIBoZHSY0R198nsXxIliT0xhisQVevB+H9GbdWdpg63sQqkntlkT3r2wu9cGSaEMjCPLh1c7Mz9fk9g0pSnCbywA6eb0GVKf/XL4lkQJ483P4ghGlPtx/I9SGPfm6gEsL8MqpjXZkV09MTlVhcoijw+gSQXWu7C93xBZtySqQ+2vgWtld5nQHnzzehTHimFMT2KJxRR7838e0pp2ZmqCru9DqCS1WhLfvLG61AVKoA2PIMqEVjgyPF6Q2zWkKsFsLwHo5/caUZz8c/uXRwrizs7jC0eX+HD9nlMb9OXrAC1uwCmnNNqQXjwyOFaEyyGMDqFIBtW4s77eEVy0J6tC7q6CamZ2mtMff/B5FcaLYE1OY4jGF3jyfB3TmXdla4Gv7kCrJbRbEdy/srnVBEujDo4hyYVVOTE9XZHaNqcrwG0uAuvk9htQnf9w+oRGC+HPzeAKRJb5c/6dUBr15CVD4y3BKKQ325NfPzM7V4fIII0NoksH1Lmyv9/otXrZU75QU3mHqIgAAAE9GRiAAAAAAMDIxMQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACdO+2epnG76KibiXJWNQ/ktX9ExcMQKtiAI8Fb/rcMqAz77XHaSVz/Wqn7QITF/zBkq7U84gkfFiB5MSYOCfPNrJptMxqjlzUM5XlstnXvrBdzNbIirRsk5GulMkf55vh/N8quMVGIcKFry9LpGtvUxK+VdlIp/8iQUxHKfi3TfB2mTbhq8XNwaFtJthZ2jwt0vwRHw/qtWkBhgbKuv8fMzIG5rpqBY0AY672CRgW/dCTPcRaySVvocPPxnN6ht/B8Oy2SyxFSkMn7KFJ3ga7P1dTk5uIty1Sgb2A6D92mbC3nnbT6X0MeePWYIqcln/iEA1VAEp+6CFGT0Qo+bZe83PcNHioxMzAoGwny1rWPZDT/x4NC+atYAKNB2m79hwyMB33uWsEjgNgrecIGRX+05A81VnKJm6KwubGgnpl3SDwD7aqKURPQiDvpkjbBbxCUFaUsohmL+GDDIXrOHWem7C1djrrhAyA4S1liZmVfVEQvFfbSqXtIENOQSv+tVvydN8xe63HyZOlPyDKX9U9S9MmFOwM5apjB4wAQLz1GTE1HPdIa9+MsmWs4AseFPvSlT/SWM8la6HHzcepezTec/Fet/kqR0xBIe6nS9hUvRFRfZWZiWUs4IAPhuo5dJ+ysZx3OeiHDYPiLGaImpR+UBG/VNpLpO4jQE1GKvu0XPFx3jZ6qsbOwqJuJclY1D+S0f0UGwnkr2IAjwVrufQeMDIf9btpBowBYq/lChsX/NGSPtdbyCRsoMDMwKh8N9ty9l2w+C9GSUAm7aBK3Ve6EFZ8kpiOZCnjhQ6D6T53mLG2n3A47YYKgucvY4ufl3tTFr5R2Uyn6yJFTEMp/LdZ8HbdM3mvxcvBp20iyF3XOJHW/BEaDueoYQWOAmq+9xszNx7yum4FiQBnruIJHBb50Jc90FrNJ2mjxc/6V0bK443MoIoHF7lxvxwQmrXlqoDvbIOoZ7SbER698bsUBIqiTIxiSsfVeTB939JbdqdqQ64sQWkkdlrT3X2ze9TGSmEPTCALhJc48zyfkBg3ZSoCbOwDKeU0GpKcPXE4lYQKI84wHfe5awSOA2Ct5wgZFf7TkDzVWcombqLCzsaqejXdcPBftvopRE9CIO+mSNtVvBJQfpSajGMq7JoEjPMxbZersJV2muuIDIDhLWSRnpl49QCsE9tOpeosRupBK/qxT+Jg1zH/qced16FvJI5b1T6T0O4TGAjlrmMDjMi4uPUdMThrC0eX+HD9nlMb9OXrAC1uwCmnNNqQXjwyOFaEyyGMDqFIBtW4s77eEVi0J6tC7q6CamZ2mtMff/B5FcaLYE1OY4jGF3jyfB3TmXdla4Gv7kCrJklsrdy/sAAAwMjA0SkMPnqzx1owy26QhegmT0LogWGdBeSvZgifBW+4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAxMDMAAAAAAAAA/wAAAAAAAAAAAAAAAEFVVE8gICAgICAgICAgIAAwMTAwAAAAAAAAAAAAAAAAB9oJERQvIwAwMTAwAAgCAf8HAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAxMDAAAABkAeoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwMTAw/wAAAAAHAQMAAwAAAAEABgAAARoABQAAAAEAACUSARsABQAAAAEAACUaASgAAwAAAAEAAgAAAgEABAAAAAEAACUiAgIABAAAAAEAAFz0AhMAAwAAAAEAAgAAAAAAAAAAAAABLAAAAAEAAAEsAAAAAf/Y/9sAhAAOFBYZFhIdGRcZIB8dIitILysoKCtYP0I0SGhcbmxmXGVjc4GljHN6nHxjZZDEkpyrsLm7uW+Ky9nJtNiltbmyAQ4gICsmK1QvL1Syd2V3srKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrL/wAARCAF3AjoDASEAAhEBAxEB/8QBogAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoLEAACAQMDAgQDBQUEBAAAAX0BAgMABBEFEiExQQYTUWEHInEUMoGRoQgjQrHBFVLR8CQzYnKCCQoWFxgZGiUmJygpKjQ1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4eLj5OXm5+jp6vHy8/T19vf4+foBAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKCxEAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwBaK9E4RaKBhS0AFFABRQAUtABRQAUUDFooAKKACigAooAKWgAooAKKACigAooAKKACigBaKACigAooAKKACigAooAKKACigAooAKKACigAooAKKACigAooAKKAErhNS/4/pPw/kKwnsaR3O3orcyFooAKWgAooAKKACloGFFABRQAUtABRQAUUAFFABRQAtFABRQAUUAFFABRQAUtABRQAUUAFFABRQAUUAFFABRQAUUAFFABRSAKKACigAooAKKACigBKKACuD1L/AI/pPw/kKxnsax3O4orYxFooAKKAFooGFFMApaQBRQAUUwCigApaACigAooAKKACigBaKACigAooAKKQBRQAUUALRQAUUAFFABRQAUUDCigAooAKKACigAooAKKACigAooASigAooEFcFqX/AB/yfh/IVjPY1judzRWxiFLQMKKACloAKKACigAooAWigAooAKKACloAKKACigAooAKKACloAKKACigAooAKKACigYUUALRQAUUAFFABRQAUUgCimAUUgCigApKACigAooAKKACigArgdS/4/wCT8P5CsZ7GkdzuqK3MgooAKWgAooAKKAFooAKKACloAKKACigAooAKKAFooAKKACigAooAKKQwopgLRSAKKACigAooAKKACigAooAKKACigAooAKKACigAooAKKACigAooAKSkAVwOpf8AH/J+H8hWU9jSO53VLWxkFFABS0AFFABRQMKWgAooAKKACigBaKACigAooAKKACloAKKACigAooAKKACigApaACigAooAKKACikAUUDCigAooAKKACigAooAKKACigBKKACigAooAK4DU/wDj/l/D+QrKexpHc7uitjIWigBO9LQAUUALRQAUUAFLQAUUgCigAooAWigAooAKKACigAooAWigAooAKKBhRQAUUAFFABRQAUUAFLQAlFABRQAUUAFFABRQAUUAFFABRQAUUgCigAooASuB1P8A4/5fw/kKylsaR3O7orYyCigBD2p1ABRQAUtAwooAKWgAooAKKACigAooAKWgAooAKKACigAooAKKACigBaKACigAooAKKACikAUUwCikMKKACigAooAKKACigAooAKKACkoAKKACigArgNT/AOP+X8P5CspbFxO7pa1MwpaAGmnUAJS0AFFAC0UAFFABRQAtFABRQAUUAFFABRQAUUAFLQAUUAFFABRQMKKACigAooAKKACigApaAEpaACkoAKKACigBaSgBaKACigBKKACikAUUAFFABXn+p/8AH/L+H8hWcti4neUtamYUUANPT8adQMTvS0CFooAKKAFooAKKBhRQAUtABRQAUUAFFABRQAUUAFFABS0AFFABRQAUUAFFABRQAUUgCigAooAKKACimAUUgCigAooAKQEHpQMWigQUUAFFABRQAV59qf8Ax/y/h/IVnLYuJ3tLWhAUUANbpTqAE70tABRQAtFABS0AFFABRQAtJQAtFABSUALRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAtFABRQAUUAFFACUUAFFAC0UAFISAMk4oAz5pgOOg96YJAvIbOTWLNkXEmR+AcH0NWK1MgopiCkPAJoApmVj90cVnyzOB8zYPt3rFtlpEMl0fKAUnd3rk523zM3rWV7lpHc/a1/uNSi7H9w1rzE8on2v/AKZn860IyZIw4GM9qOYfKVXkJGFBx06VKkqsPQ+hpc6W4cuhLkZ60hdVIDEDPrWl0RYaWU/xD86Rf9YfcUuo+hPS1oSFQvLGn3mAqW7AVlu4yeuBVlixTKEZ9xmoUrjsV98nd1/75qPzmH8W72GKhtm6iieK5Rx86Oh/A1I0yA4zzUqT6jcY20Ixcx9zipElUjJI5rbmMeVkueR6UufyqyBiupAwwz9aRpUUZLYGcUrgRtcRqcbgTUP2tAxGMj1FQ5GiiyI3ybPl5b0qubxz2x9BmpcilHuTx3UhI3R5BOM9KsC4UA+Z8vPempA49iNL2F3IDgADvxTXvFVj3puRHKJ9vi7g0ov4e+fyp8yFysU38P8AtflTf7Qh9G/KjmQ+Ub/aEX91qel9G7hcED1NLmDlLyyozAK4OakZgqkk4FXcgxTfEAjAJq4tyjopLYPcVmpFWJ1mjPO8UxrlOQpBIq7oVgS6jdSQenaiCbeSGIz6UXCwv2mPcQTjHeozeQjPJP4UuZBYSK7Rh8xAOas+fF/fH50KSCwefF/fX86PPiP8Yp3QWJPMT+8PzqMzICRnP0ouOxG1zGvVqQ3UY6NnilzIVhpuo9ue9Z5mLPnP0z2rPnRViCVg+GYjI/Wo0kG0g/gaOZWGTNIjcgEHvzT0umTjqPQ1nzhYDfvk4C0gvpeeFNPnZNh4vn9FpjXcregH0pc7HYrid/XH4VUllLHBPFK5RWZscHNZUhy5oKOr3L70u4ehplC7h6GuitP9QM0ALNbpLyRhvWsP7LcZPOAD2NYTRSVyZbeZecg/U094pcAsFbHQCsVdbG3Ix5h2gbmA46UhCb8l8Z9DXTcjlLAZQvyFSfXOKi3ORkEAA88inzMXKhPn25L8+3Nc1Kx3nJNLUhldXyec10UEjhANu4H3p2JRYAMmQUIOfujFRuyRgrtIPTFVcsVgCBvGFJxnPWnmIKvAH5Ubj1RWjZWPyuSQOQM8VF5SlQXkkBP8NCE2Mj2A7kL/ACnqamuJ/wCFWwB3zS5jMyg/OQealExDDJNSBrAx+Tu27sdgM0qBbhMFCgHtjNVZM0UmXBGAu3Jx9aiWIQqdgP060+VBzMgSY5yyMPQmoJAHfPlg/WlYdxqxxkfcXPTFRTwFmXy436YOBUbMT2HpaN3glP8AwE1cWxP/ADxc/VaWpasPFif+eDflTTZsP+WDf980alaDfspXrCfxWpRaSE5WNfwIpaj0JPsdwDkRgfiKVrWbbklPoXFOzFdFNoyv3lX8CKhwp6KM/Wp2K0ZWaJ/Xiq+1RkFua1TuYtWGrHxgMKsRoTn5tvHJoJsPWEMpIkBqEwEj5XHvmlcqxH5cig5AP0qxDA8hy+VH6mloKxdktVIGzg1SFpMeij86SZTiILOcdQB+NNFtPnt+dVdE8rBbeZm2kY9yasizkHVhSbQcpKtqdpBJ3ep6VReGVDgqcHuKjQHEi2OAQQSR7VBIHU8jgdaozsEe+ThBj61bFvMVJwD9DTsFhsdpKW+YFfw5q2IVVTySfegpIm8sIPujJphEbcZ6ds0FlFoh2c8+1ONupO3LA+vamRYge2ZBySRWFICrkHrVIVjufKX0pREPStAF2AdRWxbAeVx60gLVNIFTYpOwmB6UuB6UrIrmZk6gAFQ7QeSOayF7/IvT0osK5es4llDbiRj0q86QohQscHmsymUdlueAW/Os64tlUjb3p3sCVyvHAxIwOvNbeGC8daszM95HViScGp0zNtUmpETCBwm9nBXggEeorM3yyMxycDrk0wG2gkJYhwvODk1vMVkPLqvX370yhBDErbkkc5PYDArIuLaR5sqMr70CKRtJxx5fHrmrS2p4LLj156UwRoCNEBUJNn1DAUwMVPEE5HvJ/wDWpFWHea3/AD6P+L//AFqjEjLnFoTn1YmmIjDuMgWg/Esf605Xnxtjs0+mCf60CLCC6xkWkYI/2av273iD95Ej+3ANAx8kbucrEyE+kpxVfyLk5y7ew8w1Nh3Kj2l4WY+ZgdvnNR/Ybkn5pR+LGrsItw2UqKRIyk5/SoG01y5bzAM07CFGm5yDKTjg0o0lO8rUtALv2JRGq+ZwO+KRrWJAS0gwKTRSdga1hxkzED61QltSH/dMCvqSKlpId2Vo7OcHLbfzqZraTyzgDcfSoKQ2G3bbgj9etWVgj3bShB9c1RI/YUcKQBnoasbSDnI/Os7F3GNkDgjrSiXA6Z9qOVjuiZZlI7j2IqKUhj8oBx3ppdxN9hoKqPmB9afvTtuxTaEmQvIuDhj6VnB2OQvzEgDkUWQXH4bk568cVOqngFjSsMmVD/FjHYU4kgHGOKokiBz97iowAATuAwe9AEb5l4Ck+9NFsqtvPb34oAkKbh8p2r1JA5NJ8xbaRkepoAkIyu3aNp/SuNu1C3LqCSBjk/SqRLOxVTgc0jHaeWP4UrjAuFAwc1rWbZjP1rXoZdS/zR9aRQYNAFAFK6iMqKqkA571kywGI/eU54wKQDIz5asCDk1UkYnmoBkO8hs4q+XLoCeopMFoVC5U4GeKtRyuR94fialuyGlqI9u0obYVZsZ4NWLS3ljCuydMdQfpUQba1NZJFxiRhNy8AA81z14u04B4YZx+IrZMzaKgjyG+T5R6djWkbRFdVxkHJNXck1LVQsAXuMjrVv6VSEx4PrQ6BlIXg+/SmIxLyaa32g7Pm6EVWS/IUBgM+wppBc0FnLIGQBwT27H0pfMlJyIm/KoehS1ISbkyL+6IHp2rQhe4UlvJ7dzU3LsWfOuf+eK4+tIXu26LEp/E0uYViPF3j/WRj/gNNH2nPzTKR7AUXCwyRpScLcY9QQDVR0mLRl52Zd3UACncFoXMN/z2l/OjYT/HKfq9LUNAEYXP3uTk80M2xgDnpmqQmU55cDhBuPQmsR5NpxIMknnikZtmxHMjKP3S47HFSmQj/lngdqNC7tjWknPKAKuOpGatpIzcFvwFFxj5E45bAPWkaRY4wT83pg1Iyj9tHRsYPaknbC7oz9eelBNyn5rKSCCw9aYl1hyHHFILmiHVh6HqAaNycjdg0jW5A43HKkcD86SOR1yrjcQaYiRy/wB7ChffipVXOMsM+1AExUMu3J45qsxaMAKCxHTB6mgB437RuOSevPSrBJKgYGfUUAQOobB+YD2NV1RsgdT04PX86ANHnH3sY68VRkZicE8dlBoAa4zjOBg55pVxyuRntQBIoKgZDMfr0rkb/wD4/JPw/kKpEs7GqcxIbB/CpGRBS2Mn8604pDbq3T5unpV30IZMt5wC2Dk9hTnuHXnkA9PpSbEVmvXGMEDHf1qT7TI5A3Y3EVNwHliCd7HrTA4ZSS5xnuKksqPKHAHf61W4wOaskaVGOKkVtiAE+/Tmobsi0rjlmA+6oz6tziry5uIy8knzDhRt/SvOnJpHSkZZkYD5SVI7jinw6jKh+d2kUdiM/rXbTWmuxjNmlDKLp32sFOMhT1rmpmbzAGDf8CGK2SM2zWtomKMG+7IpH+H61cijkR/ndSgHyjvTurjtoPgVkeXdjaxytXfoOTTUkJpkpXnB4NNxt71qZmFe7Z1BYuojJydhrnOO1VFpks0LNyJDHnAfgH0PY10H2h4iqnDkjkD+GomXEVb0n7yHrjg0/wC2xeYVbcoH8R71gbFuOaOQErJ0qQFSfvH60hjSFPUmojGW4UsB7UAY0MIkWTJ+ZZMZ9q3pEZlTy1zg9PzrRGbI/Inbkx4/4F/9apxFPj/Vj/vr/wCtTEP8qXH3MfjWTdLLGVd0AUDBIOaYiAHcpI5H51ErxZ2yRKB6gZosBfi8oYMbAKfSrrIGBJAWsjQz/MSFtvyn2FMleP72MD3pFFHz156lR+dKJRIPmTOOlMkzWIVs7Ap9asqwZflO0+tUTYtxMgGHGT275qyxULuIQqf0qShBHEV3swH0NZkqjeSjtj0IoEVNs33QPrzTtjI2dxB9qq5LI3RsFiS345qtHJLGcjPIpp3JuWHupAF2nBHX3p0V6wkJkGQfSnYq4/7YTNwTsJxzWityoZVX5gc528mlYdywWTO4LinI25SdpB6EA0hjgIyn90ezU3KBmCjOKAGqSxO5eM8YGaYN4B+QpzzgZNICRVmVjySOxzXJagMXsg+n8hVITO3aPauT0FZqyB9ufvZ65qBiXK+XLgHjiqRc7SeuKDNj9+VHFN3lj82SBxTsIc4VXbb+VORsAZPNAFh5mfliOPbrUAckc/nigBA3JGPqKsKoY9uKAFE0MDbZF3E9AO1UCSCc1yyvfXY6YkkZO/IAYjse9STTl3Vo08o5w6KcA/hU8vU3t1KU+fLDL91u9MXG2tmrRMLpy0JIC/2lBHksTwBVOZ2aVi3XNbRMmIWbP3jRub+9TKHjzD03H6CpR5ysCNw9OKko3ftM8USybgzY5DN0qt/aMjR7WbBJ7dqLWVjRJc2o+c3EiEo5MZXBJHWqY0+dlDADBGetaQSWxhUVmPXT5s/MQtbildwGfnx8x/vU5rmWplHRjJ43RMQSDyz1Rhn8qy08+V2gKqQoyeOR+NZtXNUxxgIXHBz1qFYSBw+0du2aBlyOdwu3CkDpg4zVW4vJUkVVxxg8HNDVxpk1pJvujknLEkjGOa7BGRQNxxVkPctedGAPnHNNFxFjJlUD3OKE7kkBu7fosqsewBp7mNhgkH2zTA5O4SO3mKhmRGGQB/SsppVZzgkg9M9aV3cq2hnCRkb5Sa0kukfAmyD+lFhXLAbByhUk+nWqxyxyQxJ9agu45lKnBXmnK23kikMpsxzlhwO1APOFBzVCJ3vHG2NxlF7VMsodTt4PvWaVi7aCtHlSSx9+Kngt0Ycu2R7VZBN5MMTZ81jkfWraxRuPUetIQPaJn5SazJoDGu5sYqbENGd5cbfezULWy/wn65qrtEFZoWUZHNQgMCCMg1rcosCYjIDEg9qsLdNghmJ9KBlxbweS6svOOOOlQi/bYMYyG6Y7UrDLC6iNhDJg9sVB54lICNtYvnOeaLBc3o5JAFywPrXH6ic30h+n8hQgZ3U9wpJMfXbg8VzYbb+dQDZITvPzHnNQuOnPOPWgkehA5NLlS7ccdsUAPc5YEc5AqHBC4xznrTAk2sUIAyc9qiKuO3HTikMCjsPu9akjik5ByoI5INO4WKJjCyk5BCk43GmvLIuDIp5z+NS1c3eiHec20bM9c1ZlkDbX2skh4BHQ00rFN3RV8/7wds54IJquTt4GaaMLJbFyxm8q7jcgcHknsKQKhY7x1rRkogjjLt8pAHqTjFXorSNXzLOhA7LnmkM6KJVAUq3yjp9KLsq9uyg4Yc/lXL1OlHKs7bGPBB4NQhSQCeB610CbsyQNJ08w49MmqLllkILEc+tUcwwsTxk1pea0ZjI/uCmIsNdsyhcHPapLaQ7zywY8detIZ1CQgpucqrkZOPWqUohX70m0dBzWZoVfJtyxJZmIHTANZVyqJIDEMZGQB2piJ7Ussoc5OepreSCc5LIfzqiCpZYnnlOAefuk9K3Vj25ym0fSpRpIpXUpSP5DjkYytPgdpIFx1HFPqT0MO7kZbjqMD7ue1QFkW3DkDeTzkfrQzZbIzWTJ3KOOuKqMMmhGUtxE+V8g+wrdtbkjhwGHrTZKNZXSfADLx/CamKOq/KiH64rI0K5RQTlRk9jimhQDwMEenSkUc5cy+YWGFyW6j24rW08QmA+acMDWnQi5pvDFjKniqhLLymGx2IqCiMzL/EGBFPWWNiDxnoM0xEouDu+5n6GnSbZoyrKw/GkBmxwrEQSpYn16Gp5It4zswadxWKhiA43Bc+ppTb7ccAn69aLkNFOSDHVcfhVYwcZAwK0TJJPJJTAbHuRVd4GUgL830ouK4nkSZYbeV6ihYZVIbaRii6AsPcORwSDntWXKxaQse9Mo7JF5wR1FKYyByB+NYCIiEVuOmOcU4LGTjvQXYaEwR056+lTggfwg0C2I+M8jgetO5JyentTESqOwzTiATxjNIoazYwMD8DTA+c+tAGHOjISxAIJP4VJPldmQCVXkda0Rq+hVbp02+1RknK89KZothJU3MGC/eHP171ZhtZXUkocY4JrRnGbMFgEO9sk98dK1ktoQMFFIP50gFktUaIqgAHp71zcsTQyKCCAfWotZl3ua/wBojAxyAPUVUkuU2kKuR6muextczd2B8uAD6VAWyxyckVumZMfbR+ZJgAN35qgwBYg8FTiqQSVrETrtbGQc81dmHEPvGP5mqMxmGWTG35l7GiIt5yrkjLD8KRR3bRcj55Mdsj/61Yep2rlEePL4OCAOajqV0MaKUo+K1IIBKhmkblj8oU9D71Mm0roSI4XCgDOcfeDDmutjJNqJMrjHBPerNnsjlnCvIZB+79RHxzXXwKXhRs7uOp71EdEE42MvUGjjkjEwynUgcfSn6eMBlHTPB60teYi2hHqNshRGUHO7B/GtT7Mqnb5YZMccdPatB/ZMa8sEAMqfLjqO1ci6kMfbpVGJXJ+YD0FTKcUATo53g1pR3cqptPP4Uhm6k0UmADtPpgVT1F3VFEfCtwTipS1KbOaCVo2pAkKno1bMzRskA8Aim/MvTGT61ynQVmyWGVyMelQzAFA0cY4POeDVCGwo2SGAUDod1WPKkC/K+frzQIjbzsgY4HpSFmxyCPekMZuD98e+Ktoyn7zqR6EUhk4CE4BXHrSCOFzk4/LFIdiNrRGPytgfSmizwvyHPu1K5lyFORHjIJX8ar+ZubBA9s0WMGrA8Ctz/KsK4ULOyjoMfyrVO40daztjOQKrO8hIJO7HrUmqYEnacjPHaqwl6bVfH+7mmVcUXS5wcj6itBSpGQQQe1JqwXuTArggqSD71W8zBwQBUE6CeYegJz6CmAvu4Un14zVEjpI5GXIVs9elLEJDgshHHIplEN8hCK5BHb61BePE9vG0ZG4nkd6pFsy0JOcmrEUbTS7EHJ/SrKv7p0VnbpGp3Eu27pjpWsdoGD/PFWcwoIBPX8TTh9OPamAuakGD1UYHr2piMO4serwnOeStYD7hlWGKyaNEyNCZG2ryfTNL5bCUxlSGboM0WGSsZLX5GGwk56c1nP8A61sZOeaYmxhViehyauK5KhWGCF2jj3zTJGkuw3Mu7uSR/Wpw3lujgYYcjPNIo3E1IsR5i/iOaDcIqERc7s574NRYq5gNgv8ATkYp8QzKGBI9gcVQ0tSzdRNBISFOxuQfWtSSUpp8CowOCW/z+dSnc16mO8pKEMM5GPpXUR3u2zSONlEuAAKLmrjfQ5/UWka5BkOcqMGtTTpNiMWbGe+KZz3900ZJYjgFmdcjIPWrC3kecbnI9xVWMbg08VxmPqD1BrOvraLauEKHGAfWgDmHtQoyGJPpiqRGKYC1IGYAgd6QEqnGPXtUvmMRsJzn1oGOBBJBGKuxRpvXc2OemP60NgkbG5SwAXn1AqTZknCt+VYmoBSTyP0xQ0Qxz+opDKBDxk7ArD0I5oDCT+MKfTGDXXFpqzOaSadyf7p5JNScYHGQe+awlGzNVK5GcbsYOPWq7eWTjH6VmaEZi28qcGojI68OAR7UATpL8xx0x0qwJlPCkkeopWGSmTapOWPfpVFm3H5o1z9KBMqMrZyFOPQGudugRcNkYPH8q0Ri1Y7AqDgbfyp4TGCB9R3rO5okkKyBlOMZ6YqoqsjlQowBn0BpoLFUwCRtxX5h1GP51PHGVXaFCrnk1oSKTsYhieenGaPKZjznHt3qBWLsUQA/1YH1q4PMxz+lMofsZhyMmpRCQMnApWZVyvNZibAdmwOcA1D/AGZbgZIJ/GtEmZtoybq3hRkSAZfPKjnNT2lo0TmRztzwF71ZLZqIvlr8oOM8nuaQY/H1PeqJJc9yOccmlzwMAfjQICct7mn85FAEik8AtUbwRT8SICRTArtp8QGYVVWHQ4rGjYPKqgHeD90etQWE0O//AF6t5nA98VIdNYqD5wB7AipuOxB/Zpbl5h+C0CxCNnJZfwpXHYUxxLxuI54GeKiZI5VZYySQM9KLhYzFiPQnawp53Bfm5b9aAGhiMZ6+9T5YrhQqADnbQNOx04jt5LHhnY7cj649KyrjaIEAIOBjg1KSOmppZmZg+SxJHtVuGByvmKQXIyB3FNBUbTsUndpjuds44rat2C2yhl561Rh9kTPtS9QRuI+gqjIp/Zy8w24x6Dqa6WDMimCZmDY+XPf86QGXJEVYqwyRVOWJWUfLtYcZHemBishBwKj5FICUHA4/Wjkrk9uBQBNuG0evvU4ZlAAJwaTKHpKO5K1f82RuAx2+ueRWbNETo21RlgxHU96aJ1BOXIwM1IyYOhG8OOT94GkkEbjLtux370AVg8gGFkOP9rmniSUchVJ9jit+fozLl7DWkjJ3SK6npnGRSLNFu2qxY+h4q7RZF2h5jkJzkD2NBWYKRww+lDpsFMhWQhgHXH0obCsoaU8HjBrntY2vcmRgcqrAY4+tI0QlJw2GHb1qRlBYpcna2eexrBut32ht3XjP5VoiGdoTn7pUfXpSb9oB3CsjQasivyDUvzHG05zSGM2/MPMUqx6YzStGQTzkemK0RAxQSPmHT2qZZAx2qen5UxFpDtxkE1dVx2HSqRLHGTpgUxnweuAevGa2MhS2OcjjtmoWZHGGB9cA0gI9qbvljAPril2+/NQ5ItJi7TigoeeaXMPlDafTr+lN2t64HpiruRYUIR0HP1p6qSTmldDsx+3k8gVIBipci+UcST3qosEUbl0jAY9TWF2a2RQnjV33NkMO4OMinebIcgKCR6mgZVkcEZ+ZSDg47VASSAA5B9M5piKbuFZvMjAJ561TWUxt935Rxj1q0QyeR921wu0dxVMEFjnPPSrJEb/WcZwPWhso+3PGM0AX4rloiBn5R2rYFo8ib1TcrgEZIGKhbnXN3ihkFnOy7HUKAe5q0bKZeVkRSOlWjnk7lOCycB42ZSj8/LV77K2NobgVRkW1i82DyzhmQ8MKoXMa20RLOCem0DmkBiMGKh4iSPY0n2uQEEzOCvQMM4rWxFyc3kspBZo2x7EGt2zWO6yHCKfRX5/KosUX5NOt8cIT+NYl1YLsLIOQOBmpGcsyMhwRilB45oAaeORS7zjHamAgPTHT3qykuQRUspF5ZRjBH5U7bkEcEHg1ka7kkCR4IUtj0FTzARgYOM+poEPER8ohcc+hzUKqyHa3GOxpCJx94YP1pr7W4fBz096Cin5Eq8wSED0JyKU29033pcfStedmXKNFsyDJJz6mmNjIySQO1Re5dhAxQFhzxn0oDlmXDvuPtxTEW4o33FncFfQVzl/j7Y+DkcfyFC3EzpQ4ZSDgsO9TPEsgAzn0H/16gsS3PyEsgU5xjGP1q5G2CcAH2oAtF02/MA3+yeKqidW4CtGRx8y8VRIx5yoO7nHoKtQ7WAI2k4zxSuUWwoXOO9JlQeoqSivJIAhMeDUSSbsnoR1pXCw8AluRkEUBu2M/SgCXFL2oGOpw5piGu6xglmxUg+YZTketMkb06kZpN2aRQmeOKdn1qRkTuw5Qg+xqLzufnXH0piIpFRyDyQR2NZDxhJAYzx/dY8UwFRDvO7O1ieFqk0gjnB2kdwTTRLInkEpbOSW44HeongcEM/A9O9aLQkjck4yDTE69asgsEqB85+bp9aY2yQk+YdyoAM9z6UARjkiu/ScKoUuCAOKk2lsiUsDySMe1AKnvVGBJxnhh+Rp2046igDLSzmiYmK42jPTFOa1RuZCzuepB25/CktAOfngiinJQEIDlgTkUubRuQR+tdCt1MnfoHlwEZU5H14rZt5LdE3BEVh/dXGaGl0BN9S8LxAehx61cyHXcpzWJqZtzbCVSSmCOmK5Sa3ePtke1AGaaQnJoAbT84HIpAOyRxnOKXeQRg0ihuRkc7T+lP3sMEYOO4oEXYriRY8KFC9Ki82TBd+lTYq5MshYAHr2GcVZDEYDDPapKNVCuecipWnVW25/EmoKInmjKEEMc+lYrtGfuIQAe9UhERdQR2z3q3G0ZZTJng0yS8GLOxC5zxg5rkb3P2p89eP5CmgZ1jIztl+cenemgbmwVGPT0rMosKWPP8+tKmdzcfQ+tAEpIJBA5H6Gnfe5Y579KYFXYoLDkfQdKiUtGSSTx0I7/AIUhkxudvHmD+uaiJMvzqQx7E0wJUZ4+HAxTy3HDEewFSUTJwepP0qdVx60gFLLH99jT45EcZXc30FWkS2RebjILID67garTX0EZHzOSOoUcGrsjO7MxtVLHEUK8/wB7k1dgW6lXMsrRr2VMD+VD0BaljdFExwGJ78k037SmCRnPuKzNSMXkZ46GrhnQR7ic/UYpWC5XMoJ+QbiahkUk/e2+o7UAVw3y4bJ/HGKaGDuQCVzx1yKYFaSIqCobJ9zUQt3Ef71QT1FVcmxsL5SLnZwPasWRzJISaEDK86kEelRQxmSRVUEk9AK1RmzrhYQ8eaAzjqM9KtCwgQlpIlxj04pklUWcTOCqEH2arv2bB/w5oHcl8v1J46Zp4UZxxQIMMGxnipwv1oAoXTvDt24we59azGvJMEZUfSrViWTw2kc8Ybzzz1GKmms7aG0bG13HOTjNMRkj7uRGwH+7ik5/umui99jKxp2dysG4OpweePWtqK8jlYqqtketYtPc0TLJfP8ACaz5QDndGeayLOVubU53Khx6ViSoUbgHHvQMhU4bPf3pzZY571IDB19DTmOetMYzp7ihTg5FAicSkYB4x6Vb37/mPzY7CpsUQeeysccjtmrK3QJGVCn1xSsO5ZWeMk5fBH61VVXllwqlj6//AF6kZoeX5akcFu+amVcrwQKm5RVOzO1yOfWnlQw4IGOmKYFlCBgFj9a5W/IN5IR04/kKqJLOxKkEtnikickNlcf1rIsTaV5bGe3pRFjbhz8/fApiLgQdSP0pjREtuRgMdBjNAyB9x+7+Jp4wq5JG6gCJ4I5ucDNPSHauENMRJ5L46c0zy2HBSkMCyr94gVMsikcNSGQXThYeWYHsQcYrJUkrvDsRjuetUSVnfa3znHoasJKS2GReRwSB0pgSJgKAoKj+8McVdVyqAK34+tSMgfLMW3jBwe5qLKlxypb8qYCywLuDY5z2P86TLAj0PAxzj60AIpkjlGQMHuP88VZcOjZcDnvntQAA7geP/r1SfKyhgCMd6AL4KkjJHqRWnGVEYTg+mahlFC6n8w7VGBtA/KudBw31rdGTJrkghSKsWEqRS7mUk9iDgimiWWWJkuN+5xI5wBnk12k0fm2rxE5JXiqJPO/Jl2FwCAK37G1nezeZZGDH7oz6UAZJlui2Nrk8j7vpXSabC7w+bITl+n0oAv3Oy2hLnJPQD1NTW0UvlAzHDHnjtQBM8CONr4IPY1X+yWq/8s4s+4FMRyt1MvnsEUBVOBtHFQxvulVGVlBPJPArVSsiGjqrkwyW5RZY8j7uWFcw+5OPMg/76zSUrDauRbx3lT8AaWKURyq5kzg8hVNNyYrG+NSg/uyflTv7StyMbH/Ksiyu+oQkYEbn8qx554H5ETA/zoAwnUFiMY9Kj3EEZ5pDEzx7Un05FAxB7flScfSmIOR9KAfTikA4sf4hmjAbo3PvQA0qV+8K0Ypdo2xnacZJJpMaJhMWflhjvmriOOSpySazZohCWD/d49acMKTnGPWpKEWVQh24I7Vy9yxad2NWiGegsM4FRO4UEZyRWJZWjfcdxIJxyO9TLKGOAOPXtViLAfnGTjp1p+8dFB/GkMkYKcZH4VXKhOhJz27UAIpXnYuBTwQGzQIvKSRSuMc1QjHuPmHIUjvms8EjjbikMViHjKuePfiqyBlIGMqOg70hlzAccqMe9I8aleBux0yaRRbRI9oYDGOMVWIcP86gIRwfWgQ5fmUlQu/tWX9ndZdzcKDnGc1SYmi5tV3DEYYdM5q0i8ccH0pDM+dni+ZA5x1J5BFRhUuVGzIx2FV5keRJCwiU5bd6UoYuQwPBoA1Y4Xc/Nu4PpSXZWOMqWBJ+77VBZhI7b/bFVjjefStzIfKEJyucYpsUbE7gM00Jmokcu5TypGcEHFLM1wuP3pP/AAI0ySn5lwP4z0NSpPLEgzKwPoGNAEfnthgZG5OetXIZJAgAkcDHGGNADJhMxUl34OQc5q0zs4xJ97s2cUDIAqqw3rnn1rVW4tCMPbn67if50xCAafKcsrR/QDmnS29htzHMxPoFFAiibdNx2k7exYYqIxrnb+tIYnlr6ipPKUYxz+VMBdo2/dx700BTSAGQEcVAY8+g/WmBUljKDBGR+lVFiLjCkE+nekMgZGUkYIPoaZ+hoAbkH2NGfWmIXHXBpOKAHdKAAR9aQEoIU8HIpUxuwoJyOaQy19nJIPC1MPLG4E5PfFSUIsrc54UcDJ5qDfubJG7Hb0osFyywyuR+HFYNxnzmz14/lTQmd+XA6Dj1rGLO8zJkAnoAOfrWSNC5H8mYwMk9TTggccnB9e9AFwJtAXJPuTUT7g4wFHrSGXXPyZTPHp1qCTdwCoJ+lAAAok245I4FXlC+mKBEwwKpzsxUhaYGTJvLcZz+YquMq58wkZ70AN80AsckEeozxU/XleCe2OtIocTwcgio2DBcr1+lIZGvJDg8ryR61fVlkU7uVJ79qBFOeKVAPJwMetNjYSQNvwZB1piGALwxB+X0qzGzD7y4570DLO5WBDcVirGLeQtuwGHT2oQmWWRAfMQAjGPxqaGPEqsFwOpBNMRotMQTtU4AyBnrWLeLJ8sjDAI6dxSQ2UUb5s+1QMPmNbGYY6Ct2GNRGASQTTJNBQFOPmIApDscA7SfemIrhFy3yDj3qJoQWHzYoAT7OQCdxOKlEYIAB4oAeM7enT1NROFzk8cc0AV5GVsFW4x1zSKoZc7gR9aAHmMAdM05EjbPH6UASKoIwc8egq2FQnknP0oGRsp24xk0uSB8qnNIBxLkYKAfUVW6Ngc+1MCwgJHTH4U1kyPlycdaAKrB2OO1UJYSD79cigRCX3gLL1HRqgkiK9eR6ipKKrKKhGR7iqJHH2pc+v50wDke9PUZU9KQDSMY/WrEGVfJO0UDLs8gCbc/N0NZ8QJf72B1JqUNkzjzQAhAA7ZqzGpi+UnJPTigCQyou4PuBHHSsCfmY49v5UIGbbwzBydzAH5hnvV5QFxhSW/vEVBRLIQih3JGD0zUAufMk2oyqD3xzSsMgefEnlxEn1JJomuZlAZgnX0607CL1pdyzyHKL9QDW0DnJJ5Hp2qWUiJgS4YdRx7VMJMHDL+tIY/eAfunn0pxPHA/OgCkzN7fTFRuhkJO5dvTAHNAGXLACMxsGI9anRtyqcYPpQA12+bGMH0pY3JGQVb2HagYMTksV288YpvmbQRjj60ATpIAmD8y+9VG4beq8HqQaAGsp3AjnPFOLgJgHoO9AAriWMFTtY+tVpQxUhx9MdqZJdihVo85ySORnvVuQmPpknHApDGBxKNobaR0NZl27HCls44yKS3G9jLTg/hTj1roMS5CpeQHGcda2wzk4Ea/lTEXE91+c05iS2AnH0oArhWCnjOf9mjPILBV+ooAjYAg8j8BUikBFI9s8UCJxswQWUcVyMzbZXy5YH9aQx4KjAXcSwzjtViJBjGCoX371JRKSVzgcU7LcMM7aVxkkjSAK8RGTUcYY5aRgR3HelcLFzC7CM4XuDUi/IPkG5TUlCq8ch6YI4PWp8c9F+uK0TIaGEEYI5pyyDnI2mqJCRVIySB9O9VJAoXdjI/ClcLGaypJnB2kdQf/AK1QBJFPyfMtAyaS33DMY+qmshkIPHHsaEwGbCenWphtQfMNx9PSqJI2XbyD17U9Ow25PXigBRFIx+UfrQkbhiGGMHk0hk7wySMSgLMx6DtSfZrhRgQtz3xSGTrA0IJbO7oBinOX25QMWz2FIYq28hO91OSO9YlypSdlPGMfyqiTsJDIxIwPlPyk9aqPcs42RD5vU8VijQpO8jjy2bzDjn2qGWNYUweX71oSEEX7syE4PY1DIrGQISTzxmjqButMEXyIlwq8E56e9SQuAwjDDDfmagsvorDtj05zUmGYfK3I7d6gYqmQH5+KtdTg0DInAA4IFZrs+4EZ2j9aYi0E3cnI/lTGwGxgfWkMg2jfkAdOT3o2bcnvnmgCJxuGRx61EoEY3OoYdzQA5ZEDYBXB96ps488oGfB7MtVYVyJZQ7lGBPpioSuZNqj5fUiqJLOCHCxYBHUeorSCllH94VIyDBWQLuw3YetaykhQ/UdDjqKgoypQobeGFZcrg9euPTFWhMrY+YVaeMqoOMcc1sZGrbR4TeSQR6VbjcsWAc5HWkAskoj2gs2T6VD5ucYBJPBHWoKGqw4AG4nnitD94vzbRgDuadwsR/aQqkHqfeojcOq4XGAMDAzzRcLGaAc5djn3NG0M/RCfegB+xgMsqgY6DvURIwMZx79qAAA9vmIPAzUhZ1wpyD69qQxkIbnLZB7Y6VfAyvr+FJjK4H70ZI4qwHGehAoAfuO7r27ioDk52tkHnBpASjcvIA47D1qvKrLySRnuasghzKMbQ455Y02NbjktnntQBcMKHBOFJ64NWFi3DgEA981JRYLIiYjAJ9jzVCXy3fDEEqM4OKAGCC2cjcCGbt0FTtYRAAlTj2NMVim1qg+6g/E06GHncQPzouOxfWIdF5Y1I8G3l1HPekBB5aA5BIApombJAZhzgc5zQAjSuxw75H4GlB2rkEDHt1pgIZGZdxGPfFcdeEm6cnrx/KqRDOw3GNPmIwKoXdqGHmwDnqVHf3FZo0ZhqzK3BxVpArMFc5z+taEF9mQHJXhRVWSVRNuA5A4GOlSimNHEJLHBzkkc5rPDtvDAkEd6tEHQWjSM/wA5JY87q6JcHqorFmiJTtI5FR7Iyc9/UUhhsQjnJpQiLzwKYCkZGARVYRFWJ7H2pARMn93FNUOQAy7T6daBgylRnbwaosfMJ3nYAPzpoRmsV37G6etSxKd54Le5/wAaokneBOrKwY9xVqJUwAwJbp3qblWMSWBxMwRWIz1xToZfKbZISAOmB3rTcgFuVD7MEgnqe1aPmmP7jdazaLTFMbIA7K21vyqFkR2B2YFNAxxij4aPCke9K3HzlcgdcnOaogc9yACsaBx7Z4qNt+wNtIK+9MCA5A3NHhvrUgbzEwwwCeMdqAI1aWLoS49+tWxdlm+UZz1PpQAEoX3jblu9PACnJHIpDKaxlyzRuTnj6VZ2SHO4A9s+tMRHuzIuJBj096AWYld77s8hl4ApiHvCyndGSc9cGkkkESgMufep3GO4Zd/PzDpTM5wAOvpSGP7c4J9KcPmU4JA74oAcuAcqc1JyxxnpQMkRivL4B9RTFVl3EopB7g0hDXUIdwbGepzTS6FsMTx6mqEWFXc2QMD1q6F4wTkVIynM5B2qCAO/rWcrbmPA/rVCJScDKgnH1q0s+/ClCvGQxFIY0l8A4PPfjFIXYkZ4xQAb8cjK/SnNJzkuT7GgCBpM/K2AKezxbeh49TTER5UnjHtmq7thsZwPpQA0uVBG8kdgKwLsg3LkDA4/lVolnZSKzIQxBH90DtSxHaAhBJ/CsDYzbiyLOXjH1HrT/s0mUBwMDrVXJsaeyJVAZc49etc5cSRNuKJhyefpQgZnlyd3+0c0+KN3YbVJ/CtjI6uBWVSzdD0AFaagEcVzm44EH0BppcdqBEcr4jOOuOtZwkJHJz9KYEquCOc4HGQcGrHzlMiQflSGIjAnYw+Y9+lNkZYmOXI7ZzQBcjbeo+YkevrUhiRvvKPrQIjW3iXogqUxxqM7cUDKzvboBucD6mhFj5ZAR7g8UxDC6dGIHPeoGjhdssA3GKBFby7YP8sK5HtThIWXPl7dp5HrTAhZ2jXc+cj0PFV0d35AIz0yKaAm2oXJIXryMVUZix27QCO/tVEjRHvzsP41KJCDsKscd+1ADc5Pt3zTSCSAQx/rQAoUqdzYzioXB2BohyDyoNAEcblvkKkDHXHQ1ZVfLXCfN/M0xEwLA5Chc8nPaggsQcMCe46VIxksbjbJ17/IO1Tq3mnG4bSOmKAEb5eG27AOm45NRxtuOUhKhu5oARwdxYAhh3x1qUAOnzDHuO1AyvJKUPAB9zUoxJ93/wCuKAHt8uC2T2FOzxx2PT0pAMedUOzOeR+NXA24/d4PtRYCNiwJGOM465/SpRERyAM+poAl3BP4jn3qB59sgxGSW70hkgJKZK7cnoKy7iJlbcgJ9qaEzPiuJFyo4A745FdEHKRgPgn1IptCRGZM8EAL9KrEru3L1oGNJBzgkGgbuM88d6BEIKmTD7gT2HIxT2ZCD5bDNMRGpyc7Tj8qHyDwflPFAEPlrvG4AL681j3JzO3GO36VaJZ2zykA5Pzdx6VWyHwcg49K5zcvqcKetZxmHPzsDnGfShAMc4T5W3cc4PWsyZwyZKjJ6k1aIZBDbPNyuNvc+lbwgMSDy88decZqmxJFt5kgXBUBjziqwvt/G0qvc1Firk6lym9QSewPFKwfYzKo346VJRjz+aEDSEKNwGKntlUqoIBxV9COprIFyQFK47nvSttEZLN9SO1QWUWKPhTudvVhir8c42bJYQSOj0xFZr12eRI0+7wGqZLiTZ8w5oAlFweeh/GonlEgxvX6A0gKjojEZUMc9xSuxjTlO+MA1Qirs3ckA55HfFPzIFKjj0JpiEVnA+bB46g8U5ZAx2jk+mM/rQA1d4cA8jofahwFyuDj1NAFKRlLL5inC9PQ1MziJNx5HpVEkYYzAEL7A56VMW2jawOetAxd2Fxg57YqCMyOzFgVHYZoAs/eTkHj8KYjJDkn6fWkMSa5Eh3NCo9NvQ01ChHyja3pimItLwMNyScEjpQpYg5+Vc4Ic9fpSGIiDA8vqO3Y1OI1Dcrk+nWgBCo6sAAOnpUaOA2d5dfWkBBM6gqSTz6d6RQoZSHOehBpiJCELc4PPBpGUsCGDBexFIZKoIUDnjpTGzydoP6UARhUY5x0q4i9ecn6UANYoXIbg+hpu47wEyCvUHp+FABJh+u7PrjOKh+bbzliPTjJpiEE6KM5AyfTmtDh0HWkMy5YEyTg5z1rLklZTtVyR6ZrREMaJMjau4H0zV1d6n5uhoAc29cZG4H2q0GAHGCPWpKIHZCDkgdjWcSUJRUxnvVIlmgpyq8nPen7sghvxzUjG98YxWFc/wCvb8P5VSEz0IRjOSBu+lM8tgcYAFcxsRmNiuGHf8Ki8jkhuRTAaYRjIwuD0HesQxAu3zZXPftVpiaNeBYmjAjLZHXHTNNuJGQJHH8zHse9HUDGjErz5fcc9WJrUhjVCcgc89etUyUa4fgcVXcuFyFBI9KzLKckKS480/N6LVhEECKEwQOoJp3FYe0rHgYz6VLuVVzgDPapKM4whiMM20ckZoE3Pljkdj1JqtyRwO088etL5zJJgL19qAGElgBgADmomCxtuAJLdyeaYiJ5XBCgbv73NT/ePU4PXJ4piJ9u3nAIqVcEfMvHtUlEKkDI+br1ApssYdcK2PTHFAFdsgeXtY8diacseH53AnsWqyBSiZ2OAT1HvVOVMndksvdQelMC3DBGFBRiCfWpHYeZhgSBxuHpSGI6qwx0PY1Ag28bSCPxoAm25O7JOKryKS25cMuPTpQAg6YZSfapPKTYGXKkdeeaYi3HFmIlMDsOc0xmBQgZ4696Qxpn24UIWJ4HHBq2kj7T+728d+9ACGRZAVKg49KrqfkJVcgDGMUgGLFjcP7397nFGCDgEEdME0wK43s5yyhM49KsIigY35Pr/wDXoAUnavr7UB8jgj6elAEbBsZUfh2NMilO7lTg9KBGhIpYcYz0/wDrVmjzC3zfKOnWkhigvuAfBweoP86nOOozgGqENZI3X5ozu9QcmrSfKoCHIBwR3qRiEqwJVvas+a3DDcuN1NAVhCi885709Yhj5XNUSSK43bSefcU9gE+ZQCB2pAJgHDYGDQFXIPf3oAmaPklckYpo6YBoGNYHqc88fSufuuLhuc9P5VSJZ3xlyDyD6VCZGC9s+gNcxuSLKQpz+naqL3TqxIww9h0qhFUO02eRgelLtAQtzgdjVCFWeMRlE+U9qNryNmQ8A9j1pAOYhRnJ2njjvUyqBLuPUDAoAm87DlWGM981WdgvzK7Fj70AU03OxJHOa0RwmR8xoY0VowN/mGMqTxk8mrJYMcDHHQUhlOeRgyqoJXv71AHwN3QDtmrRDLG5WUEEn0xTd4DgYwT0JoEWuO+DVOdjs3L1HU0hlWOZVb5SASOTUgX7zMxweMZqmSiWKRskYIPoTx+FaKnd0BzUstCPsXhjlh6VFHMjEqqnb64wKQFrcu7OOf5VQbEs4Ygn69qaEy6Y9qL64IOTVYxx7GQqCevFADI4wgBySR3qw3PTNMCIryM/lUIGPXrQIkLcEE4zxz3qv5W0Fe3UcdKYCggADHf8qsJHuwVLF19T3oES7ZGYMsmM+mME04qq87Mkc8DikMmDkhSQAw96aoLqAJAwxkigChE7q7RzcY6dqvkEKOV57gY4oApl/KLEjIbrkikWOKQEyS5I5HtTAh/drt8xDg/xL+hqKJmz8ygfjTET7EduVJxxihVy/wApC4+8p9aQyYnaQCevaomjye+KAJx1UckjvTpVHJxn17UgKLiHOdzKT+FXIwcfxEHueM0xC4A79DSOwRsZCs3twaQyXHy5pmFkxjBI/MUAVpOPvZI65xUJbDbQBzyPeqEQbVLZYgv6Zqxn5cBs98imIVWUr0yCeahlVipCg4pARx3TKQNuQeoFXF+Y45De9NgSnoa5i6/4+H5J6dfpQhM322ljsLAH+9UqP5fDMfpWdjS5dAeRcqOO3vWRmVXOML/vHkUIbLqjb8zdT3PAFQzl2bEW3aB1zQBRit135YnA7VrFvkAxntgd6HqC0JJQfKyMDH5Cstrlt5VBwO9C1EyDc2N0p3Enj2qR5ChAA4xzVEiowV8kYU89c05Ztr8nAziiw7lpp0wATknoBzSNuA5cZPapKuV3csAFU8fjTWAKEKRz1J61RBViaTIHO0ce1aAzt3E8D0psSJwdy7gcd/moKb4yrd6gsqfZ14yoGOmDzUscbCXcORj61VxWJ1kQS7CMtjjFXQAg4xnvUFFd254OOPzNUh5pIxt29BmqRLLQ4Vt2AR+FTxKGwwc8HnPrSGWyCU5PXnJFV1GclufWkBGSBnA47UoOTjoKYEZwDjOPSo8c8Hj360xCYGSMDA68UpXBwTwenPFMBqQM7Hcfkxxjv9a14kChQMjjHNS2OxAWSN2OAD1JzWBLdFZNyMSD61SJZdhl81MsPmHP1HSrT5VHZQFYjAPTNDAgR2ClTndjjjINSLJuULJ8rfnQA4opyHAPHWqz7QmxACTzwKQxsIwm1yQAeCe9Ob1K9+ec0xDDgc/NzUKKVnLnhW7dc0wNM4ePcAPcVSTAJCuT/vCpGWFkIU7lFSh1cEH7pH4UwIjHGF5+76HNGSUDrxxwf/rUCJQVIyCCAeSeKfJuLZB+T0x0pDFXhsqMg+nHNVsoshbadx54oAnVlcEDnFVmiw3HPHBPJFAFdic4K7geuaVVQHgYI7ZqiR2ew4B6c0wkjrjHqaAEVw4GAPr61JnYecYNAyQ8H1rmrr/j4b8P5VSJZvyFgp2YPrkVTDOR8y4NFhXHpPchgmflHt2rQyHJbJLA88dazZoiMlnU7gAMjAA6UoT5zv3Y7c1JQi/LwSQvbirsK9z+FAx04BhfAywHFc1EcnOzPPJzVIhji+xuc7Qc/wD1qJZNzZXt3q7E3FgAdixXPPTPSrIILGJgMHuaTGhCI42BBBYetWUkRmy+C3QE0hkLyY3EL09+KrFHH7xeM84piJE3pxjcCOlWi/l/Ng7R94CkBEjs772GAan27jkOQe2aBkJRZW4O5gPU1oLwAOlSxoqRxbLhmGWB6Y7VO+WGFUkd+cCmIRpIlZfkLHPT0NIxYtgAdemKAJ1BIJ+b1wauKo25AwTSGWBkJyOnYGqByJOCMHrSAjYkvxggdRThk87QPxpgRuy8Y61ACwJDYPv60xClsEq2fbNCFVJUoSD0OSNtMC/EeqAk80xiDnO4H0PT9KkZFlZI/mBLdOuKoS2abciTHfBH9apOxLKUTGOVV5DYwc1reaZJtv8ACncmqYkNVZg2NwK5+83QVbbIUnClh3FSUV9shY44XoR1pgVt20KOnVf5UAIVXJPcY4J61ICuDsP4GgBAPSnFRgjg5pAMWQqSp3N2yO1IybjkHJ9PWmAqtxyFwDjg05PLbJUnI/CgCb5VAAbGemabHgAqVwKQC5wMBenb+lOEoOP3bAD1oAm27kJQ496rAELyMnPODSGT4OMBh/8AWqJVYNgkkjvmmIR48jIH4VSSMNIPMdVXqD70xBnnAZcdvek+foTlR+dMRTKyRy5jAwavkLIuGzTAeiBF4/nXN3QxcOPp/KmhM69lBIYYUiqTAjv+NQhsj+ccuxanBlP3lYsPem0CZIzbQuB845IxTwWlckpwOQTWZoRP+8GG/hOeavrMhTIPHegZNkFcg5UjmuMbAlIQ8Z4qokSISSTgnIFWlhYDPqPyrUzNCJV2AGo2jywIyT71Fyy0bc4DDB3HI4zirCw8YKL9DxWdzSwghw/KgDsAKlLkE8DPpRuGxFuI+YgM/ULTXzMAWUq46j1pkkQB6biM+tNQmTghxnoS1USW9oUbemOnPNMBP1JNSWTFNqcttyeoqWQZRSpIGOc0hEK8NgdD3A61KcEcL0HJOaYD0AXOWJI4qZAQSeME9qQEwXHTGPSqhxvYcZA5BNAyMjcMCgHC4II56UxA6FgflJqN0IILZLZxQA0gsOmRSqhyAg3ED1piJUGSdq4bGM1KQeGH3u+KQxp6Atx2waYwGCrH5T/eoAzHQC6DO+AB3q9GF3blUHPYVZJe3Ac5FZTyNv2tHgexNJDGNGZA21js/Wljby+Np57+tMRbUKx3HPsD2+lOwpG4j5qkZGCo55z9KbuCck/LQMQgeZvx3wcelOZRkYYstAig0TrMTzt6n2q3GgyR/n61QiccnaxB9M0BjuxtOBxmpGTcEDPGajcB8oR07+lIBfNZU8sqGJ68cUjZDBhjPce1MCLJLfN1B4AqYD1G1ewJoAmwBxnpVeRQFyV6nqBQBQYgMFzuHoaCV34JI9RjiqJJMqoHJ/AUhIJ+U4oGSLkDrkHv6Vzd1/x8N+H8qaJZqwTsS3JOTVpnY9RRYLjGLHoMmk2uDuHBHPBqmJD1mlZiWzz3xWoHQLneBjrWDNkUmePft5LHjpVpYwuGcLt9KQyC7fy4j5aj8K5UHBzWsTKRMyn75xz2pGcnjPFWSWkkYMuSOOua1VwApJAGOBWbNEXPMwDwQB7datD7o3daxNSthlct1z71BkKCXOP5mqRLK0sipyUPPepRIrqqqSMDuDVkDTyGVSCfXGKcinILFdx7Z6UATYO7L8EduoojAZ+RhRUlFssHJVOf5UxY9uRgnHPrmkAhAjwzkKDjH1pG926+gqhCIeoJ+YeverYB4yB70gG5zwD1pZI1KqT1HegZTXPJ/rUg/wB386Yiz/BgqB9TVLzZA5AC4/X8qAJhh+o4p2BGhKjGfSgB6MmM9DjmnMpKZDAnpSAqheFaQfP7UvGzDfhnimBmXOEOWwSPQURyQyNkFlbGOvWrJNVVOwYwfU9ag3BR8xyScDPapGViixksSwx6ciljeJiSB19qYi2xyCcj2PY0bv3fI+Y+gpDKgPIBAPqT1p+zKlsZBHQmgBcLtCc7z37Y9KgY7Tt4weORimAAueG2jHoaIwn8PHBNMRL5vlyBSp579qtNwOgbuKkZWbckgbPHfJ6VP8pPynJ+vSgBWVjwmQc+gpgJUndkgGgA3RseflcdM1E7Or7ggYfxf40AWwRKpIwR0BqmS0bhcls9fQGmIDtJ3lRkYyOv6VRnBk+eNMLj6UwJIwwQNJ37EdKkbcBuQAn+YoECE8h+voa565AW4YDoMfyqkJnUeWucKACaFibOflce1ZXNLELffIAAHp6U05B+WtuhkJtfbtLsM9QKeiIcKRwPeoKuacYQKAAPpildVYDcQozWJqhJkjUAJ+YrHazjzlS2fqKpOxL1M2eJkbG0kAdaqFTjODj1rdMyZMo3ZYkcdvWrQfeyAZIHr2pMZvZwuOTx3pFZun8R7VgbEcvy8vkj0qlJmV+uMVaJYu5921wu31IzmpA8bEiMEY54HWmSRSYcAgFSOo9atFS0QEmQD69aBjZMIFUEj8Ktx4xgjGRzUjJAVU4XjvUvmN5THqR0qRkCgyj503Lj73pVgjnAPtTENCHvjA9KnBAPPpQAhAJ3Dg1HknIJz/SgZCRjjBpxLDHynFAh8h5xk1UcdACCf50wFDMeo2+3WowCGJ3k5PTsKYCbuhbGSKniYjcOcUgJcH+Bv/r0xdmQWIX1oAhZI9u0t8pOMZ/lUBt4x8qyYz92quIdBcbV2KCMHBBx+NTGQtKyMo2nkGgQi/MpQ7eOnHSqHyhiXA3f3s0AWwE2jkY96VVxnY+Y/TrSGQO4DHp044qCNo5DwuGHSmItfJIPnUgqfpU+QUKnDAetIogDBVO07tvBApvGOAfXA7UyRplGMuueeD61IrKx3Kx2tz6YoAnWVWOyQqW/u4qwc55HPt6Uhjf4MAk+9Q7yh2yJg46ryDQA12RhyCDT9zKoONx74HagCUxKzA7iMc4BqKQ4bIQFW6tjkUAQTHKhomyqnnHBpHdXO1GIPUMDx+NMRGjNJkNtPOMHiqYjAI+YnByF3VRJO7n+FBuz2Gc1hXDFpmJBBOOv0poGdorcEqVI9qUkhDu5J9q52jUg8sMgKkk+tVSCGwcfnW0WZtCkU5SeAuCc8cdKpolF5EYncxGfYGnmN5GYcnPb0FYmxI8YReW5A6VUwwGB1PrSEHIHPBHX2qOTDxn5N2R0z1pFlQxRNCS0QQgcYPNZds4Eo3cDrWqM2dFu39/pS52j/aNZGhUY7By3BPersjJJGFAJcdwasgokB12sMH0o4VOflHQimIXBLgDOD680hjKnaeBnAAPegCUKQcN09DzzVsYAqShHdUBTG18cE/0qlDNL5m0puHrupiNRSAvygcn1pMnpipGMyScVOY0cDd1HSmAAHHJAWocfMdpzQID0yeQOtAfK5BIxQMqu+7IY4A9ajEgTayjntxnNUIjMw3Z5A6H2NSsULqsZDZH8JoEROSMHkc4yetKsqFwuWZh7UwJwpXMhwi9elSHk5GR/tYpAQeZv4ZSHHHJwTSBlBBwWPbHamBNlRjcoyT9cUjbPMKkdOQSaQGaQ6zkjKqx7GnkMJCGXKdmx0qhFmMDnjIPek8vblE4B5x3qRkDoZEKljn1NYqyOnGcc1aIZ0CSDAIbn0NBypHGR6ioLHNnAIbDfTNRs3Q9Dnv0pgSswOR8wUj1piptYEZOfWgBpiRpS3IbrkVaXJAHWkAxXDOwwMirjKDjcM/zoAgI2Ic/MPRu9QDG3nKY570CK5DFsuhz1461qY3RYOR9T0pgZy5VgA2QODmhtqthkAQ9xTAiWNlbIUjH8QPBqaQKIhiPJzyw/rQIqxrsXHGeuaxLk5uGP+elUhM7+ODbndye3PFO2uo/gYe1YGoiOMHnnPYcVWmMQIDKSfYdKaEU5IWH3QSp6ECqzKy8EfmK2TuZtEu+TAHOB6Vlv5hmZlZlB64PNFhDt0g6k7OpwTmrVuS8wA3Et2LZwKlopM17vy7ZQPMJY/wAJPWqKurAjKjjoKzsaXLAJABCoB64qpMA0nCLjH3sYxQMVWzuYMMAcKKcMt7474pkkE0Cy9Dhh+lRpIAQm7BHp0PtVEkzN5cZ4+ao1d5FAOSD3PegCU7AoG89e56+1R7MnJbjryelIZZVD2HH860kwqFzUFFZpR/GOTyCRRncuQfoQKYEjDI55OOtIg5GWYn3NICdX2+hz+tSKuVyOp9aAFVVxkjnFDgY9PpTEUQSFO/kdDimt8xBWmBW25OOc0iRMFxxk8jtTEII3IOWXB7HoacuzYyhChH8QFAFgIGYsQeffg0iKobjYCODtxxSGKxG/AbJx9w1GzxkqRxz6n+VAFctx8hyT7ZzSebKRhVJHutUSMZpMhGTdk8EnrT7iGR1G0qNp5AOT+dMQ/BEahQrYHJNNB2nrgk9B2pFE6SdepKnuMZp2d2So+ZaQyJid2QG+gPSo9qTctFx6sMUxCrGiDBJx2qfHXOffFIBrcnqMfSoGXeMOenbpTAkGeDyPbrQrHnOPw7UgInB6hmPPY1dj4Xg49xQBA7BQTkk+65xTkeRh8xAHYgUxAxO4+ZjYffpUwYbcxgsKQESIwfc7Ag+gq0QQn7sjjqMdaAKTyp0+6R328Uwn+433v4c9fpTAa6qVwqsAeeDiq44YFGYr0IPWmIcoCnoRn3rBuRidhknp1+lUhM70zYKgj5j2zxUE4Z0ZY9qPnJBPWsTUZCpJ++pIPIHNaKMjE7SpoAn3LzkCqLld4DPwfQc0AVZY/wB2E2hWByGA5xVNULYG3B+nJq0yGhsgEbBHzvPTA4NRRny3yDtU9duAavckikdWdi/zE+oyakSaCBPunB6j39qixYkeBl2YlfQmiRTMgwSRnmkBNt2j5QBVhSFXByO55pMaINyRusabWzS+TtO5kXJOaYiNywkHTbjkmp1xtJAGDxQBWZ4o22KPmA7VAlwzZ2gb+wp2Fc0kB6t949SK0jjZtIyPaoLKZVVAGT7bjSt0A6ZoAkLbQASPqacvzf8A1qQE2AM/pUqYx6GgCMcDLMDjpSkfL/s0xDCc8dOew61XZA2SDjjpTARQEBOOfXPWomVjlSSM8qfT8KAK4jLPudtwB6Y7+tTsh5PC4PUmmIuxAiMA1HIpOQvB9uDSGZjOIyC+Q4OM9yPrU4Kyg4KhweMd6okQbjhgMdj2pwww+6V+vWkMieR4RtKgg+lUckyF1cKnc1SEWlCyDiTPbgYBqUxrwhjO3qCxxSAedw+4ufbPSkDYyB1+tIYxTzkN9RjrVISHzTyRmmIuxsM468daZkoSCjYPGRzQMmdvl5U/SmNvUBlAI7cUgGK7Zyw2kcik4Zvmxu9RxTAmBIJU+nUmkXlQeSCcfLQInKgHBGM9M0g5/iKkUhkbAk5zuXHIHQ1KHXYoIA7e1AEe1WfhiHU8AdqcWOMx43YpiIzho/mXrw2DT0t12fKc98mgCo4zhZM5B4OaPJViSOG9aYhTk4GckdPeufuv+Phvw/lVITO58hT912GOuRnNTeUqEbVU+pPWsTUcYlYEgcmodkUbA7csPfmgCJpYxxuZnbnOOlQxyMd28/iODTEaMIHlbSzH6iqEiTqx8oqoxk5qRlCSKYgPIVc5yCDzVcqADuTNboyYKFByQDnsaVmG3HGfX0pATKEVSVfd7dzT13MvAAI9TUGgiFScMPwqSRT5RwBz05pDIANqqHwCR2HFTIFBPtTJFTPzZwBnrUrMqRkjGW6UhleKMxjduznk5HJq0cA8nBOKAFCkj5cfjSF23Bz93oD60hiNhm2kA+2M1KnzcLn5eoNADW5yCB61LGP0oAkIyPrSA/KaQDMk9B061IcFcHtQBA3UhSM9s1XYzDCkDg9RVCAOMlTwf97mnqTjJOT70ACF/mJKk/7I4qFWEjE4ZW9expiL8Mij5c8jt7VNIqsfQ49akZUILcsoxnuM1T2x5VuSR/dHpVCJ1Yyt3GRzURGBtDHnr7UAObcenK/yqs6l1KYUpnPTFMCJVEIG0PnPJHerjsRgqCfbJ5H0oEWjtZflD57kjFV0xkgLjv0qSho5J3L+NMCkk7h06GmIcMhsZHNN3KGPB3D25oAU7ihJGcdh2pm792CpOB7UwEjlikUjcQfQ8VGd6MFcD3AOaBFlVQj5SMVGF2vuA5PegC4fmU56j2qgys7AqFLD1yMUkMmzjBfGT1wOtJ84bIAK+/NMQ3aofIA+vpStLhiuM/kKAF3K4Plrz3OaI2G04UjHUUAW+BghOMVXmAC5K/pmkBACMYPy+hHWucuSDOxGce9aIlnc/M3zZwB04PNOLuG5x7VzmwxpD681VMhZiqozGmInRSsPz5z2Oc09ImxyF69abAuqcIck+lU5dw2kH5u5PpUjKxQdyePeqZxuwc4rWJDGlQWOPwzVbgNgq31xVszQbnUYGzp1p6mQuCWyvcAcVBZayu4g/L6EVmC5cuVYhgT3FCQ2zSLLgFuPSlyr4Zjj296QA7YY7AG9fao28wsCArH+7mgCcoykNMevoRTVH7zk42n60hlosrNsUFj3GelSpGVTBOSTnNICMsIwSfyHU1HHJI6g7dqn070x3Jxx1FPVj0HNSBIx3EYPbt0qAk8AUwBlYDgc0xUY8nH0oETkHAK8HvmmsN4HOKAK4QlmJ24A4I5JpiHOGJ4BweKYD1lLDpgjjGOlNwpk5Dg4z6UwJhkgEYUk+nX2qcsTgk457UgGvFgZ3Mc9iao5aPB2bjn7o5OKEIjDkkhUf5j1c9KnUOvBO4e/GKYASAQd4I70jYVcjJJoAaTwCCRkcgdajkTy49yg7j1zzQBNay78l+gzyOCfwoR3PDMpx3A4xQA47Qx3Zx/FTW2ucDOBSGAYj7pGR6ihhubJAz1HvTERnccFWwPSkXO3Y4yh+6R1/GgCMogI3L7DjpUjNx0YAdh3pgUQZDg7cg88CtKMtnhtw4BU9RTYh5V43Zt52H0HSlY+W2cEg/iakYxuoOBz+tQIpjkyd2zuOv40xEyZ3H7vv705mXj5Se+MUgGKp3HYRgfw9MUoXMzHHHt3oGLlg3XC+nrTmcqCSCcdge1AiDzUkzt4Y+3GPeuZuRidgf8APFWiWdiWJPBpc55/Wuc3EPWn7yOO3pTJGZO0gHAqcSu3Bx6ADpTEPZkjILPtNLIyCLdIS3v0oGRnHl5XA4rLUZzu6+tXEmQuOw/n1qMccLkVqZEJXHbIpShKcA4qSyNY2PSq0645O7f0oEQI8u0gE7R19quREz55+bGBntTYI1Ilw4V26DB56/8A16tb40cgMxbHTGcVkaFTzfNbYGG4cY6flWgp2jd+vXNIZGu4sOQBTmWRsYYKR7cGgBqpI6YkGcHjA60xQVGzkBemaBD93HIODyCaaGwM4/KgYmcKcHHfpVmHkbuenB7CgQElmZgOcfpQjAjJGCP1oAUY4HGaZ8oOWOD6UAV5SiqoUcHrgVUlcIwRkA3c/X8qoQgUhgBu99v8X4VYjYMqhsE46g0APWUCT5B14wx7e2KlOM8gg+h60hkDygEkqx44C9/8KjmkVMb1BJx0XFMQoI5ZV3buCc8irwUBkKn5GXOO9AFcoq9x/u5xULBSOnHQ5FAB7A7lHUdalgmV/lKsp/2qBleZWSfdGoORzk9KeB5nDjazfeHrQIlIwgC9Oxqm7iMLjcVz1HahDDcVPPfgEmpVJBCtgsf0piJH6rtQORzimCQybtpwe47ikMaAQPvHB+8D/OpI4jjIZR6UCHFNw4cn09qpsN2WP3/UcUxDkmk252455q4DvT5/lI6AUhkWxTwcHnqaQErw3B+nBpiF4HJ/XtTw2R0HPakAze2doXBxwcdacrErkYBHUUDBVfPVT347fjTxnOXxntigBJGVI/mAOOhFclcuJJ2YZ5x1+lWiGdeemaQOq8Z59PWuc6B+Q2SOKQn1pkDcc8GpQce2P1piHM5YE4JPpUY3MCcgUDF5HOT0pBHuH3iB296AGGMfdB5HrVUjB5rZO5iyVUJBIxUQwxPzYx15pgT7yctj6471C5Djpz71nYZbezmhtvMkVMN1XIqG3jCqS3U9R2FN6FIQFEfdsJz2Ud6nKA8uNuPxzUFkChFbcoGenHFWwdwHUD8qAFLDaFGPrTE3GTLOAegXrQBnyTzpN91tvfA6/Sr6TQyEAg5bsf61ViRspOQQcjtjmmADHfnnipKHoxUBeCv55qwNoJiCkcZzjimIhIMRG89fSomcbeQ+D7mgCVQzRgqRx39aQgsOVGRQBBIjO2GbGOmBTjbo0eG6joT1p3ESJLHEVDg7QPlIBOKhdorhiiRkBud4GOaAK3lGMbRnA6c96t4YtlmcfXBA/GmIc6yheXyf4TtGaqIMrvlHz9y1IZIgZBhdvPpUu0hGAYKc9aAGqsinAwf9onP4YqQKVUFXJHvzQBVK7JlbGV9F6iraEO285X/ZI60ANnhRxli3XoO1NQFCAAdvvSGTh1OcDJ9CKiZxxwy+pBGKAGM6tHgd+majjaRh+9VQw75B/SmIlCiVBhueuen51EzqF8zbuKn7p4oAY93Gz5RQvGOR0qoZVjjJVzv7qRwDVWJuIlw7gAEBjWkVV0yQM/1oYIcxCx/MB0qFRx1bn9KRQ1JivHLn1A4FWdhY7i2CR0z1NAgZcDBApmcKRg/hSGRHeUzkj271MjZVi8fz44x/jTERjcSATytXxgkk9/SkxkJOOxI+nNcndqEuXVRgccfhVIlnWfSpECl13jg+lYI2ZupDAQVO4H1rEmTY7Lnp3raUbHNGTb1GE85pnXjrWZsKcdSpzUijPUYoAUseVAB96QcD+lIZG5wenFSALn7oP1pohlZlAyccVEoUnHet0yCVt6tt6Y7VXYncCuM570AaV1LIfLWQAbV6A8E+tY0jqFJzz29ql6l7Els0krcEKAOcda1ZmHHsep7VDKRTOVIyeT+IFTywnC5kLbeaAJg24rwANtUPJlVtxkAyeOMmgC3uV9oALBuuTVoQqMkAA+uKQEMDBwylBhSRUskYILxnt07UAZ5d1BZMHHQY61Zh82WPMgXB6AUwJJiEQbsbM455qorJvOATjjntQBZhwyDaCF7E1GzbZMEZB/SgCIsyEMMFD1+tSiRizYAwBQIcYmcZDKv0Gc+1KvysV3dOoAxQMYFYSLuUEEcnNJI6iMgqWRuuOtAEKx4j2ozcc4J6UKSF+fr/ADpiHt8p5OMc4xQW9hkdzQAx2VFy2ATxu5JzUKsZAG3cDgimIlZQRweOhIqsZHKMMYK+poGSW028fMST2qySwOT93+RpMaJkYkkAjj2qqeHIIXYR37UgKqcRElFAU7eP4qlZxbzZfeVccZOcVRJMZIXXHmde+DSSwiSDeqYKk5wfvClsMpZDgMmNp4weuahC7XyyKMnBI71RJOYI3UsoKk96IJWiby5QB+uaNwNFmjbnjHQ8VUIUluSM8cVJRF5XGyE4Yc9aIZ2IJGfNA4JOeaoktBpJEOThj3X19amZ1dFQqQ3T0zUjIA3TIwaaWKEkdexz3pgN85Tyc5Ix7VKUXI5wT0xQAxZcMA7jA4Py1z17/wAfT856c/hVIln/2QACAAIBAgABAAAAAQAAAAEAAAABAAAABwAAAAQCAgAAAAAAAAAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAAAD/4QnIaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLwA8P3hwYWNrZXQgYmVnaW49J++7vycgaWQ9J1c1TTBNcENlaGlIenJlU3pOVGN6a2M5ZCc/Pg0KPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyI+PHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj48cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0idXVpZDpmYWY1YmRkNS1iYTNkLTExZGEtYWQzMS1kMzNkNzUxODJmMWIiIHhtbG5zOnhtcD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLyI+PHhtcDpDcmVhdGVEYXRlPjIwMTAtMDktMTdUMjA6NDg6MDE8L3htcDpDcmVhdGVEYXRlPjx4bXA6Q3JlYXRvclRvb2w+VmVyLjEuMDAgPC94bXA6Q3JlYXRvclRvb2w+PC9yZGY6RGVzY3JpcHRpb24+PC9yZGY6UkRGPjwveDp4bXBtZXRhPg0KICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICA8P3hwYWNrZXQgZW5kPSd3Jz8+/9sAQwABAQEBAQEBAQEBAQEBAQECAgEBAQEDAgICAgMDBAQDAwMDBAQGBQQEBQQDAwUHBQUGBgYGBgQFBwcHBgcGBgYG/9sAQwEBAQEBAQEDAgIDBgQDBAYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYG/8AAEQgBqQKAAwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A+xFgBPzDnPzZ6VOsYBJ549+lWRECwGMH6/lU4iH8QJ457V/pf7S25/BagkimIxnPc9BUoiGDuP3vQVdWMAADlR2HH41IIsEHJ+8P4etL2ti4xstUVBATjcFBAz1p6xAYJ5ycjauSKurHn6Dt6VJ5YBJYjIPHf9fwqVUOmOiKawADjPTgHpSLCwYk/N6AcZrS8rAyVIGe386eI8HOMgHHNL2pXK0+xTEA+8uPcmlMQPJ64+YbRVwR5+bpk84qTygSgK8qeR6ilzsqNNv5/wBfIo+UCQDgjHpUvl9PlyDx071bEQ7HGOhY1KsQ7DnPvSlM0VK6KCwnOR0HTiphE2OVwcfL2q4EYYGNpP3SBTljyxJVs4Hak6iaLjTSRSEHA4ye59KXylHQEgH5iOlXxEoJyCQRyM4496UpggfMeOo5qfasr2cEin5YH8JH+0DThEB94Zx0Aq+qgdV6t0BzShB2BGDxkdqXtGaKjG5REedw25xwOKcImyTjgjgZ/lV4Q+mR3FOEfsfl+8ScUlVYey1KXlcYYEnvz/WgQjI5HA9K0PLON2cnHFHl8kEHB6MRSVRoapJFPyic46jgEdKPKxgn881dKKMgk4znGMU4IAp4HAyTRztBypvUpGMHPHUcDtThEoGRySO9XfLJ67Bg4GTzmlEfGD6dBR7R9AjAphMZIHbgAUojJJz2H6VbKEYIJ784p+zJOODkY3frimpMagreRSCcYx+GQKcsfQAAjPIq4IQSQf4WxyaBFwcnKjGB1pOp2GolQxgEdDjr9ad5Z5PAOc4Bq15YDAkZDDqe+KeU6jDHHbHSkptDUSls4zhSD70ojGeQOe23j8KtGAcHGex5p5RhxjIGPlJxmqU4hrfUpmMEdAAw49KUK2eOpPOBnFWxGRgN1LdAOnvUghbOcjGOSaPaIFFvVFDyxgEAnnIPalCkcgMRngY5zV5YTnle3pSiLJI+7xx3qXVVh8upS8vJ6H5c9DTxGTkdDjqKuiPGDjdkjJA604RBiuSSy/rSdZDSSehQWJsAY707ysYPK5Azj/PtWj5OAcZUHt60ghIGB1AwcelS6txqOhnCE5HGN33feniIkcZOD6ZrR8rgEgNtzjIpxjwowOfTFT7Vhyt9DNEJXkg4PTHQ0phPUr04Gf5VorGccgk9cjHWjyjzwMHtmj2juNXcdCgsPUDpjrto8g84XHoM5rR2ZyQMbvQ9sUqoB82RgDvQqrQ3HmM4xkkAJj3zSiDnglgOpzxmtHywQOOOpBFDRqeoBP5UvatMOV3KHksSMDAH3SR70gh5znnpn+VaSxDOcA8daXywcnbjnuKXtWhxjczRDyVOdxXqPrTxHkFR90nK8VoBB7DAzilVB1A4J6UnVuPkuikIwFIIbrwOtKF6gLjaSORV3ZjnBPP9O1N8sHgk/TFRz33K9nIpiMZ3dGx97OaDEMHC9e+OKulDgHC9PTpRsyOnXtil7TQORspeWuCwAXg8jqPWkCcsSclhycd6vGPg8c555oEYHY4x0xT9rdA6epSMa5GRnPOD70oXaML09aubOc447560bAecHPt3FL2isHIU9g4PAI7AUuwcYHJ6kdcelWinfuexFGwH6egOaOdD5G3cqbPQceoFAjGRwDt7j/P1q2EySMYz0IFO2bvp70c6BQ1KIQA9OCOmKCg5JAzk4zzVwRY5446ikMefz4JFHtNQdNlULhQDg0wRoSTjLep4q4IuD6joaPLPvxzzRz6godSmYs84+8cH0pfLHck/Q1bEZ4IXn3oMeSc8Z689KPaKw1HTYpFcgA4JzxjrTWjyQ2F+913VeMXJAHf0ppjOe3sKPaJILd0UhEcHPQdBSeXnh8A5OFC1eEeevOD2GaQx88HJzSVRicUZ4j3KWHUdM96j2EjO0gY5I71pFFz6YHXNM8sEAkZ9TRzkOCM1oz3XH0HFNZByACAcc+taXl49TkcgmozCvO3oexpqaDkujy4KQQvAC8EEc5q2sRUscdOoz1qx5Y4wCGUja3Q1KIcc4ySOpPb2rrcz5+NJxIEiGM853U9Yc8gEkdveriRg4IBA28U9Y+ACcY7n1+lS6iep0qh5FYRgdeCSc+1PEeMA544BUZq0sY6d88+tPEQ3ZH4NnpRzpM1jSe5XERwowMDjiniPPTBGeeKtbMYBAGDnNJswfoOvep52aqC7EAiGDwQM8AjpUnlDOCeAeT6VYEQ4Jxx2Ap3l45656ZPSmp6lRpyS2K3l9h0J5pwQAkHJPHQc1b8vIG4YJpwQ88jGePlo9oNU1crqmOdnJHJLfnThGT6gHkt0qzsJz3JOOlKqDHOM+ualz0NVBkCp1GAcf3hyKUICQeduKsBCBzjnoCOaeFGODyByccVPMylT0IFRRwBwOOaAo6j17jFWAvTA4HYinBTnJJP4cUrtlcuhXKMDjkA/pTwDx14qfaRxnO04yKl8pt2OgPUmldAkirtHPceoPalC9crgdvU1b8oDqDgZ5xQIwQeM9QAPr3oUgsyqUwc8c9M0KoJI6jnjHQVd8sHPAx3z1p2zJyBx2IpqaJs9yoI8noOn3SKXy88AYJPT29aueXjICjgcjNKEHGAAAexpc9w5dSr5HRsgjnlf50pjUknGcA7ifWrXlEDHbHHrTwmcH36UnVK5UyoI8YAHXuaVos4w2MY5HrVsLx255IAxml2DtgYAzg0Kb3BRuVPKXHPYnIPSnLGRjaD74q3t7c9sUbewBxjkYo9omDgiqYwcjjae49ad5ec5AOeozzVjy+R1IHXjinhMjjbj270vaIFDmZV8tWxwcduMCnbeep46cVZ2FgQOvbmlEajGAASeSBU86sVy9isVI6D8qcI+mMZH86tCPpkUbAc/Wl7RlKHUrbCDk+vOacE44AGfbirGwcEc+1KFPBPX0xS9oxqC6EAj3DpjgcGlCYwSM4OenerG0nnHftTgoIHXp6UnPQrlSKvlnJyeD6inFM+5xySasbOxOfel2dOnP+zS9okPlSWxX2jgYB554o2AjODnI4xVkoOSOn6/jT9mTnC/TFJVLAoXRV2c5Ax1zTRGCMEH8quhASQRnFHljONucdDnoKPaWK9m7lQJjHH0xTjG2eOAepFWwmeo+mKdsGRwcjpU+1Y1BX0KewdOxNKI+2ScdsVaKYJyOR7UvlkYAA56Af40vaXK5NSr5fX29qURgdf0NWShOfX1PGKXyyPmzgYpe08ylBt7FUJyDnpng0gjGMkYOO1WzFjHQc9cUoUHOeATzQ56CUCmI8/NjAwKcIx6Zz2FWvLGB3PcAc0oXgnB3ChzY1FXKflgsQM4B4BFL5WRxzVvaTztz7GkC8euaXO2DjYq+WDg4x6Zz0pPLP8AdAwOMelWyv0x2FGM5IAx3FHO0Fo2Kpix0HXpjkUGL0445Jq1jPT5qApIPH4Zo52HIin5Jz3xTjFgnOelWtpAz/M0hT1GfrRztj9mraFQJz1425BB704xjkYJGTk1ZKDkEEEHgAUpiIGBnBOPWpdTUag76lMJu+6O360hQjA7k9KtBOOnX0pdnYgcHvT9oxKGhTKHkY/ECkMf0q9jOM9+gphUckA5A7Uc7YnTKZXpjnPSkKcEHoDV4r65NNKfdOehoVXUOR2KJi6nGTjpTAvp29fWr5XB4OTjj2FJs5zwD9OtJ1FuL2WhR8tcDGM9xjNMKEZBBzn16Vd2DoBz25pNnqBwMfNQqnmQ6baKRTPTlj3zTCvbGQOCe9XjGOCAv4Uzy+P/AK1L2isT7N2POQucfLwRnrTwuBjaTjrjtUqxZPfGen9Km8sD5jgemOK7VU0PL5Lu5XAfIIxyOgOBipNvHXJPb6VMqKWwc5z2HNTBAPfk9e1PnRap39Csq8jIx7ipVAPqRnt3NTiMZAGB9elO8vPuT3xQ5pGkYNRIQp6AD3p4UHHGc9Qam28gA9em2pfKwN3UjOQKTnEuMXcrBQBnbx+tSBM9M4z0JqbyzyDgE+tPEXUZyD93nrT50EYJMrqoJGRzjpTwnQjbx1GelWNm7ABI3dqk8o8njA6ccipdVItRiVlUDHJz6U5Y+cZHX73SrQjI5PUjv1qTyumMkHg5PaodbUq0Sqqnjv7bc5pyx8nhgMcbhVsR5HA47Zp2wAc49sGodUZWCZBBTqctg80/ysDpnA4JGRVnbkAYPXjinlOpIJPbFDqgolcIMk4A455pVjIxn+VThPbH4U7ZyeeBmp52Uou5BsAOAMD1FGzHA71YMfcEY9aUqMDsCOTnvTVQTi0yDaMj2pVUjGc4OMDFWNoyBjp70oTGMDPTJP8AKn7RW1J5GtSuU6Y69iKUoBkAYz2C96t7B3AOBjn0o2jPuDwcUvaopQclcrBdoycnPT2p2zHYDBPGKsBB0xx7U4Rlc4znvnpS9omNQa6FXbnrlR780uBj5h0HGKshBnGOD1GetPEZ44+8e/r/AJFP2qQRh0KoXIyAcEdT2pcf7IxjuM1aWPt6e1Hl4GMjHap9oilB2KwTnpjPQD9afsHbp1OBVnYuRjBJXGCO9Gxef5DrS9oHI7FcIo7fmaUIP7uO+cVZ2DOQMeue1Lt4J7d6XOxqBWCnOMGnbCc9DjpVrYdpJ6E4yPWlEZ2n6/xVPOkNQZWEfc8nsO1Gw8jg+hq0EBOOgJ+XNOMIBC7f+BEZpc6KUG9ioI8njvThHwMZwex/pVwxnrwTuJGBzT/K+X2zx2xn3qfaaAoJooCMDHy4YZxmnmPg56545q4IgOSSR15pQinjJHrkUnVTKVKKKfl9OBlvU0eXjHt2x0q4IyRkg5x3xkmkCEgjGBxkg5o9pcvlSZW2Dg9OecCkCHJxxzwOtXvJGOQeM4GaPKyAMDIbPXtUqqPkuymFx1HTuDShD0G3GcZzzV3ys/eCsW7UCJe2cY5AFHtQ5bFTbnJIx83TNIEIPGBx1FX/ACwqhepx27mnBMkEkkjOD/8AWqPalqErmfsJB+uMdacI+/G3qSTV4IM7uTgE4BpSo/u4yfSj2rY/ZysZ/ln1JB645pBGQOw/vA9vrWkFGfu9uabsBzkA47E0lXH7JoohCQOmR09cU7yyByOp6g8E1d2jkHqeCRS7QR9OcZ70e1CNLsUTERjODnoAaQxdQVHb5jWgVXPIGP4SBTNmTyB6ZIzU+1sP2UtyoUIztAJ4xt6U0RZODwD1zz9au7R15GBjJ607GeBgIBkc01V0F7JlEQknuMdBjGaQRtktt5POAOfrVwrz0znr3pSo4IxkCl7VleySVyoFBA4GQcNn+dNEZHBAxk8Hjmrm3GDkkZ69OKAgHYY7cc0e0siox01KgjJzhSGz0pCgJPXAHGDnPpVoIAOM47Z6mjaOc55Xkij2molC7KewnJAPAByBSFMjkAcdM9ferpQ8HBJz96mFCNxxgkdjS9qkyXSncpbCTkjaN3FO8s44PAzjJxVvb3IJwOKTywdpYDH0oVW7J9nJlMRkEHBAJ4PembBg5JBHPI7Vf2YznAB6g+ntTWj6fLjOclT6etL2zuX7LTQo7Cc4zgZwR0xSFMZ6/XFXDHgEEEcnAHrTPLPDHgnGOc5o9tdidPQqbM4CnAx096Cg7deynmrBjxnj8jkUpQhSQBzwO1L2nmP2TW5S2jPt64zTShOAcdcDNWymcdcD1PvTQgbJOM980+bXcXstfU86VeQcA56VIsYxnHHY4qwqZPAOSOOKlVAeeoA5wOtdyqWPKjSbZU8vkE4wPTrUoT25FWREQ2ACMg8NUqptwc4GfvAd6ParlLVNIqhBjHfvSouVB46kFsdwcGrojI7D8Oaz9IaWeG680HzIdXvYwCP4VncJx/u4qXXvKxajZFoQ9SAOtTCMYKnPHr396m24JHPTHFSBPfqOOKXtRKGhWESkgnrn5jTwgB4wSR6VY2jsCacFOTxk8Zx1o9rYORt2sQKnGcdO1SBMZx69SKm8sg9sHt6elPEZIPqeuKl1UX7Jt7FcJyOgqXYCQcHHvUvl9BjkDg4/z61J5eAMcHtkUnUXctUZPoQBF46+5pwTackZGeBVlYsduCMDIpwTAJGT0zxwKXtFYtUpEGz+HG4H0FIEbn69xVoR+2PpTgnXjAIwRtyRU+0LVJsq+WfXk+nNKIznHGfcdathOu5e3UetOERJOD15HHIqfajVBsphDwSOMYNL5YJA7n2xVwIQvf1we9AiJ6ru9wKPa6idF2KwTPBxn3GaXYQF4HB6Yq2I+T8uT6Z4zSmIgAcAHpS9r5h7F8pWCDAyOmM8Ube+BjPTNXRFhdzDBB/i707ygwBxxjjBxS9uP2LsUdg5JA6cjNOKt3wST6elWxAMfNgED73rzUohQDrhQDtAznFL2yQexZQETAHAwR270uw9MYPIIPrWgI1Axz/s4PaneWuSPmPHekq6TD2DsUFizyTkE/eHNP8AJGD1/wBnn3q4FXHQ5XrzSBQ2flwCOhqVW1K9lqVvKXBwpOemTjFDRk5+UHOM4PT/ABq0B2IBzz0pwH8IX65FP20kyVTTRV8odNvfg4qQxA5AUEHp8tWdvJwN3qO9BAyMJtPakqzK9iorUrCEc9R83HanCIAg47elWNjZ2gE+wXnNPEZ53AjAwcCn7Wz3KVJy0sVxEBySRk/KQPzo2YPOSe2TmrBUEADnnOAM08KCeCMDuPSodV3NFh4vQr7RyNvVeNv86NoOB0B6qtTkA9BjBH0pRGTye/oO1S6jRfImQYGOnAPpQFIPzZIP3asiM8dsHnFL5JJJOASe46Ue1sCpWWhX25xtAzjk4oxyBnv61a8kjoQD70eXyOpGOOKXtVYfsWVdvJ55pVB29Bj0q2IgeDn2ytKYhjOAD6UvajVG+pTA74xzjBGKAoA6dulW/L4JxgdcYpQgGQQeMdTQqquUqUnuVcYyCMdOaNmSADjP92reAQuO3txSlMqGwM4+bBqXU01GqVpXKu0nkdupo2t6EjPHFWShyM4JABwTmnFSOAffHb25o9pqNUtSqFz1yBnj5qAh5yCMHirYTj69M+tG0gHrndxz2qfaSuX7PQp+WcjHAPGcUojznBIHtVkoMHOfYUu3PGBnnHNL2r7jVFc2xUWM8YyQe4NCqCTxtOOSaubBnHPHUgdaDGCMDOfcdqftWxKginsHTrhegGaCgPQZB796tmMEgjnHHFJsHJBGM8Z4pe1uCpWKxj5A5x3INJt/iAJ45ParOwDkc4p+wAADBPuaPa2H7G6uVPLweVBz2zStHk8DBwOas7OMgAHHOP5UFRgkfeHUVHtUP2VioE6jBx/EAKUxgcZPTBzVvYDxzkdaaUx6kdSAKPalKjoVGU9cDgjJJxSFSQRk/N2FXAoPQNj1AppXrxnAzgin7XQXs7Ip7GUAjABOPWmlBngZK+vWrZjHU5IPbNBTjgY9KPa6idB3KZQAHIG4dcnmk24zxjnjHA/OrYjHodxHBHtSGLPPX1zQqpPsfIqFAx6Fv73NJt25I557nqM1c8vAAxk4HOaYY2A28Z3cGhVLjVK5T2cDaOQflJ5596Zs55GdvGMVfEIAGSMkcn3pPK5xwB6Z5NHttBul3M8oCOdxPPUY/wA81CY8YAYE4/vVpGLrwBzwDzg1F5eD93OB1I6U/aon2Wh54kWepC8DnNWFjAGDkjPFTIm04GCue5qwqYbjPPUjpXW6y3PIjSbKojI65Oec47GniMgAdOOoOauKnTHUehpwUkkbeM+tT7VGiotlURkeh9M1jaO4a41yDDBrTV3BDHqHRX3D2/eY/CuvNmmCGurbGOCrE/yFcnpbrH4h8UWqS/aE+2QzSSCNlWMm1gXaCfUoT9c1z1MXCM4q+7t+B1U8JOz8v+AbnlAcjHB6en+eKeIjwOAR1zzVkLnBXBBXIIPUetNhRiHBOSJnBLHPfIH610+2VzNUEuhH5fII5A+8Ae1P2AkHB+gFThD0OcdQadsyQeM459xUuqujKVFWuiAJk4x0XBx1qQJ1AwAOBipto6HHGMHFSBF4ySP7xxU+1LjSRXWMdhnA6U9Uweg4HBPrVgKvAHQcbjzUgjXb0wQcnPXNJ1WyvZ2RAE+8SASw5B6U4KAOcjA5KirO1eMDJ6c+lKpTumTgYJodU1dOzIArEDgZI/iWnCM8EDjPOBVraM5weOmDxTsHpjgdD7VPtGTyOxXCN8wAJJI/+vSLG/OQeecZ4P1q6AwzuJHPOB0o5yOpXucZ+tL2jG6bsVRGfcHqeeMmnrGdrepOeelWQmffnkYo25yAMKfukDHFT7Rk+zsQeXySSST1AphiHqFx19atrF3z9Bml8v7uBgY5J6Uvai9mr6FPZjOQST2FSlN33h1PygipzGc8ZzngnmlCMOuT7gUe0uwVBJ2K/lkHj06dqBE2FGRgdQRVoIeD09RjvS7MdOwo9p5j9myv5R5yTg45JpRH0/XJqxtPYZAHPtSlOvB68nNT7Sw3SuQeUuO+f50GMAEY6Z4BzmrAj785HcU4qcEgZOO4pe1dw9kr7FZYx8p4yOtSjPdV9sipwh4HJ9SBS7Oh549qXtGyo0rEAGSflA9SBSbBkcZPvVlY+RxwM7gBmnBCPlAJB9P8aHVRapXWpWCnORxzTtpzyOe/NWFibspGBxxjrT/KPfqB6VKrItU2uhUCfTA96eEI54yOq4q0I9u04bAxjjnNNEfJGRknkHjIodVNDVO5W2/eA6Ec44pxC4I7FaseWN2PXnA/kaeEzkEDBPUfzqfbB7K7Km0YORwenNKVz/CRx0z+lWjFycgEFuOf6UCJN2OcDsf8+9N1VYfs2mV9pPTPA5NAU9RwexxirIi5GM4B6k0uwY7gYG45qXWvoNw0INnTg0gjJyQG6Hk1Z28LgEYA4PeneXkDOTx3o9rqUopvYqFPYk+ho2FiDt3ZHy56Vb8vJ4Pf17/WlCADAzyfmPTml7W4ezexUMTZIxwOg/8ArUbCfug49hVvZhgQMEnk4p23Gc460vbsfs9Sp5Oem056ZpNmBnBVe5xjirm0dAAQD2FAXOcAYx6U/bsPZuxUMbAAckkdhmlCHOcHjpxmreOmMcnnmjHOBgCo9q2V7NrYq7OoAOcZyR2oEZb2/vE5/SrZA4PbnBBzTMccZwaFUuPkK/lttxj5hyCBSeSxyM4AAwf8as4Bx0xnvQBnB56d+tLnaHylYR9iNpA5P40nltj0GOpOKsbRyevPel2qMgLgEngij2juPkSKoiPfGcHHHpTxF26HIyc1YK5yOeOgI5pcDnqD6EUvaAoR6FQxgZAwcAk5H5Uix55PA6DIyc1aALE5ABx35p3lgDBGSOoHFJ1LIappMqmEAcZJxnB/Xmm+Uw7HpkYq9tznIPB4pCDxxn0A60vaD5Etin5TAAgDPcA03yzjgZz1P+fxq7jPI6n1FIVxgkAAHsOtNTG4aFJoiMk8Y6HNJsPTgnkAVZkQsMjqPX0pqqVAyRkdBTU2xezRV2ck44z27UhjOO3HT3q2UxtwADnnFJtJxwOTyKFN2IUIlTZ3HGeuaayqBkkYzycVcCZICk4JzgikCZ5Xk/TpT5mCplUp0GcnFIUxjnJJ5zVsqc4285PJ45pCnB4PXuaXMx+zTKPlgnGDnHfqRTCg5HJ9R6VeZAOehHUDg1EU4zjOR3oc2iXTtocEsecZHFTqhIztzg8A1ZWEnBZeAefrUyxHGdo4Ppit/b+ZwLDtK9ioqHBUAZ7mnBMgA4BY54GOavLD6AA9TmlMRI6HANT7ZNmqw0imIjzk85HzA5rmrCG7j8V+JfMcvaT6Zpktom0Da+Z0cZxn+BTzXY+X379sCufhSJPFN8BO5uZ/DtozWpYYEaTzDcO+SZSPwFZTqrmi/P8ARm0KLs9On+RfEiLx85wP4YWI/QVVsLlZTebobr9zfyIGe0K5xjB+nPWtwoe2PfIrJ0yVHvdchCyBrfUlyHTA+aCI5B7jOfxzWrrPmWpHsV2LihX+bDKMfLvXBqXy256Hjp71bCdADghu4qQDDEH+Lrn3p+3EqTZV8peOAc8ZBqRYuvcqO4qyqg4wMgjh88VKECg44yeT3pe2ui/ZFNY84z03ccVKIwOpGC3HNWwhPBCj2zTwncgFe4NHtm0Cov7ioIjjqDgnbkd/84qTy1yoHXBJzVsJk8AY9+1PEeMdjjkEVPtmV7K+xUEZyCCcfWpPL4xzgDgtVoR8ZC5FSCM5xjB9xil7QqNKxTMfGCpPFO2Y5AJweRVzYSe2SM5p3lEDPB9eenpS52U6LZT8og4GR7CkMbEdBz0z3q8Yiep4A6be1O8vOc5JHYDj/PSkqhLpoo+XkEHj1HagREE5zwemO/pV0Q56HcSOKQQjHUk4/Ch1GV7JNFURryScY60CPIxkkk8gCrYiPQnB24xTvKZcbcAfxe9HtLE+zKmzHQZAIyRTxGc4IP3sYIqz5ZwRySeT8vFPEWCOCCT1zzmp57IFBtlURgY5RuwPbikEX0PfpmruzI56DnGKPLbBIPX0pe01BQZWEYx0JI6c45pdm78vvbatBPXt2FJsPAA5J7mj2lylT10IAqnGARtFOVcAjHBycVN5fGMkYxjBp2wHHt29aXtECp6kAVRnaACOM4owMHI5A5ANWfL9Qfyo2H8D0GKXOy/Zor7QB8oHU0YA59u/FWBGBjjODx3NKFB7D8aXtAULpEGPzzz7UFTzweDVgr6EdM5oAJ//AF0lNjcFsVgvsSfT3pdpAHHBPHNT+WeCB0pdhP178dKfOxKBAUwOv5dKNnTp7VNswcn8aNp79/ak5srlREUx3PJpAOh6knANThCM+oH4UBfToO4FLmdhKCI9nqO3IFBQcYGPeptvIwBjHajYTnnHNNy1KUbEITuMjmnFADnnPc/yqXbyq5GGJ5JxTivyk4Jx2A61POw5CuUGcgdenNO2AEgDpU+04BKlfZhgj2p3lnrtxweopc1mO12V/LHBwOemKQqfmyoPqDVkIckcE+n0o2E5IyF9qOZFKKK+wAeh7ZoKkehx1qxsPdQPQ9qbt/PuaOZMfKVyvT+VLtBz1PPANTeWP/r0m0dMfjTumxJalcoOO4BzjFAT0wPQZqcrzkY9hik2HHH602xKBDt9x7mmhOx6Z4xxUxU85BxTtmD68c4NK9g5bohCgjkZ/wAKTZ6nnPcVOEOee/SlEZ744HUUXsNQ01Idgxxk8dqdtzk8c9Qal2H8xUgTPpjjtzSc7AopuxDs5pDHkYPTjPFWhET6H1qvf3NlpdndajqV3b2FhY27y3l5dyhIoo1GWZmPQAVLqRRahrYbsIPP5Ck2jrx+Ar4q1j9orxdealqep+FtBvdR8PW2rSWVj/YU9tfCCKNldbm9t9wm86dV2pEuNgkXcC2cfR3w8+KeifEW71mxsopdO1fS2EkukXMe2Q2pChZsDIClmxgnI7gV8nheNcpxedfUop8zulLTlbXTRt+l1r81f6XEcK5jhcqWLla2ja15kn1elvXX9T0UqOODx70woMYwCSe47VcMfXH1o8tuBxkg9BX13Mj5lQsUPLwfqOCKNhzyACSdvPSrflHHHQ9OKcU44A49v50c6QnG5REfA64PoelOEeNoOT9KueUTycnJ54pwiz7c8kGj2lluFmikI+p6Z6ZNL5ZJ6dAayPEXivQPDFvNLqt9FHPHbvJHYK4M84UZKxJn5n5Hy9TketeI+Kf2sPgl4XlgtLzxbby3V/A32GKzKNM9wELG18lmDC54RfKYAlnA7GvNxed5XgG/b1Yxt3aQ1QqTeiv8j6CaPqeM+w6f41D5WAwGM7cZPevgLwb+37pHjL4h6R8PoPh7e6RdalNKk134j1RbCWIZBhYW5DFg6soJJXa7DsGI4n9q/wD4KQeHP2ddavPA8Ph7TrDxxDEklv8A8J3fEafLGULPzZ+Y6uoAwrY3EgcYbHhR494Ylgp11V9yDs3ytatbapf5G7y/FupGCjq1+B+g4T5gAjEdhjkVMsbnI8tznsE71/M5N8e/2v77z7m8/aI8e20hCE2lhrSwIrdDgBcjOBUul/FX9p+eYJP+0D8U3EquZHk8VTSLvAPA54ByB+FfIPxcwPShL70fcR8O8Y461Y/cz+mQQSNwtvKSeuENNaKRVy8MiqDjcwI/DNfzW6h4p+Pepxqz/H74mgxADani24TfjBPIk55BH0r7t/4Js6h4wuf2p9G0rxr418ReNdK1nwRrdvcaL4l16a+geTyA6PsdiA6lDhlwRk1g/GHDw1lhnb/Er/l+p1Q8NsRUdvbK/wDhf+eh+r7BicCM56YFec6f4u8Ha344trLRNf0jWdXTw3frc2+laiszxxw3MIcSBTxh3I5HUNXp37R3wX+JB0h9W+FmrXmn6dpYuJNb8P2xZtUu49o2R2aqv7yXOSFyDxjnPH4N+Kfj+vhS91y90H4wfFj4XzW2qyjUbPV/gpZabeaQkcayXForOzTTJNK4d3kUMrxgDJODwcR+NeUZPQWKUf8AZqdnNu/N5KMYqT5r6Ws79OhWX+HtadKccRLlqNWjazXm5N20ttZ3va5+7PoMYI4IrHskKaxrR3ErcRWkgBbp8rrx/wB8ivz98Gf8FGfg/HPZeFvG+paHpviHTfDyz6sdI8QrevdR7VaK6tkIA8iSNlb95IJAxK7flyfTfhz+2d8K/iPdaPq/hWDxDqi+IbHyLqysIkuI7Y2zuTNHMnyzJvuIkOCpXdnBAJHlcNfSl8HeK62Ho08XOlXquyhUo1Yu/LezlyOHVpS5uWXLKzaVzgxvhpxZgHNqkpxj1jKL0v2vf5Wurq59oKWyVK59VIyfzrC8Ua1ceHdA1HWrawOoTWYjMdmn3pC0irgcjn5ulfJ3xP8A2q9d8B+KvASeFPAtj8UvBXivwHeanqt5oHiKOxv7C7SYCGMxyFvlKFsqV3ZUnjGK5HWP22La80+K2vfhxfaJNdC1vYbZvEcV9dRW0dwSHkiRAFctbvtjZ1YjBJUEE/pOJ8R+FqkKlKniV7WzSsm3flutrrqt9nuedg+Dc+qyjV9hemnrrpvZ9fLofXl78QEs/iH4W8HW+nMdE8QJeRyaxIySPDdxQmZSPLYkxNFHKcFdwO3GdxA9UVULfI6uATh1UqGHqAQD+BFfA2t/GTwzonj/AOFmoXvm2Vqur6fd39zDpLH/AEC60S5O9mDNlh9pgG0dxweOfq/wZ8WPDHxEt/tngbSPGHiSxjv3tpr7TvD+2OKZFRpAweRWAVZYySB0YVhwzxhgfqs/rWJTlzaczSdnbazel76HRnfDeN9vF0MO0rdE2tPluenhOOg96mCHsBnPSuYvvF2i6Pqsek6lfRWTS6a90t5dXMccW1JI4yvzMGLEzLjAPGelQzfEbwRbllbxJpEjoy70hvFZiD3AB7V9TjuLOHcsclicTTg1upTimvk2jx8DwxxBmfL9Ww1SpfblhJp/NKx2KwlgdwIx1BHFTeSATnAHvya+YPjd+1x8Jvgl4MvPFeqanFrc8QZdP0LS7mPz55gPlBOTtQ5HzYOPSvxb+MX/AAWc8a61FqWg/DrRvCfg1jdIYtThvZLrUoRG3zIJHAiBZsc7OOnevi818Y+CMtheFf28mrpUlz/e17q+bRpieFM/wGJdHEUJU5rdSTT+5n9G8F/pc1vNeR6haNZ211NDPdGUCNJY3KSKxPQq6sD6YNUr3xBo2iRXt34m1zw/4d0+HUjBaX+tazFZRSHy1YAvKyrv5bgHoufWv5oPhD/wVn+KWj6xpllr97o3i7TNQ1+5n1OW2gS3li+2PukcSIuGfduwdvfoea/czXr74b/tDfC/T3/4Q2/+Is82qf234NsT4IuNQWK8iURB5GMbxxyGOeZdkjAsC2BxXNlvjDw3m2CqTVRUqkFflqtQu/J3/L9Tty3g/NsxzCNCnRnNNpNwi5NJ9bJdN9eh7PcfGz4JWTEXXxm+EdsQcfvfiZpq/hjz658ftL/s3peS2dz8fPg9ZtDCkj3Nx8RLIxYcsANyyHnKYx23L618QeMNH8MfCvS9Q1PxP8JIvD6abYNO9qfBlqly6AgARwAb5CWIACqTk9ODXgWmePvG3jaxtLjQ/hh/wqWWdp1S/wBestO1h4MoPKItvsk8PmEM5BljPlPGpIbIx4FTxdzGvhZTw1OnN2drSum+mq0R+oU/B7LsNioU8XWqU02r3hZpXV9Ha/ofuXYCS/t7GeKzux/aEcbQRi0dtwbGMEDBHI5zirVzZz2kz29zDLbTQn95DMhVlPuDX4MfB+4/al+FHxN8X/Ezwt+1v8cb/wAG6nqmpXGs+FPEfjCPxTaXT2zsgWTT7uyCjeIlLvbLEw3Haq8CvpF/+Cgv7R/ivwrp6aZo3hPVPiFczxC80bXzpGj6LhpCG8i6uHWdxtA2gxqSTg4r5un43cYYLEp4vBUXRSV5KrKL8/ig0/w+R9A/BHhPMsN/seKrqq72Toxmn2+Caa+9tdmfqhsAzkgEDPXoKrXdzbWULzzyKqqjFVDDLBQS20d8AE1+MPjT9r/41+HdUsZNf8Sa34Avgs1wmi67430CG3ZPOaMGWza3lZhmNwAxGQmec5rFuP26vHz+DI/EPjrXfh1qHw20/UtU0S58SaHeg391qF1ZuI4vssEeVWMSk+ZEFT5huwAMfd0/GXIXJKpCUb26X1drLTTv1/4H5/V8G+IuWUqU4yUbt620W7tv26H7hNGV4bj61UjuIXnntlP7y2CeaD6OMgj16V+N9h/wWY/ZctdSm0yUeJtV0iDyorHWtEbMnmBf3sckMwTG1gcMGwQe2Dn6D+Bf7efwI+M3i/xrofgfWNW0nxSNETUbu28YvFZp/oojjliRnkIdvLnt2+TK/MSOck/XZdx/w1magqdVKUvsyvFr5PzPi8z4Kz/KZSdSneEftRalF7dUffmo6mLeW8s4QftaaHc3cW0fNiPAJAPXllrTtZftFpa3G0gXFsknT+8oPb618yfGD9pP4PfB+0TWPF3irTYtWufD19Hp+kiZ5Jri7khhnhtSyxsEaRFO3JA6V8H+CP8Agr98NY9StvCfi/4XeNdPTT44YjrGjajbXgSzjtow000RKneZlmARM/JtbOSQIzDxB4TyjF+yxOKhGXa97bb2vbfqeTTyXMq1PmjTf5fdc/ZQ7cfeX2zxTtgOABkk8AV+VHiP/gpJ4T17QviDp/w31S1XxdcaBbf8K6utdt4ra1tNRZcTPeGVlDxI5QkBssNwX1rHuP2zf2oPiN4ct9L+HvwX8CWV9D4SMXjHxfrN5Jc6Td6oU/ezaZJHdRtFAMHAdZSrEfMQDXlV/FrgmliHSp1/aTte0E5N626fr0Pfyzw94nzal7WFNRpp2cpyjFLS+t3+XXQ/W8qqgBnVQ7AIWYDJ9B6mms8CyxwNLGs0qsYojIAzBepA6nGRX4R6x4//AG7fi18N/DGq2Xwt8V/C7RrDT4dWj8baD8adJ8M6okUixTuG80S+TCxVy3mhmCNg7cEV80+Df22f2tfi78adF8N/C34qfDrX/E3hy1fSNG8JfEnUoZLK5ujgSTprC6ckepysy7lZCu05UB1wT8lg/pA8J4qtNcr5YbuLjK21+ZJ6eX6H6Di/o+ccYOhTco2lU+FSUoc3X3OZLm09PRn9OEk9rE5Sa5tYXKghJrhUOCcA8n1rxqX9pD9n+DxbqHgS4+Mfw+tvFelqpvNKuvEUcSqTn5RO2ImcbTlFcsvGQMjP8yH7V11+0fo3xO0zXP2ifHmh+NPihqtlFa2GieBNFn19NKt13PGZra0sUgt4AWcggvMSw+Vuo9i8M/sdftR/EHwbpXijTvjL8BdA8H63ZGTQlns7m2fyzwzyW0unxsh3KQVYDpXiZl9IbLKMFVoQXsW9JS53zL0jGyfzZ9Pk/wBG/NcRVlQxE5fWIr3oR9mnFvu5VLtf9uxP6co7m0l08avDcW8+lG2My6lbSiWAxAZLh1JBGBnINV9N1G11XT7fVLZsWtyXETyEDOHKZ/Erx9RX4UfBv9kT4teDLj4iS6X8XfiPr3hTSfh3o9r4i8QeFNbudJ06716eSddRj0bT44VF5aNDNaxBlDszxTfdAAPIal+2x+1t8ArW6+Gfw2+Ffi39oOXwrfXlpJF4u8AyafBYyxzuURtSjmSS5cfKzIU77d4Ir6nBeNGSywtOvjIeypz2fMmtdVvytXWuz6HxOb+DWcYHF1KNCqqk4bxaaatutOZNp6aM/oLS+sWvrjTVuYjf2lvHNc2uTuWOQsEY+xKMPwNVLzWdOsL6w066eWKfUxIbSQwnyvkGW3P0Xj14r+YL4Kft1/8ABSTwR8QvEnxA+LX7Li/FbWPFPg6y0aXUo0Hh17a0triaaAiGJzE8itcyKx2qWXbliRmuP/aQ/bV/aC0LXfDvizU9K1H4PX/jrT/tmneGprme7jMaTyQt50skzhXElt9xOCrqeKKnjdwpUw98NL2lRP4YtN8t1ro2vxPn8R4Z8R4T3qkLU/5ndK76WaT79D+sFWjkQMkiSIw4ZHBBHtS4HJyOK/jAtv8Agpl+2Lp76dY+GviN4heK3cy3NjFpwlEspyASAhJ4JwPYZyRmuvtv+Cif/BRKe5tbu11zxkJpIQIIptAlMcikhciOThiSuM4znNehR8X+H3T5qsJQ9eX/ADMKPhzxBin+6Sl6cz/KJ/YhjkmjA54Br+Uk/wDBRv8A4KoWw03TG8PwG41C2V9Llk+DNrPcXKEfK+SDkkY5xzWDdft//wDBVlp/sLSavok67f3E3we021aPeTtLGWAYDYOCeDTXjJwY43U2/nD/AOSOyXhPxfCXLKk01bpP/wCRP61CO/YU3I5GRiv5KdV/a7/4K5wX0tjfeLfHNjcRSYkGm+D9FEYJAKgSLCVwQQQc8g8VBZ/Hn/grj4pkeG3+JfxStXMipIWu9L06NS2CuZNiquQy45GfwNcNXxy4MoRu56b3coL/ANuO7D+DPGuJm4xoybvbSFR69vh38j+uAbdvTLbgVbPaqxuYBdLZt5vnvA0qhYGK7AcctjAOSOOtfzOfs5ftAf8ABSH4a/ELV9T+Jmq638UIL/w5cWWm+GPil4/hl0yC+eWJkuAkEmd4SOQLjAIc1+ivw4/b++IWt+O9L0T4mfB7wx4N0+0eS08Sa7pvjf7SW3MNjWtuRuY7lAKkt19q2wvjj4fVqihUxChLzaas3vzJtf5HJivCHj+hL93g6k13UJb72s1e/wAj9VgQSRkZGODWRB4j8N3OpXmjW3iHQp9X05Q2paXFq0TXEAPQum7Kj618w+Mv21vgzoGjTy6Pql7qviq6WVPD3hu90O6tTd3CEjDytHiOPdwXbgda/AL4oT/toeLvix4h+Jui2+g+EoNTuLzOl2XiG1WBlnBAaOGJdryBZBmRiSTgnJFTxD428CZM6apYqnVct+WcWkl5p7+Wpnl/hN4h42Ul/Z9aNu9Ke/RbH9UMetaPd2txfWOpWmp2unRyNdyaVcLdbdiksuI85b5T8vUkVz2j+P8ASte02DVNPtp3s52Pl7iPmA7gjjjoR2IIr+ZD9lb42ftO/si6f4paTwlo2saLqZhR7nWtRu7qSKXnDRW6sFIYg5cIeoOcHn6t8N/8FJPiP4Zn8MXHjjw58LtW8Jtp5TVtL8NTrp19JfF3aWSAh3XcSynYUA64x1rPKfGvhTHUoSqycW9Hy+8k76arXbXRNo48d4b8X4Go4vDT011TWno/Pufv/bslxEkyA7ZBkb+1TCPBAOASCUB6kDGePTpX88Hi/wD4LY6lp/hq0sfBnwwtLLxHJeEXGo69qQuIIIxJwgiAGSVABLZHzHGMA18kfFz/AIKZ+OI7bwR400yz8R2XxZvLu3HiLxPc6qy2b2yA/ubKKMjyoXxlkbPLMQRivZxHilwvTq+zpzcpWvs0vS7W9vl5nnUuDM+qS1hZeq09fI/rK1C90/SbObUdTvbXT7C0UNcXt7OI4oxnGWY8DkgfjVbR9Y0bxFYQatoGqadrWmXOfJ1DTLtZ4WI6jcpIyOhHUHg4r+af4gf8FV7r4u/BfSfh/wCL5dR8La/4kt7m38Z3/hPRUlWexaMLA0ZllBExdCTghTvbjAAr3T9kv/gpz8Ovh18O/G+k/EPQdbtI/Dj2svg3wnoQeW91G5lIF0waRzHCjMRKQzYB34ySASl4p8I1caqXt0lbW91Z2vb9PXQ56nCuc04O9Ntp2sj99jGO3UnoOtJ5fHzcj1Ar+Zyx/wCCuHxe8P6zrviTUdZs9fGo6s50Xwlq0UUemWlsVI2MkahztAQghgdysSTuIryjW/8Agst+1BqGq32paZr/AIJ0WyETpaaJZ+EYWgGDjzA0hZyeD1b864ZeMPCi0gpy16R/za3O2lwXnlTol11f/AP6rLe90+7murazv7C6ubGXZf2trepJJbvgHbIiklDgg4bB5FW2j5GRwecgV/Id8Kf+CkH7Q/hvxR41+IS3PhPXNc+IF0Z9YvNc0uIMxEXlxrHHEE2ou1GxnLbRn1r7ek/4LX+J7WzsUPwj8PM8VnANQuX19wWmwBIFG35QxzjPIz3xzGB8ZeEcQ5RqylCSb0cW/wAr69xVeDs5pztGKfo/87H9CHllcHkZ6DFJ5bZyeSepJr8DbL/gtB4r1O3m8Q2P7Ns2o+HNFYxa7qGl+MrhrSGV/uiaYWhRCAOASO/WuRv/APguH4qjmEkXwT0DTrVZVK276rNdvJFzuy/yYOMdFxXpUvFngitU5Y13f/DL/IxfCGfpJ+y/Ff5n9D5jIyTxjv0pCnQ4P5V+Bfhb/guT4LbUbeT4hfC/xHpWkpbu13F4Zvo7iRXJOxdsiqWGMdCO2Scc93p//Bcn4K38U0zfC/x5ZRpBMY5jfWzk8lYiQCNue/PHb1rfEeJ/ClDByqKo5PpHlldv7rfex0OD87q4lU5Q5U922rJfK5+3nl84OQccDGKeIcfkeTxX86Vn/wAFhLZoJTa6h4ugVbw3CaZeLFfPIOcxfaXOVjOfu4yCPlIrhvHH/BYP4jQNHeeAdI0nRSw33mq+ItSmvmfkYRYOFAGD1z97npmuJeK/C9LC89ebUntGKlO/4Kz9fvKxfCWZ0sRajFyXe1vwuz+mXfbrNFbtPClzKjNDA8g3uoxuKr1IGRk9sirggbcBsbkfLhev0r+Ym6/4K7fGPxUtnqkWj+CtMLeFrzT7m/0WyeG6drgLungkLF4pEdIyoGeRk5qn4E/4Ka/GPSdJ1XwjpfiXT9Xur3T5gb3WFea9lndj5k8twTu37G28DbwMAV81mnj3wll6fLGcrf3Wrbb6Npb9OmxGG4XxtSvyVXyrrZNv7l/mfv8AfG39ozwX8FrW0tptP1jxr4w1ibyNC8GeFYhLPNcNkRiaQ/LCrEHk5Y4JCnBr4U+Ofxx8U+I/hb8QfEB8beEdQ+I3ghdNu5/gfoF7Dc6NpVsZA7TXO8eZqN1EPLcjKwo+BsbHzfilr/7RHiTxp4gGpeKZLA31rLuTSNLgMkRRBjfJMJAWzg/eyccZ6AYsX7RvgqPUY7XTEi0vxItvIuqC1uWlS4IYMFK4+VQRyrM2e/SvEqeNHD2cYePPUlBKzcVBtSV1o3ula99E/lo/VwOWYPA1+aMea+zd1y6b2ta9+9/1PoL4U/tT/ELw54luZtT1nSLWz8T3w/ta7/4R+3hSORpWxI/loMY3k7wCV4YAlRX01Fq/xl1XxrqtvYeKdV8P+NG0RNc8J3Hw4Wa6truwCuHWW5hAff8Au1VVddpJ5wGWvx88a/EfxbrWrXTWeieHvD9rBcJJPeGzVpLiEuHbCkjkgnJ46nnArYtf2uPFGk61p0nh7xnqX9uaLFHb2+oaTfPGLUJ80EcTqeMFR34x9K8fOvGHgSOL9vgcPNVLa2gtGrNPey7O+tuzPXp1cQsG6FafPF9r7Pfp9x++3wr/AOCgnjvwUsXhb42+DNV8UtpypHca5awiw1qCNQATcQSYWVsc5Oxj3z1r9Nvhj8a/hd8X9Mj1HwL4r07UJTb+ZdaHdyC21K2wMkTW7HcMdyMr6Eiv5BNe/af8d+I/Nu/GXxE1zWtXvN80t3rWrJdT5kAYgyH5toIPGSvpjJrzLVfjXq2j6RcXkXiO+0S+jceXcWOpurSq3UqwIKkjPH4VOB+kVh51Iwjg6jXW7Wnp1a+TseLPhehUjeNW3qtfuvuf21P8Qfh2kmoxN4+8ECXSLZptUjPiu13W8KnDvIPM+UA5yT3rO8O/FX4UeLoLi68LfEvwH4gtrKBpb2TSfFtrN5EQIBeQB8ooZgMtgZIr+Cqz+MV5rN5qcP2y9Fm77J3ubrY8hHzEkA/Nznk8ZxnrXaeGrfUfFEmpx6JLf6hbtbhr230KGVpGjJGPP2cBN2PvcZwO1df/ABH/AB/1z2f1K0Ur6yd2vusvmc0eGJVKvJCTfy1/M/u+j8beA5Lq3tIvG3g+a6uyBaWsXie2Z5D2CgSZNZXjT4s/Cr4cab/a/j34j+CfCmnGUoLrWPEUMYLgZ2hQxYnHOAK/i58LfD347zaxY6XpfgbVfD9rqoCi41HWfsayQdppMt8ke5lXcR951HXp2Go/Brxytk1z4ja2tL9L24tLHR7vV23XU0EBnkaOU5jzsBK5b952J4B56v0hMbGN/qS12tO/3pL9Uexh/DnM8RTUlCfneNvud+x+23xd/aS+Bep/FXUbqX4jeD9b8ItqEYfTdO1iSeS5EpXeYpF/dPGdoZiWBUZUZ2gDwb4l/E79mPWdA/sey8S6Rf6bpZMmh+KZdOnmure5aDAeQv8APmONGAILfNtAwCcfiRrWuzaVdixm1i+0y6hmV5bG6ljRo8f3mA5B4/OuX8Q/GuG4sbzw/b6jHNHb2x8wC2QsZBHhWVwNwGF7181S8SsTjq85ywyl7Rt6x2v0vfb7/wBTbB5bhMNNQfOnHTpuu/Y9P8a/HnW9W8f6r4j0zxfPPcXbn7P4rt0kt70hCERixbcpKxhtqnjcck9a+cPjB431vxffprk+qT3Xia6Qrd63qdzLcXE/OC8sj5BJGRnnvk145Y+PrVb+50/WtTa0smc/2aLSASrFISFAY4OFPzHgHqK4rxR4l8RWunxTRa/Z3+n3Nw5FvDabDGkZwC7kDdjPTHevLrfvMU3bWXrb8b3/AK1PsKipwpqKV3tt/wAA/cWL4j+IQ0cQ0HRJgJy8MYnkDHJ6Nxg4z261oR+NvHGLp9O0XQY54ZGM0KeaVjB5OBs/E5Nfq7d/DjwskSQw6ZpFo9uQ6C3gt4srgHA46YA+tWtM+HSXF68ejafBPcXsEtw1nYJEZHjAG6T5RyB3b3Ne0sJBv3qqSPY9pJLSB+Vf/CV/Eu6iS4tNF0rcx+aRdLkZW+XuccrzxX6Of8EybfxTN+1f4a1rXn+wQaZ4e1S50+3js2hjmnEOwxmSQcny5JG2rz8o7Zrvr7wNq2gwTahLpuyG3aM3JiuIXkAYYT90jFiD7Ka+jv2QNUsJ/j78PtL1OzvdP84XjabeX+nTQxz3Agf90sjptLMm75c549qwxmX+zw7qQnzJdtf8zfC4yDrqDjZvvoftPOv29Ip0gaO3il83zHnJIlxkMM98Cvhn9tz9iP4f/tXfD3UbXWdR1PwL4str+zls/iZ4SAbUAizZeG4iLBLiN0aVcS5KFiQeMV+m0+mQNGJC7IZFUrJbLx+A7/WuVv8AT282REmV9tvhVK7Rk9zxg18nmeXwzTATotJ8y0bSlZ9HZ6Oz1R7uXV8Lh8fTqVqfPCLTlG9uZX1V1qrrQ/ms0H/gi3+z94KTTEtPiH44F9LftHc6w+lWdxOokjbHliZXWM/LgMmCpIZdpANesXP/AAS6+DelNb3eifEf4saLZi6soprTRdRs7ZrnkQnzpfs5eX93I+BISF2gDAFfufMAt35e8yMNqrsA4I689j71PI5jbqTEHBJbAXI/qc9a/JcR4RLF4j2tXE8073u4tv8AGT26dF0P1qh4gcBYWNoZLFL/AB//AGp+CvxE/wCCbtjpFhZ6v8E/ip420Lx/eeJrEarr/jvxI13bzWsjut1strWFB58ryxlsYU7TxljnsP2hfhX+zL+xl4f8A+L/AInC+uNQ8Z3J0ia81vTptSWS4ggEzFooEwJiryFiRgdOSuT+6ml3tiZ1FxcQw4ZYyzquAw5BXjIPv19DX5Mf8FldT8U+Dv2cfBHiH4eeKptJ1WD4w2kNxqOn2kbyfZp7O7DLukRhywTkYPHWvaybw3WR0aio1f3klaLjena9r3abbWmi2Wumpx5j4h8PYjFUnQy+FGnF3ndKpeyaVotRS3d3u9NdLP8AN7Vf2xP2cfFdz4bsfC1tqms6hZeKdHksLC8+GjvbT2lvOjSR+c6qyxiFWUR5+cDYMAivcPCP/BQD9nPWbm78P+GvC/jf4ZXMQkl1DVvB3h+HQyXkVYmka0uAVlc7Ixg9Aq56V+UPg74k/GPWNc8L6d4g+Ifia/s76/jNzp014scMmPmj3BVA4dUIJ6ECvbf2JfDh+JP7dHw78IfGuO3+Img674t1iw8WWXixRO180FpdeR50pAdyskUZBzn5RXTmeVYvJsviq1SV/e2m30XlHzLwPE2GzbG1Z4alHltFtSpxS0b1STlbp/Wp9qW/iK0+Kvjzwv4c0P45eO/Gln4q1+KxsfCvjn4P6XBbzyXJESI1xA3lAFjHukMY4X2rgvFsP7MPw0+IUvg3xd8TvHeoWng/x5fR6j4V/wCFZxWulrdgC3nC3aI8xgUxBiON2wHGDiv2W8T+Ef2AvgML/wASXXgPwDoeqeCbGPVdNOlvMbmKeFy6iJVmOHBRGBYgfMK/Mr4pftQfsFeINev9Wi+A3gLXtY1+5kvZvEfirTLm4jvr51Mrxyy/aCYpGywYgEZBOQOa+ewUcTzOEVN05NSaez+XNa1nftffY87iDifKcTJPFxh7SKtG2ln3dt+zUrn5h/t0ePfgDrPw2nf4VS+HLfUbS4fe1/4W1S4u5g+PnjeONI4iCrcMjg8AYr+fXXfEniLUdOvdK0qy0u2jgZHKWNszXDRp1aTIIzuG7n1Ppx/ZvpXhj9kP9pDw144l8F/B7wPoGoTTaZceHLDQtNns7uONo3E8UamRsqMkgk/NhWxX4P8A7Sn7KnhzRfGvxQ8P+FdLk0qXw14y0qGwmmh3XL2l7fS26LPMBkBmnttzYJ4Ar7jLs9yWjXhh44d05N2tq0n03k3t5HyE+Cs04lymvmqq05RpRu0klKya2UYpaXW/mfnZ8FtP+JHi7xToul6X4S/tLV78Qx6VNbwbW3MwEeM/KcHkAYIAJ9a/pT/Z++Ffxd8Bab4Z8M+CvjT4n+GkPiKa1h8TaFdeDrLUbYyysAS26YFGQsctGctgEEV8S/A39iXxtpvxKv8ATtRbwZoul+C9dje+B1GfUpi/lJLZG12qm8AbsvkFCMc4NfrJ4u+G2varos0Phm8vdH1JVLxTx20il5ByoEvBjHHUY+tezJ0KtWdSVGLaWl0n+d7P+tT5fJVjsoxEq1FyhO1rxdm12/4Gxz/w80PUfB3jbxZ8Pfi38W/hTqfiaTxVIuj/ABWT4bpELa2EbFo7izkuG8zcwDB/MRh8+cgjFz9on4kfGf4N2/isfDfXfAfxd8OWF1Z2Nh8Q9O8Pw28KS3dms6CK0e7aGQ53pkSeYMggcHH5A/G278WfCnWfFB8RazOmsW1+ZLiSPUZZ7iwZgAJyRnr5p5UnK7vU16r8DfFPh/xhZWngbVNQ0+7ttS8d6dNqEepa9LidSFjw0WfmcmfJJ2ldpwV5z5ks1zeph0oy5Un9y6mrzWpLFzVemm5J63d797n278KdU1Pxn8HdZ+IfjL49yaFqOmW+v6p4l+Hnhn4YaBqd9JLEZbgJZq8E8rSTtiPaBhXbA6Zr3X4Sal4A8dfB7wv8VPH3gPTvg/qk9op8QaT4rB0m503UYdonUh9hXEoJXjkFSOorP8L/APBKD4Q/EbxQ/jXUfjB8TvAX/CGeO9c8GNJ8PNXitlSGy0CLVReLJtLM8n2mZWTkMM4B6V+L/wC3BH46u/i/b+A/h4bjxn4UeO207w5fa289uwktY40W7mQ4QFiizPJtGG3E4Bwe3K8XjqFaUFVdWpK2+ij3Ssv1udub5nWeApU4YaMORW5ot+/5y6X06WXkfTv7R/7S3gH4Da+df0jwqfjra6kPEU/iXSX8X/Y7tJPt260uvt7I0jsIBOSmckMhyMc/Uw+APxK+JVt8AJtD8I+CvHnh7w7cXENzo3xP+LVzqN1fR6uTJYWsN1bQi5QI74P2eQl2VC427jX89P7TPw/bwb8Qfh94OuPjF8PPG2oaNE9jr+s+EdQa4tbG/uYJD5Dw5zLNDK4yUGCGX6V+6/7MPxJ/Zv8A2R7nUdZ0P9vH4F+OPEh8U6Gtz4q8R+KtNkOk/ZNSjupJLa0eUCCZhFcRbyD+6kZCFDGvQoSx9KvKpOlzSk/eV5Wjy6Lli7x73tZvrc0qY3GV8voUpyULLo1e8rvV6SatZJO6WttzJ+NHi6X4aeHvGL+Bf2C/h14N1/wNpdvHHp0vh5PEyXE06wkXjXE6tcyzCK5Fw6uoQJIp3Daytyf7PXif4h+JZfhb8TP+FbfC288S+CLaKTxl4Y+F1vax6x/Y9yyQQte27MA1yZLi2CpGCSgiEgVhkfoH4C+LX/BJybxXeal8TP2hdP8AGU17YsJPBsfxBtobTUILhQhlnSCVGeNxtHB52jLEcV3cP7P37FvhWfTPCXwb/ZX160+Ga+HbjUdH8Zaj+0jrVjf2uuzFv9E+wr5jG2Ku4acSFwH+RQRurCtXxeLx0qkY1Y8sdIrRO6630/Bvtsck8nnBRqe2i/np/wAOfzl/tdftG2/iv4j/ABEXx3D4iuLz+1DC3hHVNQZprK4gUwja4lIVogjAgEhCSMY4r4a0z4qaRdWyppUqaPZBDLcz304urtjvwoBUAnAOB3A6mv1p+If/AASV+M/xP+OPjjxh4c8R6VofhS4lvb3wrY6jML1oppTmGCVNwDRkLKD8+4AIxDE4Pg2u/wDBF39uDSmupYbf4L6n4TjmIj1iy1YPvlfBZJbbyRLbB2VEO4bFDOwOM1OX8NynS5qqk5Ozd72v102PmsRhJvEe87tvTW58P3nxeXyNLj0aWb+0UnDWw85S8SHAC8j5hwevpx1r92P2HP2wdM1OCDwv4z0LTEa80xILqTS4Y7CztfLU+X+5xtXeC+/GTnn1FeHeEv8Agmj8To/hsdM8Z6Z4Q1LxxZ6K0VjbaHYae+n3s5jPkm71CWZZ4/Jdio8qInai4bBOPv3RvgRonwil01fgt+w/+zj8adM1TwxZv4l8U/HDxlqun3o1mNpI7hbeztL5Ykh2rGQQSx3HcxIyd4VsTlWJ/wBnpyXK91FtPy1W3n+J9BguG5Y6im6sI36Oai+j62t+Z4t4H+IP7b1x8a9Ki+IOu/s32fwvGuRf8JHpFh8VtOSA6K0rqxgQkzGQxgYDYOQN2M1+l8vjf4EaVbPFJ8Q/hNpbM2R53jGw4OeAY1lGTjA/XmvzN1z4S/FbT51sPhp/wST/AOCXFzYSXEeptD4u1bxJqlwtzhl80vca8AcdNvTnpxXrA+K//BTbRoIvsP7A3/BLbwzbCNd08PwwW/IkJ2xr+/1WQ4JMY5yBkk8CvTwFWrh6fNGn8Wtmo6P0b0N8VgZ0MQ6U67m1155ST9Gr3R9a678Z/wBlixsbR/Evxy+FmjW9lewTxXcnj+OxhM0ZLIGZZAGU4/1ZJVuhBFfGP7YHxf8ADk3gvRtY+Afx/wDgB4WaS6LeI/Evjy8ne3ltJUAtvsk6WssWS53fN94AbT1qv4k+JP8AwVz8S2I03Uv2X/8AgnDDpcUqPHosv7O3hW+t0lXO11S5MoyAxwTyMmue1b4x/wDBarVdK/saw8JfsfWXh20jjgt9L0n9njwGtrE1uNhjSKeydRsdGUcbflBXAxXoPMczknGEbX7KKf3p3ON4LC1Ie8398v8AI888J/tVePPhT8PtPi8XfF3wB4s8N6LYw/2T8RfCehaiuhG1lwIUhuDFGpCu4TfgBmxyetLrd9qXipPEnxesvjH8SPC3w+1LWjq39qeEtNhuNPv7eVITJL5kkbOEM/nR5Bzxn0NdrD8e/wDgvlaaYui6d8Qvhx4UskCmz0Hwz8L/AAFZWywpgbl8rTdihWKADryCOhxveEtH/wCDmX48w6uPht+1DquntoEsS6npGm+KfCmlyrHKD5Uol+zooQsjjamWBU5wNufGo5RgY2vhKb7uSWr7vR/5+Z7GKz7Oa+HjCeKqyjHZc0nZbaXa6Hl/wo+IV14ti0HwFLceM9Y8ReIdZ1J9H1/+wLq6nvNNF1OLKTzoomjUPFHyCAQyYwO/0l8fP+Ccf7Xv7TngHwR8P/APw78FWraH4jlmXVviDa6rpc7W86BZomkazaJl8xY2yACp3/MMkV2/hn9j3/g4/vNKe78b/te+K7aePTlXUdXX9pNY1s5doNwVtLYBJWT5kAztyNy5GK9X/Y2/YY/4LJ/sy6lfanp37X2uaTfaz4gnu08G+K/itD4n8Mak8pD3k1zY3dtKFmZzM7PCyNISPmQ5NeJW4Xp0sx+tUafK3dOMHFRd7XdrJ30T+KysrI2eZQx+VvCVp3jo05KXMra7q9vkr67nxPpf/BPT4ofBnVZfAOv/ALXH/BMj4X+MoLNItQ8JeNP2hF0HVtJ1JZgzT/Z54dzFlAUgLsIzxg19zeBP2OIjFBqFz+1J/wAEutSvtOgRRq+m/tPw3Dm3VcNLI/2fAc4JyFHLE5GOf0B+Kfgv/goR+0B4J1Hwr8e/An/BNn4gmwSGCS+8cfCG/wBXXTzIgM0sSyXLFG8tlIaNkwx9q+K/FH/BGr4n+Ltc+3al8Qv2XdJg1jxC17YaP4V+AFtpqQwb4ZXhW6EDzEbYTGMnoTkncwPg5hwZOtWvChzc2jvU5dPlf7tPQ+nyni7EZdT5FiXFLZKCnFP/ALetZ+auJqnwC+GMEWmw6n/wUY/4Jn6VJpd+s+xv2hLP/RHUMGSPBBcYduW7knHNcP4l8Hfs72VlK95/wUo/4JfPfFs3L2nxwhYSkdfMCwvnoOig8AZpvxy/4IL+PvjF8OdX8EaJ+0p4R+H/AIdtviBb6lZ+HbT4TW8kECxWzRuguYkjmOJJE2jIVkBZxv27fma6/wCDY/xS14bSX9q3wjJqEdoJblbX4V3OySMtgKmbjhgRJknPVeBg56cv8OMqWGtVgoT8pSl+On5HbjvE/iGNZOnV9ol3hGPbp7y/E0tZtf2Xxbahpk3/AAUU/YA1O11GUvqem+E/HOpkzKz5YD7JpLOMHkEdenGa09HsfhDaXdxcan+1x8L/AA78NbTTlubnxf4B8D+IdeleJQWeRIJ4LYgKnzbgjA81z3hv/g3C8CfEGHxd4J0L9t61k8WaGbC28S6bpXwqZ7nw9Ld2y3lvBdL9tG+SS3MTAgrgEnHOK/T/AMNf8EktI8J/Dbw/8KtT+KviDVRZ+FofDSa5D4NWOS62QC2a5KmZgjN8z7Sx9MnrXqYXwx4ZqykqrfLa9m5NN+l/xM6vixxhGkpQko1Nvhinb1s/uPzN0u+/4JN69fubD/grZ4T8KX8swk1bVNZ/Ze12yS4f7zEXLlU6n16+taPiDQ/+CP00q33/AA+CLahp4WRLzw9+zzrd8UVTkskaqyhhyQyBSM55r2n/AIhtP2YIP7Si8Q/Hb4xS6Kzw2WreTYWdsbhnjh5Oc+X95BkcApnuat+Bf+CJP7BHiOx8b3x8R+N5LP4c+MNX8J6vPH4+tYmnvbGbypBMURBv8nyWwOjOVJJBJMPwNkeHqRhKME23a6k27K7V239z0OHEeJPG2JTnGvOyWtnGKXRfDFb3PBLj4of8EFodDEdx/wAFPvj5qniuyGbfXtP+BmrC2kk2sNzWraYSSd5+7KhPc15lo/hj9izxF8LNW8cfAn9uPx18QPAnh/XLhLq41T9m3XNF8u6jZJCGcXmWwJkySuCSDxzX6N6f/wAG/v8AwS403Tr25ubTVNRMBhjspNV+KzYkcj5ids3J5HA6Y6V7t4X/AOCav/BP74VeA/FHw28JeIdP8FfD/VNVil17w/P8ToInb7QIUnuEnmctkoowQQFMY966anAPDzpSTSS6WTWvT8dzLD+JvG0a6k67k/71pdu68j8Abr4oahFrNzeaJ4+8cavof2cw2msaTd73lkGSDG80e3O7bmIjjBwRxWB4o+G3w3+NTW+oeJ/iL4w1bX7nTz9lu9Q0n+ykmBCkJEojVQqnA3jJz3OTj+hEfsq/8Epfhdo+n6Ve/HLRNF0XWtU8lLTUPjvDNLeIU+/GVDMcEEFhwOQTmvKfB+lf8EZfi1e/ELwI/wAUfCHie2+HXi4Wuryaj43nljuJPISW1ltp1jzLFskZGKNjzEKkZFfJYbgnGYSXNSxEKXL9qLu163S/M+zxPidleZQ9liaE6s3vB2S76JNv090/ml8cfCD4Y+BbW6k0rVrjxqrSy2cukNrUKTtiM5y3mbW2smDjgZJznivF/E/hy117wlZ6l4r+G/izQ7C2szbWfiHRdTs57S2lj+6yRqzbsIhUjnjvmv6f/FnwC/4Ip+LvDnxC8F/AnW/hbZ/HO48IX1p4PnfXddlntNcdTuaVEALhWMZwN3UkDrX5QeKf+CQvijx9DDpuhftM/DGzeLXWv7+/e11a5HluvyRRQsoG1NsSnudnzck171bMa2XwhRqVvavdzUW7L/t16erufG1cDgMx561HD+yeijFySTe/2915Kx+d2jeBPhx4i0jXtZ0bRvG+hx6CIzZ29tpkmryGdQMHHkksCc4XgqGHOBXvPhLRfgbb/DHxRr/xT8I6t4lv57G1NpZwW0vhuWwuULJEWODI3mk8nH8AGAc1+iHwo/4JAfEPwP4bmtNA/an03UtcW8hn1m80jQbpopoi4Z0S0bIXcu6MMSeGyRwBWp+0T/wS1+Mvj34ZP4c0nx3cASNbz6vc3+lOI7ryQWbYm2PYS6g4B6Z6nmvmcwz3nxKoVanLG6fM+eMktNrwvr6pvQ97KshpUcplWjBTr8sla0JR5tbXtK2nX3T4n+G7/sf+IPhTc3Wn6BqPgH7THcLPf67fHWwJvMw4gSVXyNrLw6q4KnkgYr5+k0P9kL4oeR4b1r/hItLPhu5ntLLxZpBt9KudQTnYtw4tGViSoZRkDBI45r9W/gR+w5qOjaJa+GfFGt+FPDd/o+jwwWAWxSWyglIEgS4hZwpyozJJIwKE8jk4+nbTwBaeDviNb/DLVPhD4D1Pw7DpcUVlr+k+ELLTxMjNm/E1tEWWZoF2MNp80pJyG79eHc8LGVW0k76Pm1XS7ur7dzgr4rDypUqHuTaiuZciSe21rLftY/AzRv2G/BviO8bUvhP45+IDI0EbaJLqelWt3p0kgADI90PLVQpJG7k5IG3gmuy+En/BNf4na38QDe/GrxZp/hT4eX124Tw7okqTeINQUSFRFDG52Rx/KczEsQBlVOQa/d743fALxz8INNm+Jvw+0fxb4/8AhdqFqTL4A+HXhW2udU0aOJAWa3GVeeDp8gJdOeCo46q08DeEtR8LeGdRj+Jfh/VIr3TbK/0i5uLBYZoYZU3ujNuG3h1yB3JBBr5/EZ3x1UxEqGHgpqWilo2vm7JerXoerRyfw/nQjXrLkcdXFt2fyV7ryXzOR8GfDzwN8H/Dtp8PvCvgt/C/huXSZYNL0mz02O8U5XEkt1b4zKW3ZZ3ZmbIznivhrxj/AMEy/hT8VvEVlc6D4k8R/Ca/uI5f+EwtNH0y2k0xJd/yNbWsz7kEuW+VHMYI6Jn
