<?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-7930892363840241734</id><updated>2012-02-07T22:21:47.846-08:00</updated><category term='movie'/><category term='kuliner'/><category term='Tips and Trick'/><category term='Free Theme'/><category term='music'/><category term='foto'/><category term='computer network'/><category term='network simulator'/><category term='News'/><category term='Linux'/><category term='Augmented Reality'/><title type='text'>-My Photo Blog-</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://rosdianah.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7930892363840241734/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://rosdianah.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>the_crucio</name><uri>http://www.blogger.com/profile/06070084781140227689</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://1.bp.blogspot.com/-sIjY24WCQbY/TsXeehNvsSI/AAAAAAAAAUs/M4CmumCpzhc/s220/wisuda.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>90</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7930892363840241734.post-7580264592837305715</id><published>2011-12-04T21:07:00.001-08:00</published><updated>2011-12-04T21:17:25.183-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Augmented Reality'/><title type='text'>Adobe Flex Builder dan Adobe Air</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;w:WordDocument&gt;  &lt;w:View&gt;Normal&lt;/w:View&gt;  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;  &lt;w: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:Compatibility&gt;   &lt;w:BreakWrappedTables/&gt;   &lt;w:SnapToGridInCell/&gt;   &lt;w:WrapTextWithPunct/&gt;   &lt;w:UseAsianBreakRules/&gt;   &lt;w:DontGrowAutofit/&gt;  &lt;/w:Compatibility&gt;  &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&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" LatentStyleCount="156"&gt; &lt;/w:LatentStyles&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;&lt;style&gt; /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin:0in; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;}&lt;/style&gt;&lt;![endif]--&gt;&lt;br /&gt;&lt;div class="ListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 67.65pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Adobe flex adalah sebuah builder atau aplikasidasar yang dapat membantu pembuatan aplikasi berbasis actionscript seperti yangkita gunakan pada aplikasi desain interior ini. Actionscript yang digunakanadala actionscript 3 dan nantinya library dan script Flartoolkit kita akandiolah dan dijalankan oleh builder ini.&lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraph" style="line-height: 150%; margin: 0in 0in 0.0001pt 67.65pt; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12pt; line-height: 150%;"&gt;Untuk tugas akhir saya kemarin, saya menggunakan &lt;a href="http://freesoft-zen.blogspot.com/2010/07/adobe-flex-builder-professional-30.html" target="_blank"&gt;adobe flex builder 3&lt;/a&gt;. Sebenarnya yang sekarang sudah ada versi terbaru &lt;a href="https://www.adobe.com/cfusion/tdrc/index.cfm?product=flash_builder" target="_blank"&gt;Adobe Flex 4.6&lt;/a&gt; tapi belum saya coba integrasikan dengan Flartoolkit ini.&lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraph" style="line-height: 150%; margin: 0in 0in 0.0001pt 67.65pt; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12pt; line-height: 150%;"&gt;Selain adobe Flex, kita juga harus menginstal &lt;a href="http://get.adobe.com/air/" target="_blank"&gt;Adobe Air&lt;/a&gt; agar aplikasi &lt;a href="http://flash.tarotaro.org/ar/MarkerGeneratorOnline.swf" target="_blank"&gt;marker generator&lt;/a&gt;nya dapat dijalankan. :) oia &lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12pt; line-height: 150%;"&gt;marker generator yang diatas adalah marker generator online.&lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraph" style="line-height: 150%; margin: 0in 0in 0.0001pt 67.65pt; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12pt; line-height: 150%;"&gt;Dan untuk menjalankan aplikasi AR ini laptop/desktop kamu harus sudah dilengkapi dengan Flash Player. Untuk yang menggunakan Adobe, minimal flash player 9 ya. &lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraph" style="line-height: 150%; margin: 0in 0in 0.0001pt 67.65pt; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12pt; line-height: 150%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraph" style="line-height: 150%; margin: 0in 0in 0.0001pt 67.65pt; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12pt; line-height: 150%;"&gt;Silahkan dicoba.&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/7930892363840241734-7580264592837305715?l=rosdianah.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://rosdianah.blogspot.com/feeds/7580264592837305715/comments/default' title='Poskan Komentar'/><link rel='replies' type='text/html' href='http://rosdianah.blogspot.com/2011/12/adobe-flex-builder-dan-adobe-air.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7930892363840241734/posts/default/7580264592837305715'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7930892363840241734/posts/default/7580264592837305715'/><link rel='alternate' type='text/html' href='http://rosdianah.blogspot.com/2011/12/adobe-flex-builder-dan-adobe-air.html' title='Adobe Flex Builder dan Adobe Air'/><author><name>the_crucio</name><uri>http://www.blogger.com/profile/06070084781140227689</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://1.bp.blogspot.com/-sIjY24WCQbY/TsXeehNvsSI/AAAAAAAAAUs/M4CmumCpzhc/s220/wisuda.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7930892363840241734.post-8173025214325732938</id><published>2011-12-04T20:57:00.001-08:00</published><updated>2011-12-04T21:04:13.257-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Augmented Reality'/><title type='text'>FLARToolkit</title><content type='html'>&lt;!--[if !mso]&gt;&lt;style&gt;v\:* {behavior:url(#default#VML);}o\:* {behavior:url(#default#VML);}w\:* {behavior:url(#default#VML);}.shape {behavior:url(#default#VML);}&lt;/style&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;w:WordDocument&gt;  &lt;w:View&gt;Normal&lt;/w:View&gt;  &lt;w:Zoom&gt;0&lt;/w:Zoom&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:Compatibility&gt;   &lt;w:BreakWrappedTables/&gt;   &lt;w:SnapToGridInCell/&gt;   &lt;w:WrapTextWithPunct/&gt;   &lt;w:UseAsianBreakRules/&gt;   &lt;w:DontGrowAutofit/&gt;  &lt;/w:Compatibility&gt;  &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&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" LatentStyleCount="156"&gt; &lt;/w:LatentStyles&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;&lt;style&gt; /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin:0in; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;}&lt;/style&gt;&lt;![endif]--&gt;&lt;br /&gt;&lt;div class="ListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 67.65pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l1 level2 lfo1; text-align: justify; text-indent: -.25in;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; FLARToolkit&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 76.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify; text-indent: .25in;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;FLARToolkit adalahsebuah library yang dibuat untuk mempermudah pembuatan aplikasi augmentedreality. Toolkit ini berupa library yang didalamnya telah terdapatparameter-parameter standar seperti camera calibration, pembuatan flar danpapervision, pembuatan bitmap data,dan sebagainya. Sebelum sampai keFLARToolkit, ada beberapa toolkit lain yang telah dibuat oleh para open sourceryang meneliti bidang AR tersebut seperti ARToolkit dan NYARtoolkit. Yangmembedakan ketiganya adalah dasar bahasa yang digunakan .&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 76.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: center; text-indent: .25in;"&gt;&lt;img alt="" 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/&gt;&lt;br /&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 76.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: center; text-indent: .25in;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;2.10Urutan pembuatan, bahasa dasar, dan penemu tiap toolkit&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align="center" class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 76.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: center; text-indent: .25in;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 76.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify; text-indent: .25in;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Aplikasi FLARToolkitdapat memungkinkan pencitraan virtual secara &lt;i style="mso-bidi-font-style: normal;"&gt;live&lt;/i&gt; ke dalam dunia nyata. Rahasianya ada pada kotak hitam yangdigunakan sebagai penanda pelacakan (marker). Pelacakan FLARToolkit bekerjasebagai berikut:&lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 94.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -.25in;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;span style="mso-list: Ignore;"&gt;1.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Kameramenangkap data dari marker dalam dunia nyata dan mengirimkan informasinya kekomputer.&lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 94.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -.25in;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;span style="mso-list: Ignore;"&gt;2.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Softwarepada komputer akan melacak bentuk kotak dari marker dan mendeteksi berapa &lt;i style="mso-bidi-font-style: normal;"&gt;video frame&lt;/i&gt;nya. &lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 94.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -.25in;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;span style="mso-list: Ignore;"&gt;3.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Bilakotak telah ditemukan, maka software menggunakan perhitungan matematis untukmenghitung posisi dari kamera relative terhadap kotak hitam pada marker.&lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 94.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -.25in;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;span style="mso-list: Ignore;"&gt;4.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Setelahdikalkulasi maka model grafis akan dimunculkan pada posisi yang sama dan beradadi dalam lingkup kotak hitam, lalu ditampilkan ke layar untuk melihat grafisdalam dunia nyata.&lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 94.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12pt; line-height: 150%;"&gt;&amp;nbsp;&lt;/span&gt;&lt;img alt="" height="276" 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&lt;w:LatentStyles DefLockedState="false" LatentStyleCount="156"&gt; &lt;/w:LatentStyles&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;&lt;style&gt; /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin:0in; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;}&lt;/style&gt;&lt;![endif]--&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-no-proof: yes;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 49.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-no-proof: yes;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="ListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 49.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;2.9 Gambar prinsip kerjaFLARToolkit&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="ListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 76.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;"&gt;&lt;span lang="SV" style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;"&gt;Software ini berupaaplikasi yang berfungsi untuk menghubungkan komputer dengan webcam dan untukmenterjemahkan pattern . Aplikasi yang nantinya akan digunakan adalah aplikasiyang akan dirancang dengan menggunakan Software FLARToolkit dan Adobe Flexsebagai penyusunnya. Software ini nantinya akan diinstalkan ke dalam sebuahkomputer yang akan terintegrasi dengan kamera / webcam yang nantinya akandigunakan untuk mendeteksi pattern / marker.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraph" style="line-height: 150%; margin: 0in 0in 0.0001pt 76.5pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="ListParagraph" style="line-height: 150%; margin: 0in 0in 0.0001pt 76.5pt; text-align: justify;"&gt;&lt;span lang="SV" style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12pt; line-height: 150%;"&gt;untuk mendownload software Flartoolkit silahkan &lt;a href="http://www.libspark.org/wiki/saqoosha/FLARToolKit/downloadlist" target="_blank"&gt;klik&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraph" style="line-height: 150%; margin: 0in 0in 0.0001pt 76.5pt; text-align: justify;"&gt;&lt;span lang="SV" style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12pt; line-height: 150%;"&gt;semoga bermanfaat :) &amp;nbsp; &lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraph" style="line-height: 150%; margin: 0in 0in 0.0001pt 76.5pt; 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/7930892363840241734-8173025214325732938?l=rosdianah.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://rosdianah.blogspot.com/feeds/8173025214325732938/comments/default' title='Poskan Komentar'/><link rel='replies' type='text/html' href='http://rosdianah.blogspot.com/2011/12/flartoolkit.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7930892363840241734/posts/default/8173025214325732938'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7930892363840241734/posts/default/8173025214325732938'/><link rel='alternate' type='text/html' href='http://rosdianah.blogspot.com/2011/12/flartoolkit.html' title='FLARToolkit'/><author><name>the_crucio</name><uri>http://www.blogger.com/profile/06070084781140227689</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://1.bp.blogspot.com/-sIjY24WCQbY/TsXeehNvsSI/AAAAAAAAAUs/M4CmumCpzhc/s220/wisuda.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7930892363840241734.post-6617627122492296698</id><published>2011-12-04T20:54:00.001-08:00</published><updated>2011-12-04T20:56:47.308-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Augmented Reality'/><title type='text'>Apa saja yang dibutuhkan untuk membangun AR</title><content type='html'>&lt;!--[if !mso]&gt;&lt;style&gt;v\:* {behavior:url(#default#VML);}o\:* {behavior:url(#default#VML);}w\:* {behavior:url(#default#VML);}.shape {behavior:url(#default#VML);}&lt;/style&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin:0in; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;}&lt;/style&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;o:shapedefaults v:ext="edit" spidmax="1046"/&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;o:shapelayout v:ext="edit"&gt;  &lt;o:idmap v:ext="edit" data="1"/&gt; &lt;/o:shapelayout&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;br /&gt;&lt;div class="ListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 49.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-align: justify; text-indent: -22.5pt;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;span style="mso-list: Ignore;"&gt;&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-style: italic;"&gt;Perangkat danProgram yang Dibutuhkan&lt;/span&gt;&lt;/b&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 76.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level3 lfo1; text-align: justify; text-indent: -27.0pt;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;span style="mso-list: Ignore;"&gt;&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Sistem Secara Umum&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 76.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 76.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Sistem Augmented Reality secara umum akantersusun dari kombinasi Komputer yang didalamnya terdapat Webcam dan Aplikasiyang akan diinstalkan, user, serta marker/pattern yang akan disisipi informasiyang nantinya akan ditampilkan di dalam layar komputer. Berikut ini baganhubungan setiap komponen penyususun sistem.&lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 76.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12pt; line-height: 150%;"&gt;&amp;nbsp;&lt;/span&gt;&lt;img alt="" 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src='https://blogger.googleusercontent.com/tracker/7930892363840241734-6617627122492296698?l=rosdianah.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://rosdianah.blogspot.com/feeds/6617627122492296698/comments/default' title='Poskan Komentar'/><link rel='replies' type='text/html' href='http://rosdianah.blogspot.com/2011/12/apa-saja-yang-dibutuhkan-untuk.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7930892363840241734/posts/default/6617627122492296698'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7930892363840241734/posts/default/6617627122492296698'/><link rel='alternate' type='text/html' href='http://rosdianah.blogspot.com/2011/12/apa-saja-yang-dibutuhkan-untuk.html' title='Apa saja yang dibutuhkan untuk membangun AR'/><author><name>the_crucio</name><uri>http://www.blogger.com/profile/06070084781140227689</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://1.bp.blogspot.com/-sIjY24WCQbY/TsXeehNvsSI/AAAAAAAAAUs/M4CmumCpzhc/s220/wisuda.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7930892363840241734.post-4695282635390962546</id><published>2011-12-04T20:07:00.001-08:00</published><updated>2011-12-04T20:10:05.906-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Augmented Reality'/><title type='text'>Marker</title><content type='html'>&lt;!--[if !mso]&gt;&lt;style&gt;v\:* {behavior:url(#default#VML);}o\:* {behavior:url(#default#VML);}w\:* {behavior:url(#default#VML);}.shape {behavior:url(#default#VML);}&lt;/style&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;w:WordDocument&gt;  &lt;w:View&gt;Normal&lt;/w:View&gt;  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt; 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0in 5.4pt; mso-para-margin:0in; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;}&lt;/style&gt;&lt;![endif]--&gt;&lt;br /&gt;&lt;div class="ListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 76.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level3 lfo1; text-align: justify; text-indent: -27.0pt;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;span style="mso-list: Ignore;"&gt;2.1.1&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Pattern / Marker&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 76.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Pattern definition atau definisi polanantinya akan dilakukan oleh aplikasi yang akan dibuat. Pattern adalah sebuahpola / gambar khusus yang mewakili informasi yang ingin ditampilkan ke dalamdunia maya. Di dalam dunia nyata, user tidak dapat melihat objek maya denganmata telanjang. Untuk mengidentifikasi objek , user membutuhkan perantaraberupa komputer dan kamera yang nantinya akan menyisipkan objek maya ke dalamdunia nyata.&lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 76.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 76.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Pattern atau marker banyak digunakandidalam teknologi visualisasi HMD ataupun teknologi lain seperti barcodeataupun QRCode. Marker untuk AR sendiri disebut dengan ARCode. Bentuk markertergantung dari teknologinya. Pola marker pada teknologi AR menggunakan penandapersegi yang memiliki aturan dan skala tertentu. &lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 157.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;"&gt;&lt;img alt="" 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width="320" /&gt;&lt;br /&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="ListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 76.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;2.9Contoh gambar Pattern dengan pola penanda persegi&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7930892363840241734-4695282635390962546?l=rosdianah.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://rosdianah.blogspot.com/feeds/4695282635390962546/comments/default' title='Poskan Komentar'/><link rel='replies' type='text/html' href='http://rosdianah.blogspot.com/2011/12/marker.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7930892363840241734/posts/default/4695282635390962546'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7930892363840241734/posts/default/4695282635390962546'/><link rel='alternate' type='text/html' href='http://rosdianah.blogspot.com/2011/12/marker.html' title='Marker'/><author><name>the_crucio</name><uri>http://www.blogger.com/profile/06070084781140227689</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://1.bp.blogspot.com/-sIjY24WCQbY/TsXeehNvsSI/AAAAAAAAAUs/M4CmumCpzhc/s220/wisuda.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7930892363840241734.post-4772572223170380009</id><published>2011-12-04T19:38:00.001-08:00</published><updated>2011-12-04T20:06:52.078-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Augmented Reality'/><title type='text'>Prinsip Kerja Sistem Augmented Reality</title><content type='html'>&lt;br /&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12pt; line-height: 150%;"&gt;&amp;nbsp;&lt;/span&gt; to&amp;nbsp;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt; &lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;span style="mso-list: Ignore;"&gt;b.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12pt; line-height: 150%;"&gt;Processwebcam image . Untuk bagian ini webcam mengubah citra yang terekam darikomposisi warna RGB menjadi grey scale kemudian warna diconvert menjadi hitamputih&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;!--[if !mso]&gt;&lt;style&gt;v\:* {behavior:url(#default#VML);}o\:* {behavior:url(#default#VML);}w\:* {behavior:url(#default#VML);}.shape {behavior:url(#default#VML);}&lt;/style&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;w:WordDocument&gt;  &lt;w:View&gt;Normal&lt;/w:View&gt;  &lt;w:Zoom&gt;0&lt;/w:Zoom&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:Compatibility&gt;   &lt;w:BreakWrappedTables/&gt;   &lt;w:SnapToGridInCell/&gt;   &lt;w:WrapTextWithPunct/&gt;   &lt;w:UseAsianBreakRules/&gt;   &lt;w:DontGrowAutofit/&gt;  &lt;/w:Compatibility&gt;  &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&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" LatentStyleCount="156"&gt; &lt;/w:LatentStyles&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;&lt;style&gt; /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin:0in; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;}&lt;/style&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;o:shapedefaults v:ext="edit" spidmax="1031"/&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;o:shapelayout v:ext="edit"&gt;  &lt;o:idmap v:ext="edit" data="1"/&gt; &lt;/o:shapelayout&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;br /&gt;&lt;div class="ListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 76.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l2 level3 lfo1; text-align: justify; text-indent: -27.0pt;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;span style="mso-list: Ignore;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span lang="SV" style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;"&gt;Prinsip Kerja Sistem Augmented Reality&lt;/span&gt;&lt;/b&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 76.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;"&gt;&lt;span lang="SV" style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;"&gt;Sistem Augmented Reality bekerja berdasarkan deteksi citra dan citra yangdigunakan adalah marker. Prinsip kerjanya sebenarnya cukup sederhana. Webcamyang telah dikalibrasi akan mendeteksi marker yang diberikan, kemudian setelahmengenali dan menandai pola marker,webcam akan melakukan perhitungan apakahmarker sesuai dengan database yang dimiliki. Bila tidak, maka informasi markertidak akan diolah, tetapi bila sesuai maka informasi marker akan digunakanuntuk me-render dan menampilkan objek 3D atau animasi yang telah dibuatsebelumnya. Untuk lebih lengkapnya, berikut tahapan utama sistem AugmentedReality tersebut : &lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 76.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 94.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;"&gt;&lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;span style="mso-list: Ignore;"&gt;1.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang="SV" style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;"&gt;Pertama – tama dibuat terlebih dahulu objek yang akan ditampilkan. Secaraumum objek yang dibuat adalah benda 3D , foto, video, ataupun animasi yangdibuat dengan software perancangan objek seperti Google sketchup, 3DMax , ataudengan Blender.&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 94.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;"&gt;&lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;span style="mso-list: Ignore;"&gt;2.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Setelah objek jadi, maka objek tersebut akandisimpan ke dalam library. Kemudian setelah itu yang perlu dibuat adalahmarker. Marker adalah sebuah penanda yang memiliki pola khusus. Marker yangdigunakan untuk teknologi Augmented reality ini adalah pola kotak denganstandard tertentu. Marker inilah yang nantinya akan dideteksi oleh webcam untukmenampilkan objek. Setelah itu pola marker yang dibuat harus disimpan ke dalamlibrary juga agar nantinya aplikasi yang dibuat dapat membedakannya denganmarker yang lain. Biasanya penyimpanan marker ini membutuhkan bantuan aplikasilain seperti marker generator.&lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 94.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;"&gt;&lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;span style="mso-list: Ignore;"&gt;3.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Kedua komponen utama yaitu marker dan objektelah jadi. Setelah itu kita membuat aplikasi yang dapat membangkitkan objekdari marker yang dibuat dengan bantuan builder, untuk tugas akhir ini adalahdengan Adobe Flex SDK yang bersifat open source dan berbasis action script. &lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 94.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;"&gt;&lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;span style="mso-list: Ignore;"&gt;4.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Sekarang saatnya mencoba dengan menghadapkanmarker ke depan webcam. Akan ada beberapa proses pendeteksian danpengkalkulasian gambar yaitu : &lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 112.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -.25in;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;span style="mso-list: Ignore;"&gt;a.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;GetWebcam Image. Webcam mendeteksi seluruh citra yang berada di dalamlingkupannya. Saat ini webcam berfungsi seperti webcam biasa yaitu menampilkangambar seperti kebalikan dari cermin.&lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 112.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;"&gt;&lt;img alt="" height="241" 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" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="" border="0" height="245" 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width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 112.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -.25in;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;span style="mso-list: Ignore;"&gt;&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;table cellpadding="0" cellspacing="0"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td height="0" width="125"&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;/td&gt;&lt;td&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin: 0in 0in 0.0001pt 112.5pt; text-align: justify;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12pt; line-height: 150%;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Gambar2.4&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Process Webcam Image &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin: 0in 0in 0.0001pt 112.5pt; text-align: justify;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12pt; line-height: 150%;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 112.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -.25in;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;span style="mso-list: Ignore;"&gt;c.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Labeling.Setelah itu akan ditemukan pola kotak-kotak yang merupakan pola dasar markerAR. Dari pola dasar inilah akan dilakukan labeling :&lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 112.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;"&gt;&lt;img alt="" height="241" 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width="320" /&gt;&lt;br /&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 112.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Gambar2.5&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Proses Labelling&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 112.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -.25in;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;span style="mso-list: Ignore;"&gt;d.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Matchup the patterns . Labelling menentukan pola-pola yang kira-kira dideteksisebagai marker. Sekarang akan dilakukan perhitungan dan pencocokan marker yangdideteksi dengan marker di dalam database.&lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 112.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;"&gt;&lt;span style="height: 147px; left: 94px; margin-left: 376px; margin-top: 0px; position: absolute; top: 2131px; width: 251px; z-index: 4;"&gt;&lt;/span&gt;&lt;img alt="" height="255" 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width="320" /&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin: 0in 0in 0.0001pt 112.5pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin: 0in 0in 0.0001pt 112.5pt; text-align: justify;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12pt; line-height: 150%;"&gt;Gambar2.6&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Match up the patterns&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 112.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;&lt;div class="ListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 112.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -.25in;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;span style="mso-list: Ignore;"&gt;e.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Jikamarker telah sesuai dengan marker yang ada didalam database, baru setelah ituimage dirender dan ditampilkan ke dalam dunia maya.&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a 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qXPhu5a0N3ZIZIwMtF1dPrXuxrScVNPRnhyp2dnuefzWkolO1AQem3pVqHTozsclugJDDvWu8JWUh0wwrVsLO2MsIkiDg9Qeh/LmumlW5mlIwqU5te6zBVCoPzsx96rrbkTeZkgldvqevBzXW3Wk2RRnhYq56KGyKzG0wGJMvhiTkHjFbVakJbPVHKqFRfMopFzll4x0qyChI+RVA6lRTjburFRyc+ucU5LeZWB24HYk5rzmzujFRWhYVlYAKnTnHHFSqSAM9faoHZ0Yuw47YI/KnxvvXkgn2FBRehnIIygI9xV6O4WQ7cYJrLjIC8de9SKx96QGuDilzUcL7o1Yjr1p/BNADwwHQmpImG7nOBzUGfWnZ96ALbyKYwozkZxmoyw2jLHA6CoQcYOefamseeuaAO8wDzTJVSRCjgkGn8kZph5618vVnyrRbnuIQml64pDz06+9KMjGSM+1cqTvdlD+Dx1pAMdKbwep5oBxzXR7VNptfMmwZING4+tBOTmkrnc5JuzKsPU560pYCm7j2ApD710Ou1Cy1YrCl/SgMabRWHtpt3uOxICDSbgTimZIorX6zLQViQnHNR96U8nrSVFapzsEgooorEYUUUjEqpIGT2HrQAtFFFABRUTziOZUcYVhwxPenrIrkhecEgn0NOzHyvcU4BBJx260ySNZR/CSp78gfUVFcvLGu4fMOei9Pc9en4VDBdLGjM7l92DkD+LuP5VSi7XRpGDtzIhvYljlymwDuA3Ofp2qtU9xKLhy6IBjjGeT/AJFVg3ODxW8aiSSZ2QT5dRWUMMH0qhOrRvtJ47duKvKxIPGar3MbPhsYwOaibjOKaIrQbjoVKsWpQnYy5Ocg1AQB0YH6UdMYNYxdnc5IycJXNDamAojG09eMVFNEhJIU9Og4p8MwkGT19PSn5BP3c1r7T3dGd3JGaIVhIAx8u7rnnH5YqCSAg+Xw3tjrV1Tluv4U1sFuKzlK0OZehLoRehj/AGCBeCuT/vf4VNHGsS7UGB6ZzVh4yAcsSRznFQ0nPm6nJU5k7SCiiikZhTxkrz+FMpQ3GK0pSUXqDEo6UUVnswEZQylTyCMGs2ezMT5Vl2Hueg5x/WtOgqrrhgCD2NXBtPQuFRwZjokgYCNsuD90A5H149a1YLjzBtdk8wfeA7c1FHbeRIxj24JHJ5IHp/KrGMZ961lWaehdWakSKeCDzWrpWpi2kSOQEu8u43DNyCepORjrWQp7ZxT/ANa9DC4pqKi9UcNWkprzOm1/w1pviVFmhnt4rrk+dHgq/I4bHSuCuLafQtRaxvo8SKMKyj5WHqK1EuLmxnM0CmZGGGhZ+PqM9P8A9dXdMEWtaskF/MJbaUOogXBaB8ce4xg9sfhXv0acJU+enK6tt1R51WDg7S/U5uW4DRsGHJ6YJ6VRlwMvyPrWr4i0SfRrrzUYz6c5Pk3CHcMZ6EjuO9Y8jHYCp38Z45pMz1KLSHcxUkZ561bhkfYCJPyyDmq7QHywwznuDUah+qhvqKl6lQ91ptGi8rSY3/MfU0ilTwR+NVolzhnyTnjOeKnB5x61N7bmrp8+sVYtxRpJ/GRk+manFoQcBlPPfvVO2Y+Yqk4UnBPpV9ME437e2OxpqSZlODg7MsqkiRfdzgdRTlBODg/SnW775gAcYIIP4ZrRDtnOefek6iTsJRuZlIpBGQMDt9K2N9sVw9nGT6qSKZ9js5P9W8it2Vlzn8qn2q6jdNozC20emKr+cQ5yAT2+btWjLYHkqyMMZGGFZ09vNEfmjzn+IjOa0Uk9iWmtz0QghTzTOKVzjknAAyaZvTZv3rt9c8V8hVa5rJbHupCk4xjGSeMnFLjvVP7U8l0IkiHysck88dM+1XKhq25UouO4q9aSgE/Q0E5ptrlt1JCiiioAKKKKACiiigAooooAKKKKACjIzjPPpRgKAF6AUYGc459abVnYBDu5249s1XguTNNj5l+TO0jj65qG+d0ZVLN5ZU9Mcn/OKVZ1imAZ8iOPaRj+LjIH5Vooe7c2UPduWbeXzYlPt+J5I6fhSmTMLPuUDnawOaqQ3ESy5zjzGJY9MdcZ/PtTL4FXIUMEY5PHGfajk96w/Z3nYikeR03yMxVvu5459h/WhbqRGBTauBggDAP4VCWJUKTkDpz0pgJJ6cVs7KyaOpQVrMstdO9t5JGfVick85qJH8shuPlOQDnGf8/ypCcgDAGBjjvQwXjBJ45yKfKktAUUtB8m1wJgRlydwA6H/JqB8ls8dPSnY4x0+lJtwcZOKznBuKiVHQUAKMVFKTgnrjkADmmzLhGzxx61HI5IO0n5T83bNYyqNrktYmckr3IHXaxHbtTfarD5mTcBkgDpVepuuhwzjZ+RNbuFfacYbue1Ws46VQ4Gc85HFXEcOOKiTsdWHnpysexO4bR1pKeDlcd6aVIFOUW1zLU6EJ1qvNEBl16dxVijrWadiakFNWZQoqSaPY2R901HWq1POlFxdmFFFFMkUUpX0ptPDAAkk5z0rak4PSYmMxRSnB9c0lZtdhijGeaCMfSkpy4Ix3qoJS90GA7DFLnHGMUDI4NKQDXXCMuW63JAkjoM1TuoXhje4tJHhnUDDRnBx0x9MVcPbFAzjmumlWnTn7v/AACJQjNWkriaJrYbS59JuAjXE0hIjdvkkHHzbv4T+dcZOk2l37xyAvBHIUkVW5Ug84zXVXGm211jzEPGNuMDaR3Hp1ritUtdT0yV3n82WBj/AK4tuye2Se/+Ne2sZTxGtrPqcMsO4rlS22Ne7iWOCO5tZRNbTAtHKowSPQjsRkZqvGQFyVAI649qrQG6s7aK7ttt1Y783Eca8Z78HocZransI/sa39iwls5MEMP4SegPp/8AWp8jcbrUmCabT3sUQc/XuPSl70Hr1orF7nVBWirkokEbDaAcd+lXkG9IzkAsOcVmHGeOlWobkbsS5x2K9qHJmNWldXSNezZRgIB1xkjrWjWDBKQ8eMjJyMgjIrTS5YKd3LdvSpm05WRy2a3LxuVEflskWcfe28/nUbZ2nA5rMZshixxnJJqCK48i5YNOSxO1VIPFZKUWtCtZF+S6kHCYyOu5f/r1E8ryEFscelDyDl8spz6/5706O/gYEPIqMvB3HvWTnNrQuEFLRs6W7uZDcMFkYKpwMcfWq+6R85LOB8xBJP51auYBtLqA7MQSV9+nGe5/lU0MEUalnyjAfMcsuPbOea8dziopn0SnGMVZENgN0pY/ex15+b1/mK0aRAoUbenUe9LWE3fU5py5pXCikdQUALEZPY4NKBgAelS4tbkBRRRSAKKKKACiiigAopzYwMU2qnHldgCiiipAKKKCcAnGfagCjfsg2nCMRwVLHI/AGqBIIAwBjv61avYx9p4BOU3Hn6/4VWYZJYKQvUD0Ga66ekUd1KyihtTSXDzDDnt27/h2/CoaMHGccetW0jRpMKQZ7mlootrcYgOexp3JUjbnHOcdKSgHBB9KFsA0N82KXnd7UYGc96WoSl1YEcqBlIOcVCseyMpu698VPkh+elMkA3DkDvXLNNtyXQHFbsrICkhUnheRk4pkiFHIxx1FTTKjEFOn8WMZ/KhgxgwT8wHTPPv/ADpOLizlcU049iscccVLG+0jgYHofWoyc46ce1J0PFK1zFS5XdGjuXGV6+tMEz+eEIAU9D+FQQMQ5Uk49PerBoVSUXc7ov2kU1oKcZ4pflx3zSEEAGq0iyq2QxIJ4ANTrd3RU58qva5OyBxtNUmBRiD1FBYnqSaSnFWOKrUVToFFNd1jQu5AUdSax9R8VaTpbAXNwRkZwEJNaxpTn8MWzFtLc2qK5uHx3oE0uxbls5x80ZAret7u3vE8y3lSRPVTTnRqQ1kmhKSezLIYY75pFxuptFP2rbV+g7CkYNKPlGcc0u7PG0cUEc5rSEd5R3/ITFBB9qXNJxS8dK6lfqyQPSkzxmmsCO/FNrCddxlZodiTPHUVBcW0N7A8E6B0Ycg8/iKeSACSQAB1p2c9Bg+1KFeXNdMGjG0fTYNH1cxSMHsLn5PMkAIiOcfN+Z/KuguLRfAZlS8tW1HRb4Bd8ONyNy2Rk47k1CVVlKOAyngg9xUd7c3F1D/Z00pktXAARhkoc8Ee1fQ4PGRnG1Xf+vxOHE05393YydYsIrK6RraRpbSdBLDIRglT2PuOhrOqexvYBGbCad5bmJ2jWGRemPf3xVe4guLWUGZc71yu3ofpWlSPLPlCnV0s+gtAJBBBwR3pAMAAdBS1B0Fy1uGMiqSWJzywzjr0q2LhldwVI2nHA659Ky4nKSqQQMHritK3lA8wMy4DfeGQCOlZVEt7HJVp2d0RzXyqxTytwxzkkfmMVTeYPJvaNSSOck4z+dPumxeOVwf17VAzbiSaqEIpXRtTgkk0iwt2yOWUcFixUmlmvXlRQAUYdSrHmqtFPkjvYrkje9j1NrmEylOd+cdOpB6UgLucMi/ZsZBbjjqP8+lVFZWlafIHynAJGd2OuPrVu0uPO38jAY7R3xn6181KPKro9KUeVXRNE4kjV1JII70+kOcjAB55ycUtZdDFhRUU06w7d3c/p/nFJ9piyQHU4HXcOfbrRZsfK9yaioTdRBSd68HGM/4UkVwrx9dzBV3Y9T2o5WHJK17E9GecVUubhTGQkuB3KkE9unNUnneZ2LjcCPugnA461cabeppCi5K5sUVFbRNDAEY5Iz0qcY9KUYpu1zJ6PQQmkqTA9KNo9K3eGk+pNyOinMPm6U2ueUXF2GFFLjFIf50OLW4FW8iLKsi9V6kY+73+tU5J933UQAHAyq9Mk9Mf5/Grt6qNEu9yo3dcZqlL5QlfO44OOuCcfh/nmtqeq1Oqlqlcr0u47NmeM560lFbnSFFJkbsZ5xmloAKKKKAGle+TThRQelQoqLugG7j0IG6mOgf5WGD61JjnNBxkGs3CXf8A4YGk9GR+VgBeoHSgRgfLwAewFS0UewjcCm9qATgkccA1EYmVwpxk9OtXywB5FNEag7yB+XNYuGtov/gGUqEXsVP+Wm1AMj68nFWlxtG7g98UMEzuwBjuaoXur2ljE7ySp8vXmlGnNy91X/EacaSbkzRBDDHSq7SjaVJKOPxrhdT+JFtbhks1d2/vseOnpXEan411LUCV+0uqk5CocCvTp5ZOovf0OCtmUI/DqerXmu6fZEiaddwGSBiuT1L4ixRZW0iDYP3jXmc99PK2ZCT6EnJquWLZJySa9ClllCC97Vnm1MZN/DodPqHjXU71mw4j3HnbjP51zk8ks8m6WRifxNRbyufU8VPBcRrGUli3D+8Otd8YRirRRyynKWsmMWFlwyucD0rX0zxLqGkOPLkYg8j5ulUS8KoWjYFeu08MKhEqSZ3rkdsCiUVJWkgjJxd4s9W8PeO/7TnjguoMFgcugz+OK7VSrqGRgynoQa+fLG7ksLhZ4JXjkQ5V42KlT610lv8AELWY5y88zXAJBYyEZOOPTH6V5tfLITd6eh2U8W18Z7DjAx+dOHC9vzrg9L+I9pO4S9haMEYDqM5P0rtba7hvbZZ4JvMjblCCa8ypTqYaXvRO2E41FdMnxzmjGTnNIMhmB60vA5q4cso3G9GKaiNSEjGe1IcAcdKzrpS6ghlAODSkYpK49YsoXOTyfakbnHA3DocZxTWPIXueeuOhFOD7WCsCc55A4ranNp6OzBo5DXtAuhdTarZsxcHcyIeSf7w/w9qSx1WbV7RHmUK0GFIznOR1/SuvdicAKeeMg4xVZtLsw8rJCiM43MEAGSM4OK97A4yFaLp1t1szhxFKUGqlNeqMBcbRg5+tLSkFSQQQRwQe1JXQbBRRTVzvbr24JpoTHUU0OC5XuKYzkd+h9ffFFhOaSuS1DNMInGRnilLnhg2R3UVBcK5XLYyTxz0FNIyqVHb3T0T7WAgUbsk/MAeMVNHPsJ2EbgRj5Qfx5rOpyttYZzjIJANeI6aZ6axD+0bcF7IEDZDg/wB5gDnPb2pDeiSZBuVsgbsMy4P5/rWOsmwAgDcMbSe39KaXJbdnDeorL2CuP2kd7Fq7vJJJmKsRngj29Kj+1uFAHv39ahVHkYBQSWOKsfZQFLs4A9iB3rS0UrMIupJtx0QwXJzyox7VcgdmtyybhuYYwcdDx9aptCoON+PwzWhaWkhiiIddpyQc9D7e/wDhUVHFK5pCU0/fegTIwuCszjOOu4kD+tTRWWUJYZOcdSv8xSpF9quWkZR5eevI3DoP5VfVFUYRQB6AVzSm1otwnUaSS3HKMmngAU1KfW+HguW9jkYUU5I3kOEUsfYVei0qRsmU7eOAOTmutU5NaIylUhHdmfRWkNHk3cyrj1xT2sbKBC08+wKOSzBRW0cLVfQzeJprqZJAPWgRlsAAk9OKkn8S+FtOYpJqEJYcEDL1mXXxV8OWykxG5nI/uR4/mav+zuZ+8ZvGLojRfTpZ4zG0UoB74xSJ4XZjyxUY7t/gK47UPjHKSy2GnIvHBmbJ/IVyOq/EnxNfKAl95C55EKY/Wt6eX0o6E/Xqy0joe0r4d0+FP38hyOpL7agdPC0NwFkurIyNxsaVe59BXzlc6pe3ru1zeTTMfvb5GP6Zqmkpilyoww5zmuhYSjF2t+BlLE1ZfFJn1odOtHt3jEQ2OMHmuL1SwawuzHg7G5U4/wA5q38OfFUOuaDBbSS5vLdNrgn7w7H8q6PWdNGo2m1ceanKE+tYYjDKcLLdG2ExTo1Peej3OEopWBV2U/eU4I9DSV4j0Pok77BRRRQMBjvyKQ9CO9I2CQCaQ7QMgjNYSnv5DsLk7eKXJwDwB3zWffavZ6XGHu5liUnG5ufyHesC+8W2D2xuLS6TYpyzzkR7h7Dn+Vb4bD1K0eZHLWxUKcuVas6ma6ihXLMMepOB+dc7qnjOw05T+/jZl42qa8z8ReIrzVnE1tNKYNvz7eFB/wA4rk5JZN2Cd3rivWp4CK1k7nlVsxqN2Ssd3rXxHvbolLbESdCeuRXJXes3t6oWW4kdR0XecVmlyRyuK6TwzY6ddsxu+Tn7pztH412whGHwqxwyqTm/eZzrNI2aiBOc9B9K9PvNI0VLfa8ECdt/Gfzrz/V7SC1nCW9ysyH+72qk7kTjy6XM4nJzQXPeikPHNMkXrzSjbznP4UgyDnvTjyvAoAbThlRkGligeRwFHLdK67Q/BUtzC1xql5Bplrg4e5LBnI7KACTz3ANVGLk7IpRucokT7vlBbIyMVYayuoo/MlidUx1KkCvTrbXvAXhKKRrO1l1nUgSqPcptgXHGSD97JHQjp6Vw3ijxlqXii+E93IBGoxHBGCkcYOMgLn2H5VcqahdN/wBf13M4TUlcw2ODkeuMjvXd+BtduYZGt5bseUoGImYZboMD3rgUikncBFJPtXZ+E/DxN0LmY8RsGGOh/wA/59uLESpqDU9TswsJuouU9epeaigkM0CuRgmpg2K+VilzWk7HqtNaCc49qcANvWl+8BTSNtb8nJ726sSABI46U2ngEDtzQCBxUumnZN2C4zAznHPrSMCVwMZ7ZGaSTcMsp7Hg9Pr61GEEkK+ftJzn0HtWFrFpdRZHIGBuBwTwM9Pz9RTo5XZWG3aw7HP9R/SkliLxbUZlYDg7j+tME32YbZc4P/LTHU4H1rWFreY0k1puVprWKVMSEi4AwXznPHU+3bNZUkTxNtkQq3oRW47x/ZjMF3KHDgHjnOKdLbJdWwR1MZXJGOSvt9PavRwuLcbRqPczqU+qOeo706e3kt5ykmQR+RHqKbXrJp7GBHIhb5l4cdKZtlJyc5x6/wCfapwc1BLI6OORj0FVFvYxqRiveYjJtVcZHP8An+VJMD8o3dB/F1qVnwilecnHJxVaRo5DksR9f/104u8jKooxjod1SkY4pKK8dWsd4UUUUhigkEYPQ5FTGUSHaFAXB6/SoKchUZznPTj070mi4Ta06FgSKIwGO45HQ5JP+Sa1rZ1dYwdxIPQhcZA6+tYSgFgc85AAHWuiRZkTZnaRwDydwHA9hXNXSSNlPmROiLGMKMDOcVIo/KmjOBnrUi/drHDpOepjJi0UUV6BBs6VJE8RjAUSL971NR+I7u8sdDubuxK+fEu4bl3DHfisa2uWsdcglYnyZl8sjPQ+v8q6qaJZ4HiYZV1Kn8a9jDyTppnlV4uM2eGXvxA8RXJKi+ZF6YjRV/lXNXWp3t44M88rvn+Jia0vF2mNouvS2pPByy/Q1iI7RfMQDnnmt9UYmnpvhnXNYCzW9jNJC3AfacH8SK6iw+E2rTlXupIYFPOGOSPyzXUfC7XEutKbTn4kiYsvPUHk16DkUN3Kk1fQ84s/hBpShWvLu4mbqQhCitq1+Gfha1GPsBm/67SM1YPxF8Wa14eu0S0uI0t5U3KVTLDHXrVPwv8AFmyTS3XWXnaaNsI6ruLj07dKdpNXQe8y/wCPPh3plzocl3plmtvc2yFsQjG8dSCO9eBkEHB6jivf4fi5pV7ex2kOn3LJK20s7AcdzivNviV4SHh3WBdW3NleMSmB9xuCR+uaHtaW4mmnqY/hLxDN4f163vEb5FbEinoy98/nX05puoW+qWEN5ayB4pFyCDnHtXyEHHrXrXwn8YRWE7aPdv8Au7hwYmJ+6cY/KpsB6J4k0pYgb2EN8x/eYPA98Vzg6V6VJGs0bI3KkYrhNW01tNutmcxtyh9vSvKxtCz9pE9rLsTzL2Ut+hQooorzj1hjIOuTUTuqqW6gcVOwyKozRtvyBwfSuKtBKWxNScoxujhfHETX15bwqowQ2M9M9f6155ObrSpiiq0ZBy0bjIz7eteva5py3dssbbiBlg5z1wB/SuC8RQXqWYhnTzI0+VXHXH/6q+jy+vTlTVN6WPCxdCV/ax6lDS/EluVa3uraIbzywHf29Kk1HSLKdfNgIw3dWzjvXKPDyxXJ/CpbO+nt5AQ2E7jsa7PZ2d0ziVS+kloF3YzWsvzKSvr7VFBfT28bRxyFVb72K231OKeLBTnpWBKQXZlXjNWvMiSV/d2JZ9TurlFWaZmCj5c9hVXJI5OaRuT0oQFjimTuLk/hUiRk428/hW/ovhO61TZLLNFaWxwWnnOFC55OOp+grrdM1fwD4WJkWG+1m4RV27MQxk45OdxbGfYY96pRbi2uhooJfHocZpPhPV9ZcJZafPIMgFlQ4GemSOgrqT4J0Xw9b+Z4o1dIZi3y2dpiWUjuTzgfifwqr4j+Kmu65E1naytpumjiO2t227V9Cw5b3ySPQCuH2yTOWCli3pRK1l/Xy/4YTcbWivmdZP4psrCRl0DTYIAvCzzBpHI/vYPygke341zlzqt9eNmeeSU4wNzE4HpUtlo9xdsAAR25U/pxzXT6Z4NmZd0rInAyAMkVzuvCls7GqoVavQ46G1nuGAAY9unA9q3rDwxLOM+WznOMnpXf6f4ZS2ZSsTMeoJHHSt2HTCIxubYfTGa82vmHSLO+ngILWozktO8LQxGNXBY9AOnP867Cw0uG1hUFOR/CcYFW4reOEkoOSMZNTrjFeZKtKq+W503jBWghoAHTA704cZzSYHrQRg4rJXj71iSRByBjimlskDH1pysx4J7Y5NJx1xXWveiuV2JDAH0phwOlPyD3phGDWeIasnEEJTHhHmh8ntkHocZ/xzUoAozgnPNZKCUfe69Sk30ID53nj5gI/QKD+f8A9am3UPmxNy3AyFHc1JLkNuUMR04xwPWoGmCXKxl3YqPUDJPbHepu29OhpG7d0RtIbS3jj8vaSckvgj3PH4VJu34cNLJGMMuEBOQ34U28UtG29yFUkqBjngf1/nSWV4BiKQck/KQBitqbW6Rpa8eZLUjuoWnUqF+bAPAH3+6g+nc/Ssd1Kkggg9D7V1jqGXn1B6VQvYPMkMirgbMO3GCvU9uvA5rvo4n2fuTfocsoqeyMOq8kgWRgyhhxVpkZD8wxVZkUyZAOc89OM16iaWrOWspaJbkbsZFAO0LTFQlCI+Tn7pAOB+NSyRuVLHnHA+lQK7Iv3tvParcVJaHHJuMveO+x60N96lUe9KVB74NeXGDcdD076jKKKKxKCiiigCa1OLqPhT838RwK6ZSxUbkw3cA5ArlBgEZGR6Vr2l6YkCnBTrgHJGe1cuIg5WaNacXJWRrc59qkAwMVBHOjyFUO7aMkjpU2QTnvWVBqLu9yZJ7MdRRRXciCC7i823YjIdPnQg/xDpXSaTd/bdMgnONxXDY9Rwawqm8P3Sw311p5PBbzEz7jJFd+Dnq4nHi4Nx5jlPi3o5lt7bUo0J2ZSQgdu1eRZAwBX0/q1gmp6ZPaSYKyLjkV8yanCbC9ngcYeJypx3wa9E4DW8OazNo2rQ3MTYwcMCcDFeqeKhqWorBPp2vxWVnNGDJumVAueQQepz0rwkXIKZx74PWoWl3IcZz/ALLHpVQWo9z0K70fwvbytNrfip7qccskHzk9OM1k3GueDbMj7DodzduB9+6nKgfgMVz9touq6k4W0sZ5WbAyqcV1dh8IfEd8R56w2q9zK2T+lVdrV/mNuRmj4iX9scabp+mWaj7pW33MPxJNYut+KNZ8RGJdRujOkXKLgAKT1xivTrT4Hn5Td6uo9RDGf5muq0/4VeGrEhpYHum7+a3H5CobVkKx85RW88j7UjZmPZVzmuh0rwr4ikdZLTTLvcCCGEZH6nivpBbfRdEh3LHaWiIPvYC4/GsHU/if4V0w7TqH2h/7tuu/9elOMZP4UHMk7m9oL6g+jW39qRCK8CgOAcg+9P1bTItTtwjcSLyjDqK81vfjvpUe5bPSbqZh08xwg/TNcrqvxs128O3TbW3thgkgZdvzPA7dqU6V1aVrDpzaleG53MiGORkbqpINNrnvCupX+pWjS35LSk5Lkklvz/zg10NfMzjyyaPq6U+eKbCoZNq53D5cZ56VNVa6jBAfuODzjiuetFON+xU21F2Kjxq6AOoPcbhwaxtR0tJFkLRhonPQdR/9biuhk2yIWUZ7Z/GnGMFPn645Oa54VpQfMYRpatLVHlGseEEl3zWm7d1Irh7qye3kZJ43Q5xnHH419AeQokLjCllKnA65rC1bw1BqAZVBVyDtOOBznGc/zr3sJmMXaMzzMRhYzblDQ8aSKVGJRN47456jj9Oau65oiadBDcwXCTwy8b1PRsZxWprugXtjMvlyNsxjCuecccen+etc/wCWGjKyna46kjgf5z+leunGWsTznFwvGa1M89Rz0q3bu1q4nSMFhyPMXIHvzxTDaPvwPmHritKPTrm6jVWUIP7zelLYhJt2RBLd6jq0gaWZpMDAz0UewqwmlxhwJpGl9ETr+NdDpXhe6eIIchS3IIIz+Fdhpvg3yZA02GPuMj8q5qmKhDzOqnhJy+LRHnttoct6VWO3ZYy3+ee1dVpXgSMqC6kE/wAQ6fTNd7b6PFahCqEn6dPwrSSJFZRsJyMkntXnVcXUnotEehSwcI9L+pyll4eihXCRpGvTJHJ/r+dasVnDEpGxTn1HT6VqT24J3rgccgCoDCSpYdB1/wAa82o6k5WR0yjKOmxFR3p2FxjGT65pQpFZqjK5jcZS54xTiuTSfd/Gm6UoPshXBetPJxTQc9OtLzXTR0jZCYdeQaUetNwd3HFHTnqapNrVoB2Oc01l9KUHIzS1ThGcRDFzj0pCDmpKac4xWNSjaNr7DTG4/Oq08LeYJ4lBlB5BPB4xVoAZ560hOSawa5Y3X3Fxk0zKmJjlZN7sOBuck7eQfT2ppiEcXmZxuDDawGRzj8//AK9X5rZX3OoUSHuwzVFy5ZyUG0HEjAcE9M/XmrhK60OqEk1oT2tyYz5Up+TIG7OQOPX8P51fkRfLIboeDz61QW1jMBTcN2/bvB9+4/T8aeknkK0UuXxgsVGQAfbsOKHKLT0uzKaUneJVu4Ig6odwAXAYjAz+A57Z61n3EKBw6FTjoAT8v5jn8q6IqJIijBiG4yRz069Kz7u3EcahmDHbjPToRj8efyrrw+LlFqMzOVONX1MCSV1JRucj0x9agSWNh86uMd14rUltJJonW3/eTLGX2dPw9zjmsTQbW71BZlY/vI2IKKMEe5r2acuZPU8qtCUZWevqei8jmjNKST1pK8pvsd4UUUUhhRRRQAUdDkUUUAXrO8Ecy+aPl6n3Pati1uluMsGOf7uQcfSuZq9p04hkBIOAecfSuerSXxLc2jL2mj3OkByaWolcEnaQcHBxTwwPtSpVk1aW5k0Oqs/+i6jbX44COFkyf4Txn9asbhUN4oeymBGRsJ/rXXRqJTTRE480bM7AEMoIOQeRXnHiX4XDXNfa/hu47eGRcyJgklvUfWp4/iXo2i2SW+pmdbiMbQqIW3gd8+v1rDvvjvp670sNGuZmHeWRUH6Zr6ClGclzRWjPGlJQdmbunfCPw/bKrXJnuZB33lAfyro7bwj4b0/549Js0I/idQT+ZrxfUvjN4ju5GFklvZIfuhU8w/mf8K5m61XxZrzA3F/eTo2Thsqn5DApuMYq85JCTnJ2jFs+j5/E/hnSMwy6tp1sUHMYlUEfgK5rU/jD4XsoybWaW+fssMbAfmQK8XtvA+qSkFykYLfNvJOPwrVtvAG1gJrkMOmI1NYSxWFpq7dzaOGry6WNrVvjpqkzMmmWENsmcK8vzE/0rmbjx7411KYj+1bzZ12wgJ/6CP511Fv4JsoQjrGWIHzbuT9fatiHR4IF2pDEi+w6VyzzaK0pQ+f/AA51Qyub+Ns8uNj4i1eUvPHdTgkfPPIT+pq9aeCL6UgSPt5Hvn69/wAq9PW1RepLVOB2A7dq5Z5piJLR2O2nllNayOGtfAlojfvVd+ehyOPrxWva+E9Pt/uWaDByC5ya6NUZvuqTj0FOkiMeNxXJzkA5I+tcM61SfxTZ1xw1KOiK9tZx2qBYo9oIzwP1qUggkEYI7VLjbGsicY4IPcnPt04/nUbEs24nJbk1F7nRFW0QlMlXfEy+vSn0USV1Ypq5UkyqlV/jPr3zSmNCoDAgjnnqalKYbPen4Bx9OtcKhJ6PoTyK92UgBLkKMlTlR6irBhSSIMoAbHBHFLtVW4A46VKK1o2baZKpK2pi3mkC6AWRBgDGNucj0rm7nwTBcggW6Z5zjHP5545rv60dI0r+0LkKwxEDluOterhatRNQicmIoU4wcpbI57wn8K7M2bzX0AIZiEU8cfhiuk/4VhokY3W8Plv2J5ANduiLGgRRhR0FOr2XHmjaR4Cm4y5o6HC/8IRJbHEHluAMcLt/Wq8uhX6JkW8i7B2Ga9CowPSuaeDpy2Ounj6kVZpM80MEsICyq4P+0MUhBUkEEEdjXo8ttDMCHjRsjByuaoS6DZSZxEFyOwHFc08vf2WdlPNI2tNHDUmOMHke9dVL4VUpiKUA+rD/AA/Cs+58NXqH9zsdfduR+lc0sLVj0OuOOoS6nLrGPMx79D3pD1I6exq/cadPbriSORMAEkjIA+oqjtJbGOfTFQocq2sYSt01G45paKKFFIgTAzmjBzkUEHHFBzjtUNLawBkAUtJilq0ncAoooqgCjNFFL0AYw+ajjdT8U0qRyDXNKm4ttLrcdxCBz+lRzJvQ49OmeM9veps5GcZpAuKU6d37q3GnYx0kCzlXYgbwxIJxkex5qYGO5kJk/wCWeW6Yynb+lTXsLSRHYOQ2SB3/AM/0rM3tkc9sfUe/rUpKWp2RtNXW5Pb3TRyqrk+WTk46D8BV+V4rlQF3MH+UMq/d5HX9KzURXjkdz83UHJ9ee3v9aSOd442RWIB9OMHitlUa26DlT5ndbjJYWicEOUc5yQcdyOfyq/pl6lrE0QjVXU/M32fJP14z+dVgyyxENGxI+8dwPqen51RnhkQct8rYIHp6fzrspSabgndnLiaSmua2p1NFOI+XPem1EouL1MQoooqRhRRRQAUUUUAFWLNik+8YyvIB+tV6ntt25sDIAyfzqZbGlL40bVk6ySMTt3gYBAwSPft6VcV1Ynac7Tg/WskSPCd6kh2B5YckZzmtC3mjcEKWGWJAb8+K8+pHqbVYfaRYJJp20FMEZHoaZTt/HSro1EpNyZztXOH8R+EkvLkMQdjHAIXP4fWqFv8ADyy3BZLJ5M/3mKg/rXo5bIpGIPSul4ypGNoy0IVOF7tanJWvgy1gcMtlbREe2a1ovD9tC2QRjphVArXJyeaGPA9KwlXlJN3NU7aIoyaZbrEwjhG/tyf61SMQSQxhXYgYAxgg/rxWpPcLDtBOWJHHtVN4mlvlw4O7Dbk7Af8A6qmEn12N6LaWuwxrVvKDqjjCktvwPy70Wtsk/WQ8dVA/rWnGHEYEhBfuRUVtCIN6Ag5OQe+Pep9q7MPbOzRTlsZEJKHcvb16ZplrGjXCrIMhlOACD+da1VUsI0k37m4bIA6ChVbpphGteLUii9vPECSjAEc45/PFNVXmflssfVhk/ma15RIV/dMoP+0KpC1mjkQpgMEJ3DoT6fyq41LrUuNW613I4WjMDxjduZfu7ckt25H0/WqtWBbyRFXHLjDBApP51C5y7EqFOeVA6VcbXdjWNruw2iiggjGR16VZYh6cdaXFFIDntU6XACoP1oxgYFLRQoq90A5EMjhVGSTgV32mWKWVqq4/eEfMT1rF8MWAaM3cgOM/KCODjvXT4r2sFQ5I8z3Z4GY4n2k+SOyCiiiu480KKKDQAUVj3HijSrW+NnLOwlBAJCEqD9elaFve2t0m+C5ikX/ZcHH5VlGtTk+VSVzKNelNuMZJteZYopM84wfrS5rU1GsisCGUEHsaqTaTYTvultYmbGMlau0UnFPcak1sYM/hPTpVbajxsedyt0/Csi48GzqGNvOreitx+tdrRWMsPTl0NY4ioup5s/h3VUJ/0Rjj0INUZbW4g/1sMic4yynFeqhccZ4pjxq67WVSPSsZYOL2ZtHFy6o8n+tKGIBHrXotzoenXH37UA5+8vBrMn8I2RLNHNKmei8ECsZYOa2NY4uHXQ4yiulufCUqHME6OD0DcfnWVPomoW/L27lfVRmspUKkehrGtCWzM+inMjoxDKQR6im1k01uaBRRRSGB6Um0UtFS4p6sBoGCazryyIAeJWbjBA7dAK0xRURgktC4VHB3RzeecUjSBThsAY496vXttm4ZkU42biCOD06VmzKvVnIJPH0qYq+52uo3HmQhmKSI0LtnJPBxTpJxIxZ8MT3Y5P8AWodi7NyHJGP/AK9RE5rRJM5pVJR17nakYX/61NpS3GOKStp2urHOgoooqBhRRRQAUUUUAFWbZflZvfFVq09NthLE7SEqg75rOpJRjdmtFpSux6QOVWTO1c5yOoHc49q1kyIlw28heuetRSRYiVUYb4xkMxwVH5UsRKK0bN84wSSOMn+fNcM5cyuaVJc6uPifzEDevsR/On02MKEG1NgPOMYp1ZMye4UUUUCCmSyCKJnPYU+ggEEEZB7UIa31MseVc73mkCPyePoMU5J/s6KFfcOcfKemevP0q0LONImVQCx5BYZwarJBFLcvCBgKOq+o69c+tdClF+h0qUZX7IvQyCaIOBgHP86fjnNNjjWKMIvQU6ud2vocztfQKKKKBBVa4tzK6lSQwOfvHGP6GrNFNNp3RUZOLuitPthtg0gDSABc9z68kfWs+SF1QSkYVmIx3FbBUNjIBwcjNMnAMEgbptPbNaQqWNKdXlMWnEccEEDHsckUmBkZPB647UpKk8AqMfU10nYAyYyCeF5HHc//AKv0ocHeSy7cnOMYqzZM5Zo49i5GSxBJ/wA81DPuMjb2ZiGK5I44qU/esSpe9Yiq5ptjJf3kcQU7M/O3YDvVMDJwAT7AV3mkaamn2oGSZHwzZ7H0rvwdD2kuZ7I5MdifYwst2Xo41ijWNFAUDHFPoor2j5wKKKKACsrxBqw0nS3mU/vn+WIdfm/+t1rUPp614/8AE7xcIYpBEQPJcxQf7T92+gxXLi6kowUKfxS0X+fy3OHMMRKlS5afxy0j6vr8tzzzXvGt9Za7NHZyK6xHaVkQMHbHJORnOcj2x+clj8SIgqNf6cqOBzJbSFSPfDZ/mK86kuGllkcktJksc98+9NVxu+ViWXj061pHBYdU1CVNNLrbX71rqRHK8P7GMJRTaVr21+/zPcNP+I+nl4mt/EEscpyVjuCf/rr2rsNK+IkspCtJaX7dMQSKGz9Bn37V8wFyFIIB55B+tSRzyRkyGRsckjOayjl8Iu9KpKPlfmX3My/sydNc1CrKPle6+6Vz6/tfGemzPsnElq/pIM/yzWnb63pl1gRX0BJ6KX2k/gea+S7PxbrVl5fl37vGBxHJ+8XGOwOQK1oPiRKSv2uzgOePkJySPYE8/QVUqeNjpDln96f+QSq4+HwqMl80/wDI+rFdXJ2kHHpQGyelfO+kfFFInWMz3llhcrt+dPoQf8DXcaZ8TWu4wY7mxn5A2lirn8CQf0olWq0letTaXde8vvjcpZnyL9/TlH5X/K56fv55BFNZvQc+ua5S38cwSMUurR4v9pW3fnwDWvba5p14V8m7jLngISQSfoaVHG4et/Dmn+f3M3w+Y4XEfwppvts/uepotnOBnr6VGww2SM0mS3PNBOTjnj3rqO0CQelJSFgBTA59f0oAR4oZBgopHfIqlPpNjMDut05PVRg/pV1jhv8AGmk5pOKe41JrYxJfDFs6sYnZDjjuKzpfDN0P9W8bfjiuszgY4orOVCElZo1jiJrqcO2iX6dYD+BB/rVV7S5j+/BIv1UivQTg846Uxjn2rP6jGWxTxzjuedHOR9eaacq4CqMN94/hV3VZlfWruIDBjKg8cciqMjMpBVN3tnFeTXXs20elTlzJPuN2KZEkzyAcZHrisi8s2eDz41JB+YoP4R/Wrj3sQMjxNuBUswwflbAAz7VXa+UwoTsRhwflHGcjGDzzx2rnUZxkklpc6YppWMXvzRU1wIw+I88feGMAVDXS1YwkrOx2hGKDngUZOc96TOau61sSFFFFQMKKKKACilxweanRY0j35DEdD70m7FwhzECqXYKOprodMTZaYxxu4468Csa3TaCx69MVv2q7LaMZzxn8+a5cTLSxpyctO73ZIUBbOW6YwDxTECs7nIPz5Htxj+hqQjJxkjHPHehm2rn+fT8a5Lk3GkxoGlyACBlvX0p4zgZ60EZBHrRSEFFFFAgooJABJOB1JpkUnmxhwMA9OaLDtpcfSBQDkAUtFAgoopSADxTtpcBKKKKQBRRSkDA55ppX1AayhhhgCPQ0jMm7yz1PbH1/wNOopDMWdPLndfQ+lCSRiPa6jhs5x2x9R7Vb1CPGJAcA8H3Pb+tVJLZwnzJlWwBjnORmuuMlKKudsZKUUUJNUs4mwJg3H8IzViK6E6EKjhSc5ZNuPp/ntToLCKOYKIfKJ54Q5/KtTTLLz75Iip+8cscjjjt9M8e9bQipyUI7smdTkTlJ7Gh4b00Oxu5k4U4QEfr+tdVTIokhiWNBhVGBT6+gpU1Tioo+br1nWm5sKKKK0MQoooJAGScCgDF8TaxHpGkyNv2zSgpEMHr3P4Dmvlbxprw1XVzHE5a2gyvXIZsnLV6x8VPE7RLcmFkJBNvCD37M3/1+nT1r5/fcWY7t249e+a4sOvbVZV3svdj+r+/Q8nDf7VipYh/DD3Y/+3P9BwcYwRz/ADpjNtZVBxuI/GgE9yfwpCM5+bAxnmu5bnrGjpmkXusahFZ2MDzTSEhEXktgEn+Rq1qXhvWdIfF3p00LjP8ArEIB/EjmvYfgV4SSG1fxFcxsXcGO33dAP4j9eo/OvaZoYLlSk8KSL6OoIrR8sJW3JV2j4jfdkxDG89Aw4OKY0bSJtkbB6EL0PPvX1pqXw08Kanky6VHExOd0DFD+hrktT+BGhyhn0+8ubaQ9A5Drnj0wewprk05XYXvLc+eBkIB+8QKAOMH+VCTs0bKzkHP8JPGT716TrXwR8R2QdrUxXiA/IY2wwHHJB79e9cLqOh61pc3lXmnzwP6SJj+tacrS91i91u7Q221zULRBHFfXRwM7FlJIx9D/AJxW/a/ELVLYAXAjljUY/eKCevquDn8645ituuGL5fnj/wCvRGoDeZg4PJz3rOtCFRfvo3XmjGrhKFe6qRuerWXxNto1jkdbm2LdWikyMdvTH611GmfFe33CMamkvGdtypGPTLf4mvn8TuSPkb3JPWnM7qVKnqeecH9K4f7NoRn7rcfR/wCdzi/sinB81Gco+jPrGy8cWk4zLHkj+KBhIv8AMVoweJdLmwpmMbN0EikD8+lfJVpqV3ZuJLe5eNx0ZGww/EYrt/B3iPVdS1hbS7meWPy2ZnZRzj3A96xrxxNCEqlOakoq/vKzsvNPf5GWInmGEpurzxlFd1r96/yPpJGVlBBBB5yOlKeaoaOjR6NZq5/5Zqfpxx+mKvEkDP8AWu6F5xUrWuerRq81NSlpdJi00tjp1pM5zmm1vCn3FOr/ACi55PvTX+6ee1LTXOFNXJJIzg25WPPbvc2tXpPJE7ZP/AR/hUV1AbiBkDsjdiDj86laUzXl05wCZWGB7Ej+lLXzlZ/vGfRUvhuYdxGtsqrgJO2AVByGA6nge1Z84XzBt3Me+RXUSQpKBuHI6EdfeucureaK6YFTvxuyueF6ZqIWXU6nNShZkDgqAf6fjUZyQW464p27gjGcdDSrIUO4BTxjDKD/ADrSraXvJmK00OxG3b702nsAF4plKquVpAgooorIYUUdqKAFA5GeAe9TKw8jb1ZugIqJRuYKO9PTBmVS2QDxUs1p3Xz0LMa7U5JLHrn6CtyD/UR8g4UDg5rBjmEmRjB9M1uWqNHbIrdeuMdK46601N6ri4LlY8Blx908fMehJ45p9FFcxziFQVAPOO/elpshIjYg9AT+lKh3RgnBOOSOlNK4dLi0UUUhCMCwxxjuCM5FKAAAAMAdqKKBhRRSkYppNq4hKcSW7dKbTwQFrSkua8W7ITEHIxSDHc4pcjcCKbTnZJX1sAUoIxzSUVknYYUUUUmBFcxedAyjr1H1qrBcI6LEzOz5zuIHy/nV8gEEEZB7VkSQPG+W/dht2BnPbp/StadmrM3pWknFgm64J3bnlY4Tnp612ukWItLUMwXzpPmZsetYvhzTfNkM8ynYn3QehJrq6+hwWH5I8z3PNzDEc0vZR2QUUUV3nmBRRRQAmecVg+LNTNjpRiikKz3HyIADnHfp04rddgi7jwByTXhnxJ8WTtZz3UMgR2cQ268HaO5x7gE/iK4sZUaSow+Kei8u7+SPOzGtKMFQp/HPReXd/JHl3jXVotS1oi3cmGNQqnJwTwTx09RmuWfJb5Ryec1I77mLZzuHpio2PynPYV106apwjTjslY7KFGNCnGnDZKwvQc1f0awn1XVbeztkLSyOAo45OenP+eKzwcdeOOvXFex/ArwvFe6lNr1ypP2QhYV7bjnk+uBn8x+PRSitZS2Rc78uh7j4c0qPQ/D1hpsQAFvCqHA6nHJ/OtTtSEgDNMZvQnIrJu7uyh+cjjqKjfOeQKQEgYBqleatp2nzRxXl/bW8kgJRJpVQsPUAmhJvYC6ST1qOSOOVSsiI6nqGGQaSOeKZd0UiOvqpyKf16YNIDA1LwV4c1YMtzpFodwILJGFJz7ivJ/iF8L9D8P6Bd6zZXU8OHBSBiCrEkDGevvXuxJBB7HtXhfx519lax0OJhjmaUD8hWqlNrlvoSkr3PF2PA5zTe1IVJXrimqcAjuKyKJAQOTj8a9J+FOli7vpblsnzXEKEDgZPP6Ba8x/1h2nAycZPavfvhFpy21jZEoQ7o0zZXuRgfpisMZy+wVN7zaXyvqeTm0uanGj/ADyS+V9T1v8Ah44FLkAYpD04/Kkr0Ix0OuUrPQKKKMitDIQnFRTMAhYnCjkkn2qQnDCs7WJli0q6lB3bYmIH4VlUejN6MfeTOD090lSWVR8zSNu/PIH61bOTkDjjrWDZ3ckMJVMABsnI61ply8JkjkZdwyyhcEcE/hnnn6V4FSm+Ztn0yp6LzLlZOquyygCMDem0se461NEbnbteSKSAHPmseQByM027uUl8yNWRgi+YrZG09Bg547/yqFeEua17DSsYEiFHKkYIOCPSm09mMmOAAoAplTLV3XUg7VzmlYHk5puOAakAyH6AKM/qB/Wt1713IjYjxxnj86SiiuYsXI29OfXNJStjPHSkptWdgJI03DPGAecnFIMq7AEgjgYoBO3hh0xj2pEcowI9c1GpomlYvafGFu0ZuBjOcjHTNb3asG3Zp1RMgc459f8AOK3q4q/xamlSKSXKHWiijrWGljIYjOxYOgXBwMHOf0p44GP50UFwiksQB6mhbjeuxFJKkGWdgAegA5NLbyGaASNgE9hUTW5kkd5/mUfcVc8D/GpYDugQ7doxwM547VWiRbS5dNySlx74p2AT1yaq3SSP8iEYbgg9B3z0/wA8VbpcurIj7zsTvMkSjf3OOBnmk81ZM+WysR6Gs8QXLR+U0abc5yx6cY7GrVsYVUxRuSV6hutOcm42LlTSV1qLLOIhkqTzgduefX6VY4K81WQGVnSVcqhwN2Dk9c8e1TR7QhVRgLwMj0qYPl0JklYcMd6DjPFAxnmkqL+6SFGeSM8+lFFSAUUUUANRBGu1emSahgha81RYmAbbnaCOPy/Ec+1TPsDKzDncAPr0/qa39JtBFD5zD52/DivRy/D+1qcz2M61b2UG+rL8MSwxKiDgfrT6MYor6RHihRRRQAUHpQelRSyBI2YuFUckt6UN2A5vxhrqWVobCMjzrhDuJP3Y+hP49Pzr5Z8V622t6wZBHsgiHlopbORk9cfX6ivUfib4rBilaFk8yf8AdRpk7lTB5x2z/U+leIuMgEBycZG4DiuPCJ1JyxUuukfTv8/0PKwV8RWnipbbR9Fu/mwK9eaY2MHPSnAfLnJBxjFJwQa7T1SS3tzc3EFsgO+Zwihepz/nFfX3gfw//wAI14WtbKQqbgjfOR3c9ev+eK+QbeWazuYrq2cpNEwZCPUHI4/CvQNN+N/i6yj23EkN2Af+WsXIH4Y/nW8YOULRZOzufT27J9qaeteM6N8frCRETWLBopM4Zoc4HPof8a9A0r4geF9YjD2ur2wJyAsrhD+tZulNK7Q7nTZx1r5d+MutLqnjy4iSU+RaxpD8vQkfMf1Y19C+Jtft9H8MX2prPERFEdp3AjceBz9SK+QL29kv76a7mILzMZHx6mnTk4e8gauWtO1zWdIZZLDULmJ85IWQ4OK7jR/jh4nsNkV7HDeorZYsMNt+orzdQEJIPUUMQB9ar299JK4WPfbH4/aPISL7TLqBj/zzdZB+fFeReONfj8TeLr3U4fNFu7hYVkAB2hQOgzjpnFc65/iPOOKTIwT/ABGplOL1SsCVtCRjgE5pgzjPHJppYbcHNGWwD261kMlCu5CxnDEjkHGO39a+pPAVkYLIOQNsUCQqfoBn+Qr5s8N2f9oeIbK2Kkqz7pMD+HHOK+rvDkHkaNESMNKWc/yH6AVhWgp4ijDteX5JfqeNi17XHU4vaKb/AEX6mtR3oor0zq8hCMimFhtODn607OCBSOVGc4zjucVLXNsXHR6iA4jPQ7T2rE8RMq+HrokqoMWBz3JxWpI8fllX5OcqR0B7Vy/i2UDRWQn70ige561NWNqR1YdfvFfucKZCYwpJwBjr75p63TlAsnzYXbyeCOcH9aZlWQKRhhgA54xz1/OomO0YFeTOMUrvY9xTkmmiU3Dcxq+wMeW9QcDBx24pjO0rb5DkkAdPTioup5qRQMZFY0UnNtbBKTe4jfNk557+9N+XHOac/Qc9aRlAHWicWm2ktCUdkEyKd/DwefrQB8opDgHgcCny8kb2DcaQetJTsFhk5pMHFYTj1SKTEooorMYu75cYHXrRyPakpyAFwGOB3pDV27GjYwlJ4trAljkkNnj8K26pWcEZKzLnIXpg4z65q7XnVpc0jepa6S6BRRRWRkMlkESFyGIH90Zp3lhihLH5f14xS1UiuXa42MgRCx2npn8+vNXDvYtJtaFvoagtdyKYnD/KThiOCKnoqb9CU9LDgSD3+lV7uQRxk4JwwPT0IqfBz71WvYjJASGxt+bHrWqleyfccEuZXIxqMWBlHz+FQxT7rlpSpG8bAFIJzx61DHbs77SwBDYI5JH5U6QJ5OBcO+BlQQQPTv8A54NXyxWiOrkgtEXpJBbNGCxYMcfM3ToM9P8AOakimEpI2upHUMuKzzdMYk3FHYdMg7lPY5/Kp7WcTSJvCmUA/Mevb/69Q4NK5lKnaN2i7R3oorEwCmu21cgZPXA6kd6dRQMYjl+sbqMZy2P8aduBbaCM+lZi7vtISBBExHfOemSDn/CtKIGa4QQ4YHltvOew/r+VbRouUlGPUupFR1NDTbQXM2WJ2pycd/auhHSobW3W3hVQOcfMfU1NX1GHoqjTUEeFWqupK4UUUVuZBSN908Zpajd+woAUMN3IxxxWT4itZ73QZ4rcHzODjOCwByRWlRUVaaqQcH1VjOtSVWnKm9mmvvPnTxT4Ju9U1M3DXTQOFAEM0ZGMD+XfpXCaj4J1bTR5/wBk8yPJG6Ft2PcgcgfhX1/Pa29wuyeCOVD/AH1BwfxrKuPC+kToR5HlN/ejJGPw6Vy01jKKUYyUopJa6Oy9Dy6WFxuGShSlGUVsmrP70fHEkZiBD8MOueCD7/rTdpGcjpX1DrHw1tL5jLsgu3HQ3EYDe3zCuK1T4RRsrNHYXED5zmJvNX0+7k/pih41QaVWnKPna6/C7/At5jOk7V6Ul5pcy/D/ACPEXBKFScDHpTFjRRtbkk9+K7XVPhtq1o7rBLDcYYYixscc9w3+Jrnrzw9qungG5srhARyRGWH/AH0M12U8VSlG1Oafl1/zOqljcPV+Gav2vr9xmk4TpkDsKaPnGWb8OmKVuPlyQ3YHrTApC5wdwNbLRX6nVuTSXExjCF3ZT1BYmoiwVvunPrmkBYHLZxmj7x/nUOUnuxiIPnBp67tmCMYqMnB+lO38YA61ICM7E4HamAYHPWnAlc560hx0H50APwGQdyf0oRiAAAeMjimqcdelKDhsDgE0wO8+Gdk0up3V6wBWKMIM5zuPf9CK+mLWMRWkMYXaEQLt9MDFeFfCDTzcWmWjIEtyAT1yi88/ma95YlVyOTWGGvLF1qj2Vor5K7/FnhYe9XGVqj7qK+S1/MUnHcfjTWOD06VHJIFILEZHYVE0+RtA4x1B7/pXoqMpHqKFiSWdI8qATnqRzj8Kz2unJ4XkDHPpUgbc3Xnvk81UcYYkHIJ64rpiktCZ+6rolWQugDfMc+1c54xY/wBmQ5+80ucfRTW6DtH1Fc74xkAtbSP+IsW/AD/69cmLuoPszowb5qiuch1X3ppBbGRTmVgAeRkZHvTMsPWvFqvo0z20ITjIoDFTSd+aUnJzXLzNO6epQ8cDJppAPQGm5pcn1NW6kXpbQVjuDwM/1pAQc4pT0NRhiBjNdVSpySV9iUhxOAwPpxUeeMUueBg0lcdSbbuWkFFFFZjCjpyOtFFAGnpsx84ZO1Qp3HOcgcmtuuatNpZgxx7gZNdBG6LAnzgqFHzdB6VwYiPvXRvK8oqRLS54xQcfjSAY7k1jZozCmxypKN6EMKV8bThiv+16UW6RpCojHykZz6+5rSnDmdkx6WuKOOaUdaXjOMcUnANTy2tqSDcNTWUOpVuh684p+MrnvVa9+WDep5Qgjjv0/rTlB3vtf9So6tIz2cRTMY2c5GCSwz+YpnmsYhESNg5GR0NE0hkk3Fi3A5P0qOuhLTU9BLTUKcjmN1deoOabUc0hTAHU9MetVa+gSkkrs6FGDorDoRmlqrAx+zQyM+FU4PoRyB/SrBLBxx8uOT78Y/rXC42ZwSjZ2CSRIl3O2BShlKB8/KRnPtVSWVLuJ44gS4wRkdeeoqq0k0aiOZWKDop4B/HvVqndeZpGldeYsqvBdl+Sd2cgYHP9Ov5Gur0W0PlpcSdSo2jrz3NcUTgZwTj0q/Zaxd24QCaRYhxsAHAr1MJKnTlzT3JxlCpVgowep330pe/SuZs/FO8A3Me1f7wGcn245rVi1iynwouUVvRuDXswqxn8LPCnRnD4kaBJ9M0hbB71Gjr1GG9CDQcdq0MhWcn2FNoooAKKKKAE96a5x2HXmn0xgGbjt1oAYSM98elIeRjmlIwaSgCvc2FpeKVuLeKTIxkqMj8etYdz4PtXYNazyQMOmfmA/kf1rpKK56uFo1fjijlrYLD1takEzy7WfhPaXvmSNaWk8r9ZFHlyZ9R2J47155rPwimtJcxXc0JPRbhAV69Ny9a+kiCQQBUT88Ovt65qFhKkF+4qNeT1X3PX8TkeXumv3FWUfXVfj/mfJmofD/W7HmIJeqf+eBJY/gcGubu7abT7kwXUEkMwHzRyLtYfUGvse40XTbjcXs4wWHJQbT+YrC1DwNYXibV2N6LOgcD8TzRGeKp/HBTXk7P7ncftcdS+OKmu60f3O/5nyZtJXIFAAx1Oa9/1P4S2UkbRrpaqW6TWsuNv0BOP/Ha4bV/hVd2j40+5ct/zzvF8s9exxg/XiiOOpX/eXh/iX67BHNqK/jJw9Vp9+x5ztJJptb914P1+2OW0yeTgk+SPMx+VYkkbxyPFICjp1VhgiuqEo1I80HdeR6FOrTqrmhJNeRFuYDnGKcCdpPbpR2+nermk2rXurWlsFyZZkXrjvzVJqLu+hU5KEXJ7I+hPhVpbWekWxwBthDZPXL8jPvjivRpJQihMncRjJ/LJrm/DCGPTpRtA3EABRxwOg/pWy7F2yTk45pZTHnw6qP7Tb+96fgeTlcefDxnLeTb+96fgI5LOS3XNNLDYTng8Zpkr4KoDgk01nZEAIXBz8uOK9Vq6sei5JXRH5m0uBk5PBzTOWPX8zS/KBxkkjv2ptM5WxduSe3Ga5bxk2Z7RewRj+ZH+FdSpO4YrjfFkhfVkXJwkQHP1NcOMeiTO/AK87owGzg49PWoznPNSF8ZGTTn/AHyblGCOCD346j8v1rxK1m9Ge5FaEOMnFHAJHWkormuuwBRRRUjO4Iz+VRkYqQnApCdwwK7q0Yy9SENxlcim1IRhMCo65qseVopBRRRWQwooooAcjbGDDtWrbkuXiLLICclyMErnk59sD86yRjvUizyog2swAyM/Xt+grOcObY1pz5UbdvNPLukAV8DaUzg/WrMU6yxCQkLnOQT0rBtbopIqvh424ZSB/P1rQ83fbYjUCHdjfkkqM/8A2WPzrmnSszW0Z7ItXFz5LbDEWBHUnANSwTp+6h3qHMYO0dhisvU5wwUqF3EdTnJX6H/69Ure5kt7tJcFmHBU/wAq0pUlyX2ZnPlSUbanReZulKYH1DfnxT6y49QxOpIARyRtBPHU/wA6mS6drs5P7oA5x0GMnn/63pXPKnK9ynSfQuSzrBHuY4HbAqlfThoxGFYEnPzDtyKlup4V+Rk3spzjoB9az57hpcNJtGM8irhGUrNl0qe0miPOQQMZHeoEkzKFzkYIpuXEyhj3qNg3mttyTntXSojnVe67lwHCjPXFR70cB8fd55qIy7k53jHQg9/emI+0MCMgjpQoilXV0lsbPmFtNXHzANg9+Ov+FP8AO8qWH5NqOq5O446Y9cccVQtpUWxdGLbs5Azx+VLuO3bk7c5x2rBw1aNIRUlf+tSeSRHmZoldWP3SDyT3qO4QQyMhxhT1z27UxWwcjtSXMu/e5Zs4HPTnHtVKNnYv4dth52+SzkAYZRnPsf8ACqwmBl2lT1xnNEzgowBB6dP8+1VicnJrWMe5jVrOL0L/ACOhI+lISQQB1z61UWV8YzkAdMUqyvljyeD0HSjla1H9Yi+hdj1K6sZEME7AD+AnIrQi8X3oP7yKFh9CP61z5yw3E5PfNNrqp4ipFWucFWlTnJvlO1tfFltIcTxNGcdQcitmC9trkAxTxvnphua8xzinLI6MGRirDoQa6o43+ZHLPCJ/Cz1JiRjpRuBwc8V55DrmoQgBblyB2bB/nWvbeLTlRcQAj+8h/pXRHEU5dTnlhqkfM6pm7A5ppJJznmsmPxLpLkI12kUjdFkGM1oxXEM4zFMkn+6wNbJp7GLi1uiSiiimIKCcVGrFmwSOOuKHYKpGeffNVyu9iOdWuG0bMkc/WoyDlsYx0+tHmEnoKM8frVWcdybxnsL16mkxS0VF2aWQVFNGkqFXVWHdWGaezY6VGxx2JrRRduZmU5KT5DIu/Dmn3GCqNC2f+WZ/oeBXP6r4Cs76OSOQW84YYxNEN5H++OR+FdjIWGCDn2BwaYWBOSueQOnWuV5dh5PmjFRfdaP8DhlluGk+dRs+8dH+FjxXVfg/awg+Ql1AD/EjCVQf51kaX4AbSPEVtd/bBcRQtuyU2kHHccjqfWvf3YFsHHPqeBVR7aCSbe8ERbru2A4P1NZywOK5WoVdGre9q7Pz3MK2BxTg6dOs2nprr+JX0iMQabarsPzLvIx0J+bn86t7wXK45xmnFhkc81G4H3huI/2e9exh6apU4wWyVj0qdNUqcYR2WhHOuZgRj5jUTOxI3HOORUsmSC3IK8A9DUGD6VulYyqaPQU8nPH4UlFFBkKpwc4zXBeJJS+uXHUhCFH5V3o6gV5zq0on1S6foGlYD8687MPh03PUy1PmbKe0HmguBgfpSHcOhJFNwc+9eNKpy/CrM9hIcwwOOlMp7Hpg01utRWUbtoEJRSnoKSsWrFHcNk8U3OCSPSnEgEDvTSp3d8V21N7rUhAGIHbimGnlAq5PfpzTK5qnMklIpWCiiishhRRRQAUuTjGePShSA2SAR6GkoAcjmNgy4yPUA/zp8UrRupYEpnJXpke1RUpxgYGPX3pNJjUmtmWbudLggjIK/KBxwPr+dVaUjaxBxkccHNJSiklZBKXM7ksMgRiWz0wKmWYyP5aZ2t15xj3qpUkEzQSb1ODgjIpSj1NIVWrR6FuadoU2EozZ9cnp6jjHSo5Tm2y3BPaoDJuI3Dd7n/61DylkC4wBRZtJPoaOrvqNZstkdumKHdnOWNNoqrHPzMUEgEAkZ60lFFMRLDII0kBUHcMc/WrEEglU5+/nA7CqVFQ4pmsKzh6Fkn7PKy7Tt47+ozUDuXYnpntUkc21MMSR0xjoKiYgsSBgZ4oS11HOV4pJ/IcjAZUjg96ZRRVGTd1YKKKKYgooooAKKKKACiiigCjqUW6NZB/DweOoP+f1qrE01nI8kF08bpjb5TfKc/8A6q1ZhmCQbd3ynj14rD8wmMRgKAP4tvJ/GrhVlB2R004qpG0lex0Vt4x1m1gUy+TdJn/louGxkjGR9K1LP4g27y4vbV7f3Rt4/LiuKdnQeU2MAnjPfpnimsgXaSoD4xx1HJ6+9dNPHSTs9UY1ctoz1Wh65Z6zYajGGtp45Nw6ZwefY96tnA6fNxz7V4qAByODnO4da1dM1bU4JkiivpQrckSEuOnTBrqpY+nJa6Hn1sqqR1i7nqe7H8Ip2a5Oy8VT5CX1nn1kiYc/ga1LfxDptySFnMZH8MqlD+tdcalKpszzZU61LdGucYzTC/HNNV1YAqwI+tNZs45B56CtOWy0Znzcz1QpcngfpTSx78Z9qQBiSRnjpTGVw3cnjrUrmtZl2jfQa+cAqe/51EpYuBwD9AKc0gZDgkGozjDH8q6acHGNmimxzddoxjPHNMOeMUh3EAjg+hpelbJWQhCMkc9OaYWKfKqscfypsjvyFx9Qen41ATnOeT61RjOpZ6ExkDIQxzxUFPeTzDlgM47UyheZjOV2GeMUUUUECjAzkZ4ry2Z98jMerMWP4816dO4jt5JM4CqcnPTivLASygt1I5rxs1nayPZyxaNku4ADmmsc4IpFIB5FKVOMjpXmOcpxsj07WEz680HrSUDrWF29BhRSn2pKJKzA7Y5307Jz049aWkPcCvR5eW7uQBG4VFT84Ug9aZXJXknaxSCiiisCgooooAKKKKADFPEbGIvj5R37fSmg46UlUmkLUKKKKkYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWPdwrFcMoOFZdwHp14/StiqepR7rbcAMoc/h/nFJu2qNaErSt3Mx8sobOV6AkY9v8ACmuWYl2/iJ5x3pCeB/hSOzGLYpwQcj/P4Vm7bbHfshVYqwYcEHIqW3na3fcoBB6g1EMZ5poYMSAehwanlVrg0nozoQ+6Leg3HGQM9/SkkjjcBWXcOu3PXnrjvWbptxsmMJPyMcjPZqvyB2uYtvG3J68EcZ/Gt4vqjz50+WXKwtpLqxDNbXk6hWxtdcg8emP1rVHiy+tIs3FusnOMx59vUVzl65S93K2cAH/dNTyXVvjyiC6NgEk5GOtdkMRUi1Z3Mp4KnNJ8p11n4psbkgmXymbHDcD1/wAa1NyzqHSUSAjP3hxXlcmGs/KC/MpyrdTj0qCG+ubdQ0M8qAHAwTXdSxzXxHFWy5wfus9XcgAlQTjt60A59RXBWXi2+tQqzHz0I/i4Nbtv4v0+YKJRJEx68cfnXbTxcGjknh6kHqjeZ8A8jPXk1GJicgj2wOvvUVvqFndrm3nWQdgDz/OnyKm4/Njknp710wqRlsctTmQj+qjaB2Pf8KiPsc0vfA55496UjoSR7+1aXOd6jaKUY70lBIUUUUCKupnGk3n/AFxb+VeaV6HrsgTRrrOeU2/mRXn+AW4/GvDzOLnNJHuZbpTbGUoJHAp4UDikJ5wOK8/2Tgrt2Z6F7jO9FKxB6UpUisnB621HcTOcZpwTjrTKep45Jx2qqfLJ+8DO2Hek70tFegZiY5zUVSMeOOoqOuPENXSRcQooormKCiiigAooo6UAFFFFMQUUUUhhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFNkjWWNkboadRQCdjnC3zmNhhkPIo6Ng9etT6hD5V+ZMACUfLj1HWq7sQoOOB1qJWbbZ6NOd43Bs7W29ccVFkqylVPP3+9SFjhWXG09fxquSMPkN13KR0qIompKxZDCKRZj1Q5H51elldrhJ1OzIGCTuA45rKkmZQB0YdRitTSrpHHkShdz5ZRj6g/oK0p2WrInUjd2HIElk2+ZgIu4F13cY5HPpVSZv8ASHjAyucdO3v6U+c7JX+VsA9h056YzUTsYTkqShG7cP8APrXdGK3QPSzvoWcxC3xGCkickbvvA8cf56VnS4wqqR5Z5A7g1cjkSEs7swB+RiFzwcnH6VW2v9oZeAPvAkZ+tS2rPl1Jmr+6V9o69PpSK3XJzTnbL+2aY5BdiOAecU5z5dY/1ocduhKk7xMDG5U+xrVtvEmo24C+cJVHZxmsXOAMUA/Pn3qo4iSZnKlGW6OutvFyMcXNvtPYxmtq21XT7sDy7pAxH3WOD+tebHqaAxHet4ZlUi7M5p5fTlqj1X5cZDqfoaSvNIL25hfdFPImP7p61r23iy6iP79BKo7D5TXdTzCLXvHFUy+a+E7TFISBjPesSPxVprRr5rSxN7rkfpWlbajaXi5gnjkHfB/xrqhiIyW9jjqUJw6Gf4mkC6Q6/wB9lUY785rh24OQa63xbKBbW0WQMuTj8K5JBySeteTjHz1LLr1PawK5aWo1SQc847044PbnvTQcN7UpBGB6VwRbUbbnYIOKGPPWnBQRxTWXGKUoSUfILjsArTSe3pS5AXjPNAIHUUSs7LYDtiQBmjOM56UEZ9KWu1cxI1jlM1HTm4BGe9NrirSvIpBRRRWJQUUUUAFFFFABRR3ooAKKKKACiiigBaSlzxikpu3QQUUUUhhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAGiiopJjFGWK7iOy9hzjNCV2NK+xLSAgjIOQe9CsGUMOQRkUiLtULxgcDHpS2EU9UgElt5pzui5AHfPasUyDbv6oRyP8A63+etdBeOUtz8u4Hg+3vXMtuRpI9oGffpTcVy3N4TcYjw+Ywf4VbBB9KZwVwTkI3HuP8iowSAR2PWnb/AN5uOCDyRjiklbYnnva4DBlGPmBI696nglaGdXDBWA5x+PpVXocinM2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" 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
