<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-5824990369733750557</id><updated>2024-10-24T06:16:41.638-07:00</updated><title type='text'>Azeem</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://azeem1-azeem.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://azeem1-azeem.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>AZEEM</name><uri>http://www.blogger.com/profile/01738610891408205695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>60</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5824990369733750557.post-8421354270976305090</id><published>2012-01-05T10:38:00.000-08:00</published><updated>2012-01-05T10:38:18.081-08:00</updated><title type='text'>Basic Spanish</title><content type='html'>&lt;div class=&quot;book-review&quot;&gt;     &lt;div class=&quot;book-cover&quot;&gt;      &lt;a href=&quot;http://www.free-ebooks.net/ebook/Basic-Spanish&quot;&gt;&lt;img src=&quot;http://www.free-ebooks.net/covers/normal/1205868516.jpg&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;&quot;&gt;     &lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;&quot;&gt;     &lt;/a&gt;&lt;div class=&quot;book-title&quot;&gt;&lt;a href=&quot;&quot;&gt;      &lt;/a&gt;&lt;h2&gt;&lt;a href=&quot;http://www.free-ebooks.net/ebook/Basic-Spanish&quot;&gt;Basic Spanish&lt;/a&gt; &lt;/h2&gt;&lt;span&gt;&lt;a href=&quot;http://www.free-ebooks.net/category/educational&quot;&gt;Educational&lt;/a&gt;,  by &lt;a href=&quot;http://www.free-ebooks.net/author/linda-plummer&quot;&gt;Linda Plummer&lt;/a&gt;&lt;/span&gt;                Learn the basics of Spanish with this easy-to-understand course.&lt;br /&gt;
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http://www.free-ebooks.net/ebook/Basic-Spanish/txt&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://azeem1-azeem.blogspot.com/feeds/8421354270976305090/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/basic-spanish.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/8421354270976305090'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/8421354270976305090'/><link rel='alternate' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/basic-spanish.html' title='Basic Spanish'/><author><name>AZEEM</name><uri>http://www.blogger.com/profile/01738610891408205695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5824990369733750557.post-8637997814297577230</id><published>2012-01-05T10:37:00.001-08:00</published><updated>2012-01-05T10:37:31.619-08:00</updated><title type='text'>An Instructor&#39;s View on Student Success</title><content type='html'>&lt;div class=&quot;book-review&quot;&gt;     &lt;div class=&quot;book-cover&quot;&gt;      &lt;a href=&quot;http://www.free-ebooks.net/ebook/An-Instructor-s-View-on-Student-Success&quot;&gt;&lt;img src=&quot;http://www.free-ebooks.net/covers/normal/1256498347.jpg&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;&quot;&gt;     &lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;&quot;&gt;     &lt;/a&gt;&lt;div class=&quot;book-title&quot;&gt;&lt;a href=&quot;&quot;&gt;      &lt;/a&gt;&lt;h2&gt;&lt;a href=&quot;http://www.free-ebooks.net/ebook/An-Instructor-s-View-on-Student-Success&quot;&gt;An Instructor&#39;s View on Student Success&lt;/a&gt; &lt;/h2&gt;&lt;span&gt;&lt;a href=&quot;http://www.free-ebooks.net/category/educational&quot;&gt;Educational&lt;/a&gt;,  by &lt;a href=&quot;http://www.free-ebooks.net/author/dominick-saffioti&quot;&gt;Dominick Saffioti&lt;/a&gt;&lt;/span&gt;                The key to success in class depends for the most part  on how well you are at listening, questioning, note taking, and   studying; and most important at test taking. The author&#39;s objective in  this book is to provide students with information on the basic skills to  help the dedicated student become successful in their learning  experience. Download it today! &lt;br /&gt;
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http://www.free-ebooks.net/ebook/An-Instructor-s-View-on-Student-Success/txt&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://azeem1-azeem.blogspot.com/feeds/8637997814297577230/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/instructors-view-on-student-success.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/8637997814297577230'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/8637997814297577230'/><link rel='alternate' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/instructors-view-on-student-success.html' title='An Instructor&#39;s View on Student Success'/><author><name>AZEEM</name><uri>http://www.blogger.com/profile/01738610891408205695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5824990369733750557.post-6229943511439516744</id><published>2012-01-05T10:36:00.001-08:00</published><updated>2012-01-05T10:36:42.803-08:00</updated><title type='text'>A Cultural Paradox: Fun in Mathematics</title><content type='html'>&lt;div class=&quot;book-review&quot;&gt;     &lt;div class=&quot;book-cover&quot;&gt;      &lt;a href=&quot;http://www.free-ebooks.net/ebook/A-Cultural-Paradox-Fun-in-Mathematics&quot;&gt;&lt;img src=&quot;http://www.free-ebooks.net/covers/normal/1280679344.jpg&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;&quot;&gt;     &lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;&quot;&gt;     &lt;/a&gt;&lt;div class=&quot;book-title&quot;&gt;&lt;a href=&quot;&quot;&gt;      &lt;/a&gt;&lt;h2&gt;&lt;a href=&quot;http://www.free-ebooks.net/ebook/A-Cultural-Paradox-Fun-in-Mathematics&quot;&gt;A Cultural Paradox: Fun in Mathematics&lt;/a&gt; &lt;/h2&gt;&lt;span&gt;&lt;a href=&quot;http://www.free-ebooks.net/category/science&quot;&gt;Science&lt;/a&gt;,  by &lt;a href=&quot;http://www.free-ebooks.net/author/jeffrey-a-zilahy&quot;&gt;Jeffrey A. Zilahy&lt;/a&gt;&lt;/span&gt;                This FREE, ready-for-download eBook is ideal for  students who need a little push to get motivated, and is also great for  scientists and those in the math community who like to stay abreast on  relevant and current topics. Perfect as supportive text to any science  course or class. Download it today!&lt;br /&gt;
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http://www.free-ebooks.net/ebook/A-Cultural-Paradox-Fun-in-Mathematics/txt&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://azeem1-azeem.blogspot.com/feeds/6229943511439516744/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/cultural-paradox-fun-in-mathematics.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/6229943511439516744'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/6229943511439516744'/><link rel='alternate' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/cultural-paradox-fun-in-mathematics.html' title='A Cultural Paradox: Fun in Mathematics'/><author><name>AZEEM</name><uri>http://www.blogger.com/profile/01738610891408205695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5824990369733750557.post-9034085897308803227</id><published>2012-01-05T10:34:00.001-08:00</published><updated>2012-01-05T10:34:33.487-08:00</updated><title type='text'>Color</title><content type='html'>&lt;div class=&quot;book-review&quot;&gt;     &lt;div class=&quot;book-cover&quot;&gt;      &lt;a href=&quot;http://www.free-ebooks.net/ebook/Color&quot;&gt;&lt;img src=&quot;http://www.free-ebooks.net/covers/normal/1165150874.jpg&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;&quot;&gt;     &lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;&quot;&gt;     &lt;/a&gt;&lt;div class=&quot;book-title&quot;&gt;&lt;a href=&quot;&quot;&gt;      &lt;/a&gt;&lt;h2&gt;&lt;a href=&quot;http://www.free-ebooks.net/ebook/Color&quot;&gt;Color&lt;/a&gt; &lt;/h2&gt;&lt;span&gt;&lt;a href=&quot;http://www.free-ebooks.net/category/tutorials&quot;&gt;Tutorials&lt;/a&gt;,  by &lt;a href=&quot;http://www.free-ebooks.net/author/valerieann-j-skinner&quot;&gt;Valerieann J. Skinner&lt;/a&gt;&lt;/span&gt;                An in-depth analysis of all the colors of the visible  spectrum and how they affect us emotionally, physically, and  spiritually. Discover which colors have healing properties, give you  extra energy, and much more.&lt;br /&gt;
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&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://azeem1-azeem.blogspot.com/feeds/9034085897308803227/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/color.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/9034085897308803227'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/9034085897308803227'/><link rel='alternate' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/color.html' title='Color'/><author><name>AZEEM</name><uri>http://www.blogger.com/profile/01738610891408205695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5824990369733750557.post-344870799266268492</id><published>2012-01-05T10:32:00.001-08:00</published><updated>2012-01-05T10:32:58.919-08:00</updated><title type='text'>Create Your First Website By 3:45 This Afternoon</title><content type='html'>&lt;div class=&quot;book-review&quot;&gt;     &lt;div class=&quot;book-cover&quot;&gt;      &lt;a href=&quot;http://www.free-ebooks.net/ebook/Create-Your-First-Website-By-3-45-This-Afternoon&quot;&gt;&lt;img src=&quot;http://www.free-ebooks.net/covers/normal/1256050518.jpg&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;&quot;&gt;     &lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;&quot;&gt;     &lt;/a&gt;&lt;div class=&quot;book-title&quot;&gt;&lt;a href=&quot;&quot;&gt;      &lt;/a&gt;&lt;h2&gt;&lt;a href=&quot;http://www.free-ebooks.net/ebook/Create-Your-First-Website-By-3-45-This-Afternoon&quot;&gt;Create Your First Website By 3:45 This Afternoon&lt;/a&gt; &lt;/h2&gt;&lt;span&gt;&lt;a href=&quot;http://www.free-ebooks.net/category/web-design&quot;&gt;Web Design&lt;/a&gt;,  by &lt;a href=&quot;http://www.free-ebooks.net/author/chris-farrell&quot;&gt;Chris Farrell&lt;/a&gt;&lt;/span&gt;                This book was created and written by Chris Farrell,  who began Internet marketing in February of 2008. Within six (6) months,  he was experiencing his first $250 per day day. Within nine (9) months,  he had his first $1,000 per day day (all figures are verifiable). Chris  is now a full-time Internet Marketer and Product Developer. Are you  constantly thinking that you want to make money online? Would...&lt;br /&gt;
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http://www.free-ebooks.net/ebook/Create-Your-First-Website-By-3-45-This-Afternoon/txt&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://azeem1-azeem.blogspot.com/feeds/344870799266268492/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/create-your-first-website-by-345-this.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/344870799266268492'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/344870799266268492'/><link rel='alternate' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/create-your-first-website-by-345-this.html' title='Create Your First Website By 3:45 This Afternoon'/><author><name>AZEEM</name><uri>http://www.blogger.com/profile/01738610891408205695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5824990369733750557.post-1503273763857070214</id><published>2012-01-05T10:28:00.000-08:00</published><updated>2012-01-05T10:28:10.539-08:00</updated><title type='text'>After the Facts: An After Coffman Mystery</title><content type='html'>&lt;div class=&quot;book-review&quot;&gt;     &lt;div class=&quot;book-cover&quot;&gt;      &lt;a href=&quot;http://www.free-ebooks.net/ebook/After-the-Facts-An-After-Coffman-Mystery&quot;&gt;&lt;img src=&quot;http://www.free-ebooks.net/covers/normal/1295402578.jpg&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;&quot;&gt;     &lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;&quot;&gt;     &lt;/a&gt;&lt;div class=&quot;book-title&quot;&gt;&lt;a href=&quot;&quot;&gt;      &lt;/a&gt;&lt;h2&gt;&lt;a href=&quot;http://www.free-ebooks.net/ebook/After-the-Facts-An-After-Coffman-Mystery&quot;&gt;After the Facts: An After Coffman Mystery &lt;/a&gt; &lt;/h2&gt;&lt;span&gt;&lt;a href=&quot;http://www.free-ebooks.net/category/mystery&quot;&gt;Mystery&lt;/a&gt;,  by &lt;a href=&quot;http://www.free-ebooks.net/author/vincent-m-lutterbie&quot;&gt;Vincent M. Lutterbie&lt;/a&gt;&lt;/span&gt;                The town of Hustle has a new private eye, and his name  is After Coffman. His first case, and After is finding it anything but  business as usual. He has no client, no money, and too many suspects. In  line for After&#39;s scalp are drug lords, gun runners, and the Hustle  Homicide Department. Each wants a piece of him, but After&#39;s greatest foe  may be an old black cat named Soot.&amp;nbsp; Download this FREE...&lt;br /&gt;
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http://www.free-ebooks.net/ebook/After-the-Facts-An-After-Coffman-Mystery/txt&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://azeem1-azeem.blogspot.com/feeds/1503273763857070214/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/after-facts-after-coffman-mystery.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/1503273763857070214'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/1503273763857070214'/><link rel='alternate' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/after-facts-after-coffman-mystery.html' title='After the Facts: An After Coffman Mystery'/><author><name>AZEEM</name><uri>http://www.blogger.com/profile/01738610891408205695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5824990369733750557.post-2380788814166739174</id><published>2012-01-05T10:24:00.001-08:00</published><updated>2012-01-05T10:24:53.082-08:00</updated><title type='text'>300 Chicken Recipes</title><content type='html'>&lt;div class=&quot;listing normal&quot;&gt;   &lt;div class=&quot;left-listing&quot;&gt;    &lt;div class=&quot;book-review&quot;&gt;     &lt;div class=&quot;book-cover&quot;&gt;      &lt;a href=&quot;http://www.free-ebooks.net/ebook/300-Chicken-Recipes&quot;&gt;&lt;img src=&quot;http://www.free-ebooks.net/covers/normal/1166090732.jpg&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;&quot;&gt;     &lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;&quot;&gt;     &lt;/a&gt;&lt;div class=&quot;book-title&quot;&gt;&lt;a href=&quot;&quot;&gt;      &lt;/a&gt;&lt;h2&gt;&lt;a href=&quot;http://www.free-ebooks.net/ebook/300-Chicken-Recipes&quot;&gt;300 Chicken Recipes&lt;/a&gt; &lt;/h2&gt;&lt;span&gt;&lt;a href=&quot;http://www.free-ebooks.net/category/food-recipes&quot;&gt;Food/Recipes&lt;/a&gt;,  by &lt;/span&gt;                A book of 300 different chickens recipes. &lt;br /&gt;
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http://www.free-ebooks.net/ebook/300-Chicken-Recipes/txt</content><link rel='replies' type='application/atom+xml' href='http://azeem1-azeem.blogspot.com/feeds/2380788814166739174/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/300-chicken-recipes.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/2380788814166739174'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/2380788814166739174'/><link rel='alternate' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/300-chicken-recipes.html' title='300 Chicken Recipes'/><author><name>AZEEM</name><uri>http://www.blogger.com/profile/01738610891408205695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5824990369733750557.post-3318739743858465694</id><published>2012-01-05T10:23:00.000-08:00</published><updated>2012-01-05T10:23:10.395-08:00</updated><title type='text'>1000 Atkins Diet Recipes</title><content type='html'>&lt;div class=&quot;book-review&quot;&gt;     &lt;div class=&quot;book-cover&quot;&gt;      &lt;a href=&quot;http://www.free-ebooks.net/ebook/1000-Atkins-Diet-Recipes&quot;&gt;&lt;img src=&quot;http://www.free-ebooks.net/covers/normal/1166094394.jpg&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;&quot;&gt;     &lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;&quot;&gt;     &lt;/a&gt;&lt;div class=&quot;book-title&quot;&gt;&lt;a href=&quot;&quot;&gt;      &lt;/a&gt;&lt;h2&gt;&lt;a href=&quot;http://www.free-ebooks.net/ebook/1000-Atkins-Diet-Recipes&quot;&gt;1000 Atkins Diet Recipes&lt;/a&gt; &lt;/h2&gt;&lt;span&gt;&lt;a href=&quot;http://www.free-ebooks.net/category/food-recipes&quot;&gt;Food/Recipes&lt;/a&gt;,  by &lt;/span&gt;                Make your Atkins Diet salads and dressing any time you want with the help of this book. &lt;br /&gt;
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&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://azeem1-azeem.blogspot.com/feeds/4504890010254932095/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/50-toughest-job-interview-questions.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/4504890010254932095'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/4504890010254932095'/><link rel='alternate' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/50-toughest-job-interview-questions.html' title='50 Toughest Job Interview Questions'/><author><name>AZEEM</name><uri>http://www.blogger.com/profile/01738610891408205695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5824990369733750557.post-666125558437449159</id><published>2012-01-05T10:09:00.000-08:00</published><updated>2012-01-05T10:09:51.523-08:00</updated><title type='text'>30 Ideas. The Ideas of Successful Job Search</title><content type='html'>&lt;div class=&quot;book-review&quot;&gt;     &lt;div class=&quot;book-cover&quot;&gt;      &lt;a href=&quot;http://www.free-ebooks.net/ebook/30-Ideas-The-Ideas-of-Successful-Job-Search-&quot;&gt;&lt;img src=&quot;http://www.free-ebooks.net/covers/normal/1265403830.jpg&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;&quot;&gt;     &lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;&quot;&gt;     &lt;/a&gt;&lt;div class=&quot;book-title&quot;&gt;&lt;a href=&quot;&quot;&gt;      &lt;/a&gt;&lt;h2&gt;&lt;a href=&quot;http://www.free-ebooks.net/ebook/30-Ideas-The-Ideas-of-Successful-Job-Search-&quot;&gt;30 Ideas.  The Ideas of Successful Job Search.&lt;/a&gt; &lt;/h2&gt;&lt;span&gt;&lt;a href=&quot;http://www.free-ebooks.net/category/career&quot;&gt;Career&lt;/a&gt;,  by &lt;a href=&quot;http://www.free-ebooks.net/author/tim-tyrell-smith&quot;&gt;Tim Tyrell-Smith&lt;/a&gt;&lt;/span&gt;                Are you a job seeker looking for new ideas for  refreshing your job search? Do you feel like you are doing it all wrong?  This free e-Book is full of easy to implement, practical advice that  you can start using today! Authored by Tim Tyrell-Smith, founder of  Tim&#39;s Strategy (http://www.timsstrategy.com)--a website full of advice,  free downloads, and a career expert directory for anyone looking for...&lt;br /&gt;
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&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://azeem1-azeem.blogspot.com/feeds/8076012004371916290/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/10-strategies-to-improve-your-nursing.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/8076012004371916290'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/8076012004371916290'/><link rel='alternate' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/10-strategies-to-improve-your-nursing.html' title='10 Strategies to Improve Your Nursing Care'/><author><name>AZEEM</name><uri>http://www.blogger.com/profile/01738610891408205695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5824990369733750557.post-2691305838861526818</id><published>2012-01-05T10:05:00.000-08:00</published><updated>2012-01-05T10:05:27.287-08:00</updated><title type='text'>1-to-40 tried and trusted ways to become more productive at work</title><content type='html'>&lt;div class=&quot;book-review&quot;&gt;     &lt;div class=&quot;book-cover&quot;&gt;      &lt;a href=&quot;http://www.free-ebooks.net/ebook/1-to-40-tried-and-trusted-ways-to-become-more-productive-at-work&quot;&gt;&lt;img src=&quot;http://www.free-ebooks.net/covers/normal/1320933323.jpg&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;&quot;&gt;      &lt;/a&gt;&lt;a href=&quot;http://www.free-ebooks.net/category/career&quot;&gt;Career&lt;/a&gt;,  by Rough Guider&lt;/div&gt;&lt;a href=&quot;&quot;&gt;     &lt;/a&gt;&lt;div class=&quot;book-title&quot;&gt;&lt;span&gt;&lt;/span&gt;                ***Download this book and find tried and trusted ways  to become more productive at work***.      This is the second book in  the series by &quot;Rough Guider&quot;.  There&#39;s something for everyone.  [Also  see &quot;The Rough Guide to Being Successful at Work]&lt;br /&gt;
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work'/><author><name>AZEEM</name><uri>http://www.blogger.com/profile/01738610891408205695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5824990369733750557.post-2700247415535857447</id><published>2012-01-05T10:02:00.000-08:00</published><updated>2012-01-05T10:02:17.916-08:00</updated><title type='text'>Clearwater Journals</title><content type='html'>&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMkAAAE3CAIAAACPS/KPAAAgAElEQVR4nOx9d5iTVdp+prf0/va8NX2SSXnTZoYBBpBepDcpgoIiAoIgAgoIIr1KL4J0GEB6h2lJZgALuJbVFVlX17asriswk7y/P07mZWR3Xb7ft+vqfp7rvXIlZ5KQ4dxzP/dzP885kQi/jp9kJJNJcJtIJMTJxsZG8aF4p7Gx8af/eP+OIflPf4D/KwNgSxyJRKL5DMCcONPQ0PCTfrh/z/gVWz/dSCaTf4un5jQmCEJjY+M9KPzljl+x9RON5sBqHgrFH4lB81ds/Tr+Z6OxsfEeTgK81dDQAHAGYiIY95DZL3T8iq2fbvwjThLVFfjpfwewhF+x9ZON5nFQzARFtIGf/tdEQzB+xdZPPUQMffLJJ+fOnbtw4YIIL/H2v4O6fsXWPxl/N7MTtRGYb045iYZGIXF3PpFIJAWhIdEoCIlksrGx8Q648/s/3Kg4uP+5mTOWL19+z7/yrwUWeDfx/ZvlDQlBSAjJu5MCQHZSEBJCIiEkhGRCuCMId4TG2wL4/RpvC7dTL7mf8Su27mv8I6nU3ERIJpOiWhfnE0KyMZlICMlkMnnz5s3Lly+vXb/u4ZEjWpW3DoZD/gDfq1cvMUO85/ZfPn74aRsFIZH6bACCiaSQFL4Tkn8VGhuExmSyUUgkk41CUhDuCA1/FYS/CnfuJIVk6uP98wj+K7buaySbDTAjaiaRxu55SWNjY2My0ZhM/PbDDyoOHnh6yuQHe/XkgwE+GPAFAy6vx8P7vQF+4MCB97yV8C/G1t2P15xoGxrB34CQbBSEZOoXbEwmhKQgJJLNLuHOncbbtxs+ee/jA3v3zZr7UhNxJZrd/v3xK7b+yfgRiS0umEhXDQ0NACh/+vPNmmjtypdXPTxyREmLUh/vD0SKvYGg2+f3BUPeQNAbCIKZwYMHi5D9NwDrboQFfsc/4sVEoiGZbEwmG4Vkg5BsTDYKQmPiT19/ue/Q/lHjx5U90IGyuvQmUgGjSUEQkkIqmP7oP/0rtu5r/G2JRmjmoYPb77777v33399Xsf+pSRM7dOoYDId8vD8QCvoDPB8MFHq83kDQHwp7+ECRn/fwAW8gWOTn+/TpA15+69Yt8c3/hTUfEPKa661EIiEICUG4c6fhr0nhjiA0JJK3E4kGEMBv/vmvFYePPzxmfKhVO8JWqDbRaozUoLQSIZQIIUeJH+DpR8H1K7b+P0cyKYD1+uKLr06dOrNgwaKhQ4dHIiWFniJ/gA+Egj7eHwyHguGQx+flg4FAJOwLBor8PpfXwwcDoUi4Rcuynr17zZgxQ0SV8DeW/b9k3OPQAmZNCreTwh0QMW/++duTZy+Mferp4vK2BOdQwQRAkpZg1QSrxGg1wSpxUoWa1BgJ4mDyn5GW8Cu27nPck8c1Nja+8ebV7Tt2jRv/1APtO/r8AZ8/EAxFvD7eG+CL/D5vgA+Egl6/z8f7Q6FQIBDw8X6AudZtyidNfnrv3r319fXffvstoKg7d+6IqPr/K/sk/8Fonmqk3l8Qbt1u+Prrr0+dPvvU5KmR1m1pR5GeNKsxWoMzChiXG1AFbNISrM7EGSiLmmDVpEWJkxqUVGOkkGyWKv7KW/+bIUbDRCLx+eefnzlzZtasWf369QuFi/lAyM8H+UAoEAz7/AGvj/f5A94Az4dD3gAPZLvf7w8GgzzP9+rT88WX5p49f6auLnb5cn00WhOPR+/c/r752v9vaj7/CFtCU4rQ2Nj4+ZdfnKusmvrcrNLWbQmbQ4XiBXpYhVJaggWcpEQIOYQoYFyDM2qC1VKskTbrSbOWtKoxUg2RCpQShMT9kJbw34ete/7o/1Yn/Y3yuFfYAiIRb+80Nly6cnnDpo1Pjh9X3rYNHwz4eL+P93t4P+AnH+/3+LzAUAAaC9wBkw+PHLH5lS0XKi/WXaqPxmPx+rpYXTwaj1XVVNddqv/0j58BFIGMElgVIFNL3pX2TfE3kRSSjUnhTkPj9ylvIJFMComGRKMgCMlkY6Nw55bwfYPQmBTu3Pr+GyEpJBqSX3x58+zF6lkvLiht1wm3uvSkWYVSKtSkgFGpAZEZcRVKaXBKjZEq1KRAKQWMq1CTmmC1pFlj4jQmTkdZNCZOg5Iq1KRGqPtfi/8GbP1IELnHOBA1OJDhIkmA+Tt37oCnNTQ03Lhx49SpU7Nnz+7Wo3tpWYtAKBgpKfYHeI/PW+T1BMMhfyhY5Pe5fV5RWgVCwVAkHAyHHujQfuLTk/bu3xeri8fr66LxWN2l+nh9XW0sCoAVq4vXxqLReOw3774DQCzmBEAbCUmhsfGOIDTZAUkh2ZgQEslkY0K4JQhJYGw2CsnbQsMt4U5SSCSBzSkkhe+/++uXX/25KnbpuRfnt+3YlbQ7tQQJZLiWNOtpqwpnlAgBsAV0lRIh1BipwSmdidOYODXBakycljTrTIyWoMGlRkwKGFdC+P2vy38Jtu4xysV5cAf8tHm7gfDDdAzI27/85S9XrlxZtWrVo48+Wl5eHg6HeZ4Hgc/j9fuAXApFijw+j9fva7KpQpEwkFYP9uq5cPGi8xcviPwEIFUTra2urYnGY82xBeZjdfEPP/rg1p3bwg//DBJCsjHRZFEKd8AlCHcSyVt/FZKJpACQlEwmGxOCIAgNiZtffv3V+erY0rVbegwa7iouhziHhmR0JgaIcSVGAwYy0lY9aVahJhFSSoQAXKUlaJ2J0ZJWQFdaglVjpBoxKWFUhWAKGJdDiBzC7l8L/jdg654hwgjw0488DTznt7/97aFDh6Y/N6NLt64gpwOOlD/A+wO8x+sPhiIAXl4fD+4HQxFfMODh/aGS4lGPjd60ZXNVTfXl16+IwQ5AB4AJIKk2Fq2NRUFkBOADaKuurXn7nd98/Psb33zzzd3PJgiC0NDYeCchNCaEOwnhdkK4kxQSiaQgNH4rNN5OJITbgvCHP39VeenyknVbej40whluxRQFaHeIdkVMTt7IOg2kDaKsWtysxmgtwRpJC8TYjLRVJ+IGI1WoSYWaFDCuRAgguZoYi1OhJoURkxthuRFWGDGZEZVDiBIh7n8h/nuw9Xcjo8hVYjqWFIRbd25/+fVX8fq65StXDB/xcJt2bf0BPhQJi94BIKlQJOzxef180OvjPV5/OFISCIa9Pj4ULm7fodPEKZMPHjlcf/lS3aV6wEY10VoAnZpobU20Nl5fJwII3NbGooDPRMwBbquNRatqquP1dW9du3r9+vWbN29+/91fv//zt99/+5db33/33XffffPt93/+S8O3fxW++S75hz/ePHbywpI1m/s88pS7TX9bpCvpKqYLfWRhgHKH6KJS1ltGOHyw2WlknXqTVU2wGpzRmTidiTFQnJ62akkzmATYUiKEHMJUqAncanBGS7AqlJIbUJkekepguQGVQ5gYN+9/RX7x2Gqupe6R7YIgiL6OIAi3bt26fv36jp27n5k6rXOXboFg2OP1+/lgIBgOBMNevy8QCoLoxgcD/gAPZgCqQA74YM/eS5YuP3vuQv2lKyJQAJ7q6uri8Xg0GgUhDwCoqqa6uX4HIBNRBQispqamvr7+0pXL9ZfrKqsv1tTUxOPx2uqayrpLF6PRyuqL8VjVmdPH163fOGnaCz0Hj3aVdaN95aSnmHAH6aJi1hMh3QGTu4TzlLJ8B3OoK+1vTbkjJpuPtPtQzqVnbVrSrCVoDU5pCVqDMwA9AFsKGFfAOEAVoC5wAWCBC8xrcEZFUP+3sAVG8od7GZrf//zzzy9evLh8+fIhQ4aUlJR4fbzXxwPvABgHqWAXDomSHPjpwFIPhkOPPzHmlW1ba6K19ZcviYIJ3FbX1tREa+vq6urr66urq2Oxu8Gu7lK9KOEBqsRLhBoAaE20tqqmUgyU0VhdNFZ34sz5VevXPzn5mfIuXRmnB+VcmM1LOHncUmSyeXGrk7AV0q4I7W1F+1szgbZkuBsX6c1FurGBNoyvtTnQlvaV4k4fYnEbWTtwGTQoKV5qjFZjpBzC5BAG9JYGp8QQKdXBUh0s0yMKIwboCmBLjdH3vyj/JdhqPhobG7///vv33ntvy5YtEyZM6NSpUyQSCYfDRUVFwWAQSHIALGBNAbUO6CoUCYPbjp07PfPs1KPHj0XjscuvXxHFEwh5YiyL19fV1dWlyKa2NhaLVdfW1F++JEKqeWIoRkkRW7G6eFUTZKtra86eu7B6/aaJz0xv17UH4/ToSRYIcANlMdJWmLUbWTtsdRPOIOUuobyt6VA3tqQPG+rOecvpolLaW0Z7y1hvmdnfivO1NBVGMJsHNrsg2qElWC1BA5SkdBXOpCgKwlSoSWfi9CTbZHFhMiMKoqESwoEyU2O0Cmc0OHP/C/EzwpYY1P42tIkeYPPn/2CjXzKREJKfffnFsVMn5y1c0HfgAG+AB40G/lDYFwz5Q8X+ULGHD4kivaip9gJkFqjP9OnXd8mypWfPnwMqqjYWrflhUAMMFK+vq45eqonX1cRjVbHq6nhNbV28Jl5XE78Ui9XG4/FYrC5eX1cVq6yMX6yMVdfUxmKxupp4rLa+JhqvjkZr4tHY5drL9VVXLpy+uGbtpqemTGvbrQdb6IUYG1DcBsoC1ttAMXrailiKcIefdAVpvpwNdeeCnTi+LRfqw5UNZ8JdWVeEcgUJh58s5MGFWArBWxkYm8bEgVAInHc1RmtwCgh8gDOdiYMYG7DglQimhFEFhCggRAUTwOtSE2bxHZqvwI8v6H8SW8Asbm5MN//p31pTfzf7vXnz5htvvLH11W1jxj7Rpl1bD+/3h4LeAO/hA/dc3kDQFwwBq1MMf0VeT+s25Y+NeXzL1lcuVlW+/uYbd5VQtBYEtebxCzysidbW19fXRGuj8draWFW8vjZeVx2NVcbrqmtrq6vjVdVXaqrrq6LReF30jXj0Uk3txcqauni8/lIsWl1bdfTi2WVbNj42cVKHHr2svjDKuYyUXUfZNCZOS9BGkjNQHIAFYnGjNq+pMMT4WrP+NmygDcu3ZfxtaF8p7W1lCfXiIr1pvpy0+3C7F7UWIRY3YnHDZifwGvSkGSh3LcFqCRZgS4MzepJtkly0lmD1pNlIW420VWPiRIGvggk1YlJjJHgtILxfRp54Dwn9XRj9rYcu+lh//OMfjxw5Mn369H79BoRCEdEg4AOhIo/PGwjygQiQU8AyEP30YDgUioR9vL/tA+1mzp51/OQJ0XASYRSvrxMzvlhdNBqvFQF397pcdbH2fHVtTXVNNFpbH49eilbXx2quROvraqPxlGivu3SxNl4Vq6+NX7l49tzq9ZsenzClY4/+nMuHcDYDazFwToPFBTNOPcFoMEKDEVqChjgH5igiXUG6qJT1tzEH2jXhqRxoKcodMTn9dFExy7dlfK1NLh41O2HWDrN2ABEDZTFQFoAtPWkG94H1IN4aKAvAmc7ENX+JmmBVONOksSjRCQMMJ9aq72f8x7DVvNTVfL6x8Q5oJEokGhoabqdab4VEUhBufvPnS1cub9qyedRjo1u0LAuEguHiiJ8Puou8keJSPhACDqfXx/OBEB+I+PwhkAb6A7yP9/sDPj7o7z9wwPKVK85fvCBGt+auJkAYUOjgfnMlXhOtBc+pu1RfG62Mxqrq4jV19bXRaE11vKqq/kL09cra+Ln6utrLsUt1scunzp1fsWndY09PfKBHT7bQa6A4PcmmlhmjtASrpS0wU5jCFkoaGAfhKqW8rWlvGeNrzfjbmYOdLKGOrL8N5WlBuSOMJ0K6goTDh5ndJqcfd/owmwdibAaKE7kHvL/IWwBGBlC3MXE6yqInzVqCFcGnwRmQRYJEUoUzqqa4qcGpFLBgQkTb/S/xT4GtfxTaksmk6G2KXXV/a5p/+OGHx44dm/j0pD79+oIkDihuIJtC4WLQhgC0uc8f8PNBPx8MBIv9fNjPB33+QMvWrZ4cP3bHru2V1RcvXbl8j2kOcrrq2hrRaqq7VF9/+VIKT/G7HhXAVjQeq66tqbwcvxCPVUXrqqvisdr6ulh9bW1tTbT2+PnKVZtfeWzS5NZdu3JFXj1t1ZNmA8WocEaJkwrMJEcJBYyrYEKDUzrGipndqM2LuUpMvk5sST9LWX9zqLPZV077SkEcZHytTYUhwuHD7V7cUgRxhUbWrqVYA2vRmRgdYdHiZj2ZoiIAKQAdHWUBpUA9adZRllRwJM0aEwfYCzxf9B1ANAQIE51V0ZgAAfRnp7f+LrZEJN1T0QM19m+/+0u8vm7p8mXDRzzcsnUrH+/3+wM8H/T5eL8/EAiEwMXzwSI/zwdCwH8COAsEQn5/wOPzPtCh/fOzZp48fSpeX1dVU11dWxOvjwEqArmemMoBYIkEBkBWXVsjQjBWF4/FYrW11cBuqI1Fo7HLtTV1dbHLl2Lx8+fOrFm3dsyECW06d2MLvTBrN5A2I2U30lYDY4MYG8I5IMamp61a0qolrTDjNLJ22OwkzB7U7qaKguZwR1uLwVzJQIbvQLkjTGGQcgUoV5AqDJucftjshMw2A2PTk2YdYVETrIqgmlx1CggmQ1M6CZIAYK8DJIn1QXBf3Sxn1JkYwEbgIXhP0a8X4yDIK3+OWv5HtJSILUEQbt269cEHH1QcOPTM1GkdOnZu3hTl8wd8wZDb5/cGgnw4Aro33T6/PxT2BnhQfgE0xgcDQ4YMWbZs2YXK87Wxmnh9TERJvO5STW1MdC9FVd48DQT3K6urovFY/eVLAIU10dp4PFpXl1JatXX1F2tqT1ReXLFp3ZNTnirv3Ilzeg0ms5ZijZwZNdsRmwuxuXC712TzmRxB2lduCXeh+Xakq5hyBUh3gHaHKFcQtXsMnB2iHajZSTh8pCtMOIOo1YVZHBBXCLN2A+MwMA4DYzPSZiNt1pkYFUFpCVaFM0qMViJg1QmdiTGQNl1TjDNQFrGFASBJ3SSzgH4XQaNECA1OifMaHOCMUWO0iCoReYC01BjZbGF/rtgSVfnNmzcvXLiwYMGCYcOGRSKRYKikyMPzgYifD/v5cCBY7PUF+UDEGwh6+BTCXF6fPxQGXefeAO8PBVu1bTP6iTF79u2N1cXj8XgsFquJVtZfjsXrYzXRagCs2mg8GrsEBJMotpprKRFtorEuPgdEyfMXKtdu3DJm/MRWHTpTdjdM2wBVGGkzbHZiNi/lLqF95WywPRtsx/pbMZ4SvLAEd7XA3C0Re5B0BUl3gPFEcLvPwDi1pFmLUWrEJEcxFWHSEqQOpzU4lSoVU3e7XICWEmW4BuNUqEmF4oC0dCZGS7EASUBg6ZteCCZTMyn0gCaIlGsFkComjBqcAaFTncorSQBBAEegvX5GWj7Z9FESdwRQ3b8tNJyoO3MuXr9j+54nJ05u2bED7/OHgjwfCfB+b2GALwqHiviQJxDx+MPhSJnXF/T7Qh4+4PL6QE9wIAQUVbhnrz7zFi44cuxokyGZMgWi8er66kux2vp4PB6P1V6pqX29OharjVfF6mN10ZpoZU20MlZXU1sframP1166VBWrj8eq6y7F6964FL0cr4xWnT1/7rVDx159Zc+CufMHDxvBl7Xi3B6LN0S5Q0ZzoZE2G1gLanZilkLc4ad8ZVywExfpbS4bTEd6mXydsMJS2OLVmCxgPTQ4ZWTtiKUQNjsRS6EKZ1QoJYcwhREDRqXcgKqQZg54qixDaQk6JZ5MnL7JTdDgjAqlVCgFFLcILC1uBpUcoL1EAwK8HCSAoHlLiRAqmFTipJagdSZOg5u0uEVDmXWERW2iZTClo+xqjFTBpAxBFUZMCmNyAzDr0ftf+n8/tpKNgiA0NH4vJAQheRuwVr4OkmqgAi2Ur4O8wWI+EHEHw07ez/NBXzBU5Oc9waA3FHL7/MBEKPLzYP8CHw75Q0Gvjy8q8vbu3XfbqztE6R2vr6uN1cTqorWxmtpYTU28rqY+Xnk5WllfWx2vitVXR6/U1rwVi125VHfl8pXX34zVxs8eP31w3941a1dMm/X0o+OeGzhkVOcu3crKyryBsN3Nsw4PbXGYLHaELoQZJ2x2mpw8YfXCjBOxuBl/Oy7QkQp0sJT2Zor70qHupLcj7CxVs3YFTiub8ixQs7vbwULQaoyUGVEFjCuARQnjoPACwhAo+TW3o0SgAHyAyKVCcSC2UtkcTmpwU5NTQGgJ1khbDVQqKzSSFiNt1ZCMGlR+MEIFg/o0pUFpDU5pSEZLmlWESapDZXrEQFCS/AKpBlIYMRlsUiGYCsFkWjhPbchTG+5/6X+CmJhINgqCkGi8IzQZCkKBBi/Q4QVapEANS3Vovg6SayB/sIWTj3gD4UCw2OcP8Dwf8PM+3u/mfYVh3hcM+YKhQp/P5fUFQxE/H/Z5g61atj169PDly5eBQorVRatrq15/80r95bq3Xq+rvxQ9XX3+4JlT2/buf3nV+jkz5k4eN7lfn76tW7f2+n0en5cPhELh4mCgOOAP24J2q8/NOFwEVwjTFj3BGEkLyhYaODswnDCHF7N5CZvb5CllS/px5SO5FoOpQCfCXWbkXFrSrAJ9wASrw1kdzorJv87EKDCTGFZA/Q5056kQTIw4QC9r77YtcOChqNC1KeeJVmOksumFTWErVRZUwLiWoPWk2UBxEGOBWTtsdupJs4GktQStwTgVSqkxQgHjBQZdnlavREgVQakJNlcPZSnVRtrcY8Dobv2GuUtaqxAsT2sEroQGNxWojblKTY5Sd3dh/1kf10+ArYZEQ1IQEncahMYEoLEGqQYp0CL5GrhAi4hXvgaWapB8HVTEF4cDpbyLLw6XeH28PxJxBQP+ULEnEPaFiv2hYl8wwgciwMGKlBTvP1BRXVtz6PBr27ZvffGluWPHPdGnX++eHdq3L28ZCvs9QZ837OUjvkDQ7fPZgnwgACrVkaCb93EuB+Wwk3YHbnYYaXOqfxdnDJTFyNoNnBOzuYmiFnSoCxvoyHhaAMeSDXVn/eW0u4x0hiCz28DYNCSlQilgLBlpK8TYUuU/1m6krc37pUStI2ZkWoLVURY9bdXTVpAMGppcKNG1EvWWFjcD8gPYkkOYAkblEKaEcAAvA2UBKSpiKTQ5eVNhQE9bAc+pUVaFUrkanaRApoRwLUHnGWA1RishHLd723UdOGXuijU7zyzbcvTFNXu6DhpZoDcqYVRjsqhwJl9lyFGosxXauwv7H8dWItEgJMGOJQHs+BaERIEWK9AiMi0qQqpAixToUTAJMCfXQB5vMBQojoRbeH28L1Ds9gaLfCE+XOLzh3z+UDBU4ufDwVDKfwd7HwIh3uv3+AM+eyTsDIVcvoDHG/B4A15f0BcqLoqE7YGA2e/HnE4jZzVQKW4wsnaIsYB4pMZoLWnG7V5QRaGLStlQdy7Sm/aVm1w86Q5Q7gjljjCeFoy7mCz0YTa3kbXrTJyOsOhJs54xg7QONjsRixuUijUYp2wSy2qMVoK6r8hMoLZjLUKtRbDZBeqJou0pghXoJ8BnKhS4mpgCRtUYmXoa60QshRDnQK1FRKGfcAcZX0vKXQJxrqYGB1O2SqfBiLL2XUY++ezI8dMt3kCOUlf2QMcXlm5atGrXkk2Hl28/tmzbyXX7quevO+zkIwVqWItRAFt5Km2uSn93af/j2BIEIXk7IQjfNzQkbjd1vuRr0OaMJdX94CHAWb4OKdAi7kCJ0+3nAxG3N+gPlgQipX4+zAdCfn+A53kf7y/y+IKhSChc7OeDnqbudT4YCPClvD8SDBTzgUiRP2gtLKItdphiDSStxVJ2TlNfLw2CjhojFTCqwEyw1c14Sgh7ALd4TEUhs78V4y422by4xYPa3bjTTbqCtLeM8bQgHD7M5jE0OeN6kjVQFpi1Gyk7xLlQqwexuCHOoSIoEDFTkGpym0DIg81O3O4lHH7M5oXNrmaFajO4LxruWtKsIVMlZyNt1dEcbC1EHD7WX87wHehgZybQlvKWUK4gZHbrOS/qiDCeFhBXqEJNGXK1liB9LVqPf3bO6m2HNx2qPBr9qEPPQRlS1SPjpm4/Xr9q+9HVO8+9vPfC0m1HVmw/u67i9R6DH89TGzQYocEZqQ7O1xjzNcZm6/pP1v3fjq3GhCA0CkLiliCkzndJJpMFejjFWDo0XwMDxhKpS5zP1yF5Wliqgwu0kCdQ4g0We4MRbyDIB0KBQMDr9QZCoLwT8nh84UhJMBzy+n2+YMjDB1zBgM3tpiwWmKZ0hEmN4iqYUEK4CkHVKK5GTEqEkCG4DEGVCGEwsXqSFTd8GigLZnbDZhdqLSLdAdYTIe0+1OqCOBdiKcLtXsrBm4qCpsIAbvehnBuiHVBTLDPSZj3JAtcUvIORtoJULuWJg2jL2ERzHGELMZsHt/swmwfiCsVyjRgcmxdtgBEKMTaT00+6wrS/NRPqYm7Rz9pyuKXVCHOLfrS/NeUKOkNt2j44fNCjzwx8fKq7pLUSwnsNfmT8s3OWbtizuaJqxbYzS7ad23X+o37Dx0py8x57eu7KXReWbT22bMvRiTNXjhg/9ZVDdRuOXntixnKZzgD+/OQGFFx3l/Y/jq1bySTIEBOJxJ3G22AScBIAkFSHNin6FIGlAAeUvgbJ18Ap4a+FCjT6Ij7k4QNevy91+Xhxn6Db53e4i0wch1GsFqOUEK6EURA4FDAuM6IyIyqHMOA9qlCTEsKVEGiLYzR4Sk0DHa1PhZgiwuEjXUHE6oHNLpi1I2whYnGjdg9q88JmF2J1AKAYKBC/zNqUTmJ1NAf0lpjoGSgLRDsg2mFknTBr15NmPcEZaSvCOUBMRCxuIwtaGIBTxYA7AG0AVRoTp6etqNXFFIXNgXZsqLu57CGmbARXOgzx99fY2+CFkY69Bk95YemidXs27jl94PSb/UY+oSbMW/adeeXQxfX7LqzZU7n+YM3qXWc2HLnUd+hoSXbmxKnzN+2vfnnra8VtOqnU+nxFwdLNr+04/7tZK3fpYSxPowMyUYWaVDBx/0v/E3gQTSc5gSODBGCERqMAACAASURBVEEQhHsj4P/8UmiNRX7e6/e5/H6720uYbQYTq8UokCspERL4RoCKQF4mNlg2twTBH6XoK4Jd6lrSbGBsEO1AORfQQEbWCWQQKOAgnMPI2sUZELmaPPGU6DbSZjG6GSgLIDaIsRlZJ3hDA2UxkpyRssOs1cAWQpzLwDkhygoxNh1la2re4vQkDdMWA2VR4qQGp5S4WY2RKpyj/G3NxX24koFc2QBzy4HWlv1Kez/Rc+j4p2ct3rj3xNaK6tU7zi7ZeX79kbeGjX0OZcxbD0cXbnptyeYT89fvH/HEtNJ2Xdp2G+gORnJlyucWrK2ovbH8lWNZ2bnpOfkSSfqsBRu2nPn4pY3HIMyUrzI0WR6mH/ry/2T8grAF3QsvPSrXQxDJaBBcYcSaUIWpUFyF4k0P72b4zc1lcQOCCjWpm6lsDc6A4HU3a6OtBsYmKh6AEhFPotAWy3lNtRcWYppmmrAFngybXYjFDUrOTS+3QFyhgbQZGBtEWY20GWJs2lRAZAF16U1W8AnlCAOz1pIOPVwt+pH+LnSwPeltibtC7XsNX7P96Ioth9bvOLFi+9mlW0+t2VfzyvErr5x8e/gTM3GLbfvxmtW7Tk2bt6a0TUc1RGRICyQZ2dlylVSHzlq8qaLmkyWbDufICiT58mypdOWOUxuOvTdn9QE1jOapNGpELF+a7n/pf0HYavIpdGieBs3XYjDtMJIWiDL/sN0bV2OE+HfW3E8SOQzMiHalGqPVzbxKdRN1aUmzromNxMRNfAgxNoixGChOxBZoOwamg4HiAG8ZaStwNFKIZO0QV9iELSfE2CDOAV4F0zZQ5AaZpgalpQbMQFkMJNj4xYBPay7kx06ZueqVA626DdDSNtLhNlndOhM3cNT41y5eW7+3cu3ei4teObXi1QvPLdzc9+EnH3nqhRYd+1iK+GO1H+06+XbvIaMlEkmGTFGg0RfoYQWEKBFi9spXXz39/vxVO9MzsiQSScu2HbaefX/lkfefnLaoQKrMVmhV8F2mv/+l/4Vhq7nSZ+xeylrEuXzg127ezgacboAhoLEAyJpjqyk+0iCDE3kL7BQF4kbXTEqLaWDKcGLtCGcTCQlABwAldb/p+gHbsU6IKwSXkXWC+AhxhTBrNZhYnYkzMA4dZYEYG0JzhMWpJxiIAsYpaaC4bA00ctzT+8+8ue3w5f6jnlDAJszmJYtKjbbgo5Nf3Hv27VePxlftPL12f+2mg7Vd+w5VwbQOs+RpYU+o5dG6z3aeer9H/xE5UkWOQp2j1ElhTIMzSpx8acP+/TWfL9mwXy2XPdh38PK98Xm73lxY8WZJh27peYo8mRScbPNfy1v5Wqy5WyHVIKzDZ3H4LUW8EsJTWQyUKs+Jsr05kgC2ALxE4QWCoKpps16K+ZucAnEfRFPuxjZpdqsebI4AQY12AKAAkS6yF2itEWMowjkAtgyMw8g6DYwD4gohzgVxhanmPs5qYBx62qpCqeI2HWYuWvvE1Nkmq9tAcToTpcEZqQFZvvnAmt3RdXtrZsxfh5t51FFsDnVFXWUDxsyatfpI/8dnPvz4lF0nr75yONqyU488NaSnrXKI4EtaH4p/vPbQ5W59hkoysuUaPecNWfwlaozQYMSiTa9tPff7eWv3j3tm1sZjby858JtFB94e+9wymVqXk6/IUSrEvdf/ndhKuRKibaHFzO4Q6+DNhbxMi0p1qQxZZoSbLrQ5ezXXXs3/p4B+V2K0Gr0r80G7gWhdiuAA/oKoq8RomApwADRNpjzE2MB8E9TMMGsHz4HNTiNrNzY9RDgHarYPfPSpQHkHHWWBaVu2ytB7+GNHaj6at3Yv5fTCrNXI2nWUjXS4N+2rXfHquZW7LqzbfS5Q1k6DWVl/OV1Uag51piL9FGSgQ5c+FWevbXqtvm3X3nkqDURZVSgVafXA4brPNx671rFHf87sePSZF5fsrJq34SjMODU4tXDL6dVHPli+t+5A/Z+XH/1o6o53xi+uYGmLJDMnO1+WpzVqUBb8j/28+uX/tTFRNCkKtBjnCrKFAc7pl+pQuUHkJxQcWyCSFqArsdlNFF5ikih2JjUxGaVr1pkJgGJgbIYmgZXaP9PEZwbKIkY6A+MAjNVU83FCXCHE2LQEi3A2gC2Ic8ghIkupN1AWPW2FGIsaI9t07Xu48p3eD49RYzTCWNOVmu5DHtl55rezVu5iC/0o5yI9xag11Kn/I9uOXt5yqGb9wfqdp6/1HfZYntJocnrpojDtbYV5WstRtlPPhw5XffDKsTfbdOqRka/UIrRUhxa363j48p+X77v8zNzVL+84u+nMjbXnvnhu7RHC4lTi5PwtJ5a/9t6Lu6/M3/fW8zvfmrm5xuP1S9LTcqSKHKlSjeLN0+r7X/pfGLZSfpgWKdAiFleAc/o5t0duSAVBACaZEVUYCTEOAidC3Nh5Twtvs+5KGugtLcFqm3YuGCiLgbEBjgHwErF1l7QYm562pmwFxmEkLTBtA7oeoh0qnFHAJoixFOhhNUZDnANibHzLNt0HDmHdvBIhdSYmU6F5dOL0rYdff/zZeUqE1BNMmkL50KgJW4//5oWX95A2L8IWUb4yxFE8ee76V0+9tWzTgZd3nF1XEX1m5kqlzmigLITDbyoMUS5/AYR2HTjsQM2Hmw9fatexZ1a+XIVgOXqoRYcuFdGbc7bXrz18beP5TxZVvLfi5BdzNpyBCUqm1s3beGLJkd8t3f/2ov1XX9jzzoK910patZVI0nMUaiVk0uCUCmfEdsL7X/qfog9CEISkcAe4uKDo87/R8uKVwpbL15ylmtpX8Oa8BcrDzZt0xZbwu92VGKfG6JRxSprBZj2NiTNSdoh2wLQj5UdQHESzEO00snaYcRpZJ8IWQgxnAHGQduhJ2khyRtKmRIg8A0xwjg59hw8ZPcFV3Abj7GqMRs32hS9vfXX/OW9xyxy1XoGZJAWy5xas33woPm/NLgPOqWmnxhKZMGvDq6c/fHF1hYlx6ggL4Soli0rX7Dy17mBsxNgpzy/fsvzAm/M2HCdZS74OgTgHRDt0NJeu0HUbMPRI7PrG42+Vd+6dkStVwmieBi1r321H7OsXX7208tDVJfuuTF9z7ImZ6waMeEKm1svkylkbjq84/aepq49PW7Zv0bGvXnzt88dnb87KTM/X6o2UXUkw4FTBn52/dQ+2wPgXYsvs9oMOO1HIi05pqu2uKSw2780VOy3BpWvaHQoeiv1SYAsDwlhTMosE6Z4F4lyIrQi3uiCzW4Uwaow2mh0QY9MzZnC8h5ZgKWdR6QPdJ81ctnr3+TW7TsxetbfPiPFGkiML+W2v1ew9fS3UulO+DtKSZiNn3rD33MpdVet3nXZ6gmrcgRZ1em7Jrq1nPpq9ajdk4rQYg1qLvC07bDgY31BR6y9uNeTxyeteu/JyRV2oVbt0qVxFUCqUUuJkukzTY+CIA1W/W3P4zTZd+mTmyVQIlq2BWnbqsTN+88Vd8aW7Y2OfWxYqa4vimFSlzZEqFDL582uOzDuXGDX7lXZde8w78emMo396buf7DmdRer7MSNn1pFlDsRqUBkbP/S/8Lx5bnMsn0yNiWGyeHjbnM7GzRbTgQXlH7P0Vz+EQVXzKyiItBoozUJyOshkoC0TZ9YwZNTsJJ08W+oysEzU7cavLQHEw5QQ1HzXBcr7AjIVrF6/ft2TLkRU7z6/YfvblvReWvHoy0PpBzv/A+v01ey6827LDgxqUNjDO1p177zz+5rKd57eduNyh14DsfI2KsMxevnPTqY+emb9OpYeVOkSDmx4cNHLryXdX7a7Uw1iotNWGY++9uPtK36FP5ubnKQ2YGiOVOJmp0PV6aNT+6k+XH7zWulOv9JwCOURkaw2l7Tptr7s1f//bQ8ZMkhVIJRKJJD0tM08m1aFyIzxt1ZGZZxNj5u8zamRPLT343LHvJx36c7chU7JyJBqUNpKcFjdr0JTRc/8L/4vHFuAtcEBUc2yJlwgyQF1N7aApadVs6wtoUrCoCTOo2wBbC6LsMG0DTXnAbgBlH9IZIpzBotJ2o59+rrxrLy1KQLTDQHEIZ0M4R3mXPjuPX1mz6/y6fZUbKqqXv3pq3b7qzSev9R45SYWYX9517lD89+269SvQIjI9MvjRcTvOXFuzr3rLiWujJs1Iz8zIlCvmbzi44dTvRk2akydTytR6BYxOmrFk86l3Xlq7Oz0nH8aJlfvrFx96b+LcTVKtXq6BVKhJQzKZCt2DQ0btqPx88aH3ytr3kGTlqg1Ivg4Jt2m3oS4xu+L3Lbv2T8/IyVdoCnQGKUTIUUKNmCYtrXjqcMOol47kZ2a26tR3asUfh2z9ZsicY4hBm6vUaGlOibHg3MCfVz3x340tJx8xmFhgW8shTKZHxDgoKrDm8BKLiSA+pra14Iy4f0Gbqg2zEGPRk6wcInJ1CMRYEJrTE4yRs4L+GcLh8Za137T39M5j8ZFPzTCyhYjVg7vDdLAjF+7RfejkNfvrVmw/u2rn6clz1/ceNGbDvqpdVR8/M299ZlbOsk0HDtd/1m3A0MwcaYZcOXXu8u2nXt+089i20x/OXLE7Jzc/X65YuuPskkPv9HvkqewCuVRrUJvoRRuPbTj9/rgZCyRp6ZK0jAmzV604emPmhuMmjsuTq0GXfaZC8+CQR7dWffX8jquR8o6SzByZES7QYi3bdlhZmZy6/5NW3QZlZBdky1X5Wn2eQiE1GrUQ9uT8naMP3Hp03mF5QaZeb5y47mK/9V8MXP22J9wmKyddCeFqxKQwYjIj3HQm5X1tx/jFY6soUo5wDlBakUMEONkHhEgRWKI7L9YQRbsrZcebOHEXclMpkNMSdL4OQVlbh35Dxjw9a+SEZ3FzoZ5kYbML5Vx62vrQqIkbDsZW76qetXyvNfIgVVRuLu5DhrvArvLug8dtO3Jlw94LXXo9JFUZJBLJjHkrK2JfLtxyOi9fOnvpK4djf+g/fLREki5VK9fuvrBkZ9XIsZNX7atftqPKiGJKnWrlvtjc3VfbPjgwM09aoNFzRf51h99cc+Kjrv2GSSSSrDTJsJFjN539fN7+dyJlbdNzCjQorTNxGTJFz8GPrL/w1fSd75SUd5KkZckMUJ4RK23dbtmF20/u/KS4fb80iUSh04Tbde0z4kl/qw45KvXoua+O3tc4/MUj8rysNIlk8NgZj++/1WPjNw8Mm5abm12gNsohRG5ofm7g/w1s+UrbIRa3gbGpMTrFWz+UX83TxuaFRWBugS3q2qZmKVAKNFCcAsZh1l7Srtuzc5as33Vy29H43vPvuoItFCazqTBkKgwYOdfkF1YufvXksp3n1+ypLO48SIVZSV8bg8WtQKneg0ftPf/utqOXWYszo0CWlpPz+IRZu6q/XLW3KiMvZ/LsFYfrvho9flqaRGIrLNp15triraeCJS3nb6tcdugdf0kZDBvXHHpj7s43vMWtM3Jys2TKDj0Hbz7/6dKKayTLabTG8h6DJq88MvPgJ7OPfNX/kcmS9DQVTGgJOq1A1rn/sHWVf5m+96NIqw6StAyFAc6DoEhZ+dzj347c+ofWHXrYOfqRSfOfe/WNafv/2HHg4zky2ciZa0fuFgbPO6rIz0yTpPvC4We3vz1oQVXvEc/IZQV5cq0UxpTQz68P4t+NLXdJGyPr1FEWJULIjKljFEHzePNTy0SvAeSJqcq0iVOglAw2yWAT6JQHHRAQY+s99JHJLyxauaVi0/4LS145uWJX1Y5z18Mt22loNxfuYQl3o4vCCzZUrNtXuf5g/Y6jbw15dEKWXIOyNpjhZAja46FH95x/f+OhuM3uylaqc6TqhZsPbj7/xyWvnJRkZjw28fnD9V8//dxSSZqkbYcHt515f+7LB3QG7TOLd8878H6vhx5zuT2rj1ybvrnGWujLzM2T5BeMm75o7fmv5m+vGj1h5uwtFxae+XrWsW+f3ffprCM3n3hxT3ZBTq5aq8ZISV5Bx37D1tXcnl7xqb+0TVp6ptKAyWBToKzF3BN/Gbbls7Hzdj+zKTbx4O2he4VH9gutew7Oys4fPGXRiIPC0CVReUG6JE0iQ9DynsML/SU6CE7PyMnOkapQvOmEiJ/T+VvJZFIQGpq+UjB1yPY/xU2+FmvqB/wxbLEOnyvYwkhbwRF4IPBJDUhTWRpV4oQWY3QEqcRomRHNURulOlSNkTrCAg7CK4BQwuG3BVrk6VEFSmlwRm+yoqxj+Zb9mysurt9zcc2eyk0HqlbsOL5+f1WoVUc5auX4zgRfHinv+Mrx11/efmpjxbltx996YdEGtR7SUTbMUqjA8AGPTNh68r3Ve6txipZIJJG2Hbaf+e2Gk7+fNHddhkQy8NGn9tV+NmvF9vT09IEjn1xz6vr46asy0zNGT1s0b8+7Q55a2KZ9pxVnvnh2fSVFW7Ly8nNlysWvnplz7E/P7357zqEbM4/enPbat88euvnM/s/H7/v28bX1MIpIcvKUCCbJlz44cMTKGmHy3k/4Fm3TsrLVEKGhzMEW7Z4//FWvtZ+M3vH5w9v/0nPNp71WXH9s/dvhlu3T0tK6DXly+Nr3Hlt4SJ6fI8nMkqn1uWpNvkadlS9Lz87LlSk1KHnPuYH3c1rzzxRbYm0H3AGF6r+LLZs3rIRM9/ilChhXQqntfircnKc1KmCUDbZo0bmv1RPI0uilMKJECLke6v/wmMUbdg8Y9niGTKGAUQ1GqDGSsntWbDu8YOPhJVtee2HV9n4jJrjD5W26DqBsTj1GkzavnrYPfnTcvgvvPb9g4xPT568/dm3VrlrG6srXGBHOocBMDz8+ZfeFjza+dtntsvXuP3zd4Tdf2v3W8iPvt+rYIz07r3Pvhzac/XThpmO5+VkT56xdc+LjnsPGSNIkDw4YufzEHx55YdegkWPnHf507LzdWp1BklugJ/CNFz6dsu+Ps47+ad6pv04/9MXYjW8Omr7poQmLnn6tcdS2z3yB0vQ0iZ62y2BTv5GT5p5NPrzxw2Bxm6zsAh3OYg5vuGX7WYe/7rH2635bvhvwyjeD5p/r+NDTkfa99XpjRlqmASZKO/UradctMysnPTtHqjdmaw1gj4zCiKlQPHXOIPFL5y092hxhzYs8fxdboJ4IegPFHgexYqjBqSyVirB6Rk6aM23RK3NWb580e+kDvQZL9YYspTZXrV25cd+x6G8HjhybViCVQwjYr0w7itbtPf3yrnOTZi13FPkVejRTqsgokGsJGmachM2tJegZizftvfDhqAkzWnXs8cqpd7eceL+8fdcsmQKinUqcHDpmyvbz15fuqn5+0aotx38zf99b8/e9NWb6IqVen6NQR8rbrz750fzN5wiCeGnTydVHPgi3fkAikfj8geXnvh69/Nzz89bPO/nNY9PX50oLJOlpoZatN8UTT+35/bP7Pn18w7X+kzeWPtADRVGXs3D2sa/H7L39QN9H09IyMLPbYAkPGPPCpKOJ/mv+4I+0y8xVwbgZc4ZdoVazDt7os+ZG/wUX2g+dylqcOdlpaRJJWkZ6VnZulkyhNMIKCM6RqjNzC2QGSA5hCiMhN6BKhFCbaGD+/ayxlRRS/fL3Q1oFTdVDqQ7926bT5tgC/pYosJoQhsoQNFuh5eyu7Ueir575zYb90cWbji/afHRTRaxN94dyNBqZAVq25fDmo5d6DRstyZbKjKgKpWSwiXP59px6c+fxN7r1Hy7JzpbpEQ3OGEkOsRXhdh9kcRlM5k0HYztPf/BAj4EEY169v+blI++PHP9cnkxuwBkNSg8d/+yqE9cX7np95/mPlxz53eRt1x6ZsY6gzNkFipx8hd1fuvr47+btvOoJFy85eHXerjc5h0MikSAYuvjo9UmvfrBiX/2UQ9/1HD4pKyczTSIZOv7ZaceTQ1de6TTyeVeLThCGZkgkaRKJSqOcvOXKoB3JnmPm52WmGRifwd914NjFk08kBq/70B0oyciVazGKdIVJW1HnwU/0e2xGoGUHlUqVlpGelp6ZnlOQo1BJDZjOROlph5Y0K3FSZTSBHbng/xDoB23qOImfGbYEQfgfYWv6zBeenDgFosxg/8+PUBfAFlvoBZ6WWO0BRpcSwuUQgTGOeStf3Xzs7cU7Lry49tDijQdX762av+nY2t2VJe26yQzQxj2nKs6903/445L0LIUB1uCMHMJs3uCuk1dfPXG1S9+hWQpVrkKnwSmIscCWIsRSpDFZCgOlr0VvbDnyusXrl6l1s1buW3DwgxkrKnR6WIkQSoweNmHa6uPXX9pZv/DAO7O3Xpm760pZebs0iSQ7Ty5Vaa2ewPLDv5mx88OHho5ZdOqb8StOaCCDJCtXrtbM2XR22mvfTtn/+0e2fxVu2yMjK10iSZ/1csUjO28NnLbdqFHkZWVLMjOy8tT5cpVcbxy/8szg3cm+03YopQVKzKn3PthnzOynN1/t/sQiBDdn5ufrYBPt5olCv8nJsza3UqtJz8zIyc3Pk6sVRkKDcWqSg2mLkbQYSZuWSh0xosIZJZba8Qa+KePnWU8U/kfYunbt2ocff1LesXuKtzTQj+sts9svYkvUW0qEUCOmArVx6tyV205cXrjl5JAx092hVl379J8ya/GaitrNx9/r3GeoTGfYfur1gzWf9B86Ki09U2lE1CirgPHCYHjn6atr9td17PWQRCJBcLpFl14lHbopERJmnDI9NnjU2D21Xy7bdlKLE9k5BUMenbrowNtzNl9wFnoLNDoNTD087vkVJ24s2PXGwt3xebt/8+KB692HjsvMzM5RqLW4ibQUztpSPWHHjSWbK+Yc/37wsytypIrMPGmOrGDM9GXTTjYM3/rVoxs/dDg9kjRJbn7Wwr3v9N7wp66jX8jKypBk5sg1epkRlqOEBiWHP71kxNKLvUe/IJWp5XrS4Cgp7TigfffBDr6FTG3MysnWYyzja037WzK+1iZ3Ccq59YRFg5t0JkpjsmhMFiOdOghOb7IaSYvOxIDjIfSm1OYiNcGCgs/PrqdZEARBaGj6Ctp/jq2amhqlxligNsq08LTnZ+/cWxEsaf0jestSxDcPiMAa1RJ0tkrXrd+wTQerF289NW7avHy5SiKRpGfnGTFo1oINL287pjbAaj209/Rb+ys/7D1ouCQ9S6ZHlBgtQ3BPpNWO0+9uOnqtx8BHW3fqNWftazuqP31+1Z5cjQHiCjMVurmr964/84fJL23MzpOnp6e37dzn5SPvv7Tn6gM9BudIlUqEGDp+5soLN59/pe6x6QsXHLoxc/8Hk9acw3FcqjfqGbPRRE9deWDSrs9XHvntjINfdh4yLj07J0eqzNNouwx6eNrR2wM2ffPQwgtGjSJNIrFy5IvHvuq95rPizg9lZmdl5eWDw220BK3DWbuvxB0p4eyu9NzcnAI5xDmMnNVAMSYnL9dAasRk8pRSwW5sSR8u0pvxtzE5/ai1CCatWoLVkzSoxxtYi4Hi9Carkbrb7w9RZoOJVeIkOJNSCeEKGFcjv2Rs7dh7oECLFGixoSNHf/zxxzc+/uitq29bXP4f4S3wa4vdpAoYz9MacbNj94n6TQdrn5q9Qg1j2XnyfIUmS6aU5OYxTk+gRStJZq4OQveffWfb2d/1HjRCIpGo9KiOsMgR0lPcZtu53y7Zd+XFl/euP/LW8tfeXX74+uQF27KVKg3OqCBk07E3FlW802HA8DSJxGx3jJw056UDv5td8fFDExYUFMhkRnzouOdePPn95M1vtGhRMmNz7NmKz57d/UlJ+17ZcqWRtWtg06jpy6cf/GbKvk+f2f9ZSfte6RlZ+WqdDKZCrdo/e+jmgzuE/tO2ZmZI0iTprdt1mHHiVp81n7rDrTOyMrMLFEbSoiEZNWnRk2atyaSjLEqMLVBqtEYEs3lMhSGTp4wLdiG97blIN3OrIZaykVyrUVyLQeZgJ8Tq0dPWpj4iDqKsBsYGM4WpxlrOiljcRspuoCwGikv5fwie2suJED83bCUEAWypbgDf6y7cxVYq3sm0aEEq6kHXrr5ZoMOlGuTYieM3rn88feast66+PX/J8uaSC9wH3inrKpLqjQojJjPiUgMmN6AyPSbJyp3ywvItR9945dBFq9cnySrIl6kL1LACRmVGWKZHMuTqHLUWwkz7Ll7fev7jXoMfkUjS5TpEY7LIjChf2nL9iesLdl7ZcOp368/+fvHBD5cfufHkjFWS3KxcpSZYUra16tO5u64MGjVx1JR5s/e9O+fEzan7P5198PMnXqpQanW5CsOQMdNeOPHd01vfZExY/0eemX7ku9G7P+s7Za00v0Bn4lRGvM/DY55+7ZshG/84cvU1zl4kycpVaI06wsq5i57fe334ls+7DHpSIklPT5P4y8ofHDe/3xPzKM6cnpGVL1ODw7qb9hGxqNmK272kK0x7W9Gh7lzZUMsDT9jajbW2fdLWeULhg9OcPWeYOzxlbjWGCz+IWQo1uElL2iDGAjE2mHFCnMvI2mHWCjE2I1uImd3i2RNqggWnfGkJWoFSqrvfn5j4mXw359/Hliih8nWIVGsAOJPq8N179j321BSLy//R9Rvr1m8u0CLlHbtfvXq1Wc6YOgDHXMizDh/n9Eo1kEwLN8EOzlUZMcb2WuV720+9PWLcNElmTrZMk6vUyA0psQ8M+nwdZGItey5e33Tm+oMDR6RL0qR6o5pgpQbEX9pm48nfLdhVt6zijfk76sfNernX0LGR4pYZuQWSzJxBI55cce6bmTuvvbDzzRcPfjr90BdTD/5pWsWX4/Z8MXbDGxRtycjJH/Do5IkHvx+59iqFEyYTPnP3+wM3fjNs5WWcIPPVOg1Kt2jXfsL+P/Re99nAl87qtYbsPLkcQjSMHaLZ4ZMXdh85hTBbMzOzcwqkCpSFaQvMmvMVmrSsTLneCI6rRDgHZnbjhRGSb8+EeppLB5nLRzq6Pl00YJZ/2Hzf4Dm+frOCMFFcFQAAIABJREFUg+eXPDzf3X+mrd1Yc+vRTHFfyGxLNXRwDtDbCBqvUzNmNzjsBFTuVWJPG8WqcEZton9ueeIPsAXwfhdbaqNUh0o1ENizX6BFBo8c9fHHH9fU1Hx845PWHbvka7F8DXzixDGz2y+eqSTyFmP3mgt9Ug04KQ54rXCuSj9gxNjtZ367fMd5jHPmFMhz5FoljMohBOSSIN/J10GUzbnzwkcbztzoMXBEepqkQGfQ4EwBhPIt2607/tH8PW8+v+bIA937QwSRmZsnkUjkGn1mfv7EueumHfxq2v7P5p35fs7pxsm7P31k6YVhMzZMrPjTyO2/D7ToJEnP6DX88acOfvPImnfMHJMmkTw24+XHK4QBm78u7TggLSNdhXMWp3vGvuu9tgm9n90lleZn5+ZoEFzH2I20GaJZlGTyVJrMrJx8tVaLMQUavRJGlRClNsCw2WlyltC+B7hgFzbUnS0dyLQaaW79mLX9eHu3Z3wPzWvx+KqWT64tHb00NHxe8cgloeEL7V0msaWDLC0Gc4GOEGNRm2hxn4i4hQThwKajQtRaBDE2XVPrUeoL8Uy0ljTraE5Pmu9/4f9j2JLq0HyNsUAL5WvgJydOBec+5OuQfC128sSxGx9/ePTkmXyNsUCLSXXoExMmte7QDQBI9L04px9c4jyATo5aP2Pxxg1HfjN75a4cqSJXqshX6+QQJjPC4r4MNYoX6GHS6th+/vrKYx/0HDRSIkmXGSA1QhXojf6SsnUn/7Cg4t0uvYdLJOkZmdk5UoVMj6hQykDS83ZUTt3/6fMVn0/a/ftHV1Q++MhzhU4PhyNzDt14bG9j+75jJBJJhz5DxlZ8NWz1O2arRSJJL2lZPvP4Xwe9+v2giUuzsjKUBgwiiKdXHntk9Vudhj6VlZ2blSdVI5Sa5DQmTmHE1IRZjVBKBNMSrBY36RgzxBXSrog51M5c3Mfccpi98wRnj2cLH5zm6j3D1XuGu9cM54Mziwa/EHl0cauxa1qNXV386MLAsAXBoQsd3adypX1N3la0r5ws5HWURUMyMGtP7V0De0xoB2YB1FWIWosMjA0cyKtLbcxktRSrBggj2Ptf+P8YtpouTKpDr9/4uLI22q5TtwI1nK/FYNJc3qmr3c2DKJmvgafNnFPesXuzwIcWaBHO6WfsXtbhkWlhoLSkBnDEI7Js2/EtJ98dNfEFSWZGjlQhN8LN+22UCKFG8TytkXG4tl38bNXpL7oPGJEmkUj1BjVGSiHCW1q+4Ohn0w9+Vtqhf3p2nlyNyCECnHLrCZe8ePj6sE0fD35+T6u+T1qKwlKZKk2SniaRTN1QOWKf0GXMgrS0tJYP9Bi7588DX37XZrFKJBKdQf/E/D19n9ncptew7OxsuUqvgOBIp55lHXqiJiIjMzszN08BozIUUkCIGsXVJhriCnGHH+JcRraQcPhYvoOlxUOWNmMc7Se6+8wMjFxS9viasjEvl45aHh650DdsjqP3nKLBL/KD5oSGLwyPWOwdNMvZ41n7A0+ai/tQ7ghh9ZjsRRDn0lE2LcZgnEtP28H5FOKON3BaE2JxQ7S4g9cifoGUAk6dSnf/C/8fxZYOByi5evXqjRs3rl+/vm79RpvLm6/F8vSEVINIdai5kH9y4pSrV6+27tT9njzRXMjTNg/r8Mh1SIEeVRgxBYQojISBpNfsi249+9uBD49Ly0jPUaiVMGjeApuqif9H3XuGVXWm3eNHpJ7C6WXXs3s5vR8OcOhNUIogAoIgIihFUCyIHRWNvSso2Av23luaJpNMJsX0KphMJmWSTKb85v++0f+HjcTMvJPJfJlxzrUvL+HigxfP8n7uve51ryUHUTVKSHQwabbteuartde/zy2rFYlEEh2sMrJyEHUnpKw6/9u5J3+XPGqcKDRkWEiowgAilMlAsqkjC9tPfVXZ9a7b7YwKFYWGhgyPlEbKlKFi8ey1x+suPCxdcjYiPNQflzbr3A/je/pNHB8yTBSu0dJuH02TMqVCFDYsUqLQE5wSQnQYoYHISJlCplTocdJA0hBthywe2OQmHEHKk4zbY3F7LOMfwSRXslnTLHmzbfkL/BNXps/sGTXvcNbsfcH6zd7Kp6xF802jZppHtVuymq15My2FC/icaWxSJeUdQdj9qNmJmj2o2a1CSJke0GKUEmUMtPnHeDOSF9xyAMYCsnaBiRB2KpWgUXDekmgAmQH+G738z3f0/xa/0wcP/g9s6QTCHZRokJbWtszsvGfvvHBv4JO7d+82z2iTqoW3SCAtp+Be/2f9/f1/PxFirF4BWwo9ItHBMh0UbQCj9ShA0luOvbzj6r38shpRyLAIuWrQu9FglINDGlSjVI+QZuv2G192XPrzyJJakUgUrYeVKCUFEUdc4vIznzbs/60/s1gWGRqXlNq4cP387Rcs7kD++CkNR/9UvuEOYNCEiIZHypQqGEFYhxrjJs7obNn1xsR53XKFBELpkpmbJi7qJXBGJApRwSjAcihvV8GMCkYBgsesPtKdQvizSX8e7kil3UmkJ4OJL2ISK5jECj5YzPmzaX8O5U2nvSlMXDGfOpnLnm3LazcXtHmqlmfM3JPdfjihqctRttQyspVNnEgHS6ngONI/mk6ooFJqqLgyMlBAelNpe4ByBZmYXMgU1KBYMCMvPa9U8AMzkDxICaY6gziDeSF3wwrRNgPJy0E0SqWPVOokGkCqBQUz1V9+8P85bGkgmQaUqgGJFpVoALEGkWrh5hltd+/e/aT/3u07LwqFSqyFeJunsKT87/kt4U5k7D65AZECRgWACjIjiOE2Hf3NunMfjS6vHRYSKlZp5SAmBaFowCjktoVGK7QYFaHQUxy/5eoXS6/+b+7YWpEoRCQSSbUaJYxZ/YFlp/sbDn4xqqJxbHXb7N47LX1fNR373uENVM9fP+HQw/IFRyXS8GGhUWoQgzgn4YhD7G57MCsmJYcycaFhUSHhYQjNUQ6bWKEIHR4J0TY2NocKjKQDBbQ/nfSmMjEj2cRxXHoTl1HPpdSxydVs6mTzqHZrYTubOZVOqaHiS9iYItadTHlSaX8Ok1BGp05h0xq5tAb76Pb4yVvi6zba8mfSSePJmFGCTSbpTWZcCYx/BO3LoN1JdKCATiyh4wqphFIiYZJ3VN3sDYd7L77VffBGUc00mLcL0Xkw7wJZu54ygawVYB0ga0dMLohzaHBWrAWi1FqpGlDoETVKqDBSjVOP5Q/+k4P/N/jLP3x861VA189wp6zN0927Z2BgYOBef3fvHtbmE4RcgieqQEMIpYu2eSmz2+oLashBL3XBSw1lLZ19L665/EVF03yRSCSO1g8R91IQGRYaFZc2YsKMJREqDU4zK05/WnP0r2mjymVhIXGJSfVz12WX19tczo4TH5f1/rbtwAfzL/y15sjDskMPy3d8wrJsW9e1mtMPC6euHiYSDY+IVGMMwNhgq5dyBrSESWfk1Cgl1ugUWghk7YQ3DbYmq0kXFTuaS6pmEyfQidV8XCEbk00Fx7FJk7n0aWxWK5/WzASnsJkt1tHzzPntbPoUKr6EiS2kvJmEO0i5gqQngfSl04EiKnY0GShgU6psuTP5jMm4OxO1+GHWChAszNhRzglwdgXOGy0eyuYng8V8Sj2XVMOnTiZSGuZuPNO+7+0lO6+u2Hej69DTxdUtMO8SYCRY6yAmF2p2IyYXYnJBjEWLUUKTKvipDrmwPna2/+lcjH8VW2INItEgGTkFt1+409//yZtvvt3S2paenZuanf83E2vG7qPMbk9iOmx2Qfyg9R7KOQGKm9d1efHp7+oW9Eil0gi5SgkhMj0g0wOhMhVqBLecfH3mwY9M/kQYp5efvd9w/K/FtTPH1M2cs+f16Sf+PK6t2+ywLOj7oHDb56W9X5bs/K5i2ydVq26Uz96s1wP5E2aWtO9KGTlGJBKFRYkBxgazVsTkQkwOA21FzB46UEDFjqZ8I7m4UiZ1EpfeZE5rZFOa2aTJbOIEIq6UjhlB+bPoYCmbUMEkjWOTa9iECiq+xJRWZ85sNqXUsIFRpDMBswVQs8doceHWAOUK0u4EzptFuxMIR4B0p8DWRNjqN7AWYT6jIWhhLAgwNtYTj/J2zBJDp9SYRs1kUxtgb8WEtm0bjr68aMfl7cee6z3zUveJF1val2qMNMLZQNYKMDbE5IJ5p9HiEfx/hZ1NQaM71PIL5gOPne2TgK1H+Hr48J9j6/GneUbbG3ffGhgY6O/vT83O/xF/alCqhWmbl7Z4AqkjMZvfaHGhZg/EOUHWqkaxqR3dSy5+u2D/G3aHRzQsJEoHywxopFKnN+Lta3bOOvVtw+Ev0/LLlWrVkuMfjt/79eyDH8y98P9N6HtQduBhzqQFFA4uPXm/ePdfx3X/tmjJxbTiRormFUqpKDQsPExM0BYtgoWGRUgVSqMjFrfHYlYfavHiziQ6WGrKnmYbNYdLmcQk1rGZLWz2dDazhRHqR1wB6UkjnQmkMwH3pBKuRKMjFrXFGZ1B3J2Iu1IoT47RHg9wZgNtNuAMQHEQZ6NcibQ3RQjjRO0+iHMoIFwNkwaCMhCUAecAgtdhvA7jnYkp9bM6Fq3YQjuDpCeXHdHM588hE+uYhLLuY8+t2nWxfWV3bknNii0Hth553h2bogBQHU4LLhUgawdZO8g6IM6hI82CV69geSdsEkCMRUfyP8mKeiLuxH8FW1Eaw49GSFqYt/q6e/Z+PCBgC3i8dLEOP2V2x6blYpYY2OxATG6AselpTg7CoysnL7nyfeOBL6oX7UdhJCJyeIhEbHJ5m5Z0zzv755Jd3xXO3K6DjGJxyPyDr5f2/L5893dle76v3PByRceJxJFjxBGisqZVE1ZfzJs0z2SyREUOFw0ThYQOD5VJwyXRapTSYpQGQGDGxcQXccEy2p9H+3O4YAmf3Wov6bTkzmOTa5lgLZfWyCdPYuJK6Lh8OmYEbvOjvB1lbShv11MmgKS1KKnCMNjkJRxBHU4DJK3DaaWR0GKUCiH1lAW1eClXIuWKw6w+1OSDeaeBZD3BlDHjJwGPTFaFuqI1cvVti88999HOw7esKWPx+DImrZ5La0D9Y4omL+499/K2Q0+Prp4bFaVMTMsaWz05TKpSGCAVhAGMZYhEHTKdE94fBUNNIXHYQJsFY+mfHu3PfZ44bEEEJ8Dokd08KFUDzTPaUrPzpVrw8bgD1uGnLR53MEPY6DIQZh1Oa4ykRGcgLealZ+5POvzNrNPfN3fsHTN5TsuSzcuP3J198WHhnu/Hr7jE8VaRSBQuEi05+lHVwf8du/XdvGnbfMFROoM+LDxSFDJMpdYyDpdCox4mChENE4VGRkVFq1QYSdvjjI5YxOZjYkbyyRMtI1v57FY2uYZNqOLSGi0F821jl/GZDUxcPh2bR8bkkK50wh4DmJw6zmIgeR3G63BaR7FajNGipGDpa6CtBtom7P4L/KQWZRWQUQoYQcaFWWIE/2aUc6oRNq+kctu+07uPXfMmZkUDCEibIcaEWl2ILWZax9ae86+t2nWFTy4FPaPoQDmfUIHHjJ23pm/ryV8/1XOBDhRIVAa5HhQr9VqUVEGYnuCGypXQcgmmKSBrBQUwPbK2GzTIeKJ29v/VfmvHzt2f3B949s7tjOxCiRoVawGJVp8+YvTjd+Lj2LL64jQIEQ0YFQAqB6BoPSrRwaHiyOo5q2ae/6G05/OmY3+dfvjzpsNfVOz6vrj7y7LOi3Z3/PBhIaLh4WERoXmTF4xftC9jdBUA6MOGiUQiUcjwsHCxOjRKKjOAcgMiU2mjlBqJzqBCSKPVZ4otoPxZTEwum91iGbPYO2GFvXgxk9rABGv55CY+u9WU0UQG8o1WH8zbQdYK0TaAHDRdNuCcDme1JCOIpdQopTBSGoIcXDEykjqc1BOc1sjRDk98+khPMA2kBj129YwVYE1yEF3T1bfv0q8PXXylfPIsBcob7fGEK4WNH0vEV85Ytq/r9K/X772CO5M1mI325DDJlZaspo37nt514Z2lm48qEXOUUi2DjQBjRzknwjpQsxtg7EILPxSeMNhyPUrxfBRNhclBVKqHBl/8Hz58MvqtR9h6REb8HLbu9d9/9s4L/f39/Z/c27FzN+vwi7WQMDF8fFAt0UCcM4axejmnL1oPi7WQsD0m0yEyCI2QKxGSbNn+UuX+b4p7vinZ9+eyvX8s7fl8dNsBi8cXGjI8JDwqNFISqdNrjCRoJMPChg8TiUShw4dLZDIdJIcgJYjLIFSL0hqcV4JGOQjDjJ0JZHGp46nEMiZpgnPcMm/1qti6tY7iJXxKA5sw3hQ3lgwU4O5kkHcAFKfHWIFAMpDsYHQKzgEEayB5PW7SYowWo9QYI4PJCB0inKIeowGCVYLGovF1e0/eWrZhF2Z2ajEGZB2IxQ0wdtrh233yma2Hr+0+88L8tXv1XDzqyuFSJ/BZM5iU+oXrj+268M6mvRdhklcbIMIRR6VW2/NmbTn84tbjLz/VdSqQlD08KkIKGGHGbrR4aVcsYfcLjvkCsIZMqQWj6EfZQUaBa5RogMezC4QUsJ/5PHHYunT5qlQNpObk9vd/MtD/yat3326e0b6wYzln9//trNoZQ1s8tM37iJsAJVpUpkPEIKgA0NBohS2YUrf6ctWmNyd0vVW98urI8TOMEDhMFCIaNjw8IkqmN6hhUqrRy3SIWA1KFBqZBlTDuBal5QimhFElaFThjAZl5QimxinaHkfFFzPJ5UxiBZtUac6f5xy71Fq6iMtppePHEYEc0hEYCh8QfNv0NPPIP9dioM0KhBZubTXGqVFKT3N6gjMyFtxkl0GwjjZBrBvlnDqcHTNx6sErb+468Szvj9USHO5OpmNHwc78ERVt2489t+PI03vPvrbz9Mum2AIdn82mN7CZTWSgYOmmg7suvbVx7xktYpTpAcIRx8QX0XGFT3Wf2H3pbvfZ11d3HauaOtcVTFUgJMDYSUcAt/kRkxvmnQL1ALAOgLFocFbYRlQhuBJG5QAk1RmkakCmg+QG5Jdsjwmff0vmysOHDx/874MHD4ZUPz+HrSuXJVpUqgZu33mxecbsu2+8c+/ewP3+AUHl/PjDO2IYq5e2eaVaWKZDZDpEiGgT9hNlOkSm04I0G8wpcSfmGEkidLhw5UWEiWXROkAN/xjeJNiX/Ri8O+jLRQqBTSqMNLA20p3ExORSvmzan8fEF7EZk7i0Bialjoovpn0ZtDses3qNNi9ichhYi54yQZQZoEwgb0FY96DXkskOs1Y5iEoMmAYhNCTnjE2eOX/l/OWbSJsHscYz8UVkTI7RnlhS27zt6HNb9l23xcRqKTObMJ7PaCHSm1tXH9l9+qWDZ17YfeGVXed+M6qsSYa66MBo0pOFmFwdG/fuu/Luxj0X1AAQpdSAvAOz+tQ4VdvSvv/6+xuOvLjv6sddF99f0ns1JX+cBmdBzgmbHZjZibAOxOwxWrwgaxXsx1WPwq00CKGAcMHaXvh1/fJzf+KwdfHyJc7ulaqBvuOn/PFJrM3X3bO3v/8+Z/dLND8JzhCwxTr8Q3EgQ3v6Q6v6Uo1OLJWIxeKQ8IiQCHG4JFqi1kXr4UEnCCFyVzDiwlk1xugJTlhoEQgeA8kDBAuzVqPFy7gSaHcS40qgXSmUN532p5OeNMo7gnJnMP4RlDeTdCQxvgzUEtBhvAqmdTj7yJLZznqChZXN8zu3TWiak5xXAmCMGiUUEF5R23zq9vsHLrxaXDcN8Y2h0uqZpImEf2T5pFn7Lr2x89QLvmC6ErVT8dV89mxL3uytfXd6Tv+qY8P+LX1Pd5/7TeOc1dFqHUSZAcYCktzSTQf3XP1k3Z6LGgMQpdSApElPWVRG2hnM2dR3q/vSexuP/WbtiTdXn3yzs+dmQlaBAedgzoOYPQBnRyxOxOQAGIsQFWOgrTqcViNGYTlPGFoLEpInt24J/7CfwdaaDZsvXLku0QDNM9paWtvEGoSze+/ceVGi+vFCFPgtAVuM3TfkXTNk8T30pRLGFAgZDeEKABOi7QfDLB8ZfQ/FFApFS/hS8LcRRE4g7zBavIwriXIFaX8q6UmjvImkMxY3e0mrj3ElMJ5kJpBNBXJJbyobk834UllXjI6ilRgJkBaTNzC6asq0xevX9pzbefSZTX23uk/cKayYosUomQGtmba459wbmw4/u2zLMVPqBCyplkmowdwppZNa919//+DVt4Lp+UrURvjyyGBJ7OipPWdf2nr4Rnpe6ertJ7rPv7Gq56wBgKL1sJ6xgiTXua2v+8L7a3vPg5BRotWhvBW0+AhfnjEwPiG3YnXvha1n39h08f01x9/afO691uW7AIKFOQ9sdgktF8AMRpAK7Zee4OQgHG0A1TAO0mYtRglhRz852Z/F2ROHLX980scD99NyCgpKxl++fFXQo/YdOQbi/OO9/FDdEvotwdRUKNoKyBgNGKOBn2ReDnq4EbzgRjlkmztkFTHk+60y0nKYUBlpA22GOAdkcpKOAONLZWJG0jEjaF824UrErF6IcyIWJ2TxgJyX9GTQ/hzGl446U8Y1zuraf6l1/nKQ5tUYV9XYtv/sr3qPP7fh4OXtfVc3H7zWdfLOUztOkha3zABObe/cdfaVDQdudB1+Pq+8ScfG0d40gLSMGlez98oHuy68lTiiUKpHMKsbNLuKJ7buuvjalkM3EZabMn3x1nPvrNr/jDMQH6lSGnmXkbMu3Xqs+9JHa3ddhoxmmR4nPFlM6gRH4Xw+tx3xFNoyxk+avWbJ9rMbz/V3nupfuPtFyuoBSRNicUKcEzG5IM4JM3bE5BL2NfSUSbAVFqY9wi9KT3C//NyfOGxFq4HmmTP98UkGnBsY+DQ9e5REi7a0tgkcxOPc6aBe3uKRaKDBDWDB1BQ0KgBMrgcH83wAVAkalTChMZJqxDi0da2GcRWEqWF80GZXSDDAmEEtL8YAjEVgfXCzF7J4UEcWF5NHe9MwWwBhnSBrh80Oo81riUmzxGRQrkTSHqdnPXWzOw9efnv70WukwyeDyWkLV++58Nq6fVd3Hr+58+iNzfuv7jz9cu+FV4NpuRFSxfw1PXuuvrXxyO0dJ3/Vua6XYK0aI6mA8LzSiXuuvNt79f20nDFSpd7I2EDW2rZi296Lb63ZeVaiMqRmj+6+8OGKY6+OLKsLi5aRZh/t8Czdfnbd+Q+W9V5DTLFKzM1nNsVUPBU7aZ13wgo+eyaVMhm2JvqC6e2bLy699Iclxz8OpOTIVDqYd8FmF+7wCryJgDNBNghQJoi2AYxNR/LCW4gWY375uT9x2PpRR69B1qzdeOfOnfTs3CNHjw9tLA79pMkZYKxe2uKSaABBCz/4GBCZDhJrhO4elOhgmQ6J1qPRejgaMD7ugPpjbhSKC5n1Q6E9OpwFaTPEObSUWU9ZTL4UPpClZz2I2QObHSBrBxg7746vbZ23cMW2uKwCPWNFTO5ohKie2r77wq837rtotsdEaXQzOtZsP3F7455LrYvX+pKyx5TXnHz2owPXPx49vj5keNjKbYcOP/3x9pOvbDp6Z8+Z22NKq8UqrRynR4+v33313a6L72bklkrVAGbykPa4dfsv77747qzOXcPEapylt514deWxd+vnrtJoAaMtlU8s7tx1Y8XJ9xZ3X8bcyUomYC+en1S/OWHq1mDtRl/VCi6rGfcVyHRQQXn1ttsP5hz9PJieHxopMRBmzOan3fGEIw6z+lCzB7N6Yd4Os1aAsYHsYPSQDmeFhOxffu7/Pmw9fPjwl2ArUosMxsBqUV8wtb///r179wYGBv6eOx28Ey2uQT+3R+aA0XpYILqEiDyBlZGqoWgtJNVDQ+pTIY9+KIBe+FKYdQhTFJA2ywwobnFljhnf2rFtzvKNnuRM3OREeSvhCOhIc2ZB2Zmn7/Ycezo2M19LmXWUVQphVfWtey++vqXvabMrJkyuWLCyu+/Gh51bDutBY6hUrgWRg1fePHRzoHb6gjBx9Lre03suvb3/7Kv7Lr6+69xvNu86C5BEhAYcWzd7+7l3t557L6uoSqzS6gnOk5y99/K72y9/UFTVOCw0KlwqXrr91LYr95f2XKWs8ZA7z1+2tPPwK6su/K5j59NGS7ycClgL2wMTVyU2bk2YutVdvZrLamYTxylwc9ao/LXPPazr+dDqTwoXyzQQTthjGEc86UygXImkM5awxwhSCCGeWIjcViHk3/dbP//5d2Drh4cPfjm2JtTWHz16fEJtvVQNSXRw9aTGu3fvXrx0ZRBwj56hXp62uaVaUKoFBU2zzABH62GZDhpMY1QJknyDTANKtaAURIb2fIZiL3Q4K2zhCX5uQxpfsRbyp2Uv3XRwW9/N3lMvrNtzeXXvheLaVtqVTnnTAcZWWDWl59Qr6/Zdi8vKN5A8YnIpYay8fuaRmx/tOv+yKy4tVKZaufXg8dufzl3VPSwkXKw2qA3w/iu/2X2jv37W6kjAuuXgrd3X7q3eeaz3+DN7zr968rl7JZOmDguLHF3Z3H3hozUn72bklkbJFFKdoWh8fc/1gVVHX6OdiaLhkXrKumTH2Y0XPltx5O3YnArImZU8ed2So68sPPvN9M1XQMoRjbhMmdMshQs84zsTGrbkztyKp06hA0XRsLF9xZZZZ/5fzaaXMIYJjZAqIQSz+VGzG3f4MWccbo9BTG6QsglWjBojrYQJOYgqYUKLURBj+eXn/u/QBv7PwwcPf3ggvFP8U2zdvftWf3///YF7Fy9dSRuZ9zM+NkPYEqsNQjas4BgYrYclOlCqhoRXS4FWFaT0gp2uBmc1+ODqMEDweozGzZ6ErAKTNwAQvGD0rYRRb0r2si37Nx+4uOvUc1sPXt967LmN+69tPXwjfcxUxJ4OW70lNdN3nnpx3YFrrpQCDeVE7QEhD+zY05/0XHzVH5cWKpWv7jrS98y9OZ3bQsVi0fDwxKxRx58b2HP544rnFvZEAAAgAElEQVTmZVF4sPvIs33Pfj55xtKJLW0Hn/64+9y7G489D+NUeu6YTWffferIm8k5RRGR4kilbuqSzRvOf7qo95Y3ozi/cvrCnpurzn2x6Pj9pec+LW3q1Jvi4srnLz3y2sLz383cdl2P8FE6xphcR2fPcpV2jOvsW3rwJV9OrdJoiU1MXXv2k3G9X5fO26/T6SIixSoQNlq8MO9CzW7Y5hJGinrKpMNpLUZpjKQcwZRGQkfygjzulx/8E4itu9V1DYeOnOzv77830L96/SaQoEHSZMC5vwGZ0MtTVpeg5hawJTxSLSjTgALmBGHgUByNGiX0gvcByQoLCDIDWlbXfPTKr9s6VusJTkuZFSBJ2Ryb911Zd+Da9iO3Znd2TW1fIbThe6+8tXjjQYT3gryjZtri3tO/Wb//uju1TEsGCUdQg7Pl9a2Hb/Xvufy+PylzWJRkXe/ZvtufL1jdJRomYjnTip5T647d3XTu7eTCumjEs+3Qrb3Pfjt5ziqUNHYdv73zwvubzr43duK01Iyc3qvvrz7+TuqosZFyrRxzbTn5+lNnPll64IXZXTc6Tw4su/z9wjPfzz35u4Vnv6lfekhHOExZ1UuPvDbj9B+mbXpWqzUOj9LGlrRnN20aN3/35vOfTD38h5qlR9JG5i7vOVd96I8l2z/JKJ4UKZVFRMr0GItZvYjJZbR4cbMHMbmEgI+hJCwdaQYYi0B9DfXyT4S327+KrYuXrgjFpqi04rkXXurv7797925X796/38V4/E4UsCVcjgJNP9SE/U2Yj0C4a1BWwJaBMIcq9TXT2g/een/T3vNaI6dBWRkAzFyydve5X/cef6a4eqoCwo2sKS4tZ9fJ23tuvnvk5nvxaZmRav3UBWv2XXpz0/4bjqRSLR4grT4lxo6vn3Xo6f6e82/7U7KGR0o277t05IUv5q/ojolPXNNzruvsW6tP3J27/iTEuiOVho0Hb3Tf/Kp58RaRSFTVNH/jqbfWHnt1YdeVCQ2zt5z/oPPkh6mj66Jxhz1nQu+z37Ye+GThifsrL3+35MI3c47/dvaht2fse7uh748T113DODfkzJi375XaY3+sXH6JZkzJuePbep+fe+DNGSv3zj322/xtv6vu+XjR4fdnnPyuuOfrcfN24QQTJo6OlCiMFg9h8WI2P26PIR0xRotnMHZvsJe3w7wL5p0G2qwluCet3/rXsHXhyvUh9wcDzrXMmN3f33+v/35aTsHQHuLj2BIy7gYt5nWQAC+hVv00rgcfcv8W9G6Deao4O1ypGTd52r6rb2/ae14OQFFKTcqowr4rb204cH3awpV6lIpSasJk8vBoZUFpzYFr7x+5/WXTnOWhUbKWRet3Xb678eBNe1yOGqYRxiyBycoprb1XB3oufhCbnhMWJd68//qOS59sOHD99M0P9jzzZcfxdxb13opNSY9UqCMiItbvvbL16udNi7tEohCG5VftfXrl6XcWH31/zZ7Lay5/MffYZ6mlLQombsyUjq7n/tJ27PN5Z34//8wfZ/YNTF57PrOsYcL01e2XHzbsesfsTojW4dM2XJp67E+N21+cu/7owhP9LSf+WrZ9oHDykvp1l2sO/qGw+4vxe78u2vn78uXXvDHBsCjp8IhIFWCkfUmUI57ypdHuJKPVB5mcIO8AODvIWgHGIoi6DLRV9yip9OEvK1oPn0BstcyY3TyjbXC2owYkGoizey9euvKPsMW7/EOTQeElUaaDFAD6ODX6KM5OIOUHQ6mHclZEEnlZzdS+pz/ceuCaBgSjolXrd13Yduylp7YfRXmrRAcrDShA8EqUQlnbxv1X9t/6fO3e63K1rnnemr3XPtx85BmrLyhT6QCCl0JEWe30ndc/23T2vdi03DCJZNP+WxvOfLj22OvrTn+06MBr83qfTR6RMyxcGqVUh4rFWw7f3vnM980Lt4aGhoRL5HVzN6+5+k378c9Wn7+35Mznc458mlRYE6Yimhds6Lj+l2kHPp6249fjFhxMHl1LsZZhIpHf6+u48peJ+75MySoePjysdtGeugPfVu2833ryL+UH/2fczq/KNv4mNq/Gk1Y4ZdtLVYf+VL77u3Gdl2OCSaGREcMjIiNlCtIeR3lSSU+C0RGDmocqll1oudQ4NThmJWg9wQkhyA//e7H1xt233rj7FoizwuaPWIOINUhmdt4/uhM5p08FDToxD5p7A6gCQLUY9SPn/igmfjCXeigOAyGVoFEklo6fPP3o7YGdx19UGyCXP9h3492e869ljxkXHhUdrQOUEALSZoi3KFFm+tL1u65+0nXmNYxim+Ys23P1o7X7bpicAYlCpycYmR4rm9y69fK9lcffDCSPDI2MWrf31lOn3l9y8NWO/S929r2xbPcNpSx6uCRartZEG/TrDt/uvPVw/LztUQqdGLAEy9rWn78378TX0/t+13jws5b9H7mSRolCIpdtv1B7+M9Vy077kjMBFI+SRIaGhoaEDidYa/vRz8oP/+/IqrbwiKiJC3aO3/dtcffXRdsHSlbeGTFlXVpxPcS6RWGRSaMnVy7qyx4/mzHxomEiUVhUuFimp6ysJw23+XGbDzaZQdYBcIPiLYC0KGFMqoeES0AJoxojqcPZn+6+/qf1W/8qtp6/c7u//5MLV657E9KH/EVAnP1HvbxwJw45xT+eNyZAaugRsKVCSDU+mPWqMdJKGBNJ5JVTWk+/8Hn3yV/JdNrWhav6bn28ef91sU4nVmnlGj1IDm4iaAmuYuqC7Zc+2nb2Hd7mmjpvec+VD1bvv2VyxkXKlBqCVoBk+eRZXdfurzv3USAxZ1hY5Jq911de+HTp3hcW73tx5akP15/+ICk1WyQSAYwds8Su7ntx6ZX/N3FRr8JAa7gk09hFM7ZeXn7p+yn7P5984PP63vdozi6JHL725Hvlu35f1NgZOlw0LCwyTKqJNlA6c4IltXrB4feq9nxXPnuzRKEpa1nRuP9e5YZXytp2xmWVoLRVDxplOkiqhrR8sjM5H6bsoWERoVEyiVyhQ3HcFWu0eTHegZk8pCOG8o4gHMFBmRBhVkBGQVSjAFAlhAzdDI+f7M8f/BOHrYVLlr5x963+/v7+/v4FHcsAghcK2D/iIARtoGAWr8YYNUoNpUhGA0i0AYw2gIJv51BmveCcIfy8DmfDldqq+lmHn/+6+8wrAIJuP3zzyLNftS1eLwqLjFbrFCgO0TYDbRNSFItrpm0+/9FTR191eoJT52/cdPbdVfufMTnjJAoNxNnUBFteP7P7xh9WnrrnTcgcFha5av+zK678pap9S9Pi7jWXv1hx+ftJC7uVBoyIr6RT6jsP/Wrhlf+tWXRAbsCVqBNLrXSmVyw5+MqkI9+M3/1FyfpfIyhhZpnF574s2vZpSkmLWAspEd6a3+IuXeQq70xo2DJ53aXqVRczx7VGKtSe9DG1ay4Vt/caOXukQhWuhqUQAXmymYQqIrUW8eYZrbE6nNToUQPJk1YfZvViVq8gyaf96VTsaMaVgFo9QvUCKJNgwyTIGAWXdYkOfOxC/M9j6+HDH35U1/zT/MTRpZW+YGp1XcOrd98cGLj35ht3J9Y2eBIyvfEpQ2Y1P8GW3SszwEoYEwY1CghXIbgc+EnsihLGtBgFUJyBZDU4L1iyDIYFM7ZIHVDZ1Hbkzu/W971gd3uOXnvn8NOfFFXUDo8QK7SAgeQNjP1RrKspd3zD2tPvdva9ZvMGmxZuW3ny/Xk7n7V4MxQGEnMk6ilL1dQ5a27+cf7Rz5wJmWIVsnLfS0tvPKho744fUbry3P3F57+ZvecNky8FcOVT6dMX7Xy29cIPNfMPyFQ6sRKAeVe0Diif2tFy9LuSXd8Vr34ZxNmcgsrZ5x/mbXwnkFcj1aIGLiZx6k5v1SrbuA5/zZpgVWdCzQYuc6JYpQWtCenTu4J16+S4XQaTatKNu3PYtBrLiAY+dTIbP5b2p8NWD2JxGy1emLejZjfpiMGtAcoRj9tjcHsMbvMjFifMOwXGC2TtWiOngHCZARarwUilQaw2PAap/zZsDTXsEMEt6Fh2b6C/v7//9u3nUrPzh6h54aIcvBPtXoFoEP6HCcpuJYw9HgarhDE9wQhp04ILo0BAgLQZZO0RWkNlw+z9z3y28tCd5IwRR58b6LnyXkL6qBCxVAkaQcqmp0wgZzbQVgPJ5le19Nz43aqjr7M2X+OCjasufDm39zlLTJYM4ghPto51TpzRuerGn2Yd/tCdlC/H7R27n5l34WH1kv1ajGlZeXT68W9q932WXjpNBdJ4YFzb9ptTz/x1/KKDCjUo0aJUwlg6pjiusGHe0Xul3V9UPnVVh+F5lVOn7v6wZuNtWyAnTKoy0F5rbhOTUsYlV9Ep1WSwypQzgx01Aw3kUinjLbnT2JxmPL4Uix1D+orYQAHlG0kklZsymgTrQNwei3A2o8WLcV7U6kLMPtTsgXk7xLtQq4ewx4CcU0+ZBEWNVA9JtHqpzhCth+UgpoBwNYw/iXXr8ZeLn++35ncse4QzyBdMPXzs5MDAPQFbj4LQf9TY8C6/YJcoRNULSlGNkdQgxNDlKPClAvgehXFSwugQZq0RWkNVY9vuZ75dtPPZUQVFh5//etPZD1yB5DCZQgURIM0DFAeQFoORVYLG2rbO9Ve/Xbj/NYSyTJmzftGZr1t3vEy5gjIdS/hyAc+IaZ17llz8rmHnXUdwlBQ2t3ddaj77oGreHrFEEcwsmHn88+Ku35bMP6TWGIyBsvZdL9Yd+Z9xC09qDUa50e6fsDwwaaNnworJq86XLD2bVDBJptIBhDm1aHJOxTQNYAwND9OhPGb1Gc1+2plM2GIxR5DwZNG+DDaQR8UX0f48Jq6MTapk0mpNOVPNWfXmUS2O8iXWwkV8RgsbPxa3uIwmh9HqM1p9Rpsb4hy42TO4Ts1ZtIRJAeHRBlCqM0h0sFSPCAbVMGOHOJswYXw4tDz2H98he/jwX8NWf/8nB4+eHLr7xBpEogFWrd/0+KxaQJjJGaAtHpM7RtBGqhDcQPIQYxHEITqcVeOUhhjc3gQefXPwVRHBBYQBlClMratsmL39xpdt22+OzC/cdevLzr43HDFxIeERWpjQ09xgLjXBKiB85Y7LK2/8pXXTFZkGrp3VuejctzN3vMDafBIljgXGGmPHdO5+tvnEd9XrbhMmf6Rc37z2SOPZhxVzekOGidQa+bze58bt+uO4zW+zDr/KlDb/0Gu1Zx6MW3pJrTFIQdZTvshVMt+U3eLOnuLPHqdFyZAwsUgk0oIoYfJGq3UhYqke40HODPKDu4QAywGMHbcl0IECPq3SVdDirux0lix2jV0SU73aUjjPMbbDXjyfTq1kY0bSrhTck0J6slDejlo9wsou4UqkXEGYt0OcQ9huVYJGnZECKSvKOXGzB2StOtKsMdJyEBNrgR/P8b8OWxcvXZFpwEdKG0CoUqnZ+Sk5o/8m04Cz+1mbz+SOGcrCEDAkREeDtNlAm4WAsUEDIMoklC4VQiogIVwY1xNcuEZf1djee/svs3ueS8sasePWV6svfBaXPEoUMkwD4QDBAowF4l2wLdYSP6bnxu/mnv6mun1rSJi4dNK0OWe/n97zOmf3i0IVKiYhftSEVWfvl+z5feHU1dFKnShkWNOSHZNPPyhp2yUODR0WEt6wuGvamT9P2PpOMLssRKorn72lec/dhhWHpRJFlEyHuzMJZxps8uopC0Ba1Agj0xsUEKJnrAbaBlJWNcYYWBvA2CHeAvNO2ORG7YlcWnlM+aK4yRuTGrbH1m2ImbzeVjjfVbrUWtBKpZSxyeVUYgUVW0A5k3FXGhE/ho0fRzgCuDVAWgO4PQZzJGI2P+pIoANFVEyqMLdGeftgjwHij6YdoMBOP36uP3/sTxy2dvb2VNbVi7WD4StSLSxWwzINPHQbSn6ql7f64tQoMSj3ExKBH9lK6UheZaR/TBAmOIAyCXKRIWreQPIRWsPE5vlbnn0wrfu21+Naf/nTZZe/zymsFYlECoRETG7SnULFF2ndY+es7Zt38fsp+/qTR00cJgobUVA++8wf63rvpRdPVkglgdj4VXsuT9j/h5INb8WmZodFSUNCQpo7D1ed/N+x8/oUWmWIkkqqWFjdcTRz/HyCt4eEiTFLbHBEqSsuKTJKEhol1eGsnrHqaBNImnS0CaSsMGuFTE6As8MmK2JyoZyw42WDeAtm8zOxhY7CObFTtsRN3uiqWuoas9BVuMBZstBVusg6eh6TXMkklPCZDZZRbXzyJCK+kE6tZILlTGAs488xWn2E3Q+bXZDJabTHs8ExXLAEs/l1JK/DWRWECfqRSKUuSqmRaHXRelhuQBT6x/d8/omj7r8FWw8e/vDg4Q8//Ajzn70T79++81L0o44+SgM+cq/8acv/SGNjj0nUGElBKS/AS41SAtEnEKQC1yUs8wiCZjVKPCpjLECZIrSGCU1zNzz3Q3PXizgCL973YuczD6Y+dTA0NESi1dExmVRqJR47MaWqY9XFz6v3/6FuxWk9xg8PjXT4g0vOf1Gx9+vaTb+aMHPtot7nGo9/V9T125KWjTojFSEDxDqqefOtpuN/qll2QgsiUgNDJJVb4/MIRyBcEh0pUcjVOogxgbRZrNJKFBotwekpE0jzBtqqZ8wCP46wDmGhHqA4PWVFGCvE2WDeTrhSTNmtwcbtwckbLQVz7UWLzPnt9uL58XUbM2f0xjVs8JYvsRUtia/b7CpdaspuDUxck9a0x5IxBXMmo3Y/ZvWSjhiBiEfscaA9SUtaVCAcDRjFakOkSjPooq02iNUGsUYnVhsiFFqJanA/8QmZVf9r2Lp05fK9gf6+I8dMdq9Eg0j/cdLdo7oVFMh3AVtajBFmOwIloTGSapRQQYOD6iFaVcCWnmC0GBOiUI+vb9vw7IOWnS+KoyJmLt+16Nr/zOn7rTcmMUocprck6hw5yWOa1px6b8K+ryu6P8worAmNkoZHRcM4vWjvnfIDfyjf/V3zkW+rD/2pcMfXpXN2W10x4Qo4UqqHYoqzmzYVzz+YU9kWIVWIZRrY5NbjZoCzCxbIBpIHGDvAWfWMGSDMIGkxkLyBZIV8UANCagga4pwQ59CQnIGwwCYv6cuk3BmkP8+UWeedsCJrzv74yet8FZ3JjV3BKesT6tclN3Un1W92ly12lywN1KwN1Kx1lHVktfWVb3utYMkNPm0C5Y7FrQGYd+pIXgmSagMq1emjlGoNQqH2VNqZqIJpqc6gglGZDopSa8VKvVgNClKAKJX+x2P9Z0bg/xbd6YMHPzwc5E5/6i//fzyD3jX3+vv7+6e2zgZxdrCvV/1t6RKwZfYEhC0dNUppEEIN40oY0xkZoXkfIiaGBtVyEFXCqNKICSjU4KxILG1ZsGrRtYdTNl0NCQnNzC1pO/eHmoN/mLbtucyCcQmZ+UXj69adfmvK4T+N3fFV1YLdesoSKVFIdZjBlp5bvWzaoU/H7/59xcE/le38vHTWVrPZPDxSEh4VLQcxOibT6Mg2xefj1kBYlDhSKoMo3kCbDYwdYCww74Q4p4E2G2ibnrML1QixuAGc0lEswFhQe7IpfaJtVKM5s5JJG+8omO4rXegau9g0crotb16wsbvoqZtjVjydOr03uWVnWuue7PYjCZPX+yc8ZcqZweVMS2zcmtLa66taGV+3MW36vozp++zZk2lnJmRyKg2oVAvK9IASxqL1WFS0SqrRg6wDsSTqKYtEBw7plBQGSAkaoyFcCRpleuAn2PpnnycOW974FF8wXTAQvD9w7/nbLxSVVqRm5/+fu6/Ce+IjbBGPJA+kFhtkswbr1iMRhBLGVAipQow6nBVrECWIyxFMopCuO3yn4eifyud0hYVHakBwzr5f1+z9uv7wdzP3vzdj283Fxz6u3v9t0Y4vKxaf5l2B4WKVWCKHuDgyfjQdU1zQuLJ6zZXCOQfT8msBABg2bHhIeIRYroZZM2a2GjkrwNkBxi4sW8O8E+RtIOc00GbdoxwKlLciJhdicWPeLCpQTLjT2cRSe8GMETP3jl31XF7nzRHzTqdM60mcuj1u8kb3+KfsYzpialdmzDlctPJ2/pIrBcvOj152LWfJhex5J30VK+ImrfOVr0mu35o+Y6+3crmruI1NqSDsiQDvUxuNcgSTAKAKwLUoqcYpgDJFA4gUwqJhox6j1YgxQqWTaKBIuTZCqY5UA8IisXBRRqh0/93YGnoAgl+1fvMn9wb6+/vv3LnzN3r5Ie7U7IoVaAVheqgxkirjYJiWMPZ5PE5RheByBNNijMyA8i6n0WqNkCriU1I6zn5ZvON3SYU1ovDw0OHD8qqnNR7605iur0r3fld36Ltxe/9Q3PXbokWnrV5/uFgWFiWV6RDan47bPLgrjfDlxqSP4S1OiThyeFhoVJQkSqnR4LyOskKcDeXtMO+EGTtqdhstXpB1CGbuBpIGGBvuTiYccaQjiXRlsonjzDnTYiauT6rfnD7naNGKZ8q3v13Z9W7RytvZ888kT92eUL8uMHFNbMPWtBn785ecGbvy2bKNvylf/3L5+pfzl9/MW3whsWF7cMr2zDknRsw7m9a6x1XcbuDjlEZThEQaLo4Kl0dLdQax2qBGMUHlh5o9RmcQdaTh1jglTCgRRAniKogQNEvRelSshSQALNYCQr8rM8AKABUO9Enpt/4lbPmCqZLH9qdTs/PPX7425O32+NuiyRlHWzxWT7wGIYR+S8CWsLIs7GUM7S3++EBYNIxAFL9w57WazqMJqSPmbzleteurcRtfJzlz6PBI0fBQLQpNnL990oGvKnb/fvyhP1d0fTy2bYfdbg8NE0dGimVago4dw8TlE54sNlDAJNRg3nyIMiv0SLQeVQKwgTYDnB2krCDrQC1ewSIGMblB3qFnzAbaDJq9uC/HlFLDpTXQ/jwifqxjdFuwsTu9db9QivKXXs9ffmvk4vNZ845mztobrN+c2Lg1Y8aB/GWXy9b+qrr7zYpNr5Wtebmw82bOwtOZc47kLjlfsvqFjPa+3GXX05p3WnLqYXuCDMSiVEo5TKC2oNGRRMTksfFj1SgFs1YVjKpxCrMFIHOsFrdG69EotUaNcaA5UU9wcpjQ4Kweo1UgogBQBYBpYKMWpVUIHq1Hf/m5/3uyoh7+cmzd67+/av0mEGeH2CyZBly1fvPf3IlSLczZA0K/pQSNchAdWuCRg+iQK8RQFvqQCCcaQMRqQ1puyeJLf63Y+82C05+3nvzT2F3fFdYtjIwUh4RHRUjlUWqVkeLGTO0onXs4t3FjYs44wKARDROFRkglBpzOabFmtXIpk/iEcVR8MZtczfgzeW8y4QgQjoDR5kUsbmEkZ7T6YLPDaLIJxDdE8RDrZmILqeRKfkSzq2ixZfRCW9Ec57jFBUsulKz91Yi5J0bMPZU5/UBK42Zv+Xz7yEYus9ZbviSr7fCYlbem9LzbtOfDknUv5C84mdywI2bS2rhJ60bMPTF6+fXSFbcS6jaZ86aZsqrVGCcx4ArCwSQXJ1cvblh9snHz8zkLT+csOefJbVZClBJlxBqdHMSUKCUDsXCFKkKqkKoB2BJg4gsBPkC4M432RJWRjgYQJUSpjLQKw7UorYCMUi38yw/9342tv8su+Ntnx87egYGBu3fvTm2d/eibQErO6L/3Ox2a+QyODnXQ4KqPoD7VQ0ORdwLypHpIrIVkOiRSqfOmZE0/2F/U81Vpz+/H9n5bsegIgKDDwkKHR0RKQUQJE9GAUQ0AJMvpQCQ8PDx0eFR0NKgiXKS/jM9upeNGkzGjCHsS5UymfGmY3Uc4gpQzlrT6EJMLZq0ob6ecAdIRg5o9sMmL8x7UYjdaY9j4Usuodj633Vnc4S5bFj9lU1LDVteYhUkN21MadzrGLuCya60508hgMeUbySWVB8o7i5+6NWXX+xVrXyxZfj2hfpt5VAufOcVd0pHY1Ju/7PLYta+M2/CbrBn73CUdsRNWcpm1puTCqvYNq/te3HLx/oaLn6098eb4jv2O3BbEliLTQdEGIFKuVyE4bPIbXalagtMSJjJYzCVXGh1JsCtJR9nVGC/RIGKlXqIBBvftIEJuMEp0oEQDPH6s//md/Yf/CraaZrR37dzT39//6f3+CxcvC5B6PLFn6E9h5sPZvcL+hdyAPNrWR+QGRJhSD5UrmQGW6ECJDpRpQKkekhuQotoF9Xvujdv8dkHLTo63ikLDwiMjopQaLcGpEaMaxVQwrTMyWiOuQQg1TMJcDOUfQ8eNJmzxMO/U0wzMWlGzx2jxEI4A5c/CvBmkxYmY3IjFDbNWwu7HnQlsXJEpvYqMK2QTx9lHt7kqlvurVgeqnkpq7Epo2BJbs9JbvtxeMNtR0G4rmustWxpXtTphyqaEhi3JTd0p0/cWdlwoXHYpbfq+QM06b+VyW9GchClbR8w5UrjiRtHy20UrXyhefnPE7L7M2Yfyl1wr3fR6Q/eri4+8s+Pap2uO/Gp08zp71ng9FyPT41FKtQZnjZ4RSoiSaAAlTOgxPhrCYcYOm7yYN8Ng8atgRmEgI1VQpEojUeskKjBSqZPpASVoVEGE3IAI74+//NCfOGyxNg9n95rs7kNHT9zrv9/f3796/abK2sahO3EIXkIvz9o8wt6YCsLUKKVEqSHxluBfPcQ+DPb1KK6EURViNHL2pPyKuMxCSK8ZJhKFhkWFS+RC3I0GZJRGwkCbYbOLcsWh9gBmC1CeZMyVgDB2iHNgVi/K2zGzk/KlMf4cPqmaTqxi0+uY+CLKN5KKyWf9+WxyubOo3Tt+dXxDV+LU7vTpO0fOO54xc0/spHWBiWviaje5yxbb8+cGG7tzO65ltZ/MmHsyZ87RjJl9SY1dOe2nchZdSJtzPH3mPl/Vyri6zSPmHsudf3bknFNj17yYu+x6euuB4JTtqc07M2btz++4WLHtrcqud6q2v1m18usniwAAACAASURBVFxuw6rY7ImIzScFkSilJkQsjVLo5HpQibIa1KQAMDmIKvSIVKeNUmvlBkSq0Ucp1RKFTqLQiVXaKLVWrkNVEDbYY+hgJWgUMprViFEJGoUDfaTG+4/WrQcPHz784cH//Oh7+k89wFHJI750dFnF7du3B+71fzxw/x+9Jwq6U+EdcMhHRIDXI7L+J0sZapwy0GaAsQmZuVFq7bDwqHCxTCxXK0GjMCZSwhhA8BBtM7A2iHMIlAFI8yDJIRYn4QjScflMTC4VW0DFF3MZk825bWxmi61suaNgHpfexCRW8CNa3OUrkhq7vGVL4+s2pE3bHqzbEKhaFahZFzNhTeLkzUlN25Ibu9JaejKn7YmvXWvPbbBnT7LlNHnGLvRXr85s3Zsxe3d556nKNTfLNzxbvv7lsvUvF3ZeT599OKm5xz6uwzZmnr98haeyI3HKhryOi2PWvJDS2GsZUQfb4uW4GXZlYgllmCtLCSFSnUENoRoIj1JrxBqt3kjIYUKDslqjWY3xEVqDHCBA0qMjzVqM0RhJLWECeJ+WMKkQXIGQchDWoJhA8aggTGd8POPuh/8ybA0FQg0xEYePnezv70/LKXjcv3lIB8G7/IIIQo5ggkxZ2LYQPIaFO1FYwdDhrBZjtCQzmFpDW7UEBzEWPUarIGxIe6MnOD1lAViHEFopABFiLKjZQ7hTudjRdEI5kzSRTW0gk6qphLFczkw2q4FJmWLNn2XKnmbKbGViC5nkSi6jmk8rJd3ZdFyhOavWXjjbX7U6o+1oVltfUsP2uMkbnWPnWdMrcV8maguycYW2EbWuojnJDTtyO85Vbnt14bGBHTc+bz/+WdOe9/IXnElo2hFXvz2hfoOncuWImXsrVlwfuehUTOPOhJZ9Y1c9P6J1n2vsksS6VSmNW9NadhUuv5w5az/A2CNkMjXBK42YgXEjjkTYFq/BTQBmMnBe3JYA8y7QFMC8Wbg7k/SOIPzZeiMhGIDL9aAeJwX/H42RVkGYWAvIdJAafpKyov5VbK1ev8Fk90q1sEQHizWIRIum5uTevn0bINihHWvhL6zDL/Tygl5ZmB6qMUZH8sL+kwZnhUr2KEKX02KUlmR0JK+nTDqSH5JBazFGyJfT4CzIWoXdYpC1IyYHZnZCFg/uyzGlTTJlTmODNXxyHZ8xlUuqJf15dHAsl9fOJI5n4srYuHI6OIGKyacc8bg1DnMmY44k3JlE+/L5nKnJjdvSZx/OmHE4qb7bN2G1paiNSiyj/Tl07ChHYWvZUzcLlt3MmHMqedrevPknx2349aLj96ftfqVs7Z3C5bcy2vryll4pXHaravXVNX2vHL/xwaKzX4zf+kbVhhfn7n2poeulcZ1nC5bdLOq8GluxPH7i6vTmrvjKZUZXEu4d5StdbM2oiate5RrdZnRmYrYAZHLCjF1LcAoIQSyJAO9TYrQK46MNhBDYFm0AlShlYG1qlFDChAIhVRCmQkiJBnrc7/Sffp44bN1+4c4bd99pntE25CYv1YLnL18DCPbxC3HoPdHkjtEghBolFCiuRCkNzgplSUsyCnSQi1ejgmM7LtR5YYEMpHmNkdQYSUE6okEoIVlEh9NKmAAoE26PwRxB3ObBbH4qpoDNbLEVLuKyW5i0Wia/nUuZxKdVm1IbmLR6PqXBnDONjh9PJVQS3jTUEUsHx7JZdXzGZDKh3DKqzVWx0l28yFu1Mqlha0J9V+bMQ9kzj4ycezKj/Vjm9EPpbYdGzT/uq1zlGrs4YfL2MU89U7b+5bzFF7Laz+fMOZ7RdnT04ovjNr1auun1xac+v/hC/5aLHzTtfnP+wY+Wnv689+bns/e8Vr3p10Wrn09u2JHWtCNjxgH/+KfSp+1Na+oauehMzvxTgYlrYqqWGp3pgMmlI81agpODmFQNSHUGqVIbHq2I1GikGn20FpGDsMIAKSAEdcRjrgS5AZFpBqU1apQSq8EoFfDwsTbrv+xOnL+4Y2Dg0/7+/ufv3M7IyRO+KfjL/9iTqUHJo5kPY/cIWegC4yCUKDVKKY3ET9oslBjahhWaeo2RFJgLgbwQmH1BDB2p1ClAGKA4kLWinJN1Bpm4fH5EM583w1myhB8xnclo4jMbLAULTHlzmfQaNqXKnDvLXbzIPmaeLXsam9nCZbd5SpelzDgQO2FFUuOO4o7TBe0HC5Zezl9+K6/zRtW2VyfteL+258PKLW+Wrrlduva5MU89M3LR5fxlV2t3vlO+8ZXCzutFy6+VrLyZ3XYkYequzDlHRs09nr/85uSdr8w/eLfj2EfdFz7ceOHzecc+nLXnbsnaX+UtOV+x+lZBx5WSldcTa9fFVa3OnHPEMaqJTihC3WmYK0ODm2QGjRpClAAs14MyA6oEcR1tAViPnrapMUYBwsI0TKFHZDpIS5jlMCXTIWIlIFHrhIRKBYBpUfrBL0CV8HnisFVYVjWhtnH1+k39/f337t07fPRUYUl535Fjf+Pt9rim+XHu9NHckNAOeqMTGiOpw2k9wQkNvsB+CZSYEiaEC1FjpNUoITZAUsCohAmZDpLpDSoE1zNWImYUHxzPJDdac+fwOS3W3Nl0+lTam04mjLOMarMVzrfmzaTjy7mUSUlN2/5/7t4zuolz+x62abZ6m14kzUijLtmWJcu927hhU0PvvZpieu89dEKvoZoeSOgQegmB0ELHlqkXSAgJCQFsvR8eeRCG5Ob/5b3kpzXLSxZKLEvb59lnn3P2SS1c4Gw82po/wJzbJ67d1IJxe/NGbWvxxaXP9/80sPhhhxV36008mjt8W8PJh5rPvthuyc3uq0u6LLn62bhdyT2WJnRdlNN/fUH/Lz2Nh7uajU7tvyqtz6qUPivrjd3ZduaxvCHFOcM2fzbpQI9l1/uu9Y4qvtPli3M5w7ZmDNzYbfHtsZt/LFp+Ma7NNF1UbczoYJ0ppD1GqTHJcTWkNkY36q9xpsFaA2GOJywxqN6GG12UJVIXla6Pb6IJT8Z0ZjDAIoKAQT8hVGFiCBUhBLBfBOQB11tIg+VfjC0RRIpgtVBFZOYW7N6zz+u95/XeA1y+igc4iFv2qLjA3BCACdLoADcHByLfLK+gWNDjpqC0CGMEvrG4wYbozCqCVZJahOFUar0EIWGtgYlItMQ31Cc0Z6MLOHceF5msj8rhUjtYcgcwUdnW3CJHw9GmnEJr7UJbdr+o5uMz+69O77M4qvmkpB7zk7svyB5W3GzmhRbTzvRa+kOXuUcLRm5rPOFgy1lnMwZuTOo6K6HL7JSeS2r3XZ7ccbY1t48lp7chra0uph4bW99R0Cut59L84dtTei6pN2JX4YobIzbc6r/uRt+VPw5aeb5oyfmmE/flD/8qu//a7P5rs4duaTnrXOHS8y0mbjenfqbUmhHGqEBw3Byd2nGqLbeLMaG+u2E/XWyePqahOauzMaGhzpVIWGIoQzhmjkQYo4Kk5KRGRlDAXgqUX2UEJSdpiOUwg5kw2hHOpmL0oAez4tOZq/5/xRYwl/e7BMJk+07dd+/eu37T5spWtXdZJNhdYPMk+NtK39ngsnI143fIrcwTgdsWSBURfo+I3gLwJydpMUErKLWcIMG0I2G0q21urSNOa3GRlgjaEcU6U1hPjjWvv61goL3BkJiOk1ytJtkbDHE2GRnTcVr20C0p3ReHNRoS1XZq7tANdUbuKBjzTe7wLVHNJ9rze3Lp7TXReZaM9s6GA8MLelnT25lS2xtTOugTWzPxzYxZ3U21O9myO3uajUorXJY3akeD8Xvrjf/ms8kHm03+Nn/E1iZTjwxec3H0hhsj1lyoP3xdzrDtLeed6rzwcvcll1t/caHbvDM95h7vNudQVofJrCePMkUxUdkxbaa2mv1dXOe54Q0HRX023BhTwCU00obXJqxxEGOWEZTfvNPfQqOTk7SK0EopjYpiUNYEa1mFWg/rrYjODGsNMowW4RQwdAmA1f+6pxnAvMLnq6jwlfv+++6Cwr4DS733yrwlly9fbdi0daXoRX/4THAm2jxxoPkdqA8qMKhJakHvPOgB9LfZaDjQPg9cvgMab1gZoVVqdYjeCOsMiM5KmhwIZ0G0Zo3NpXNl6RMaWLN72psMDa83xNl0XFT76a5WEyIaDA6v09PVdqqr6VhPyylRzSdacntwmYXWnAHOun1drSa5W0+2ZHbXxTdjHEmsK8eW3MTVeGBM89HmzC5sfGOtK08f3cCU2j6s3kBXs9GxHWfmj9qVM2xz/ujdaYO+TOg2N7VwYd7ILUldF3raz64/YXeTqYcbTTtetPx097mH8ycc7bPm7sjiWyM3l/b+8va0r+4MW3W+xdRDsW3GW3M6h+f3jWk52p7TxZLVwZjQiLLFoKZwhLNBjFFGqGUEJcVJ3txAQYCdpiyk4RDGiGjNIJuWYTRYJSxUYbxlOvjj/KcO4J8gtk6cOnn05Iljp06Xeu+VlpZOnzVbrMKF8DtZi78DZjHMTg8YE1CSrEqtR/RG0MgF4haYJ1OpWUDeEZ0ZZk3gK1y5Asm/yU1jUKlZFcUgDKfQ6hQkRTsSjZkdbQWDzdl9nS2nJHad6242wZTdw9l0lL3uEEtWL3u9/nFdZlvrDssaWJzQa6GtTm9Dejd9bH3WGmtMamzK6GhObWtJbWFKa+VpPjKm/eSYNpM9jYeb01qZ01pF1x9oye1lye0V02qSq8OUptOOtp5zPrnHwsRuX0Q0GuxsMjK+0/zYbguSui9pOvVgp7nH64zcP2Dl5eM/PFx39NHkbTfXHX209Yh34JJTHRf80GPZ9TZzziT1WpTUaUZ4/YFRbSYZ4hsotJwMQpUUp6TUSkotQf3mZDKcVJC0DKOBxyJvVyZFKQWhAd8KVRg/fABcDmiTgzLaUdagpHXl/3W+p/L2yWHr0uWrFGMUQWRGTv7uvXu83pJpM2eBAzGQy4N+ec7m0lsjBHJEoEQlCOkv6WhYSKOTUSyQJMDJCGl0BGdG9Rbc4PATLK0BYTgZoQbvrAghBHIsVIGIlFiIFJIhlDmluTm3jzm9nSG9i7vJGHe7yfb6w1hPfWNGd2tGt4iGwzydZiZ0ne9uMT6s4Shz7Z7mtA7GuIY6d5oxpo4ts6Wr4ZDoNuPCGg81ZRWG1x1syWhvSGpkjM7h4vOTO39ee8j2rH7LUjvPyuy/On/MzkaTDkV1WZg/ZF1u97muJoPqDNiY0WdF7Z6zW4/bNnHj5T5LzwxedaHPyosrD9756tTDRXtLhi492nbSV0m9luSP3l1/wuH8UV/FtR4b0bDIkduVS2kKaRiFRqsgaRWlU5C0FCNgDaMgNMA6SgjjYpQGVVcQn3hTTwWhUVE6sC0R9MESRjumM0NqowzTiCAcaBD/EF2fHLbWb9oqgmihihLDFMaYPp8xp6zsfmpu/Q+fCWo+Bnsk8EUCb5CcZFC9BVwYZydN4bTJAWbIKif6daCjy09aMb/3rhDGBXJEqISEKkIOkxhnVVsjSb2ZMjt1rkxjUlNL7gBzTj9dQhO9p4kxsY0+pb09f6CzwQBbfjddTD0urj6X0JSNbWjM7pXQbkZcp5meFpNczSc4GxSFNx7lbjFRF9fYWtDPkNc7tsvCxtNPNxl/sOOC802nn+y17Hy7WaezBqxrM3bDkBXneszY02vWvonrL00vPrfz2J09Z0tnfnW956If+i75fuDqywt2l87YeWfmVzdbT9rZZOy2OqP35vZf12LSN/mDVpgyW6kjkilnMqyzgeqyUsvgOhtpisA4O6KzAmUL2Eyq1Ho+SoE3TaHWIzozbrBpbE7KHAZcAiEN5x/NUCACJS5Qon5s/bdOeXD75LB1/OQJsHJMAGEChJJAxKLFyxctW1mV8gfUE1VqluDMwBQJ1hoqF4fYqcohOwmmlpNM5eX30g30ugHyvQyjYa0e4SyE0U7bIgmTlbRGa5wp+tgCLrmVPr6JLq6BIb6hKamVpU5/c0Y3R35/a2Z7S+3OppQ2hqSWhtj6Bk89a3wzc3ahPipPE/2ZOX+Qpe5AY07f2MLF+cM3fDbhm8RuC3NGFrefcbjfsh8aTz6Y3X9t24k70ztPHLT426/OPhyx+tyYVaem77w5YsXxYat+WHboP9uO3Z226UrhvGMd5xwfvPrS8C/PN5xyou30gx1nHW4yemuP+adGLD8zdPGRRv3mORsOJqxuiGZVtMa/utsUobb7LbUocwRhDKeN4XJSI8UIGU6KURpQKIKzkibgDxiBcXaIMSrUejnJSFG1SImJVXioEhLBKJi2Cpx9/a/Z4ieHrSVLl7ft1E0I0UKYBNK8Kczt9Zbwx6Lo/R4bY7hHTjIqBsyNcYCTgmwRZQ2gu0YAYWKUVNIMrNXDWj1v9SZXM2JcIyUZ0mBDWQPYrotxdoVaD6t1hvgGxuxexvQOltQOpqRW5tQ2pqTWhvQ2lvTOpvQe9vyBkS0nmrMLLTn9jBldzalt9Z4sTVg8ZY6grdGEzsbE5kc2Gx/RcEiTQcuHLD42f8/dtUcerj7gXbPnxqTN13ssvtRgxPq20/fP+ep64bxjs3beWX7o/pjV341YfX7cuvMLt19adah07OYf5+y8PWv7jf5LjraftrvNhF3Nx+8qWnVpzs7b+678vu3cz9uOe8csP5TcoB1tcaIGO6G340YLYbRTJhdtcmjMThClFJRWRmiVFIexVimuUVCsnGRQvU1rd2tsLsbqoo3hBGcF1EqM4mIEEykxkRITKlBA50GMh2iW4Mz/Yi7ftlO34ydOgfEekZIQQbRIpV6ydFVqbt1AYPH1RM7hVlCsjGIVlFZJaoHvCN+DWvmt3yYJ0uiUtI5/HNTLABwVaj2iMYgRTILQQhWmotXaiDR9TB4bk2uKb2zJ6mXOG2DM6G7JHWBKbsLFN2fjG+kTG6vdtZnI2mx4gsbm1tljNPZo0uTQudIdme2ajljfZ86eqevPFB9/9M13j/edf/7d7V+2nPhPnwVHu80/2mHOt/2Wnixa/t2IZSc/31UybtPdDd/ePPD9o3M3Xx4+/3TrifvbT5Qt3VOy5MCD2fsfTNt6Zc72S1tO3j967dcLpS+3HLo+dNqK5t2HxOc1pWwxMrWONDkYewzriKUtTsoQBnE2SKOT0zoJRoBCFljzAXaea+1ujc3NOKJIUzjKmpS0Toz67TyVpFaKESIYFcOEUIGGKhCBEhUhBO/ggjCfmC7//4QtIUSfOHVy9949RkcUGE4Uw0Rh0SDgGxjYGwj0LbsrHqyDB5o7WL4CGkIAdQVJIvgKQj1QCJU0I8EoFcUgGr0EIcUwFapCa8oU/v+D1kBxDjYyzZDYxJDS2pJbZM3ta68zwJzS3tmgKPKzYYbYRmpHAoxThDGciazNRKbo4uuGZXdI7Diz7phvCpd+v/rYz3P2PBi7pXTKLu+eH56tOlS6fF/JmHU/zNhxY86uG9O3/Dhvx42pxRfHrzk7b/ed9UdLj19+svvc06/OPF6+/960HVd3nbt/8vovZ26+PHrrzeUnb0p+9R34/tGU5TuGz1iaVLeZxuYm9HaU0dEmG+tKZSISNWYnagrHdXaU0Sk1JhUNdmDpCGMYbXEyjii11UUYwwljmL9Ir2aBLaAEIRWEBkxRKwiNGKYEECFGSRFCgOELFcXIcTX/yKcVt/x3KsDX97AFukk3Fm8GLQ9iCBVBdGZuQWmZ99Llq737DwZLXzcWb03La1AlVfTrW+5YFeVnUSCplhOUglJXmn4zlcqqvrJrXudfC6VmpTiNaPQqSieFSRFOiBGNQInKcDJUhcpxNawzGGPqGaIK2JhcxpnJReVoY7OZ8Axnw4HWgn665DaMKyM8o5m7YZ/cPguaj9qYPWBz/ogt3ZZeHLPZ+8Ve7+Qt13osvNBp9rdbTj9cd/jOkAX7B6/5bvTaC5uOPVi4r2T78UeHLv128NLzC6VvTlx9tu/c/SX7bkzeevWLb26vO/po5/mnp8veHrn96usLT/afK9115OzkL1ZEpdeTUfpQjBNiDMbZtXY3FxmvtSdowxNwUxiiswJlGEyqUVYn2PeE6i1AbZGTDGj4FkE4yGDAOCuvPoggnHf3RBgOEFAZRisIDf/k93qa/+deI/8VW0KIPnHytFiFiyCap1ntOne/fPlqWan38uXLe/bs8Xq9xnBPILBE7/fLixCislih5mvSoPID7GsUFAuyRVTLAectXp0HbdBSmFQStEqtl5O0UAnLEDXG2TFzBGlyoKwJ1jAopcUNNkNyvbD8ntasLrbcbkmdZrSatLdg5NYO0/f0nHO41eT9hQtOdJ13pN/i7yeuPpPZZ3GjkRt6z97dftbRwkUnF391Zcd3Dxd/c2v6tmubjnqPXft10VcXp64+1Hv8okGTVy/de2PG5vNL999cf/LelBW7Zqz7duDC/T0mflm346CorIbaiDjc4sI4hz4iRheWoHd4GKtLY44kjGGIzgqzFoyzkiYHbXIAuZg0OXCDDaTGKrVejJLAA5aXG3hRVIpSKooBA9NSlIJoFqLBFgytFKUESv+xCL4KVdinNZ/499gSQaQIVpeWlm4s3uyJTwaHoFBFiFV4VGLK+k1bS733SkvLNhZvruI1IqqsJ5oionhnQKCzA8KOsgZA7QF1lZOM33CLs2nMTtrixPUWlVovQigpTisptQRTy3BCBOGwWgcxZvDnDml0EMthRgfrzjQmt3I3HZrad0VS9wVJ3eYldp+XVrQ8udfyrIFrWo7ZMnzVd6PXn+86bUdK5889TSdYsroltpk+bMWxBTsuLfzm9oajD64/9t39yXf4x993XXx+vuS3KetORjUeEtthWrsR8wfP2TRs/vZukzZldR4XWdBZE9dA587VhKdq7LG4waFQG2QUi+islDlC43CTJgdYDwazViDRgXUvuMEGlDxQP4W1Bn4sRaBEwdEGwhVQR/nFDuDIAxRCSWrBvwqUqECJCuSIUIEC+TBUgYQqEIEc+ecf/f8SW/6VOxBZVuotKysr9d4r7DcAZ40SiBJBfh8bU5gnPbceSBIlCC0KKCnyZyKi0UMaHcAWX64G4gI4KwHO3hUctQaI5eRqBqypoYx2grMSnBHWGVDGgutsGGfH9SaV1qQOS9FH5TnyukS1m5xSuCK5x8KELnMSOi+Mbj0psevcrKKVsd1mx7YZ724zPW/omnqDVtcbsKrN6I1DFhwcv+bstnPPLj7wfXn8wYmbr87cfbFg3/WFe2+u3//jouJDgz9fndBqZPNhS/vN/abxsLWRjfqE1S201O5M2hIxnZlxeBDGiKgZjLWSpnDaFqG2RtImB8GZUYMVYjmEMeI6O2qwI5wJYYy0MZwwhsFaA4jZIOoArICDDBxtIoQQwv71DvwCETDAAgoS4OB7Z1+jREVKTAIR/mxRgYKr8tP8NLi8/8772AKVHIGKEkH47j37CvsNABa6R0+eati4hQSi/B5JKhwsjfor7dQS4VEQ7yWGYGYfECzeYoSf9lGQtJzUyGitjFYjeiMYJNTao2hbJGV2YqxVAhFCJUxYE8Lq9ovp8Hlcu+mJXeckdJmX1H1BXJdZEfX7mzJ7RDQanNjpi/iOs5xNx7hbTekw40jhF2dazzw1dKN39OZbe394/sODP8/cenH44oOd3z1Y+s3FcWtPJ7cdE92gd3arwdlth7saFNbtNaX35KUtuo+IyG6vCYvXRaVTjmitxUWZw0iTg7REqK0RtCWSMEUQ5nDKEokb/F2gsMaE62yI1gKzFlA5hWi9nNTIML+tMo8q4LPPFw3f7cVFKSAX8xeIVWKYCFUgAFv+NTZKTKzCQRirgq1/cvtfYqsydBE9i4aIYcocHrVo8XLgMrKueIspPDJQ06pC5Pk8EexcAXlfZcuDHmE4lDXwiwtAXxdQvAjODFrgQf0HTKXieouS1MsIrQjBhApUguLqiFRjcit7VkdLTntbdnd3g/7uFuMdeb21zkw29jNrvQFcRitjdmFE8/EdJ+3YdPzZwr1lC/aXzPm6ZNKOWyfu/L7n7N1VO0817DC8ec+BlqT6pvhGmDlOhKkRo8cQlamxxqjDojBWrzY5aUs4ZXYSJitlDmNsTsbq0jo8jNVD2V0am1NjdmrMTsocQRqAxY0Z19lQzoTpjEBbByOZUpxWEAxAEgCWCCIlCAkKD/6KBa7mOTvPukCgEihRPmK9AxYERvX9D4JT8t+BLVFl2zsvPQhVhAQiMnMLjp48VVZW5vXe691vEMaYhDDJ16rf0+Uj/H2nILADeAUs7WHAnlKwBQNsO6LMYRhnhRgzcLQCHoIKQlNLrgyVwSFKBMx5SjAK4Wy66Dq65FZh9Xs76nR1NRsZ0XKcNbePNbOtq9kId4uJ7oJOWR2GDJ339ZFLzx6/Kr/88OV3d36bsen7toNnNew0zJHWRJfcKgSiQxBapdYrtTpCb0cMBtxoIYxgP4CdMIcTxjCNJVxrj2LCotVWl8bm1Do8tCOKMjtJS5ja7qItTkJvx1grabBprRGUOQxlTTJaLaPVsFoH01oxgoGqA9D2gEwgQcBb9C4yVUKEEChxocqPqsB/5cEkkCOBCPMHrQB4/fOP/n+HrY8ZawkhWgTRYpgqLBp0+fJVb+ndE6dONmjSosryxEDt1Bju5j1qgLswABmk0eF6Exi7IIx24A5KGMMQjR4wMCDQA50aovVyNSNDKOA4FSJWKknWntkhvuuc7AFb43suSO21tPGIDXUGb2w7cnWP+YcbjzswdsOFEz/++uhl+Wuf76c/3m47cWfwwkNk9GcyipPSeoizqW0etd2psYRrLS7KGq6ze2hHlMbm0loimXAPY3UxYbGMw0XaXLQtQm11kSYHaXJgnBVlTRCrU1E6KaURYqQYwcQIGgrToQgTJFFVE0FSXCNUEUHVhUHBNYRKWI77lTze81yCkFKYDkRPlT9LnrbywHoXohQomKgOfJw333oPW/9zDcL3Md73N9qp/xyE1UaHa9GyN5OU1wAAIABJREFUlaWlZaVl3lGjx1aqX++eYwz3cLYos9OjUrMIw/HyFegyhRgjqrf4l7OxJkxnVNI6FaVTklogjaq0BkSjxw0O0uxEWYMCp4QwHqrAQqRQLZFCJFOynpzwugNSei+rP/5g0aLTX+6/M3fbj3P2PFh0+OeJX3mP33hZ9vTNy3LfmctXG7Xrl1K/nT46hdDbSYMNNzgocxhpsNGWSMYRpbG5NA63xh7NOmIZq5syR6itkYzNyVjdlNVJmsJpqwtEMpJzkAYbwuikuKa6VBkkkQdL0WARpKR1BldCat3m9Vp16lQ4qM/gcUXDx7Tq0T+pdn0hjItVuAyhZAglgTH/RiOIEsFqCUQEbkCqTLTxSjwFngPvwYsHVuDFwy7gY/xf9wb6/p+x9Z5ZTXpuvWOnzpaWlvbqN1AMvze6aIqINtg9VlcMqJqBeiKmM+J6EzB2A2IP6CwFtjYqSgdcT1HWRJscpMFGGMPkJBNcM7SGQCyCSKEMriVRhcgUCkJnyesS03Fa48nHRm4t2Xj2t8M3Xl6+7ztz5895m0/vOlu2ZOvh89fLKny+sTOWBwkhhLNRFrfaGqG1R2ntbrU1EmBIY4+irS61NZIygwVMNhWj96/X05lR1gTsMxEtCywn5bg2KFQkUFEJtev1Hjxq/tLVy9du2bxz78Gjpy9dvVl6/96zVy9AwCh5+vb87ZJuQ6eGKjAJRolRWo6rQfVGilKVy7Y++qfLX+89EoiqQNb1jof967GFUIB4+UkYTBIsN33W7LKyMkNYVGXCSIsg0hwey9miwqKTKjeKsbBa529wILWgUKhS6+UksHRjEIYDRB6o1aTJgXF2WGMKlatq1KhRQyARKvBaImmIWBaiUqnD092tpmT3/7LJtBP9F5/qM23jqGWHu09Y3GXglHGzl166++zg+bsPn7544/PdKilr2X1AsAhGGQtmMGOcnTDaCauTMIfjrBFlDbDeDLaB+ts09BZMB9yjdajegpvCSM6B600yWltNhsrVxpzm7RcV77r38Pnr12/L37x9/fpthc/n85W/8fme/1nh/dl39fGrsyUvrzx4df1R+bZvb+qdcUIVJaU0EkwtQWgpSklQXAxTH7IOMUzxQKnCtAIvP20PwBZP5N/Xt/5t2AK0XfR+6VAEkUuWLAHpJP+gKSzGYPeERSfAWr1KrYfVOn/eBBNg4EJFMZUbl7WA16OsCWE4hYZF9EbgbyaCyBpiWXDNWtVr1BIoIDmtU2BaQmfSxeRHt56SO3RDzrDtXEIjmHOiplgRZZgwc8n9F6++v/H81pOKW4//9P5a/rai/N79x+16DxXTRinFKUh9LQUaJFJUEylDFViIEgsSyYJrCWqoCCmlkRBaIUSLcQZMdYtxpoZMFVRLXE0kV7HmnCbtl2zYUfbkJ5+v3Ocrf+N7+9JX8exNhfeF79p/fOdL/zx88dGOk/e++KZk/ZGH6w97d54qO/bjy/ZFk6pL5QqcFOOawCWSH+5B4lVTgC0JQkoQGmSOVUJUILwCk8R/N7b82gRE++8rMbDpLjohZd2mrf5/fTdX7bFHxQFjDAlChshhfmu1gtAIYVxGaEHNB0jVsMYEa/WYzghApqKYEJkyuJYguGZoUE2BSIUQFo8uuo4+sXFks6EJnWYn91iYMWizkuJqSMRBQvH67btf+3x7z/+05sDds9eenLrxYtuZ+6duPq2oeFv25KdNXx8eMHZq214D2vUe2mfktC5FYzLqtU6r1yK3abs6rbok5jePqV0/pnZdS1QqpLXVVBIyQouzZs7mSqhdd+C4aTu/PfPw+Z8VPp/P9+bPCt/Lct+Lct/TN777v/tu/6f8qvf12eu/7jt7f+nXdzYcK9159snk4msbj9w6fPnZ3u8fowa7SCyVkGoxiothgk+rq7CIQN0BbMeVomoJQn+cXVVeAFhAlP+/gC0+Z+Qfj0rIWFe8SQYF9MtHRHO2KKPDBXrWQLiqLG5oQPHHrwkZbITRjujMKGNBGCP4qiRZkRILqla9Wo3qQTVCQhVyOa5mIrPN2b3D6wx0Nh7taDDK2WJCYpeZMhJXqPUjZyy5/dR37s5PozeVjSq+U3z49v5zDw9efHLqxvOS//xe4fP98eY1+D3/eFPx7MXLx7++fPzKd/PRT3fvPbrrffjzz7/ce/TLucs39h0+duDYmeLdhxev2bpqzcbDx07eKbv7+vUrX3lFRcVb0NP5qtz35Pe39356dfPhH5fLfr9U9vr7kt9P3/nl9J1fLpS9+L7kt6UHS8etvzbv67tbj5WVvqzoNWJeUFBNMYpLMEKC+GN/ZapYJUPkt3rTYC0SePDDY1GowkTKd9gCJaB/N7beOx8hGgQwCUR4yx6uK97CIw/oW6CnWYbRKjUL0Syq5QCkIA2H602g79tPsFgTqN0ijBFizGD7sgzTSJVwUFBQLaFIQbEIrdO70g3pbTh3nj61kzG7MKzp6IjGQxVqw8RZiy+Xvf720uMvvy1rNfdy24VXp+zyHvr+ybPffVe8v959+vZlue+Nz/ey3MePKlT4fG/Bm19e4fP53vjfh/IKn+91he9tRXmFz1fh872uKH/2puLeb76r91/tu/TkyyP3lh8o++rC8+3nf1ly4MHnX90due5a0cprw9bdWHn47qWyX+8+eeP96e3ey0+2nXwwYeOttXt+vHr/9elbz5RqS7BALEMJMUoDag94eiV6/Au2AtfFf4zd4/wh6O8NVKBCxf8VbFW2QvC/MymGKSFM/njpQmHREP+3EC1CKGO4h7O5HO4EiNZLcbAXg0UYDqze5FfYoXoLwhgrNxuwwF4b11uAWY0UpYKCq1evESqGUCVBc8mNXE0Gae0JltyilG7zM/sX1x+7b+zC7bd/qjh4/vGBc/dGrbmePf5ovYkn+6+9c+3+7yevPT127fnjV+UPX/ke/FZe8qLizi+vnvz25sWfvp//fPOyovz1m/LyCl+57+3ziorHr3wlz8qv33955NKzJfvLFh56sOrEfxYd9E7YcXfS5uszt98YuvZ65wUX2806WTDhYN2JhxpMPFpn/JH8SSfbzj07bculY9eflv5UcfrGT/vPPbxQ+uvFu8+3nri/5dvSQ+cf3X3ha9NvXFBNgRwmxYhGjOJiFCiF785EcAhWoupvtQaQJCoxUKvm4fUp5om+99wpfL7/xuVBDZEPWn91Ae3U6owG/lugOA1EB0RjAN0QwFOKF1cxnRk12DHOjrImjLMraV21WiHBQUHBNUOrh4qkCK6Lr4uanProuqasXnGdP0/uu27GrgenvOUrjz4+dvWn72497Tj/+6whWwtGfN123g9Td3r7Lr92/MpP15/8caH05fc3f7pw98X5kudnb7+8WvbrnxW+G8/e3nn85snPr17++baiwvdbhe/hy4rrT/44devltlNPVx58tHjfvSX776898njpgbLxG69O3Hxr+o5b03fcmbHt+uBlp/rOPzFo1Xfzdt/ZceHp5Xu/3n32auPJx0sPlk7acnf81rtHrz+/9ej378te7fuu5Oz13zccuCrD2VpShQTFxCgthlARppVAarBsS6okhTAuhtVg6kSqwgUQIYJwMYJKVbgQxiWQWqjCxCpcBOFiCBFAiECOgQ4IoQIPVUJ+Lv9J6fLg9s+xJahkVCJ/oRqvsgK9CrZMYW4VBc5BnRSnQYMyrDWoGL1SwyE6M8QYVYwe1hlg1gSkVIA/XG8RqrCgoGrBwcHB1WpUq1ZNgtC4MVyBEITRw0Zm6GLqtZh8uOOkHfm9549YvGfDiQdrDnkbTz2eOWBt1tCNDSYezh57pOPcMyevPtt28uHKvd4Ze8o2Hrm3/dSjHWcezP/61o/3n7+u8F259+fx67+dvfHszqMXT/8of/T67YPfym88fnuh5M9LJb+cv/XzuWtPT115tP+sd+ORe0sP3Ft3/OGWc083nny84+SDPefuf3P+8eYzT9cfv//V2fujNt6oM/Fk4ZJL8/fdH7e5dN7XZZcevHxe4St98tuec/fP3nyR2bBtcC1BDZGiulhUXayoHioVI6gU1oggXIRQYpiSomopTIpVtAiiZSpKpMREMCqCcCEcqDiQQhURKsMFUoVQCQsVeIgSEaio/wvYOn7i1IixE4GhOeDsH10ozGMLeCQBmoXrTZUlap2K0aN6C1hFptIa/INlrAljTMAIDtJwtUSyatVrBlevVq1ajeCQmkpaI0MogRKVozRjj4so6L7m+NPZ2y5Htp+jS25VMGB5lyVX6475JnfwxqyBK3OG70jss3ZM8fUZ2+/0WnGzy7IbzWadKVp1ddjKq4v2e0esudB3/omTP/70/NWbBz9XnL/9x5aj3u3HS45eeXL86m8Hv3v81THvuiMl6w7dXPT17YVfX1245+6ivWVrj95fceT+xC1XJm24PGHz5Vk770zZeWfU+usrD5XO2nmr69Lryw+UHr3+06NfXr/403fB+/v1/7x+/mfFi3Kf95ffr99/M33NgRZ9J7foMy05rx3JGSHaEFQtJCi0ukAKhcrgYLEyuIYguJZYCKOAwlb+0eIiFQJmq0QIIUZJgQKSEzrcHFNTKBUrUKESEvkD2L8cW2XekvWbtoogv+MIcHj7KLz82IrwSFFKitOg7xvUqoGtDbgPerlAg5eMUCsIRoaTQN8SylS1QgTVQ0KDgqrVEkllCCVSYhJMLUUwXVyjFtOPz9/3sN+qa40nH4toNJiKSE8dsL7hlBN5o7ZlFC3LLFrbaNTmXitv1J98JmfMvoKJh/OGbm88+WDTWccGr7qxcM/dAYuP5w7fNnrFgZNXSu4+flHy9PWuc4/XHrq967R3zaGSidtujVjvnbCldNK20rGbb/dbe3v42hsTin/stuhMp/kn+y85OWzthSFfXh6+4caao/e3fvd09OY75+6+fOOr+O3P8usPX5y4+fTM7ae7zpbM2H51QvGPEzffmLLzzvQ9/xn39ZNBxfdGbbk7etW53pPXJ+S1VZDGWhI4RApJMDXBWKUoVV0kEUOov5cL0fiFCSUWIsdrSRVBAmFQrRruxsPsuR1DaolrQahISYkr+da/G1tf790H9icCe2bR++0PH2LL6HCBGplQhclxNagq+meeKlElJxkJpgb5kYJiVRQD7AVVpLpGqKimQFytVkhwzVCBHBEooFAFUlMk0riym886V2/s19kjNtYZti2t53JIw9FReXWGb6k/fn9m/+WpfZY3n3wgf/j2xN4rs/uvims3NbPf0pS+S+uN2t1g2tGl396fvevugq+vNR2zpWDA8mFf7Fy9+9yVsuc37v9xruTncw9f3f6pwvuz77uSV9/e+uPozZeHr/+x9EBZ7yXnipZdmLThaq9FZ7ssOD1q441Vhx98c/H5pnNPf/C+OPrjz4t2Xx6w4ECLMevS+61M7Do/puNsT/fFaQM3RHVdFttzbe7IffWmn20273r7RbfH7vz55P3yvRceLtxwZPrq3Q06j+k2bO6IuRuWFe9v2nN89RqCUAVSQyAOql4rKDgoWCCuKZEHiRRBoRJI60hqN6XLkmv62HrVxFIBhAiVMNi28q/H1uIly9p07CqCyMohn48DKxBbclwN2uIQjX/gQqX2d8cDX6RKfxs9yhqAKy6ut2CcFdHoawqlfmxVr1ZdIhWp4BA5LFYqYY3Z1WpCVNtp6X0W5Q5bE9thGmlyyCCUi8/PLlqXNXRj5oAv6048VHdYccuJW3tO/8qR3z++6+yYTtOTusyvPWzHwGWnp3/t7bPwzOI9twcvO1t/SHGjETsKBqzsMGHT6BWHZm88MnfjkdUHz287fm3zwQurDl5esu/a1rNlR649233u0f5LL45e/+Xq/dffl/22+8KLJd8+m7W7tNeKS3mjdzmbfW6oP9pUMMRa0M+U3Y3L6OFqObnltN095p+oN2png1EbG0/e33f51YX7Sq49+PWXN69/81W88VWcf/Bq+ZGnOy+8PHvn7aM3vgbdxwYFVxOqKAWhY6yuuNqNEup3dmZ8lli3VeGIWWO+PNNy5um0nl/wKleoDBWqiP8L2CorKz1x8rQMwvzH4l+ninyeqCS1oDsZeIBDjJHgrITRrvIniTpA8IEWD2v1YM4TSNIhUqhaLUHNWqHBQUHVQ8U1JGKxAg6RKaW0Xh9dz1EwKKn7gpzBaxI6TKXCEnHWiOsNTFxedv9V7eefn7Dp+tqTz9vOPJjWdX5e0brYTnMiW050thiT0GNB3qB1E4qvdJn7rafLnKajNrSZ8FXGwPUZAzdFdJilzR1gyO5jr1NkyuipSeqiTS20Nhrpbj4pvuOchK4zWwxfMXTJoWlfXd527tneS49XfVsyYOXZhiN3Rrefb8rqo8/up09twcXUMyU00cc1M9fu6Wk3o9n4bYNXnJ574MnKA/dWHyg5cOGnh7+8eVvuu/+772Lpb2uPPRq/tXTNIe/B7x/ee/b7hQfl0U2H5Dbv0qjn+Hp953WesmPE+msTdz6btf/xphOP9/zw67iNN7P7rpCQaqFUIVQRIiUmUMGC/xt8a9eevaXee+uKt5jC3CK/+kf8DbbMTo8Up+VqBrRqYZwdYsyIzgpaa/jRMTmpAbsLZDip1HAyTCOHSRFECpRoUI2a1apVCwoKCqpeKyi4pkhJVA8ViRGMs0cbU9s4203KGLA8a/CX1uzuTLjHEJmO6YyRjYcWrrjWb9nZDlO/9rQcE9dxem7fxZbsLubsQmfjsRFNRsd0nN9w4PIBiw4WjN4Z0XJcZKvJ8V2mx3aeFd1+prv1RHNeXyaxDRvTXBfXiPEUEJHZZESWzlNX485DI3Ko+PZh9YfFtJ+e23tRRre59iZjTNl99SltdYnNuYSmGqNT78liowoMaR2dTcfEdV+cM2zr8FXfTd1y9eilp3ef/PnLm7cVPt+zNxVX7v257Otbrb+4XLT65s5zT376s/ytzzdyyd76o/csOvxs3La7nZfdKVr3oPPqu20XXOv95e3Vx35Zevg/qZ2mYI54sQoHeBIocaEC/aS5PH/7r9gqLBp48dKPXq/X671XWDQIYwwgZwQJY6C3mx9bES4xTIBWZkxnhLV60MOkwLRAKvSP55MaMI8gxf0eG1KcFmFqKa6pJZIGBQUFBVULCgqqVr1mLamiRqgouHo1lDVw7gxbnUFx3ebmj9wY3WYcFxbHuJNJg82a1jq2yZDIev1MiZ+x7nRTQn2dO40JT+M8BYaElqbkTo76AyKajExsO7HesO2pfVfFdprubDrKUbcfl9nVltnVkN5FH5PPRWez0ZlsZKw+PJ5zxuki4nWudH1UDhuZQTuSNc40dXRT0tWCjsrRuXP17gwupr7aGsHYY3TuNENy48hmo5N6zGs6eU/HOcembL1+/Povl+79/rzC9+JtRemzNxdLfz9y8cnqfT/O3317/4Vf7z7547cK34Hz9+25PeuM+qbR5H3xXb5I6bkspd/6+B5LckZsaTf30oj1F3vP2RfVqEhGWwQKSKjABRAmUKISuX8WAwxo/PPP+pPDVnRCijsxrU/fAVeuXPF6S06cPA32JwbOVQOE+WcxnG7Q7gdMf8A0C1/hB53yMkINsmtwyTAasH7gR6/AqaBq1QG2atQMCa4lqF6jVlBwkBjBNPZoLqlNRIuJ2YNWpfZcQJlcSlKLGqN0rnTcFKZ1xOkd0Uy4h7W5WVuU3pmkd8bp3GlcbCNdXGNbTq/IphMiPxuR2HmOu/VkR05fLqmNMaMrl9SMja5riMw0ROfpo/J10XU4d54uMlXnimciEtnwBMYRxdoj2cgMY3xzXUSizuHSO5P0kbFsZJrG5gZT1Na8/rEdPm8548jyA2XL95WNL764aPeta49eljx9df7OL/u/u//1ybIdx27sOnrn3K1fbz4sf/bad/PZm1ajN6AReck9FmcMWhfVeaar2UhjasuUwhXtll9rOvOUrd5w2pVOWmOBy4gIIkUIIYQQsQIVw0CwwAVK9B8aUvo+QWwB6UEMUyRrmjpzTmmZ1+v1Hj9xKnAPWWWPzTu+BeafBEqUH5lSEBpYrQOpon84HaPEKCnBiEqyz8FavYJiFYSmllQRXK1GUFC1oODqQcFBwcHBQUFBIWIZabDpo/JMWYWJ3edlFq2BGXstoYi2x6utkRqHmw2PoR1RbFi0NiKOc6YaojP17tp6T6YxOs8YU6CPaWjJ6hHVclxEvYGRzcaas3sb0juZsntwya3M6e2saa1NGZ0NyW2N8c117mzWmcSGx7Fh0YzNydrcbFg0F1VXGxGttUWzrmRDdKYuPFnvSmHDoplwty4i3pjRPanXkubjt7YfsWTsilNLDpScLnl+7s6LrUdK1h64tWrfjfUHbu0+ffvC3d9Lnvse/en76W354et/ROZ3pyLSXY1HRzYdYandlUtqY87rkTNwS1LXGcbUliqNNUQQGiKWi5SVOiqMVi5PxEHDd6jiU5pPrHL7r9jCdOa+/QbWb9YSZU1iWJ2eV/DN7r1lZaVpOXUlkP9MFKoIMaw2Ovy1alAFAw1JKopRklqwhwz0j/v3kCFk5RAVBYg/0PH5VXg1BeJqQdWDgoKCgoKCg4KCgoJq1gqFNAwbHmNKaBHRZHTagDWENU6kgklTuMbmYh2xemcSGx7DRSZyngxDZDrrTNJHZho82caoOnpPFhtXoI9pYk5pH9Govzm9nSm7W3i9IludHrbsrmF1Ci3pLQ1xdTl3ui48hnFEacNcemcCF5msd8ax4XHGqDqGqEzWmWKIytQ6k8E+DlNKGyamARddWxeWoPVkW5IbM558dWa3vCHF2879fP0/FYcvPJy2/faIzaUjNpdN3F5afPT21fuvvT+9vnzv1wv3X8//6hKq5VBTOBmRhJrCKYuHicr1NB1mTmuhVFtESkwIwSKEksAYMKgSQohYhUsQWoQQAggD8qEYJv75Z/3JYWvxkmVer7fMW3LpyuXohBQRRAthctrMOWk5dUXKQI2eNofHcjaXwR4ZOBH1rhYL44FLX2VY5X2CEqO0nGSUNCPBCBlOghq2SA4FvX+rVq2GBMXVtjBDdJ4lp3dq/1WO7E6IlqGsTq0jxhAZr3cmMfYYXVQGE5GosXpQgx3R2TDOThjDSWs060o1xDbQR7fUx+TronM5Tx1LfF1jTB1jdJbek6V3pbDhMYwzXh8erwuP0TuTDK4UgytBGxGnd2do3Glah0cTlkgYw1RaE6Sz4EYn6Ugwp3S0ZPWwxDViIxMYh8ec1iq26xed5p4asuRIt2k7Os462H3ptTYLb3VYeLPLsjsDiu+uPXz/6+/Kdpx+PP/wC21so1oyqRTBpQimQAjcZNe58tXhiSJIJYQQ4F0jUmJCmAxV4SIYFSOYWEWCRlYBhAlVmBSnxTDxLz4TS733Royd8PmMWV6vNyMnX6wiTWHu1Ny6gft8wAXORM7m5AdRAJECXtZgHA/sNODjFrjPuwcqKLWMoMAdOa6uJRQFBwcHBVUDgSs4OLimRIbpjGxkgjmjR2K3L+I6Tqct4SZ3IheZbHSnGlwpxqSmKGsChE9BqcEmdmAxCukstDWKi2nGxRYYI1M4Z6rBmaiLTGadKWx4gt6ZwDqTuMhkXWSq3pVu8GTrPZlcVCbnTMUNfuMQhVYnpWgFSctwUkZQEpJCtBbGU2BI72RKaMZGpjGRuTEdZmX1XukoGGTMKXK1mZ45qLj+1CMNp579bOr5RjO+77Tkxpgtd9d8+yC3++xQGSxGMAlCilGctkRyqR1MSa0VFCsnKEjDiBDCP2YMo3zRWgSREoiQYgQY4pBg1L8bW1/vPSCCSCGMFxYNSstrIILwS5evkaxJBOFVaovm8Gi9NdJgd4sgUor6p4eB/TAYHQZzoeDUA+sUA5aT+b+Cx6UYAfbIB9cMBaTeH7qq15TjWm1YlCmrMK7jjOTCxYQ1TkWwtCWSssXonBnRracgOrMEgeUko1KzYI5IQWlltFZOUAqapiwefXRdnTuNdafr3Gl6dxLnTDVEpnNRWYbofIMnm/Pk6twpjDNe64ijzBFKWicnGRlBSUlGSdBKUqug1EqSlRFaGaGV4LhIBRMWjyWtuymhicGdxaW3pT1N1J7P2JQ25ry+0e2mZQ/emDdie96wTVlDivOGbm3zxYVB625zKY1FkEJJsnKCUjJ6LjbXnNAEZk1SBMd0ZgXBAHYlQiiRCgElIPAmg4F9cDIAN4B//ll/cti6cvkiaOHqXdQfLOYsLBo0Ysz4D59pCIsy2N2czSWCSBmmATQLNIxLEFqs8i9Tebe4unI1Cx/ApDgtwdRS3D/SLqW1IjkUHOxnXUHBQcFBQTUlco092pDZw916Ymb/lYwnv5ZQEqpAxBCKcfbIpqOMGW0lEKGk1FK1WkmyIHopKbWicomLxhrHRWVaPLV1rnSdK51zp3PR2VxcfS62gHVlURY3zFoQrRnWGkAjkJLWKWmmcjWfGijDMoLyrz4kNXKC0kTmWRJbc546+tj6hrhmhuTmxqTmhrSOjoJBiV3nZg5cldpvcXLvBbEdZ2YO2txk7iXGlSpGUDnOymgtbXGyzhSNzS1BMZVar6QZMIjmp60qUgiTfAuXUIEKID+2AGH9hOJWua/C7+oGllWX+3x+bL1rtw1UrdZv2tqhY1cRRBYWDUrPrSeEcYy1Hj156kNs8V66/h0qle2UYpiQomq+wZKfCPXPhVYGMIA5cPmdlQiNnKBqCMQ1QgVBlQgLriUkjOHmtA6OBsMzilZENh4YKlGFSKGackRJEobo/IgWI+UkI8f9ixrBiJGS4ngXeznJaO1RBk+2KbauIbaBIb4hF1OfcWYSJrdKa+LtKvi9Hvy3/MUbHcoItYrSySkKUhtJYySss7GRafqYhvqkZvrEpvqUtuacfmFNxiV2nZPc/fO4LrMi245N6r6g7tAtsFonwgkxSssJitDbYdYE/gjBRH+VPmaxCgcyadW5RSUjOHPDAAAgAElEQVT2ae0h+ytsVRnj4e+069T10uWrBGMsLBqSllNXAmMyiFi8ZBnw3+JFVDFMGR0gbjn53qNKeIE2cPA0AsCLvyrDFRVoTxJoYCnDaDlGhohl1UKE1UNFtaQKiGb1MfnWOv0yBixPLVygUBtrSRWAvpB6q7PRUNwcJSZoBaVVkLSSAs4UOiWtA4FHTmoUFIuanGpHgiYsCTN5YL1VqdUpSFqBU5U++LpAVAViC0Cq0qpOoyS1SlIrwQgZSUpxWkaxmrB4fUyePraeIamVKbObOad/WPNRMR2nuVtPjmw5MbrLTF1cA4EKFqOgg55UEBreKLDKwD5vKwJE+cAhn4/1nf6X2/8wbr1Xh+YRI4Gx4ydO7dqzd9GylWl5DcCQXZ/+g4ANeOB/AnR5oEHwbKxKezjoEOejGmD0VS7+fOQ/RUDagFuVDKNlCEWYIq3ZPVP7LM4ZtlntzggRywQKVagCU+G4Oa2VLbebCCH4U0xBaf3FTf8WNI2CUisoNWjqV9GaQAgGrAh4L1YFBi0Q2wD4wOEoJygZTsgwWk5QmM6odyYYovMMcU2MSW0tdQbaGowIbz4+vOl4d7tpUS1GKwhGjJIi0GsJExKElCHUh04QVeYQAdPiLd3AnI9Q8Slpp38ft0QfdDoIYdKdkHy37J7XWzJizHicNYthav2mrem5DYQq4sOaD8gTP8ATzd/xsy7++gBSfmARlJyk+cAGPk7/6muUgjScMbl1TKcZOUM2RtbvU0sqD1VCAjkmVKCEKSK7aKU1rblAJuFThMq4xSoosFBIq9Tq5CQtB6gitSqKU9I6BaVWqA1gt2ognsBPB195bAGbJxmhlhGVDxKMimIgDacLj+GiMo0x9QwJLbnMQmudoY4GI+2NR0c2HmqIbyCEEDFKSxBarMLBdjERRFbplwdBC1R1Ah2ReGx9ivXEv4lbPLb8tUKYFCGUWIULVFT9pq0vXbpU5i0BorzX6zU6oqrAkccW76XBY0sMU2JYDbp4+dOwCrviOX4AtvxxS4JRIKOU4jTQWuUEqXXleTp8ntpnae2+yxWsWaBQCRVoqAyWInhk44GNxu1Vac0iSMVb2PNhCXT4fCwsqZW0RqHWKzUciFuBC9X4c5A/DQMe9788lVqroLRKDaexR7GuZENUhj6moTm5qyW3yFFvsL3uEDamqYLSijFMgtASiAKlGwGECeGPzF8AAPkfqQxd7yZ8/kXYCoxAgUXo4WMmiGFKpCQ8ienrijeVlJaVlfk9KatyeeC/FYCtD+BFSTB1FWDxEYsnXvw5GBjMwMXHITEMYSZPQvcleSO2Npx4wpzdLlQsEsFoiBQSKCDU7M4asjm+9WQJAgdypkpLMD2kNkKUnypVHpH83lAdSNaqnIN8uOLR5gcWRgPTNlByUKlZFaMnLWF6ZwLnjONiCyy1+5jziqz5Rcb0XuH5fVEtF6qExKrKUVjlu6PwQxckEW/NpUAFcgS4zPuzxUqE/fOP/pPgW5W1Z7dYha8r3gL8IASQf3g6LTefZE1V0AN2RQFsBa5PDzwWJQgdyOIDERZI5HmQfYityke0MpRQqA1pfVZ3WHS19YKbtfutkqC4GEFD5GgtGSRRwvbcjvXGH6SdaVKcBEtN+A17SpoBa4UAu1fSGgWlVZIsgNqHhyAP6ErwMfyD/BIeKaqWoFoZoVXSDKRhlFodY3XrnQmm+MbOlpPs9YdxtXtacotczccgrEMog8UqkpdD/cM8H5AtXoIG4+xChX9EEQQwv9+pEv2EPMD/Blu8aRvQfy9cud67aGBxcfG7kXMVLvYbZtCBeSVAzzsNQoXz+8kC6TyfIQaqD4GSxPsgIwNQRcoJqhJ5lJxkJAgpxcnk7gvaLrzafvG1hpOOwGaXFEOlKCVU4KEKOW6NSS/6MrbNRAmOw1o9ojWjjAVMsMnVDNjTzitYIFxVEn91ZS6p5UVdv2dpQPzjlQgxSspwUoaTMoyWERQoRcgINazVM85ULqFtXMcZrubjDEldIluOD6vTT6HlhEoIFAo/Oo0YiK3APJG3OQX3Q5SfHrb4tKK8vNzn84GxdBFU1dtNrMILiwaVlJZduny1dl5d0fvHXxXKz/MtzubibC7eLQN0Eb53JiI0v0HYv9WtEkx/dVbygAOqvRxXywitFCclCBme3ztv1LaW8y40nHFW68kWIpCMUEsgQiBHFAhuy+6cPnCtxpksw1CYNSF6I2Z0IDozyplwnR1MdVfWmt4FpCrBCVwB+aYW2LdCGp2c1Ehx/6/An+DgRYI/G9aVZUhqGd9+SkKXOY4Gw615PdWRWVxSE4EcE6twCUQJIUQE4WBi8cPZV5AM+gUIORIYtwRyJEQOh8jh9/og/ufeblVWC73D1oeXEissGlTmLSkpvb9w2SpLmFsEkaEwLVRhu/fsey+XVBEBccv9vtfPe7Hto9ji+ftHj8gq0peMoCSkWk5qxBCqdWcl9lzYcNK3zeZeMtXuIIdgOUlLKVqgxEMVCKq3e1qO8zQbI4FRBaVFGCPBmUnOgXEORO9v3g9k6wEx7D2yFfhPvPoAutCq/En4iSNGyzBaglGELYpLbOlsOia+8yxnq+mExQMxxohGg3GjU6BEhTApglEwOiaG0A8DWCC2+Dzx77H193rE/381nyrY+lCUF8MUwRhPnDgB1lRfvny5d9FA0C+/YeMmY7gncDEn0OVBH8T7b9N7oQ4QWPDWV4lbH2KLvx/IveQkOBY1MpRAdObIz4blDCluPP1sXLupUphU0hoppRGjpECJyjFC40yLaj5R7akjUCpUFINozThrxnRmlU4HuqsDD7iPSln8gRiYLQYkreqqL7hSW5FAhIrQayPTTbH59oJh9roDVLSGMkdENB7BRuULlTCo5EiUmJQfS/xYqhiIqnfZohwBfOvTilv8raLire+DuPWuj7Ryqqdn/0FiFd6736ArV654vd6jJ89k5haMGDMe1BYDVVaeb/0Vtvx0HvjooeSH2PrwWKyCLTmpAYUgf+ZPULqEJsnd5+eP/rp2/3WQwQmeoKDUEogIhUklQTHx9SIbDFYyJjlBKigwdKQPzPUCA1KVM5HHFs/cA7PawKKCX9St3EUgQUgJohFBOBNZm4tICWsw1prdXuuI46KyHHV62HMLxTAhgSgRQohgtNJM8L2IFShDvDNFev/rp+h3Wnkrr/xaXkXZEgV4NgMbCCFE41rTtJlzysrKvF6v1+tNy6kbGI0C88T3cpwAyhUonP5XbH20HASSxMAiN2Zyu5qNzhq6sd64fYwnD+zukpBqOUqLUVqMYAijs2d2MGW2keKkFCNAvFEQGj4IVYlYgUjipZAq5c6PvEKE5H81f8sagkkQ2pDc3JzWwRjfHDWF6aJzjZ7axoy2sW0mSgjWP0gMo1WC1t9jqwrOPtG4VXkr/5BvBfJ0nDWm5dTlM8T07Dq79+y7dPkqzpqrnKF/ha33ufy7inWVnPFDSeKjvF5M0FKcluNqBUnLCDWsYQxpbVP7rqo/bk9Yfk+RCpHRWpCvyTBahFByjNDYo8PqFKKWGCmK8G2JAYesRvl+uZBHEg8+wK4C4+h7NBF9h613RoEIJkYwTWQuGZEpx9VSFQqzFtadZs7sYsntJcNZoQqIWxRwGQm0rHmnkX4MW6EKBDCtfw22qmihPAFfuHRZqffeiZOnM3LyA4WrwOf8N2xVyRarlqs/iq0qwn3AkUSBwAOwJSdIOizB03Zq3TG7ErrMEykxGUHJcSBhaBWERoZpIEptiM5zFPSSqTmBApKTGgmKBzKnKkSKV7MCwffuBWC035QAvMLKrRagNup/5SglRmkpTEIaLgTGQhWIUEWJYISNzLAVDLbnFspxVqhAJRAhUlIihBKrSB5b75LBj2EL4Alg65PLEz+4/V3cEkK01+s9ceKE1+st9d5bsHSlKcz9V3YjgfXED7CF8/ASQf5BDPDZBGaLVc5EPja8J80TldyLoGSEWozSmJY15/XIHrGtYPTXSooTQSoZzkpIf+uOitZIcRrR6MPq9rHV7hAiU9QUCaRoVSIlq1zk8SHg+FLPO2CB+FSJLdAYAwD3/q9DgPYYqQoVqGChEjImNU/utTymzVQZxYkhVAAhYLyC36TCe7h9iC0eYQBVIXK4lgwKkcPvPslPIE8sD3wBwDvv4xoERIogcvfeb0QQmZFTF3TNX7lypbBo4Igx440OV5Vo936PDe9dFmhMggcWqgMbIvgH/doj9i508VYl/m8ryZaMUEtxjQTHJSTJubITuyxoOOMsG1s/RCSWUJUjHjilohgpyUgRHNJwsS3HxzQZSJoiagkFQgjx83GSlGG0FCcVlBrsq+J/6Ec5VpXT3M/fA2QU/xP8FUNKgtCgMiuSQ/bczgUTj2QO2gAbwkUyJWhW5qfBeAtTUN6pwrd4YFX59p9/8J8ctnbt2Q1sTo+fONOn/6CLl34suXff6/WC+cTAOMdrEFU4VkB1iPCjiv940L88Fv9KiQgIJ5Qc10pxWoLjOBdpq9Mrf/TepG5f1BKFSDFCRmgVBCOmKDmulpCUHCPFSiVmjmg7ZXeD/qsc2Z2llEaK4JVg1cpxLeijCqRigT+9SnyV/UU/47v/BCGlKMXzdCFMilSILjYnpfviepO+1cfWqyGQAGM3IQxMtjDeZpIXtP6GdQmUaKgS+rdja68pzCOEyfXF26IS0ixh7oVLl5V5Swxhrg/PxCrY+pCZ8Uzlw6PwQ478Ibt/Xwig5LhWhmnAaBDryvO0nfrZ9ONKnTs4pLoMJ8Q4IyPUclwtxTUKglFSnJQgDJ7cxBajoloOS++5MLJub0jDiQlSQpJiXCMnKAnyHosPJFj8a+Yf57FVJSnxPw2jxWilM57KL77LNXpddJ388QfS+q0OUShDZAopiFtK6qNq1ofwCgxd/3pszZg5+5vd+8UIVlg0sLBokAiijWHOE6dOAoZepX/rfe2UFL0vcfnzxL+GVJXP6a9iWCXISBlGyzCNHFdLcJwwhpnTWmUP3dJk2DLKYg+uGSrDAGei5AQlJRmVWo8a7CpSLcM0pN1jSmyU1nshog+T4hopRvh/BEYE6h0gsvJ9ZgA3Vcvn/mOdDiAAOJ+v8M1FIoiUopQUw6UYHt1qbIvZF8JyOgqkEOii4UWHD7FVBWE8tkIVyL8eW574VG/Z/Yyc/PrNWuzZfQCcj2uLt/x/3L13eFz1lQbMPlvAGvVpt/cyM7fX6epyN5gWaiBlQ3bTIMGEjtUsd+NCNbYpodp0ArjQQrFNQtgQG7NsmiWbGpIQQkLH3x9n5upqJIz5vm93vdFzHxhLY1ma+84573nPe84P5eTIeEmsOothR8ZLzOOiV+JzIlYN1GqE7wq/Gfs82FbpBoRI0hyXO8Y7ue+un732vRWPTjv9+/8cmdKIJJswqgnHG1G8laBQXkUlPUYxzQgOZ89Whj6SRD1Kh/0/YwAKRNEJPrMqr8JrOEAQpxtiBFCu+nhlaVRTgmiIJxFRT3eeZhz9XSxTOLKlNRJDg8npIC0ePIAd1ZKY0hI7siV6VFP8s2907cdhh636OPG9c8/3y90oL46O7gfJ9Jx55wd8K+j5TKwTa+AF2Koc+zZB3Jr0M5B3gqAVdOuaMEidRBNGNKJ0E8Y0UyyW6jru3/qGNr787Zt+dentL+aO+fI/NjS1YGwDTkHoasWZFpxsIbhGgm5CyEYEa0bwRhRvqmC0Ip6Fla3GwEVTTYLhxFehjAm8hl9WvVkIuJYjcaoJhcKFbECIKS3RIxsaKGcq7c05qgWpj6KBNzCcGcNLvwFbYYnrqOboUc3/x7F15lnfqQj0cfzylVc8tWPn1JlzNm26q2vWmDkivGtkQs8HrbU4J8mDYKvmqsFWMOMPKlcgdzVhTBOOo1w603VG92Vbp513R/dZw19fvZNWy/UY3kJQjShZ2QpGkq0o3UJQMZKDvx5BiWYMjyAUeGJrsNWEjftkzY895tSoVrvh6rgxDm88pD5JNqF4fRyrfCmK1zW1RjC6IYk2xJGG1njNST6BNB+uHCtXoJ3+HWDrmR3bMTYdieGRBJEtdcCukX0jYz2fcJ14EGyNXUnACn4QbH1W8dVY8TQzzRWBtJIWm1C8GaWaCYLLzT152TMnXfbgUXH81MWPfmPw+kYEg1N9WzAeXBJNBNeMUi0E1YBTTQjZjDIRhGpN4qBuhEBM1VCrGmwFnxmDWvVMV8iSDQm8AaEa43gDQjWjTGOSiiQwUEqnxLBIND4lhtRFCfDLT4qtKeHzz6uJsqLIH57YgoMh4CN87uuk1+jo6INbHkG5NIgxXz3rW7t273l489YwqiJVXX4yH8SYahpuKR4kD9bAK0BYWB2owVw1eMRxrXPu4NavXvHzhtY4Y3WyRmFsgmNCQApXnYEc34jiNdPeFUAjZDiGVXaijD+Ds2JADQ2eVES7alkA2fOzTuwZa/tAHpyspTgmyre0ArwO/cYfdtj67ryLHt68dfPmzSiXjsQp8JTCisr6mt1uuv9Z2Arg1ZikKoXVBDDVcPyacFVTPE5MTM0oFYnG2ezR3pkLT+y/v+vUH/zDEUfUIWjYfxyGVyDJNlaHiMI9n/BzaqSsiT9kQ0igr+FewPTD+jB8cqIZcBJstUwQtP7OsBWJ4QQrPrx56+Yt2xA2NfnRwyFv4MG5fCAUTawWgyVKB0fVRD2p+lV6SkuUK5+cmfFv2S+dd1L/fZjZdmRDpCbH1SAsCFphSNVcQdiryYbjRLhg4UWtYlx5BWo62ZO9ROhEbE0qQBzZHD+qKX5kS/T/PLZgXw3CKQ89vGXLtq0IC1MYtaa/ST02E9Piwfl7DZ7C6AkznslVDBStizYzpROyX1lhf+mC1NSvlb+5ikjnQZEKm7HCeXBi63Bi3oSlKeGfJxzMggUFQNWr3tpxL1F9nAgakbD17hCxNW5uLASvo5qjfw/YqqwViVMYK0P0Qrk0uE8n7rGpzJBFJ3nVKq97jalmsp5PTbqZ+HgiQEGbqGtudo77/okLHuw+ex2Tn8M609KdpzWiJHj9wuipiVJheNVgC0hVzRqL6kVHEnBIHTl+uDfAFgq+v4ZE5ZtMiq2aw4LD/H3y0NUc/TvB1r7RvbdtuvuygQXnzDv/hJNP27Jly8Obt2KsXFMkAt+SdX9SbNVFkTC9DU4MnDhV9v/iaqzqXv/c0DT131d9eeEW79gfdn/nmhinNFFsDSuvqQbCcSj8hHF5OVkZqG8Yb1eEY+tqIFWDLYhewDJhs2vNsa6RkG3rc7EVqA9HNrX+PWBrZGTklZHfjozuHxndv2/fvpHR/aOjo5s2baoRt4K4Jas29PAPJkOEG9iTJbggQkxkZhM/EyDgHxsaZ3974ZcuucPuPcGZ+73siRfWx2MtBBOmR5+FrXA6bqoOhwWtnkgCA7IYGDRqZscDT0fotxv73cOrCWq+FD7CLuwNnJgWx8jW303cOnveBctWrhkZGekfGLpt0927du+peJpnH1/zzIq+pVigKR8itsIy/cQL1jlP/HwgNQUoqcfwfzzyqJ4z5rd9+aKe03/YkES06d+YqFaM3eMkfpAKtLo2DA8A3ZikwnkNInH1d0erwmnYCDlG2IPg2oDUcvxaPFUfh8dcwzg7qimErab44YWtT8efzXmwGbKxrIctuXz1Q1sfRRkpEsNThjf31NMlw69Ji6BviaodvEwHESPCfxd4WHAXazxen8v3g1A0pSXKut2MXtSmnloXizaRTFOi0g0MFubUqJ2f9W0bECKMrUa00mUKDv+NxMJaA1atAclQ4TKmzjQmKxP9DUjtsppJrwh0rye2EZviU5oTRzbGjmyOB2NkMPdQndr6X/UGflFspYxsJEZG4tTSy1du3rINYxU4rTMYIAtI/Zg3sLpu5SAFYy22EiEBIuQTnJTmTwREFTF4E0I2IFQkhjZjeH0i2YBQQTdw0iLgYNgaz+cqCTq0kyeMrTDmgmAW/L5QskB2nhDOsQBkAd+qPAhlw0pObIqHNfoprcn6OPa5x70GH4cdti4dHIRipz6WvG3TnT/euhnlZKgTQ6a/sZ6PoFjBkQ2fJXSF/xgwX4hSQa1ec9drKFcNLWsMvM5JrAnFowgOUz3BV8PsqrHqyhr7J0L/4iQe62TFjBWWGOqrcyWBQFqb66u4qdQB1X0kn6U7BH+s2JpDijy8mCBrBScLR2JoI0pGKe7A54Wr4OOww9bI6P6Nd266tH/g7HkXnHDS6bt373l481aEn7xODLA1JbTf56BX7Y6uiVNAY5hIEkGPZVIu34iS9SgI6HQjSjcgVGBwqMFWA1Jrf60BdBiCYQd2ILKPJ++140zh8Fxf2YVBNiapGiJfA6yJonzNCAZ4nac0JxoSeCvORCkuRvOHfusPO2ztGxndOzoyuu+VkZF9+/a9sm9kdN/I6MNbNgczZMEV6FuRVuSzc+LEGDZhjxK46qruzSA/hj16E1lXNfHhTRjRnKxl7gGjbwjJ6BOxFdSJNQm6Po5BUzxY4jpG88dhi5oQvcYoVw2LD6LUlNBGpABYRzVVpsTClKvytAQGTdIoI7WS7KHf+sMOW0tXrZo669jvnHvh2fPOv2PTxqd2Pr13/yujo/u7Zh1X8woGXD4opw8RWzXwakiQkcS4ib/wnsGaeBacowHzFM1YhXUFeKrRrsbhKeRfCP5KAxIszKGqFSIBa3OaMKKCsLHwRoWT4yQKS/VBY7LSK5v4sowbdq16acIbA6e0JgHQoPEmWLGF5loILsbKUUoYd3P/b3H5+ijeECPqYhRs4aqPU5EYmiv1Vps/Y8+EXjVg6xCy4STwisQCsozBGz288rlhvI++ASHglLzgj/VJtBlnG3CqHqWr5kFq0tDVMGFoO6yBBc8MtLQggNUk5fokCVS9ppM4MXoF2XDiuy7M38e0hpZEEPvr4xispEOFDCYqqKS2MnyMFltpsQZbB/847LD1zI7tFw8OR2J45fSe6vGc9eNNEJATRdUFvnXI2EKDb1Lx01VzUI2OH+bvE0dumjCqEYFDqegGvPK4GaXARzoRYTXYahg/tzMuUQZQTozNKcEPUDlHLV5hY5Pm91A1fZBXoBq3qjVgYN5qTBJwxkeMFhFRwVM6JmtJLgWL6ZoILs5Ih37r/2d2u30Ki0YOHDhw4JPP8QaOjo7etunu+ig6JYbVxfGGWMWDOvGZlTpRsw8hG46V3zVpMdybq0+SEJZqCsMamSAsaY6NpIakrJpmTk0GDJ7TFNp5FJQOgTAGYRJ+mEh12qLqASQbk1SkcnjRWFESHlcJtKtw8RhpRaoHH+FBYRiU2HVRpAmhY7QYpYQEn0ZEJcmlYG0Y5MQWSkpyqUO/9YcdtjZv2dYQR+piZH2cqm5PJCKh0BUc0pkysrLuA7ZqlMBDZPTjgAU3CVA1YeFgY5IIRmQhzgWTXjW6Q/jBpCtDapjZGNqqS2kCnjcWrqrVIrwa8GMHGgrEsAnJsVbQqsmPYZtDJIbCqYBRgk1yKVTIYLKWFDIJPp1gZVjHGmekOJdB+PSh3/rDDlvr1t945je/FUkQdTEyWEUZYCJMKSpcXncmFZonJoIQtiqQDauR9SHfZtAqHpMPAiUsGO0K61WTtpwnXZdVO/M4FrcCIh/sahsrIILkGJrErGyKR8jJ6FetYWviixP+I3gVE6yIiWkibZEZm1IcTDYQUYsyEuyniFJClJESrHzot/6ww9bIvtGnd/4MpjfrYmRYjp80J/KqNTasEnoFD13uCtf5gZlu3CkHIZ0pjJUwtmq1sclsYTVJtjYnThAsxkkSY+uQxlqEIYtHWKafRHyHVFiDLfgOrSQbo3mITFTaoFWXVl3AFirpiKhEKS5KMXDIPOTEw0U7/aLYenjL5pGRkTs23pkxnEgMh+Q4ZfxCG8AEYItTzHFTUF8QW+FYNcZ4qrS6cvvHBPFxPZ/JrwQehJNJsVVTJNbgLKxyBZgOxa0xwh4J7YQanxMnCVo1j4G8N6JkjOYRPh1lpDiXSgoqnjLxlEkpDqU4qKQH2IozQpxLYbKGCpngzn4uwg47bJ1z7gW7du8ZHd07MjJyzrkXYHymMoce6sXC6wt1Iq9aU1pr/biflRlrVqtXv1tVdxgfPMbQMH4tUQ1tDwMrnD0r06chg0OYwtck0JpE2VijmlbBHa5CmhA6Ejpvq/p5rAZME393aCi1kmyCFZNCBpO1OJdCJR1PmahkYLJBpC0ibaGSjslGjJXjjIQKmQSfxmQDE5VDv/WHHba8UpdX6jrnvAt3v/jy3pF9T+3YecIpp/dWz0KPhHQpmKsWNLtuvC3k4Bp9TX1eOXUy1LoO5IB6OJi4CpHGcdtj8IbwtGAoYjUGympobWSw3m1SZSvAdGXOFiFBIw0DKxAdqis5scB4Ux8nQCkNv3NCs2Vjh+JGYmgjSidYOcHKZMaErIen9KSQQUQFETVU0inFIdJWnJEQPk2kDUw28JRJymZSUDHZwEUdbuOhpMXDDluRGA5VIcbKy1etHhkZGR0d3b5zB2CrPjigJYrBXDWvWuF1wgHrmhxYUbSKzrEFlpAZx1GoKvEKl4RwpmtT9YCW2vATlHjVCrHyTJSC+usgUSqsa9RUr6EGFBUUgHVRJOTfghExfGKUakiMmcCCT8YZicyYtGrTukcoNsSnBJ+GqhBP6azukxm7PkkifJpWbUpzibRFZhzg+IRkHPqt/5/Y7VbFVsWb8emBDw8CLJRL9848GphWXRyfNuvoh7Y+Ojo62jPr2AAZ4Zl9XjPCKzFCok7tyz2RxddFK2/rJoQO131NGFW9N0QTRtQn8RaCQYVMK0k3IERjqCHdhFGV3SFJqhHB6pNkE0aBYNGIYHBGEAiPDXjVLI9SDQloFoWaiUmq0gFMYJWTKSqgx4PxjUrDByHgsO1mDAIwGYnh9QmkIYmCo6sRJaMUB28VIOlNGNVCMDGabyV5TDZYM0trPt733dMAACAASURBVJlxyIyNSioiKhCcMNkgMzZrZsmMGWUkPGUymsdoDp7SUUknMzaesmjVPfT7fthha+2GG+F8qN6ZR0diJBxEs3TVqu6ZcyGjBRMZKSsnqq6gGtW4hXxuY7EuisCh36CZ1UUrsQEiU3D6cGO1/dKM03FGakTpOCPhkgoHBTRWjA+V+YgmjKlPonD6XEOCbESwSAKD01BaSbaypxmD5+NwgFQzTrcQVAOCAXbhQVA9gOgQoByOmkJ4uZVkISIivByj+epOB7wJY2I0H2eEBCvHaBEEqhaCiTMSJiqokIrRfIKVMVFJ8GlADJFxiLRNqy6ZsVFJZ3UfLkbzKM2FB7TqMZrP6j6eMhFRx1MmnrIEK3/o9/2ww9bo6N7tO3eMjo6OjOy7Zv2NGcOpi5E9s4/pmTWOb0WCHUlVT/NYj+wz4RUivPEkBABYUgqxpIZuN+N0nBEQPg3iYYzmg8H/KjPDmjCmESWDrfFgmWrG2QSv4CkdldQ4I7VgdBOKNyJYK0FVFEhRi7JC5cQUnGxAsODoshaaa6E5+KdjNJ/kUkk2g4lKUkzBGXfAwZtxuj5JwmF3SS5FyBqEH0TUEryCShUKhckGJDtUUjFZw2SDVl1G8/CURate9bEp2kVa9Tgzzxg+mbHJjMPqWbg4I0dmKloXmXEYzTv0+37YYWvLli31caJnxpz9+/fvHdm3e/fuc8694LL+4ZThhZ8W1IkVT/P4w7Qm0qzqUnU8EsMjCawRxZNiilKsBJ+O0WIzTlc4FkIEh1BEWQGTNQgJzTjZSrLBNptGlGxIoo0I2oiSTRgBvZE4I8W5FCIqlOKyepZSLERKtxBcE0bBOolWkkX4NJG2WN0n0hZwavi7iKhALRbnUkkh00qLSSGDSioqZHBRp1JWjJXrURoUphjNtxAcLuoIn47RPCIqmGwmBRXIeIIfy3F4ykzwCiJqUPoBmCjFoVWX1X1KcciMTSkurXpkxgHpgcyYlOLyZp41s4zhc2YelQxUUuGboJJ+6Pf9sMPW5i2PHhWn6uPY9u3bz553/q7de0ZH94f3ywfhJ/A0T6o7jP2xelAb1H3AQlBJ5cx8yu9kNB+R0i0E1ZCAhMWikopKKog9RNoCytJCMDFabETJSKIatxJoA4I1EnSME0nZxESFzDiMnuWtkux10KqHCpmA68Aphy0Eh4kKntIZzZPsNlrJEmmDzNhkxibSVpzLJAUVERVEVBJ8GpNNqNcSTBqTtRgrt1ACKumopEZZIcmlmIyDiForw8e5FCLqiKgF8MJTJvyXzNigKcC/wmge/FuM5tGqC18KRAcyYyOihqd0wSpwZp7Rs6yRIxUXT1lAueA6jM59PfCFsbVNMtz6KLpx011eqSdt5q5df8Po6CjMYtT0fCTNA75VSYhVBTUsooLE0IxW+CyVgp6GyxoFwS7TqpcUMs04neRS8CXOyPFmXrDLvFWitRyeMqNMKslJSS7VmKyc59tKUAlWRkQNlU1ScXkzj6dMwS7zTgfvdLBGIcErUUpoRPFmnGxl+KSQwTNWglcgN1GKIzptrFHA0ialOGjKwNN2nMsAdMCAQCkunjJbabGFEpJVeQkIeJSRkkIGETXoyQAQARkgSsFFpC0IRcCrAoTBhadMRNTgaaik4ikdPkOpnmAXObPImXnBLhIZh9F8SnEQUYMnHPp9P+ywtWzlqs1bttVH8XPOveB7511cF8dThrd9x7OR8TYb6FUHHpuw9AAwasHY+iRZnyRbSR4VMvAmpjRXtMqskePMPG8VODMP72wy4/BmXnTaJLddcjtFp0Nwu+GS/KmM2c4aOUw2YrSICVqCTxNpg3enpnLTBbssuZ1C9eLMouh0YCkLbHQtBBOj2QSfZo0ca+QIxSYyDmcWObNIqR5j+ETaxmQDkXVa9wAKoTAD4rhKpC1E1EjVYfSsYJdZPQvhDXIfiJ+U4nBGDn5HCLcBnYIGTgApkK+ItIWlK7ENT+kJPh1lJERUiLQFP6rolHirxFsFRs8CLuGrMVY+cPj0fA58QWz55d59I6Pds48/4ZQvP7hlaySG10fxOzbeWeNpDno+gC2QEhqTRAvBwPueTOmwEpLRPNEu8lZBsMui38E5ZcYq8m6b6LTxVoE1s6yZFZ2S6HSIdpfgdgtuD+90C26P4PbwXreYP0HOHytlpzFmGe4ureUEu10snyTl5nJOmXe6OKeb96dxdjtnZHmrhEo6nlZjrJwUMkkxhYiKYJY4s8joWc5ul7PTWKsDSZuc4bFKFuEUWnVZMwsxJsErlOJisklmHM7IckaWM3JYyuLMPGvkRKeN1fJkxoYwQ6sutGhY3WeNHKNnad3DMxaQcd7Mc0YWwAShC/4KaA2obELqxGStiWRaGR6TNVb3BbvIWwVa8+FfZAwfkdWkoALliv239qoPPd3CxyefHjjwyaefHPj4008++uRTANhHB9dOz553frbUleRSo6P7e2fOqY9TZ887v2fWsUGtF/AtWfdl1W5EsEru4KSkkIGYJJglxiqydkmwy6LTxtol0esR3G7B6mSdTt5tE50Owe0Rs72S28lbJdYu8E6X4Hby7lTJ6Zay01JeL++2CdnpqfxJYm6G4E1LZY8W3E7ebRPcHsmbzhoFwSwxhs/oWcHtpHWP1fKcmcdTJpE24lyGzNhgVsFTJmcWWatNcDsFu53MOElBZXUflXREsUV/JqW5pOpweoFM6XjaBrkcoMAaOTxjiW6R1nzeKolOG635jJ5l9Cyj+ZyRo1WP1bOsmYV4TGkupbmskeOtEjSeyYxNqy6RtqBdCBcmm9A0jDJSM8mjksponmAVBLvMmXlG83gzR6suqTpJQU3waVzKoJIao8VDv/X/v8UtUN8n+fyBCrYOfFo5+/XAgY8m9TVU1MIYURcjQfxcunLNMzu2d88+9o6Nd4O+FX4m1Imy7jbjNBTYqKQymi+57aLTJthlwWsX3G7J7RSdNshuvNMluz2iP1X0uir0yO8V/em81825bbI9VXA7hex0yZ8jZmfBcwS/R/BmiNleOTtN8qdC6BLsdlrLATvGUxZnFgW7zGger/mckSXSBiqpCV7BRT3BpxN8OsErrJ6lVI9SPTRlVEmViaUsyZ8j+7NYowD8htGcpKDiKZDLFUpxQBNnDJ/WfM4s8laJNXK8VeCMnGAVWD1LKa5olXmrwFsl0ekAJscaBUr1IGgleAXyWkDFUEmnFBck+BgrkxmTSFuM5vNmnjVyoMVXQl3GwmQDERVcUsHOdeiQ+B/xNH/8yceffnTgk08/+vjTjz74+OOP3jtI0KqsrInjU2KY39a5d2QfHJAxsZ8IdaLi5pNcijF8WvfIjA2vr+S2i05J8NpFr0d2ewW7XfR6pOw03usUvR7R7xCdDt7pELO9vNsj+tOF3Fwhd6yQm8sVjhPzx4n+TM5uF+x2zimzRo41CpxT5K02wS4Tis3oeVbP0rpHKS6e0omUK1rlqtjoQMJCJZWUTZRXk0IGBC1QBKDBgkhpRFRQyeCtEsQ/0Wlj9Dxn5vG0DR2YpKAGHBwIE+RE3ipRqsebeVbPArZYPcuZeQhpgt3OWyXeKnFmEUtZAJrwBT8D6CCgkZIZG1InrXq8UQSVK0z+IM7Bu+V/v1cNMeyTTz75+OOPPznw6acffvThxx989MGH773/8QfvffjXv/35INhC+PQPzj3vhFO+jLFyfRT96lnfeeHF/4SDWCbWiaLqGoUOIm1BzczoWcFuF+x2YOWcmeecsuB2s1Yb55QFv0f0p4r+VMHt5p1uwesVc9NEp010SkL+aMGfKbadznd+WXB7BLdbdNoEs0QZWUqxWD1Lqg6etiHL8GaOM3K80yE6HWTGhpSEpU1KqSQgiAdBbQUowVMWo3mgaoJjGJUM1igQGY1Ka4JdhnKMVFxMVOKMECQyKlUp9yjVE+wyb+bhm1OKw+pZRvMYw6dUj7dKgl2mNZ9UHd7Oc1YOTRmAIc7IQn0Aohc0pCHowgVyF6tnRbsouWVaq2ALUAXKFgRaUjb/d7AFeAJIffzxxx9++OEHH3zw/ocffPDXv737t7+88/af//T2u++8/Zffv/XaQbC1bv2No6P7947+7sXdL7vlrvooflScDJTP4GDOQIOw2qbSmk8qLp62ac0X7LLktgt2UbS7OLPMWwXOKXJOmbHyvNMh+XMYuyS4PaI7Tcz28rlZoj+TdzoEr1f0eoT8bD43Q7DycnYa55Q5I8upHqv7vJmHt7VoFwE6tOryZgdrFOBtnRTUpJAh0jaj+YyeFZ0SJDL4KtxgUnF5qwCFITwfCr0oI5GySakePJnRswinIJzCGTnIYqRsgo4AAAIZAu49hE8gfKyRo1QPauEgigdArwY/B34AyJXA5wBDrO6LdhH0F0w2iXRFs8BkDRFB6FfxlBn4IP7bsRXEpwBSH330UQVS77//t7/97d133/3Tn99++60/vPnWG6/uf2Xf/lf3j77y69/850GwtW9k9LL+4WUr14yM7OuZdWykFUsZHiTKcNwKNAi3cybIMJAjRKfEWTlG8wW7LFidUoV6d1aSoD+d1h0IOYLXLhaPkzvOEHJzpewsuXQa53YJbrfs9ghuN646rJFjdV8wS0GQoBQnKWSA2CGiFuclGDWGLiHCp3FRJzIOpXpkZkwQAikBlDC4Z1CdQSsmxmYw2YjxEpbWsZRFaW6CTxNpC+ITFAS06rG6X9Ez9SygARg9cC/eKnFmHn5O3szDvwJEHkJpkFWBhEFQZDQvjDx4csXvkLZQScclFRVSqJBBJRU++d/rgwjjaSw4vf9+AKZ33nnn7bff/sMf/vDmm2++/vrro/v3jf72d//165dfenHPrt17fvH8C8/9fGck8ZlcfvPWLZEYCrVh78y5kRi5a9culBcnDN/hkuGLqpvrPVp0SpTqiXZRMEusmaU0m1FznFMUnQ7J6YYMKDodnFPmnG7OzLNWG2vkBLssZmeJ5ZPEwolS7mi581/F7BwpO4szy4RkUJorue28neeMHCJq0JOJM1KMFuOMlORSLQTVhOMNCBEsxm0l2RaCizJSUlABhVAhUooTZSQsbWJpM1CYaNWFCS0gZ60MT6kGnrLIjJ2U0pCkQAcXrAKj+ayR46wco2chiBKKHUCKM/OcXhDsMmvkaNWjVQ80fVp1AZQQnAjFZo0crfnQ7QmwBbwK0l/QGoLsmeRS0OQmMyajeaTiEmnrvxFbkO8gPgGe/vrXv7777rtvv/32H//4x9///vevv/76/v379+7d++tf//rll1/+5a4XX/j58zt/uuOZp5984idPbdvyyGOPb510Jgyu3bv3AJc/e975U2cdWxfHz553QWVRZTUngoIqGb6guV7nHEr1SNXhjSKrFSnN5SxfMNt4p0Ny23mng/e6eadDdEqsXRL96ZLbzlhF4MWc2yF4M1LZL/H5uXxuluD1ClYnIqVRXmT0LJXxKcUiM3ZSUJtxuhknm1GmGaWacLwZZ8NW1WqHm2jG6SgrIKKCyVqME6OsQMomIRkInwaRFtIQSKNkxkElg8yYcS6DCTpkH4RT4lyKTtvQCqQUB5QFzszTukfrHqv7kAd5qyDYRc7MA7XnrTZGz4KsQKQtMmMyhs8aBZASiLRFZBygpJTiAM2iFJdSKsoq6K6M5lWU1ZRFZmyEU1AhU+kzqg7EvEPZjjSGrUA+qPkLn1Y/IEp99NFHH3300XvvvRfEpz/96U9/+MMf3njjjddee+2VfftHfrf3N7/69X/ueWn3L3e98B+/eO6nP3vmqacff+ypxzZv3bLl4Qfuu/+ee+67c+Ndm+68rYokFArDhlhlSiwSQzdtvOcr3/h2XRw959wLwMiV4JVndmyvCVpB3Mp2zkQllVRc0WljNJ/WfNDTeadDcrpFr0f0p/JeN+d1C/5MxmynVVsw20SvR8rNFbPdojdbKpwo5mbgkspoDkjnrJFjNC/OCK0km2DlGM03YVQzzkYpAU7KaKiu8m4l2WaUqsi2GN1K8glWTPBKnMtEKa4JI2Kc2EJzMVpMCpmEmCEVl9H8CrNO2wkxgwk6ImrgR4jRfJQSyIxN6w6oKnjKQiWVNXKi1c7qPqV6tGZyTpk1CrzTxVsFVnEZPcsYPq26nJGtKiM+rdqU4jKaz2g+kTYYzQMuRasepbis7vJWKdDcadUl0pWAiskmJhtQlyTFFKW4jOYhosboeVA3Dj0MHRGGVA2YwinvvffeC+PpzTfffO211/bt2/e73/3uv/7rv1566aUX/uMXzz/385/ufPaZp55+4rHHH9m6bfNDDz9w3/13333vXbfdceutN994/Q0bNtxw3bXrrr9hbaA1QIiqjyWrfj3qa9/41u4XX8IZ4XvnXtgz69j6KF4fS65bf32w2y1o+4Cn2WnrwWQDFCYwigQdGNFpk/xuKTtN9HoEtyeVm45nDEbPC263lJsr54/lvU4pO0vypktuJyIqlOLwVknyu2Wvi8w4laYNK4M9ASwrqKTGuVQryYPsTqb0JJeCrd0whhVj5RgtgpmisXKsBtFCcFFKiHMpRs9yRg4UcCJtA3ujVVd22inFbSXZJJcKXHtkxibSNp6xKNWTnU7eKrBGjjNAYCuLTgdr5Bg9z1sFSnGItM3qWUiaQOGJtIWn7YCqQyUIvSDezLFGDgoO4IXg+4N2JDSzUcnAUzpn5JKCiskmZ7dLbidjFQ8xaI2LW4Fq8NFHH9XgCfLdm2+++eqrr+7btw/y3UsvvbRr167nn39+586dTz/99OOPPjaGpzvv2nj7HbfdcutNN9y4fv31N6xdd+21V69ZvXLVqjUrV1x+1dWrxrDVitTHifooWh8nIFHWx7FndmzfvGXb2vU3dc06DvZBnD3vgu6Zx9VoEIAtu9xNKY7ktvNWidWz0GNmjRznlAW7LPndoj9dys4QvF7B7ebMvOT3CtmpUm6u4PawdkFwu0EPo1UXgp/kdjJ6HnpnCVYOBqqgBOPMPKP5qKTDLeGMLGQcRFTiXAoTlaSQAetLCwFncFItRMXfF+dSgpUn0laCT7O6j6csTNAwWSNVR7SLiKi10iIuqZigxblMjJUx2SDSNq17eNoW7Io6KthlwWyrqlllzm4X7SKjeYyeZY0Ca+REu0gpFg2cXXEZzaMyPqtnAV4Q3hg1x2h+oKNisgEUDX6pavGrUYpDKW6CT9NaTnC7Bbtd8Nq/QNyC4AQfAR//85///Kc//emtt956/fXXX331VeBPv/rVr1566aVdL/zyF8//x093Prv96Wd+8vgTj2575OEHH3rgvvvvuevuTXdsvPXmW2664cYN69Zfd+3aa666+orVa1atWnPFipUrLl+ydMmiJUuWLF64aMXli6uzUDA9h51z3sX1UbwuitXF8bo4nit3whk+lw0sQDm5Pk7cfuc9PbOOj4xfAw7Yctt7oc3MGjnezINsSGmuYBUEq1Nwu0V/qpSdJeWnc16P5M+R/F4hf7ToT6cUB5RGDvp0uk9rvuiUWCOHiEpCkKOsgMkGb+cZzQd1itGzkBcC5gvFGm8VaNVDJQMRdVTIIKIW48QmjAA8xbkUTCfHuVQgQOApk1Jc8IK20mKcS7WSLMLLCJ+O0WIryTaTfJQSMEED+YPVs4zmC3ZRdNpEqwzNUNEp8U4Hb+bB01HBn5mvsHgzK1RglxedNngM2GKNAhD2QCMNIFXVeGGezEIlg0gbgt0OFTTvtn0BbL3//vt//etf//KXv0C+e+utt954441XXnlldHT0t7/97csvv7xnz55wfArwdP+999216c6Nt99xy49uBjxde/U1V11x5ZpVq1euuHzFsuXLlixdvHDRkiXLlg0PDy8cGF4wODy0YGhgcNHiwRB5J+vjxMi+0ad27Jw2e26kFauL43Ux8viTT3/xxRf3je7dOzryzPad+0b3yrofHsSLVP3yua5Zkt3GmUVa93gzV+2ceKzuy26v6PVKuS4x2ytlZ8i5maI3W/R65MLJvNuDpjTZn0EqboLlISxxRhZq8igrtJJ0K8kCeqCvAoQXmi3QAueMHLBj3ipwRhYRtVZaRjk5RotNGNWI4tGq4woTlVZaTAhynJESrBxnpASvgNzQgtGNSaIJo1oIKkbzYIZuISonpccZKSjcKMUV7CJvlQS7XXA7oWcq2O2iVeadLt7pgGAGkRVa16JTIlWHM/OC3Z7yu6GZDf3WijFEcaBYgdRMpC1KcaGbWTXtGKRqiXYX73Sk/G7K+CKe5nfeeaeGP/3qV7/as2fPrhd++R8/f/7ZHTufeerpnzz+xCNbtz304wfvv/c+iE+3/OjmG6+/Yf1169Zecy3gafXKVSuWLV++dNmyJUuXLFq8ZNHixQsXLRpeODy8aGF//+DAZQv6LxsaGBweGFy0eLASe6onlO7evXvfvn0jIyPXrduQ1u1IgqiLUX65+46Nd46Ojo6O7r1t092wdCR8AbYKPUen3A5K9Yi0AXYAgAImG7zbJrjdnFMWvHbe6ZacbpC4oKvDWyXJ740zUkMcidMpIm1B6wPl1VaSh9KPVl3BLHFGjtF8zshWabJLZmzQ0iBMAg3CZK2RoOOM1IozMZLDJTUwsCeFTCvDtzJ8K8mDvR0RNVr34lwqEk/C7hDYRxIcB9SM01GCjdE8k3Ew2UjwabA28FaJd7p4p4s2c4LZJphtktsp+VMBW6BEgDbBGgVGq6hiktvJmx2cmeesHGvkBLsIbxVoAUEqhCKRN/PgEIQ/Qnkkuz2CXWb0/Bfj8q+++irkuz179rzwwgvPPffczp07n3zyyccffWzblq0P/fjB++65965Nd95x2+0/uvGm69dvuHH9hg1rr1t71dVXr7niipWrVq+4/PKly1YsWbps0eLFC4bhWjS0ILiGhoaHL72sb/7FQ32X9s/vW9A/MLywPxLDI4nKmE0kRp5z7gXTZh7z1I6dI/v2vvjiS2fPu6A+itfFoWno9s6cg/LqRF0e/PJ+92zezMMEMFAiQrGJtE2kbcbKSW7nWAvIyPFWSfSnC36P5E+VvS7WyDXjbHOSBhmJVl2ET7cQHJzsGqWEikmw4gvIMxoMKbiM5lVMO05HtYVXAHhBoGL1rOi0JQU1SgngXY5SXDNO1yfxJoxB5Qwi67TqJlixCa2SyATWSrKYmG4hmCakMoUWo3lG8xO8gsmaaEF52CH5U1mrjdQ93uwQ7LLodYleD2e3V/2MFZ8MZ+SItM2bec7Mi04bpXrgEqsEWivH6n6of6BXu0A+Jhu06nFGjjF83gJu18EYPp6yJLf8BbD18ssv//KXv3zuuee2b9/+xBNPbNu27aGHHrr33nuDfHfDhuvXX7fu2quvuXLNFatXrrpi5ao1l69ctXwFQGr54iVLhhcCpIYHBuFa0D8w1NcP10Df4PCllw30Xzo8MH9wft/CwaEli4eqlgesPopG4lQkhtbFyPo4cfa8C3bv3jO675Xt27f3zD46EiPr4nhjKx6epAjqRIhbdvs0qKqItEWkbUKxCcUkM7ZgeKLTJjk9YA2Q3DKpOrzTwZkVbyDndgh+F8KnoySNyBlWyxNpK0pxzXhlzJVIW6LTBg5MyIAcCJiGD6Y51i4JbmdFyrc6eatNdDoEu8w5RcnvlZxuQrEpzaUUN84IrTgD21DjjICllKSkYbKBsFKU4iIJoi6ebMZJ8M4343QTQkKZmeRStOrF+AylWBXy7nYJXi9r5DjLF70ewS5zbgdnFjmnDOGK0fNgrYZyjzfzolWGybBgJJ81CqyZ5a0CJoP7VCMzJiJqIEmwui/ZbYLdzpl5weoU7HbBLieFDPRtx+PnYDubj/jF8y9sf3rHo9seeejHD957z10b77jl1ltuvOnG9Tesu27dNVdfc8WVV65aXQlOi5cvX7RiyfDCpQsXLRleuGR44aKhBQsHhwJIhVG1oH9gQf/A8MDgYP/AgvnzBwYvHe7r6+vrGx4YXLxoKEy2IjE0kiCCibyUkb12/Q379u0bHd177fobJMOFhTY1wAr6iW57L/S/Km0NPQtNX1b3BbeTt0qCWeKtEq07tO7xTgfUcYSscUZW9jrQlNFCMFGMSdASwsswCdiIkjFaZDRfdDp4MwffEKxUrF3inQ7R6+WMHGMVea+Td7pEpwMinOB2irlpvNcpO52S3cFYRcmfKngz4rzUiLMJhqv0ffk0ntIh08Fqq2acbiXpZpRqiGH1sWQTQsZovoVgwEkBcYsz8yAIc3Y7Z+VEp413OkS7IJkFxiqyTqdolQWrAFoXpbiU5jKaByUzp1ZSOaV6RMbhNIdULVb3EVFPiBlStijFwdMuKqms4gpWQfB7BL9LsMusXRKsAqVmW2kZXGIHwDf1ecA6cODAETu3P/votsceuO/+TXdsvPlHN25Yf92111xx1ZWrrlh5+eoVy4N8t2R44eKhRYuHFgXJDlAFAIL/woOaK8DWgv6+vr6+Bf0DixYOjgElQURi+NxTzvBKXRC9IBX2zjz6me079+3bt3v3nnPmnd8z+5iuWcfVnBUF2PLapwNXgHYYo4GK43JGjnPKpOpQilthIWaeUOxmim2lRRDKibSdFNQGhKiPojCmEWz4xCWVNXKC2wl6N5G28JQF9gcpO0PKzRbsMnj9WLtE6x5r5ESng7M7hexU0esV7DLvlgS3UyqeKuVmo5LajNMYnwGrPji3UDmTYNIVVYwW65P4UdFkE0LHKTFGi80kH6U4WAQC6jlrFKAxylh5zsgKeo5zypzdzlttFY3eboceaKVdrXpE2uKMHKvlOcOjrSJnOrTqEhmHVTxSNvGMhYgakTbwlMUaJVr1UNkER66YmwG/u2S34RkrRouopEtumVDsELY+Lyduf3rH1s3b7rnr7lt+dPP6dWuvvuqK1asuX7F86dIli4CML1wwPDy0YHhowYLB4eGhhWEM1YSoGlTBMwcGarG1cHigIoEmiCkxcWKAvgAAIABJREFUrD5O3Lbp7pF9ow9ueSRjePUJpC5KROJ0JIafM+/83bv37B/dNzq6NzznEz4/0WufDk0JIJ5VZ1KWM/OcWYRaWnI7wWmO8HKUkVBJDTa0tJI87DttQAgYD2wleVgVxJlF3uni7HbG8MmMSasuq2cFt5N3e3h/Gu90CG4373SJThs4EWSvCyo4we0W7DJj5QW3UyidIfpTKcVtxukowSOihsgqnrKwlIUKqVacayXZVpKOUkITwbXQHC6ptOphaROVjDgvNZN8jJUFs8TqWc4s8m4bZxYZK8+ZRcEqSE7F0i7YRd7pIJUKHYTWKqP5tO4xVpHRfNFpk/NzWD0LYgqesSjFSUoambHpjIlKOlj4BauTczsEv0fy57B2SXK6easQ5zKkbMluWXRKSLVXfUg9n2d3/PTRbY/dd8+9t91y6/rr1l115ZpVK1csW7p40fDC4aEFCwaHhgYGB/sHBvr6++f3DVSRFECqBlVh5MGD/v7+ocsuC7A1PDAIcStS3TRZH0VHR/f39Q8+tHXbOedeAOp8XYyE89xShrd2/U0jo/u7Z84N8maFb+m+qLpe+wzOyIIwwxlZYK+8mac0l9WzYPgU7DKWNhNMOsmIeMpkzSyeslppuSEJ213whgSeYGWkMpKgAYwq1b5dZPQ8qVqs6XFmEbpJIJuJXq/kdIOqJNhFGI/hjTLndlT0J2+2WDhRcjsFuxinUw1JNMbKcV4CuTLJpUBliFIcTIsAreaMnGAXOSOXFDKNKE1mTPBisBV1tCB47YLfI3pdslWEtFVRQzIOq/u0mU353ZxTZqwc75Y4s8hpFpn28LQPzRxGsQjN4902SnE4w2MzDqHYRNoA+sjZ7UJ2umh1ck5Z8LsYq4iIStqfKjklIuOgqS/ig9j1wi93bt+xbcvWe+++55Yf3bxu7XVXrrni8uUrlixaDNgKgNV32fy+y+YHJL0GWMHn4UvB5/v6+mqwtXDRmL5VH8UjMfShrY9GKqu2ag4RwadEiUgMP3veBTX7IOrjRNrMCYqT65ol2kWQ+4BxC3aZ1X0ibbCqHecyYACPskIjSiZoiTUKktvOGoU4nYrEk3CaSyNKgmgZo0Vo5VY9LXnBLgpmG6NnGcMV3G7Jmy75U6XsNCk3W/Sn8laJ1j3BLgpeO+908FYbb+ahByD4PWL+BN7tEdxOwe8iVSdGi5isoZJKyApI+aikglYJPgWqOpwDQiiZMVtpkTdzglkC+YO3SrLTyTlF0esB3LNuN+91c6on6FmQSygjL9kdpOowisWkTVrzBa9sdB2vdx4DqgQl67xV4ux2JuOwZlb0p1KqR2dMzixSRlb0ekWvi9V90WmT8tOojE8pruh3EGkbVP5K0Pr0EPZv/fbXv9n9y13P7tj52COPPnDf/bffetv16zdcfeVVqy5fvWzJ8kXDC8eFrr7LBuf31cBr4uPwEyBu9Q9cMklOjIHpD71t052wJTC0t6gyyZNt64m0It0z54ZzYkOCBP+WoDiFnjmCVSAzld6cZLcJdpnM2GjKgL2dktvOGrkYzTbjNCZooEiJdjFGyTDVCIvUo5QQGox2WN2t8HczyxtFkLV4p0POzRTyR4uFY4TsVCk7jbfaGMMXnRLvdMvZaYLbyZs+Z5YFt1vMzhG8aZyRFbxeMdsreO2cXhDsdtYogEwF/newwIMKJTptglWoYMvtZDQvKai06vFWidJcRs9C0VABvVninLLolJiMy2p50Z/KGjlS8YXsVFLSCFmj1KyU62k/7dzTzl/3zeX3fWPpvf7sf6WNNlq1RbtAqx6eMnm3RyyfSEgGo/mk4rJWm+j18FaBtwqiP5W1S5hsClaBVC1MNjgjR2bsENv6PC7/xmuvj/xu73/ueen5537+1E+e3vzQlrs23X3zTbesW7v+yjVXrVi2fMmixQsXDC8YHBoc6Bvon18DnRps1SAsjK2hvvlhbIF2Cg927NhRiUmx5FFxEuJZfRTvnXn0rt17MoZT48kB8MEsRrZzJnihYDqUN/O05gNZjlICmTF5t41WvSjBJtkMzEhRikum9CaMgeVbsPglKahE2kgKmSgjgROhYoHSKyYnRvM4syzlpgrZ6WLhGD7bJedmytlpMEoEM2ei10WkbVxSRavMuz28UeStguhOk7LTpOwsOTtVzh8jZWcJ3jRIqSBNQUHAOx2y18WZeVrzwXkGW9eAL8KsG6ghlOqBJVC0ypxZlHPT5fwxXG6O4PXO/vpA91f6WijBmXrScedecdbie85b+/QlG372/asf+8E1j7ed8B0s5eEpE0ubhKxRipPKz6GcqYio0JovuD2S38uaWUbPil6PlJ2FyhlaywlWFpV0TABns/YF5qrffecvf/j9W6/uf+W3v/7N7l+++OyOnz72yOM/vv/BjbffddMNP7rmqqtXXb6ygrDhoQVD49hVDeuqUbbg8zXYGh4YrGILnRLDQILftOmunlnH1sXxiqAVRRtixFFxMpIglq9YvXHTPQHTCq8/hVkMs9wL28kSfJrJOJTi4hkLpB1c1HmrwDllRNQaEjgpW5JbZs0skTZaCKoJqazObiVpQlYYzYPdQElBZQwfZl0oxeWMrGCWWN3nrZLs9opeF+eUU+5MITtdyoIlugvkAN7pErO9YMmS7DbOKYtWO5/tkPypcu44KXus6E8V8kcL+S8J+aPF/Amp3DGC1y64PYLXztntkt/LOx2cWawUBFYnNLxxSZXstmB4lVY93iowdhtvtYl2secrP/xy3+1tJ/2QNjtmfWN4/i3PnXbpDQlemftvAxdv2PmDK7Z+bfDW6V+70O09xek9hTVyCYqlUwaluWjKYHVf9HpY1cZkg7ULUuF4zu5kFIvWPTE7i9ZyjObLXheh2HjKQoUMGO0PVOvEz4XYEe+9995f//rXt99++4033hgdHX355Zd//vOfP/XUU5s3b7777rtvvfmWDevWX3XFlStXXL508ZKFC4bDmtakIBsaz/f7++cP9w309/cv6B/o67tsqO/ShcP94/xbUezseRdcu+GmSq+wao1viGF1MRJj5We27zzzm9+KhCZ8IjG8IUYAl7fL3UTabiV50OVxUQe5C0/pZMaR3E7WKDSRTAQlwCtHZpw4I9UnUTi0vAmjcEmlFJfJOAibitEijDywepbM2Izh80ZRcro5pyB6PakcWAvzotcr5+cI7izR6+HcDsnpltxOsXCMkJ3OmWXebRPMNs4pp+wS73Tw3oxU7lguf7KcnSt4M/jCKWL7qVzhS2JuGu+2cU5RtMq81y37MwS3WzBLrNPOe92cWWzB6Bgr03aO0lxCMVPFGd7UkwW3kzZKgtspujM4K3fqxeuG7vzNcd9fiQnaGZdcc+l1PznpgmubEXzud4YuWffkVy6+Fhf1+tbWI+ubmmJJcN8zmseZRSRtsnaJUrPQqZScbsFuZ3WwE3YIVgGiF6XZpGxiaTMpaGTG+WI7ksBU895770Fj8bXXXvvNb36ze/funTt3PvbYYz++/4FNd2y88fob1l5z7RWr11y+fAX0dhYODi0cHAqiVJiETYhbn42tVgQyY8rwRkb3n3jK6aBv1UWRSIIAT0RdHJ82+5iHt2wOGwODWQxRdd22aXjKhMkZ6ATjKQtPmVFKQESNM/NRSqhP4oioQGrDM1YDQsEZEHFGQHiZVm0yY8couQmjkpxEaznZ62A0j1ZtyEGVDp3dLno9wI0kb7qUmy24PaLdJfhdUnaWmJ0l5U8SvR7Z7RG9Hs7I8U6XaHdXKsrcNLF4PJc9TvSnC8XT+J6v88UTBbeH1bOUmpe9Lt5qowxftLs5t0PwpqXcLjJjE3rupPOunvvd5XTGTOV6v7X84e+v2957xiVExuGdDsGbRqvu8d9bfNGGJ7907qrGJHXGhVdddt2jp16wtq4pfvy3F/St+8mcf1twxBH/1IqRZmmm3XWsYOWrbQafVHzWzEKXmjPzolOiNZ81crLXJbmdmGzwVoFUfJgxITIOnjJB4jlw6P6twFMKhog///nPb7755ujo6K9+9asXXnjhmWee2bZlKygU16/fcM1VV1+xctXKZcuXLVq8dOGiRUMLwqlwonAaxtbwwGAYW5WTVKq7vldcvmrXrl1eqWt8tVjh9dt3PFsfxwJRPpwTnfLUpJAhMzbCpxsQIs6loAUUp0Q8ZdK6VxdHE7TEGVlU0hnFwtJ6JEHUtSQbEniSSwGpSoqpZpxNsCIma9CBBs2MAylSsXirjXPKvNMBJgLJ7+XsdtEpCXY753YI2amCP1PKHsu7bZLVLXjtrO5ybpvg9cruNMkp8VabVDg+VThO8GcK3vF09hjKnsP6Jyq9Z2S6ThfcTtnr0rtONaedwpsdUm62mO0l5LTgd/Xd8eJ5G57DlVxuxmkXrX/mh9du+f6Kh9yZJ5FKTnZ7KMU57tv9/Tc9c9IP10xpiX3lojX967aecfF1kVbktHOW91/3yMnnrug8/t+/NXRd3/pHz1pwM6F5eNrmVI+EDSJpLcGKmGyITqW3DaPCnF5AJZXRswleSfBpSnHJjAP2r6SgfgFswf8+/fRTCGDvv//+X/7ylz/+8Y9vvPHG7373uxdffPFnP/vZTx5/4uEHH7pz46abb/rR9detu+aKK1evuHzFkqVLhhdCfhzq66/p/IT0rc/AVhwyIAqhC2PlXbv37Nq9J1vqqPqbK0f61MXISweGu2fODa9qDuKWnm2L0Tyluc0o1ZgkYHkGKulE2mD0LKW5UYoDLbSFkoi0FWWkSAyNxJMtBAOMChG1FppL8GmwsYNLB+axwAfB6j5MPopOB2fleKvEmllouolOG+90AW0S3Wm80wETs4Jd5uxO2ihRShGTNVbPCm0nSdlpvN/L2j2Z/OzSifOOn7f+6ys2nzlwu+hPn3VW/3nrdnx9yX1qxymElqXNbJyXeKv0gysePveqR8i0V5px+iXrn5i3+qELr97yr/3XG13Hk6rDqd7x/9532fWPnXHxdVOi8a9fetXg+s1fufjauihy5rzLL77qgXmXb1x22zMLNjxywco7T/r+kiaETLAyp3q0mSPSFiYquKTSqktrPqPnJbeTd7oIxWYyPp7SiYyDcJVVXlTKolUXEbU4lwkAc6jYCj4++eSTDz744G9/+9s777zz+9//fv/+/RDAdm7f8ei2R358/wMbb7/jxutvuPbqa9asWr1i2fLFCxcNDy0YrHJ5uMLq12dhq+aqi5FeqQscNWfPuyASQ8HIBclx/uAQzOxXD6vBgn0QKcNrRilUUutiiTglkqqDSiqtejD0Asu0YAVNK8nSqtuEMVNak/VJHMI+JhuttEimdDD70qrH6EXJbWcMn1BsSnE4vcCbeUpxRbtL9joEu8jpBUqD+jEr2EXZ6eatAmywgf0AsCGN0wuZwkxn2plm76mM3UGkbdbIuTO/dvTZK86Yf9MPrnn8ouufPX/tk+esfVrOTvvqxesuXv/kJWsfOfm8K1mjEGeEBJMWnbbzrnrwwut+QmSyhZmnXnb9E99detf319xzydrHzrjkmlRxRpziT/x239CNj581f/1RLYmvXbR6aN1DX7vk6n9qbP7qhasuWfvQuctvPeGcRc60M2m1HOO0KY0tpGTwZp7WHUzQErwKLmdMNsGIVplxFQ0ibSCihvIqnjKTkkLKJiqpMTaNydoXwFZgaK4JYO998P677777pz/96Y033ti7d+9LL730/HM/f/rJp7Zu3nLv3ffcevMtIIOtXrlq2ZKli4YXLhwcGB7oX9DfN9Q3H64F/X0L+vsAWwMDAwsHh/r75w/1XTq8oA/yHSTEQImIxPATTvnyiy++NDo6un3Hs18961uN0WR9FMVYedeuXd2zj53YTxRVV9TM+jgWZ4T6BIIKGTJTma/izCIqZJpQPM4IcTrVkMBbcJJUdNinnRRUwS7SutfKsFFGkuw2WIXAaD6gpDKtr1RULt4oinYXbxVEp4PVs5xewDMGY7i82ybY7byZZ01PtLtEf6rsddCan+k4uvPU75183ppvL3v435bce9K81bRZaCGY47679OKbnj33qie+teTeY767uHjMN0snfCfGaWcN/ujCtY/+cM195125bdpXL0ryBiamOTP/wyt/fMnaxzi9lJ1+8uLbd5x+/pVzvn5x/4ZH+jc8dvr3lyFpZ85ZFy266alvDqw/qiXxb5ddtXrj9rP6rv2Hf5nyjYtXr7n3+TPOXTGlJXZUfdOR9U11rXGEFlk9y9ol6AokBZU1cmC0h8oRl9SkkMEkm0gbcV4C7zwiKtAyTwoqpYzjWwdH2BGTPunTTz/96JOPP/joQ+D4b7311iuvvAIc/2fP/vSJxx5/8IEfb7pj40033Lj2mmsBXssWLVwyvGDh4ABACq6hvvkBtiCGDfVdumBo/phhpoqthlgFN7ly9+Ytj8KuwBdffOmOjXfvfvGl0dFRlEvXjCgCttKW24KxMZpvoQRUUinFgXkERvMTrFifQCqnecWxxiTRjNP1CSRKCaC8JzmpCSNirFx1o8OwQw52kwh2O5Nx0JRRlc1yMNkM3V8y4whOgXO7eKtNtLsEuyw5PWJuBq359rRT51355HnXPXnhDTvOu+6JH659ZN7ax2d/e2EzTn/pB0suXv/kmZds4L1ZrXQqEk20IEwrLX9v6abzr3rw7OX3XLDmvu+vvq/n5HNitIhKxgVXPjiw4SlOb2ubdfrldz532nkr66LEmectX3zjo8M3bJvzzcuO+86Cax544dvDP/rn+tZ5i268+fHffLN/7RH/eNS/X7zq1mf2H/vN+UccccQ/1zUQiu31nqjmZ9C6x+hZWB0Ao0RkxpHcMgz44ykT4dPwBERKw0IAOCIK+lQVDeLQxshq49aBYPT+wKcff/rJxx9//MEHHwQBbHR09Nf/9ZtfPP/C008+s+Xhrffcde+tN9+2/roNV665avWK5SuXLV26cBgCWBDDJmJraPCyAFjBIEbA0OuiWH0UPXveBbt27RoZ3T+6f98rI7+9/c67anJofRQHXV7ziwlWbiXZuKCgKY1KWWTaq7zbhFSU4OuiWH0C1jPDualYnJEQUWkimSaEbMHYpKCKfhv4fVkzy+pZ3mrjnS7OLLOKRwW7QDUXHMMVBqb5kt3GmXnOyIr+dM7rkdxO3uvExHTHid+67Ef/8e3l9x7/vaXutJM7Tvju+dds+/cld+Gyd/IPll5yzaOzzur/h6MaET6ttR1tFGdRRv681fdfdPWWjtPOOWfpHYM3PPHDNfcZvcc3k/wlV92z4Oaf0Gqp/eivrrn3l1+ff+U/HRWhzcK3Bm+65oHnF97w2KXrtt362N5vD173D/9Sf8nqjXf97A9n9a874h/+5ZsXXn7nT9864/zlqt/xrxeuWL5x55UPvJif+zVE1lnFhTcMymtxToGxRwAZnjLJlE4oJpZyYHqK0bOttIyJaZjaCO8A//965gqkyA8/rASwP/7xj6+//jpw/J/+9KdPPPHEQw89tGnTphtvvDFoRIJbEESK4YHBwcHBBfP7AVsDA30L+i4dXjAJ35r0Ou6UM78776LvzrsIY+WJXwUfhOaWYKwPppCplEVpLirpLZSAiekWmquLItWz8rAWmksKmRaCaUpidU3xhhjRSvKk6nBOkck4RMahFCfJCazTLtjtnOrRusdaHWTGTBenTf9639SvXMhovuD2sHYJ3Ji0lgssgaLTwdntmKxNPfO8/puf+/L/0953x0VxdWETkyhd2L6zvffCLlXBFtOsibHEltgLxt5FijTFBiIiHaSpIC5NmhSlN5EmHQFBVBTBaBKjMX5/XBjHpYS8Xwzf9748v/Mbn3vu2RGZx7szd+49xyZY1xCjoaFBl1vZ+KRtOxEN8U1+2HPysF/Sgp2np32zcYuTv11A5pKdJylS88O+qXb+17nGU4WmXxz2TT51MXvXqUvSzxY7+qd6qMrIQrMZ834Ivdlq7RLyqZauPo4om7bgiH/6xfz7wcn1l/M719qc1fjo40OeUYnVrzc5+mtoaKzbdzK27Ocz8VWB15ujSp6E3HjgFJIpmDRTnwBBPBmVb0TmykC+E6pISRb07/bhG8H1MiC+EU1iCvFkOJYIS+fiOXwqT04Sgu/E/koUw68NHF5b8DAGT1L09vZ2dXW1t7eDe/z8/Py0tLTY2NhLkRdDgoLBHZj7iZNgyddRJ0dHR0dnO4cjR444Oxw5csTexcHWxdlBrYKr+n39u16QYpmotgICqS2RYtJEiIqlc8FSOxxdAP4XYpl8PJ2niyfpoAj6WBLIVYljcKgiJZEt1ELhwUMT2DkNth2TBTIq12jSwi2L9pyRTJtPFUjAAnOa2OSbzUcdL1cv3H+eIjLlGH/Zn35yCsjgCPY3M+VWbOPpEFcxd+0h54jCxbvPfDpekyE0Wr7/pENo5nrHcG0UZbWNt51Pwu7T0Sci8p2C0vd7xs5Zc2giRHUKTDl6IVc2efbHmjpf/7DbOTgjOKVmz+nL5+PLfZPqsAzJ1NlLVbee7Tge8bGmLoHBn0hmms790T+1UXWrJ+HO6yVbXcZpfGTndSWz6e0G2wCNjzSW/GQfnNHmm1zvFHJj0RYH6ZS5JLZES89AeyKWJFBQxEoSX04SGkECOU1iShYpCBwRyJkLxAQWg5D4UhJXjGNw0FQmjiOGeDKSQPG+Nv4YSjYj0hZSZH/88cfLl+/u8dva2mpra0tLS7Ozs1OSkq9eiQkPDfP39fPyPOt52v2U23E3F1cXFxdXB0cnJ6e/O26p3bkPpS2x0kKPAGHpXCJXimHwUBQWyO1B4ksxFLYWCq+DIhgQqXqEvplSqkhJ4IgMKKz+vTpmJL6cyBJThAoiW2g8e+Wh4CLb8FuzNroQGFyW3JwqUpI40iU7j9uF5s/b7IwhMdhGfbOjDIkF2BrElJlBAjl4CCAw+PM22LmG5y8/eG7a4q12PgluYZm7TlwWmM/+eLzeJucAe5+k3Sejlu4+Pmn+OpbRFBSF9bGm/tHQrHPxlVKrBVp6+kSubMEmh8DrzYFpdWEZd32T6/UglsWXC1NrX+/3VI3X0SezJFSeXBMPfbfVNTK/JzK/Z8YS648/0dzqGHj4fLxo8qyPPxnPN50+a8UO5WcL8FT+eB39jydofqKlq43CYqkcusQErNkicqVMmRm7P7sOkQuK2klAyhqW3BwMZigaj8ARYVh8CldCZAv7i0S/6UvW949o6+3bt2BzLJikePbsGTxJUVlZWZhfgFxJ4Xvex8vjjPuJk25ubm5OLi4uLn33W/aHXZwdRvid+O6Wf7BxDmhLaGQGVsiAtGk4Bo8sMAKZ+/XxVPCFiKIwUHQW2G9D4Ij0SQyIJ6HLTEGWUZrYGM8Q0iSmOAZvpb3fPu/07R4J2zwSyBIziC0h8Y3QdO7yvadtArLmr3EwwFCYihkgXRbYiwwniuEop4D9F99tdjgWmnPw7FVP1W2PywXWjgEMoYWOruEEfcyukxc9Ym4t23VyIoGhaYDW1DPURaH0cCTXiJsXstqMZiyYoDsR4giwLPEGB//Yst7Y0ufeiTWaE7GKqV9l3X19+lLRJzpoPJ1HFioJLA5VbPbtegeLr5cakpmaunpmXy6hGVmN09GeiCISuVIskz9OW++jj8dpT0ShiDQcS4BlC4h8CYkvZ0jNyCI5kS9hG02iiU1wLBHEk4M0FkS2ELzGpgiVJL4RhiFE0/k0oRxiiekCKZkH6r6++fPtm78U11/fbyGzRbx58wYoDDnL+vDhw7a2trqa2tu3ynKzc8AAFhkeEegf4ON1zsPDw93txLFjx445uzg5HXE9YjeScUttxBqqNidHbCxSmIPiM+DND8QRkfhyNJ1rSGPq9NVgpqCpTBxHSOKKcSzRRIiqhSGQ+FKwaRjk8geb9QRmM218M9Y6XvjJLdomKHPa4m1oApXEl+M4wpUHz9gGZcxZc1APS6DLrcBe2f58/8bgRRtTPpmjtIT4yiU7XD2iC/e6X9rvHn3yQvoW1zBdPMUQQyLwTfa6R4VktHy79uC4jzQ0URi61EI6ZS5ZqDxxOS+mpNv8qyWaWnpUicKQTKcrZxy7VBZV8sLOJ3W8th5TZnY0Mm/TkRBNPTSKSCMI5DShnMAQQjwZmkTVx5PxNCaRKzWk8rBUFkUop4pNSEIZxBEROBJw5wTW2ZK4QqpABnZgU8RKmtgYLCkj8eVgRy6BIwIZU0l8OVOkYAvEFhZmX3w2ZeH8r5cumLV4wbdv/3z75k1/rtFhxTOkttSSRAwU3Js3b+B7/O7ubjBJUVXVtxQMzLKGhlzw8/M7f+bs6dOnT7kdP3rUxc35yLs1NiMT1jDfiRyxscR0MoEjIgsURK7UgMrAM/kkvhzUGYCriE2EqCDJEZrKBmVzCCwBxAb7vaQYBo/IlxnSOXPXHrDzvz71+22fLdzkEJy+zj4Az+RDAimRK11/6PyRoMxZP+yboGvAkE3iKC37Fg/KTEE+D4pQQREZM+UWWBZ36a5jEbntS7a7ffadtW9yfWhW2+zVBwxJHEhosedkeHTewx93nxRbTLd29j+jKjkRVUSVT3ENzshofTtz8U+aWnosY0uOcgqBKZr87YZZK3YxpFPGT9DCUjnSqfMZCkstbd2JBBqVr8BzuKAcBoVnxJJNpovNySIFUzGVLbekSUzpElMit28nPl2oZMrMwDIkMCHMVlhxlZZsuSVdYgIJ5BDfCBLISRwpR2pmMXnSl19+/s2crxd/O3fxvNmLvpm7bPGiVSuWr129bt26NdZbtvZp4L0//lNtDXSq5Y+AJynAi8iGuvrystv5uXnpadfjY+MuXrwYGhDk7e3tedr9xAm3E65Ori5HhrmXR1aDev++fghtmU8BeROwTL4eATIkM4lcKZbOBtWXMDSwi5UOcUQGRLoeoa/+BZAgjiUyJDNByVMCV7brRNRh/zSIZ0ZiS/bEYb56AAAdFElEQVR6XD10Nk427RsiW0gTm1g7BjiH3fhy5Z6PxmuDtVwUsRLMvoL9RQSOhCkzZ8jMUTTO0i1HEqp/W7XXQ+Nj7Q0O/gkVvwSmNYks502E6FtdAuPLX5xTVV643hRT0h2a3mbrk4SisBZvOuwSmm321YpPtbTZxtP55l9xFJNJQiMyT6KHJxpCNArPCMfgGJAoOBobyxZAPDmOy4X4RhSxEUOsIAsURK6MIlSyFVY0sTFFYELlG5EFCognJ/CkFJ4cjEMQR0QSykA+ZobCUmw6bdKUqTM/mzJ/zpdLFsxZ9M2cpQu/WbX8+9UrV6xdvWbThs1bf9q5c8fenTv27t69d8/ug3v37t+35+Cbt/CoM7K50xFi4DQYYgD7/cWLX58+7X3Y+ehuU8udqpqSotLsGzlJSUmxUVdCQ0MDfHy9vDw9Tx0/7uYy/MgE32ANdTuPXAdhZDmNyJXi2RIDEkMXT5xIoGAYPBSFAbb4EbgCQyqbwBIQWAIdDFEbS9RFk/SJNLAXj8gV45lcAouHZ/LNZi09FpqzfN9ZDY1xH02Y8MP+UydCby7Z7oYi0mgS823HwnwTK2f9uGfcBB0iT0jkSkkCBV1qBqYcwaMDSGuLZ4sXbbRPaXiz8YifhoYGRzntRHRFfPWrdTZ+Wjjyir0nLmS3eyfWOAZnzVu/X2T+FYEjHf+pDpElkU2dhyIxtfQMGApLgemXLOMpTLkVTWLKkBqDuyIyV0YTKMgCBUmsZEjNCBwpXaikSE3IXBmeLSTyZXQx2N4tA2+66DJTCk+O58tJHClDbkbmSUwsLKfNmP7N/NnLFy9YunDeyu8Xrlr+/ZofVq5bs3Hzpq3bt2/ft+/Avn0HDh60OXDg0MGDNocOHQbHQ4cOHzxge/iQre0BO+S8wz95Lz8MQLY35D1+Q0NDRUVFaU5+enp6bHzc5YuXQoOCz507537ubN+YhCXBq7VALbu/dY8P9lXLLGdAPJkBiaGDg8C2PvD/25BMxzL5RLYQ4ojIAoUhmamDxunjydooLIrEJAjkVL4RiW9EFchIfLkBjbvusNfxsGyrb63pAvmsHzbb+lwLuFbtHJoJsaU4OmPHyfDInPtfrdyl8ZGGJpqoC1HgBEOQQErgSEHCKqrMAmJL5q3al/Pg7Z6Tl8aN10LTuV+tOrTmkJfFrGXjJ2JEFjNnLN+pmLkAQ2J8qq3/qbaejgEaQ6VjGDwiS4ylsiAWn9m36R4kFLGkS0wpQjnUV2lMQhYq4SIacIpvSCAHOQdoElMiV4pn8tkiI5NJVlZTps2e9cXiBfOXLlqw4vtFq1cuW7961fq166w3bd66dfvevfttbGxtbGwPH7azs3Owtz+iZg4OjsDv4OAIuIOD4yjU84GnwX777bfnz5/39PQ8ePCgpaWloaa2pKQkryA/NTU1QRV7MSzcJ8AfLMwCI5MehqyNJWnhyEipjVxb8snTiWyhAYmmi4UMIRoo3A2qwxFYAjyTDxJ1gBl5XSykicJgqRwiT96fx0zOEBkTeQrvq+Xul3NtvBO8VbfCb7Z7x1a5RxVcLng0af6a8do6u0+EqUp6v12zjyNWrNjmaO+T/PnyHRBPTmQL8WwhWKsDXuiiGHzF5wvtAtO+2+jwiZYukSmgy0xpIjN9LEnXEIOmMvEM4afa+uPGaxkS6CSumCYx5yqmMPrT+YE0RnSZKVM+mWcygyGbRBWbUcV9b2mIXCld1pcwEqRFAfOcdIlSYmpiNX3a3DlfLVkwZ8WiuT8uW7h+zcqNG9ZsXL9py2brHdu2H9i3//AhW3tbhyP2zk6ORx0dnZ2cXFxcjsLm7OwKjrCpNYFn5JL4h3OAq83jg8WGjY2NFVWV+YUFNzKzrl9LLigqBHUlQdKHd6uy0KRh8qAOpS2p2RQcg6dPpKDJDDSZoYODDEg0IltI4kvxTD6RKwX/lcGdlg6KoIMh4hlCUGwS4huRBQoiWzhrmXVUwX0v1S2f+CrXC+lrDrhP+nzpnNV7Uur/2HfmisZH47c6+ceUPXMOTj97tfRiQXdEzqMZS6xxFBbE5qKpbDyTT5UYQzw5nivCsQQ0ialk2jw8W6KpZ0hkCqgiI7pQiaXyCBwJVWjKkVmAh3yaxJQqMmYoLFnGU6gyM7AOG6y/6NswopwCsnyDrGvgi5ghNWWIFVJTi+mfz5w1+4slC+evWPLt6mULrdf8+NPGddusN2/fumPXzn0H9h+2s3V0cjzq6nrM1fXY0aNubm4njh8/efz4Sbdjp9yOnXJzOwEb8B8/fnIojmyOmrbe9s+BwfP4T3p7Hj9+3NraWlNXW152+3pyikql0kcTtbHvTbUjVzP/LW1JTK2wdLYegUxg8XA0UPqLRuJISXw5GLQYMnMCR4Ims3SxZE0DtB6BDK4TyLBN4EkNaUzngMSwm+0rdh03+2IpTaAcr2+o8ZEGni2+mPc4OKMdQ+Gu3OUScrMjOP3u0fD8b9fbGc/8zoBI19SdSGRxsEwhVaRkyi0gnozAlYGHVognY4iMaQITmtiYLjXDCyRErhTPFRG5YqpABkqtMmVmQEZgaytJoKCKTegSU5rYhK2YTJObM43M6RITrsxUYTZpyjSr2V/OXLpw3srvF/y4bOGG1Su3b9m0Y/vW3Tt37dmz59Chw0eOOLm4HnM7fvLEydOnTrmfPu1x6tQpd3f306c9Tp/2cHc/o0bgpoeHp4eHp7v7GWBIDgKQ5uHhOZraetv//QgGsBevXvY8633y5Elzc3NN9Z3S0tKWtlYmjYsmUMGbHPD9+HeFhRy38EwumsEmsHgoEh1NZaKpTCJLjGEIcAweSMhGZAsNiFQtFFHLAIelskCBOFAWAM0U0I0sYm91n09oQFN4Gp98omeANYRoBCYb4slW7vdcst3NgEjnG09bsMHe9IvFBkTmJ5o6n2jpak9E6ePJoKAXqFZC4UshtgQUh4J4crASmiJUUHhGRK6YzJPgGBwUhYFnCCE+KBxnTJNPokstwPYQIktMFshYRsaKSZZffDFzwfxZSxfPX7V8ydoflq1dtXyb9cad23fs3bv34MGD9vb2jo6Ox44dP3XK3cPD0/OMt9dZn3Nnvc+d9fby8vby8vY669NHvLzPnj139uw5Ly/vc+fOAw43QQAg586dhwmyFzbYP8raghX2559//vb61e+vX71+/fph54MH9ztrGxsePOqkY6hMEssQRwZrAIFWJmD+4iXPENqyxDE4eA4fx+CAjNwg4wqYowcTBBgaR9MQN8EAq4Mh4ukcUHqTwpMzRMZoOv+zRasv5d3ffjRs3HgtbQMDmkBBl5pRRMYUkTFFZoFhCDT1DPWxJCJXNk5b7xNNLRSJTuJLSWwRWaRgyidDPBl4SCQLjEhcMYUjxzL5OLqAIlTQJKYkft8ASeb0VfiB2FKKyBhMXnCUlkqrKdM+nz571ueLv5vz4/IFa39YtnHNj1s2rd2xfcuBffttbGwcHZ1dXI+fOHHq1Cn3c+fOn/f29/X19/Hx8/X19fPz8/Px9/cN8PcN8vUL8PH19/ML8Pf18/Px9fcN8PML8PMN8vX19/X19/MLgA001Zx+fgH+/oG+vv7gOFSvn1/AKGhr4FqdPv/bt69fvwYBz549e/jkcU9Pt7u9GxlLYWBpDCIbTaCC70d9LEULM9w77IHa4kpMhEpzFIWFYwlwDI4uFtLBkUl8OVViDOYFIJ4M4oj0CFQtA5ymAVqfSCOweCSOlMCVgfK+RK5UNnXOtEXWXNPPNMZ9jGfy6VILMGEN9mjgGUIcjY1ncmliY5pAwZQoWcaWVLEZni0m8yQUoZLAFBFYAohvBJ7gqAIZEDpZoGDKrcBLIfCSjiKWSc0tpkyzmj/ny6UL561esXj9mpVb1q7eunHjjm3b9+/dZ3fY1tXZ5fjxk6dOnjlz5ux5b/+AgKCQoODgwJCggODgwKDgwJCgoKCgoBDYggNDQoKCgwODAgMDg4KCgoODg/oiLoQEXQgODAkKCgkJCQ0JCQ0KCgoJCQkJAWd4dxLQGxx8ARjcBARpwDkK2hoGb17/8bZ/LuT3169e/vbLORd3b1ePcy7uNDSFhqVSyGywXfHvjlugVpQhmYlhCDA0li4WQlFYEE+GZgqwdDZVpMTQOBMJNG0sSRuF1cMSMDQOgSMic+VEnpzA4kE8CU2sIPJlWCZfyxCjhyXQBKCWszFdbE6Tm7MkZjSJKShryJCZ0+STGFJTslBJ4EhwHCHE5KCZAgxDgKNxwd498GoFxeCS2BKaUC4xtZr++Rez58z8du6s5UsWb1zzw5YNa37atNHa2nrfvn22tvYuLi7u7mc8Pb18fHz8/f2Dgy+Eh0eGhYWFh0eGh4YBEhZ6MTw8MjQ0PDw8MiIsMiwsIjw8MiwsAknCwiIiwiIjwiLDwyPDwyMjIi4CosZBPHyECYiBIyMiLqpZZOQl2D/y6/5vaEsdf749f/yM33Ev35PngNHQFBKWBkFM3Xf3+ESQoVkbS0ImdtPFknVQfWMb38iUK1GKjC0MqWwcg4OhsfQIZJApWQtDQFEYZI5wIoGiiyaCx0MUiY5j8EBFE5DenSJU0sQmEE8Gr7QBSfqZRuY0iSmoPt//2tEUTGDCRedBaTEcS4Bncil8MUeqlBhPMrOc8dkMq/nzvl65bNH6NSu3Wq/f+tOmn7Zs3r1zl52dw9GjbmfOnPXzCwCjRVhYRGTkpcuXo5F26VLUpUtRgAzqR1pU1BX4CMhAg/1IMkz8lStXo6NjAI+OjgEGN6OiokZ+nUdDW2/fBrh7B7j7BHv6B53xC/TwDfb0D/IMIGMpZCKdQGIaYEkDh7F32/ZxZPDVKZCbg+9ELJ0LVtdgaByyQKZPpOjhiQSWAEVh6GIhbTRB0xA3kUDB0rk4loDIl9GkJjSxMUUoB4kYyYhCzqBmCVVsQhWb0eTmkEhJ4IkhgRTUggObLChCOVOiFBqbyswspk3/bP7cecuXLF7744qfNq/btd1665afdu/cZWtz+KiL69kznoH+ASEhoRERFy9dioqOjomJUalUcTExKmBXr8bCBBiS/6WpVHHI4zCmFgB/HLbY2PjY2Hg1D7Krv6ka+VUeHW1d8PK/4OUfei4gzCco9Hxg+PmgCJ8L4edDInwuUNBkEoGGwlNAPkEdDElnQKEoHUT9RJm5FcQSYhg8FI1D4IjwXJEuFsLSGBBHpE+kaaHwWii8NpqAojBAGhnw4hY882NZYpIAJFszgvhGNLEJWNtE4YMySUKaQIHn8PFMLk+mUJhNmjbz828WfLti+dJVP6603rB2785te3Zv37Vrh42NjctRV09Pr8DA4MjISxcvXr5y5apKpYqLi0tMTExIuBYfn5iAQHx8fMIAJCYmJiYiw64lJFxLTEwCBPBB7dq15KG6Rh527VoyMDWu1kxKShr5VR4dbUX6hlz0u3DJPzTCLyTS/8LFgNBLgWFRgeHRQRHRQRejQy6RMGQKmTkRTQZ7EuHZLzCPD5LRCxQWXImJ3GIaxBJiaBxDMhPHEqAYXDSVjWNw0GSGHgbSMsBpGeA0DXFoKhvLFFLESprcHCTqoElN4IIRNLExXWjMEJlQhAq6yIgrMxYqjE0nWcyfP3f5ssWrflxuvWH9nh3bD+3be3D/ATAmubu7+/v7R0ZGXrlyRaVSxcUlXLt2LTU5JSUlLTX1empqampqagoCqanXU1LSQC98hC019fpfWlpauhoZJhLEDPMRtS7wETUb6L9+/frIr/KHr/s62OunqOA+DUWHRF65cDEm9JIqPCom/LIqMloVGR0bER0XHhMXeZWEpkIkuh4Ggqcq4KFLD0MWyE05UqXRpOlYOlcfT9bG4NBUUAYMrKWhaqMhbUM82I0I9luDDGn9aYkmM2XmAqWlUDlJamox9bMZs+fOWvr94s3r12yz3rhzxzabQwdsbW3t7e2PHj3qfuq0v69feHi4SqUCY0xScmp6emZWRmZmehawjIysjIyMjIyszMwbGRlZagRw+IhsIv2giYyBOfJTsGVl3UTygZaZmZmVlZWVlQWTfn4zM/PGjRvZN25kw8GgOdCJIFkjv/T/hrYGyksVHnU1IkoVHhUXeTU2IiYu8mr8xZi4yCvxl68mXlYlRcclRKkSL6uuRcUnXEkg4igkMgMIq29DLIaiiyYJ5OY8qbFs0jQsnattiNc0QOsTIDydg2MJJkJ0XSykaYDWNEBrG+JxDA6BI6JLlEyZGVduIbeYZvX5V/O/W7h0+bING9bt2L51187t+/ftsbe1c3FydnM74enp5evrHx4eroq5mpycmpKSlpaWnpl5Izs7NycnLzs7F2k5OXnZOXk5wG5m52bn9CMPDs6BA3Ly1JpI/1Bd8Kdyc/PVwnJz84EhOdJycnJyc3Nzc3ORJCcnR+0jeXkF/Tw3Nzc3Ly8vtx95eXl5eXn9Mbkjv/T/4nciQmAJl64mRKkSolTXomKTr8QnX4lPio5Lio5LiUlIvZqYokpMiU9KiU9Kjb12PTYpLS4pPT6NSKDqoQg6/UnhdDAkvpG5QGpsZDmDwOBP0MeM1zfUQeNwNDaOzkThSVoYSNMQZ4iD6By+uaXVF7O+Xrp82bo1a7dv2bR/9669e3Ydtjno4uQMJiSDAgIjIyOvXr2alpaWkZFx48YN8KsszC8qzC+ArbiwqDC/oCAvH+kszC8AKCwshAlAfn5+fn5+QUFBYWFxQUFRQUERIIWFxcCG4rAVFZUge+EmMqCoqKS4uBTmagT8JEX9QDbhn7OoqKi4uBgZVlxcDJN+XlJcXFpcXDzyCz462kqJSUiJiUtTXUtTXUuNvXY9Pjk9IeV6fHJ6XHJ6QkpGwvXMhOSMxNSspFRwvJmUfjMpPTM5k0CEJybA/kQjkamlIcT4VB+tORFrSCSzpXK5sdmUqdPnz5uzasXyLRs37Nm9c//+vYcOHXJycvI47e7tcz44JDQy8pJKFZeSlJqdnZufn19YWFhYVFJaWlZScqsUgRIESkvL+q20tLgvuKTkFtKvHvaOg2bprX4ADh+RvWVlZXAYksPxwA+6EAG3y8rKb926DQjgZWXlcMDt27dhDn/8NgKgWV5eeft2xe3bFeAkMAekvLx85Bf8w2trsEXVGYmp6QkpwDISUzOvpd1ITr+RnJ6VdP1GcvrNlIzs1Myb17NuXs+6kZaZk5aVl34zL/1mQXp2blZOTmYukUDVRRMZfDmJK7aaOWvy1Blz5879YeVSMCYdOrj/4IF9jo6O4HY7IiIiJiYmPj4+LS0tOzu7qKiotLS0rKysfDBUDA1k76CRA53AU1VVBfPKykrQBZOKiqrKyuqKiqqqqjuVldXAgBNpFRVV/VZRWVlZVVVVVVVVORiq+lFdXV1V9e60VVV3kH8FMvL9+HdN4EEeq6qqRn7lR0dbN1MygGWnZmanvlNPXvrN/Izs/Izs3Mzs3MzsvKwcYPk3cotu5BVk55fcyC+4mVeYU1BacItEZzM5wsN2tgcO7LO3tz3udvT8Oe/w8MjY2Phr15LT09NzcnKKi4vLy8ur38edfgCO9ADU9APJBzaRfuRn4bCB8bW1tcAPSG1tbU1NHbDa2vqBBNj7/r7zANTV1dX+BeqRVlfX0M9r6/qB5PX19Ug/sgtg5Fd+dLQF1ANLB6gn/0Zuwc284pv5hdl9VpRTAKwkr6gsr7gkr6gsr7A0v7CkoLAkr6g4ryg57lpqcsr11LSsjMz8/PyS0rLKqjt1dQ3wr2nkaGhoQHIY9fWNDQ1NjY3NDQ1N9fWNoAkMOMFxUIMD1AjMGxubGxoaGhsbm5qaAGloaGhqamocGs3NzciApqYm0GxCABmP9Kjx5uZmcDYAwJsRUIsBZORXfnS0BQQES6cop6A4t7Akr6g0vxjYrYIS2MoKS28X3bpdXFZeXFZWdKuyqKyq+FbFrbLKorLk+KTmxtaW5lbkb6Sl+e7d5sa7d+82NzfDRwAkV4NaGGi2tLS0tLTdvdva0tKGtLt3W2Fna+s9td5BbeBJ+q2lpaWltbW1pR+Aw57W1taBXI2oBQyFtn7AfNBeZBcy/t69e21tbSO/8qOjrZK8IqR63gmo6FZ5cRlslaXlwKpuVVSVVVaUlleXVd65XVVdVllTXn2nvDozNQP848E/u+/Y2tbedg9w4Lx37157e7saGTE67t3raG+/395+H8lh6+joRDaRwciAgR/stz50dHSAIyBIP+yBeccAIAMGxf33MdCp5lFrdnZ2AjLyKz86c6flxWUVJbdh61PPrQogHdhqyqtrKu7UVNypraxpqKiurapuqK6praquvVPXVNNQX12Xl5XT2dlx/377g/udD+4/7Ox82NmHjs7B8ODBgwcPHgzTBWOgH24+fPgQ2QQcPg6KYbpggNOCI9I5qB/u+g/wqB+DdqnFID2AjPzSj462wNjTp57y6jvl1UBAtZU1dVW19dV1dVW19VW19dV1wBru1DfU1DbW1jXW1jXV1DXXNjbVNjbXNRUXlnR1dT169OjxoyddXU+6urq6uroePXrQ1fUQ+B89etTV1fX4fah5nvTj8WAA54TJwLOpnWqY3qGAPKfaGQY94ZP38ZcBauju7u7u7kZyuAk7hyJPnjwZ+aUfnfeJ9VW1dZU19VW1DUj13KlvrGlorGloqm1s6lfP3frmvmPj3ZaGu82Nd1sbW1oa7rY03G1raq0oLYd/Oz09PY+7u7q7H3d3d/d093a/j6dPn/b09DztR08/1PjwUIsEvLe3t+d99Pb2DnQOD1BtfuAJ1c4DmvD51cgw/qE40jPQP+jZRn6VR0Fbf/75Z0NdPayh5rqmptrGu/XNQDGtjS2tjS1tTa3IY1tTa/vdex0t7R0t7e1378G8rqr22RDo7e1V8/zcj4EceRyUDArQC0p9IwF7niOg1gX3qsUP/ODI8csvv7x48eL58+fgCM4DOCBIDHTCwQMDYP78+fO3fzdP87+M5sYmICOgm7am1nvNbe13791rbgOiAXa/tQMcO9vud9xrv9/e0dlx/357ByCdHfcb6xtejADglw6OA50w4OZQAWqRyDDkZ+GwX3/9FRyRRA1w2F9G/mf47X0g/YMGwx8Z6lQjv8qjo617rW0drW0drW332+7db7vXea8dSAccYfU8uN8Jjg87H4CtHA87Hzx68BBY18NH7W33fvvtt5cvX4J/NpIAIDlo/v777y//LQzzd/3+PtSc//Hf9fuHxKtXr169ejXyqzw62rrf3vGgvaPzXvvDjvtAPbCAgAHpwPb4UdeTrsePH3UB8qTrcffjJ0+fdHc9fPTqb+I1AnBTzT88/vjjD7ABc6je4SORTiRRc/7xTwDs5APlKQZ2qTnhYDWPWszIr/LoaOth54PH/WMPkA4sGqR0nj7p7n78pPvxk57up7A9fdLd0/2092lP79Oep0+634wM8G9TDcicPP8IkKdCnvnPwfAWsT/q/x7w2dQI+J0PDFZzvh3xjdQIMTraAuqBBQQM1g0sHdie9fQ+f/bzs57eZz29P/c+e/7sZ2Avfn4+Kj///y/4Z7XydzE62hpUPc96enuf9iClg9TQL89f/PL8xa8vfoEJ4KPy8/+zGF0FfDiMjrbAOATbzz///O4x+OfnQDe//fIrOAJ7+fIleFRB3va+fPlyVH7+/w58aE2PjraQz/MDH4CHephCPq0A8vr161H5+ccwEoyOtgZ9GgeKUSNqD3fwAwvgb/7OY8sY/mWMjraGUQ9SQIM+0A182BnD/5sYHW0NKiAgF6SMRuVnG8M/hX9PW0itjEnnfwGjs8ZmGP8Y/mswatqCe8dE9t+KUR63xoT1X4zRuZcfw/8CxrQ1hg+FMW2N4UNhTFtj+FAY09YYPhTGtDWGD4UxbY3hQ2FMW2P4UBidnJRj+F/AmLbG8KEw9p04hg+FMW2N4UNhTFtj+FAY09YYPhTG7uXH8KHwfwBd2JkSRZrFCgAAAABJRU5ErkJggg==&quot; /&gt;&lt;br /&gt;
Joe Holiday, an ex Metro cop, finds himself dragged into an  investigation by Mia, an IHOP waitress. The probing they do into the  murder of Mia\&#39;s sister years earlier turns into a deadly manhunt with  Joe and Mia suddenly becoming the targets of a vicious plot. &lt;br /&gt;
&lt;div style=&quot;background-color: white; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;&quot;&gt;&lt;br /&gt;
Download directly to Computer &lt;br /&gt;
http://www.free-ebooks.net/ebook/Clearwater-Journals/txt&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://azeem1-azeem.blogspot.com/feeds/2700247415535857447/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/clearwater-journals.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/2700247415535857447'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/2700247415535857447'/><link rel='alternate' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/clearwater-journals.html' title='Clearwater Journals'/><author><name>AZEEM</name><uri>http://www.blogger.com/profile/01738610891408205695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5824990369733750557.post-9192725850682635394</id><published>2012-01-05T09:58:00.000-08:00</published><updated>2012-01-05T09:58:08.268-08:00</updated><title type='text'>28 Days To Success</title><content type='html'>&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;br /&gt;
A powerful experience in indirect life coaching.Tommy will help you  contemplate your life, review your dreams, set goals and design a plan  as you move forward in life.  Tommy helps you assess your life now, discover what&#39;s holding you back.  Tommy gives daily talks to display the characteristics of successful  people. He sets daily tasks to help you develop these characteristics.  Tommy goes on to explain how to set S.M.A.R.T. Goals and recommends some  ideas in designing a plan as you go forward. ...&lt;br /&gt;
&lt;div style=&quot;background-color: white; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;&quot;&gt;&lt;br /&gt;
Download directly to Computer &lt;br /&gt;
http://www.free-ebooks.net/ebook/28-Days-To-Success/txt&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://azeem1-azeem.blogspot.com/feeds/9192725850682635394/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/28-days-to-success.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/9192725850682635394'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/9192725850682635394'/><link rel='alternate' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/28-days-to-success.html' title='28 Days To Success'/><author><name>AZEEM</name><uri>http://www.blogger.com/profile/01738610891408205695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5824990369733750557.post-2351237816051023273</id><published>2012-01-05T01:21:00.000-08:00</published><updated>2012-01-05T01:21:47.380-08:00</updated><title type='text'>Malaysia</title><content type='html'>&lt;b&gt;Malaysia&lt;/b&gt; (&lt;span class=&quot;nowrap&quot;&gt;&lt;a href=&quot;http://upload.wikimedia.org/wikipedia/commons/e/eb/En-us-Malaysia.ogg&quot; title=&quot;Listen&quot;&gt;&lt;img alt=&quot;Listen&quot; height=&quot;11&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/3/3c/Speakerlink.svg/11px-Speakerlink.svg.png&quot; width=&quot;11&quot; /&gt;&lt;/a&gt;&lt;sup&gt;&lt;span class=&quot;IPA&quot; style=&quot;color: #0000ee; font: bold 80% sans-serif; padding: 0 .1em;&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/File:En-us-Malaysia.ogg&quot; title=&quot;File:En-us-Malaysia.ogg&quot;&gt;i&lt;/a&gt;&lt;/span&gt;&lt;/sup&gt;&lt;span class=&quot;IPA&quot; title=&quot;Representation in the International Phonetic Alphabet (IPA)&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wikipedia:IPA_for_English&quot; title=&quot;Wikipedia:IPA for English&quot;&gt;/&lt;/a&gt;&lt;/span&gt;&lt;span class=&quot;IPA&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wikipedia:IPA_for_English#Key&quot; title=&quot;Wikipedia:IPA for English&quot;&gt;&lt;span style=&quot;border-bottom: 1px dotted;&quot; title=&quot;&#39;m&#39; in &#39;my&#39;&quot;&gt;m&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class=&quot;IPA&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wikipedia:IPA_for_English#Key&quot; title=&quot;Wikipedia:IPA for English&quot;&gt;&lt;span style=&quot;border-bottom: 1px dotted;&quot; title=&quot;schwa &#39;a&#39; in &#39;about&#39;&quot;&gt;ə&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class=&quot;IPA&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wikipedia:IPA_for_English#Key&quot; title=&quot;Wikipedia:IPA for English&quot;&gt;&lt;span style=&quot;border-bottom: 1px dotted;&quot; title=&quot;primary stress&quot;&gt;ˈ&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class=&quot;IPA&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wikipedia:IPA_for_English#Key&quot; title=&quot;Wikipedia:IPA for English&quot;&gt;&lt;span style=&quot;border-bottom: 1px dotted;&quot; title=&quot;&#39;l&#39; in &#39;lie&#39;&quot;&gt;l&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class=&quot;IPA&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wikipedia:IPA_for_English#Key&quot; title=&quot;Wikipedia:IPA for English&quot;&gt;&lt;span style=&quot;border-bottom: 1px dotted;&quot; title=&quot;long &#39;a&#39; in &#39;base&#39;&quot;&gt;eɪ&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class=&quot;IPA&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wikipedia:IPA_for_English#Key&quot; title=&quot;Wikipedia:IPA for English&quot;&gt;&lt;span style=&quot;border-bottom: 1px dotted;&quot; title=&quot;&#39;s&#39; in &#39;pleasure&#39;&quot;&gt;ʒ&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class=&quot;IPA&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wikipedia:IPA_for_English#Key&quot; title=&quot;Wikipedia:IPA for English&quot;&gt;&lt;span style=&quot;border-bottom: 1px dotted;&quot; title=&quot;schwa &#39;a&#39; in &#39;about&#39;&quot;&gt;ə&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class=&quot;IPA&quot; title=&quot;Representation in the International Phonetic Alphabet (IPA)&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wikipedia:IPA_for_English&quot; title=&quot;Wikipedia:IPA for English&quot;&gt;/&lt;/a&gt;&lt;/span&gt;&lt;/span&gt; &lt;span class=&quot;IPA&quot; title=&quot;English pronunciation respelling&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wikipedia:Pronunciation_respelling_key&quot; title=&quot;Wikipedia:Pronunciation respelling key&quot;&gt;&lt;i&gt;mə-&lt;b&gt;&lt;span style=&quot;font-variant: small-caps;&quot;&gt;lay&lt;/span&gt;&lt;/b&gt;-zhə&lt;/i&gt;&lt;/a&gt;&lt;/span&gt; or &lt;span class=&quot;nowrap&quot;&gt;&lt;a href=&quot;http://upload.wikimedia.org/wikipedia/en/0/04/Malaysia_%284_syllable%29.ogg&quot; title=&quot;Listen&quot;&gt;&lt;img alt=&quot;Listen&quot; height=&quot;11&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/3/3c/Speakerlink.svg/11px-Speakerlink.svg.png&quot; width=&quot;11&quot; /&gt;&lt;/a&gt;&lt;sup&gt;&lt;span class=&quot;IPA&quot; style=&quot;color: #0000ee; font: bold 80% sans-serif; padding: 0 .1em;&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/File:Malaysia_%284_syllable%29.ogg&quot; title=&quot;File:Malaysia (4 syllable).ogg&quot;&gt;i&lt;/a&gt;&lt;/span&gt;&lt;/sup&gt;&lt;span class=&quot;IPA&quot; title=&quot;Representation in the International Phonetic Alphabet (IPA)&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wikipedia:IPA_for_English&quot; title=&quot;Wikipedia:IPA for English&quot;&gt;/&lt;/a&gt;&lt;/span&gt;&lt;span class=&quot;IPA&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wikipedia:IPA_for_English#Key&quot; title=&quot;Wikipedia:IPA for English&quot;&gt;&lt;span style=&quot;border-bottom: 1px dotted;&quot; title=&quot;&#39;m&#39; in &#39;my&#39;&quot;&gt;m&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class=&quot;IPA&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wikipedia:IPA_for_English#Key&quot; title=&quot;Wikipedia:IPA for English&quot;&gt;&lt;span style=&quot;border-bottom: 1px dotted;&quot; title=&quot;schwa &#39;a&#39; in &#39;about&#39;&quot;&gt;ə&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class=&quot;IPA&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wikipedia:IPA_for_English#Key&quot; title=&quot;Wikipedia:IPA for English&quot;&gt;&lt;span style=&quot;border-bottom: 1px dotted;&quot; title=&quot;primary stress&quot;&gt;ˈ&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class=&quot;IPA&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wikipedia:IPA_for_English#Key&quot; title=&quot;Wikipedia:IPA for English&quot;&gt;&lt;span style=&quot;border-bottom: 1px dotted;&quot; title=&quot;&#39;l&#39; in &#39;lie&#39;&quot;&gt;l&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class=&quot;IPA&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wikipedia:IPA_for_English#Key&quot; title=&quot;Wikipedia:IPA for English&quot;&gt;&lt;span style=&quot;border-bottom: 1px dotted;&quot; title=&quot;long &#39;a&#39; in &#39;base&#39;&quot;&gt;eɪ&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class=&quot;IPA&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wikipedia:IPA_for_English#Key&quot; title=&quot;Wikipedia:IPA for English&quot;&gt;&lt;span style=&quot;border-bottom: 1px dotted;&quot; title=&quot;&#39;s&#39; in &#39;sigh&#39;&quot;&gt;s&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class=&quot;IPA&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wikipedia:IPA_for_English#Key&quot; title=&quot;Wikipedia:IPA for English&quot;&gt;&lt;span style=&quot;border-bottom: 1px dotted;&quot; title=&quot;&#39;y&#39; in &#39;happy&#39;&quot;&gt;i&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class=&quot;IPA&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wikipedia:IPA_for_English#Key&quot; title=&quot;Wikipedia:IPA for English&quot;&gt;&lt;span style=&quot;border-bottom: 1px dotted;&quot; title=&quot;schwa &#39;a&#39; in &#39;about&#39;&quot;&gt;ə&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class=&quot;IPA&quot; title=&quot;Representation in the International Phonetic Alphabet (IPA)&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wikipedia:IPA_for_English&quot; title=&quot;Wikipedia:IPA for English&quot;&gt;/&lt;/a&gt;&lt;/span&gt;&lt;/span&gt; &lt;span class=&quot;IPA&quot; title=&quot;English pronunciation respelling&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wikipedia:Pronunciation_respelling_key&quot; title=&quot;Wikipedia:Pronunciation respelling key&quot;&gt;&lt;i&gt;mə-&lt;b&gt;&lt;span style=&quot;font-variant: small-caps;&quot;&gt;lay&lt;/span&gt;&lt;/b&gt;-see-ə&lt;/i&gt;&lt;/a&gt;&lt;/span&gt;) is a &lt;a href=&quot;http://en.wikipedia.org/wiki/Federation&quot; title=&quot;Federation&quot;&gt;federal&lt;/a&gt; &lt;a href=&quot;http://en.wikipedia.org/wiki/Constitutional_monarchy&quot; title=&quot;Constitutional monarchy&quot;&gt;constitutional monarchy&lt;/a&gt; in &lt;a href=&quot;http://en.wikipedia.org/wiki/Southeast_Asia&quot; title=&quot;Southeast Asia&quot;&gt;Southeast Asia&lt;/a&gt;. It consists of &lt;a href=&quot;http://en.wikipedia.org/wiki/States_and_federal_territories_of_Malaysia&quot; title=&quot;States and federal territories of Malaysia&quot;&gt;thirteen states and three federal territories&lt;/a&gt; and has a total landmass of 329,847 square kilometres (127,350 sq&amp;nbsp;mi) separated by the &lt;a href=&quot;http://en.wikipedia.org/wiki/South_China_Sea&quot; title=&quot;South China Sea&quot;&gt;South China Sea&lt;/a&gt; into two similarly sized regions, &lt;a href=&quot;http://en.wikipedia.org/wiki/Peninsular_Malaysia&quot; title=&quot;Peninsular Malaysia&quot;&gt;Peninsular Malaysia&lt;/a&gt; and &lt;a href=&quot;http://en.wikipedia.org/wiki/East_Malaysia&quot; title=&quot;East Malaysia&quot;&gt;Malaysian Borneo&lt;/a&gt;. Land borders are shared with &lt;a href=&quot;http://en.wikipedia.org/wiki/Thailand&quot; title=&quot;Thailand&quot;&gt;Thailand&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/Indonesia&quot; title=&quot;Indonesia&quot;&gt;Indonesia&lt;/a&gt;, and &lt;a href=&quot;http://en.wikipedia.org/wiki/Brunei&quot; title=&quot;Brunei&quot;&gt;Brunei&lt;/a&gt;, and maritime borders exist with &lt;a href=&quot;http://en.wikipedia.org/wiki/Singapore&quot; title=&quot;Singapore&quot;&gt;Singapore&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/Vietnam&quot; title=&quot;Vietnam&quot;&gt;Vietnam&lt;/a&gt;, and the &lt;a href=&quot;http://en.wikipedia.org/wiki/Philippines&quot; title=&quot;Philippines&quot;&gt;Philippines&lt;/a&gt;. The capital city is &lt;a href=&quot;http://en.wikipedia.org/wiki/Kuala_Lumpur&quot; title=&quot;Kuala Lumpur&quot;&gt;Kuala Lumpur&lt;/a&gt;, while &lt;a href=&quot;http://en.wikipedia.org/wiki/Putrajaya&quot; title=&quot;Putrajaya&quot;&gt;Putrajaya&lt;/a&gt;  is the seat of the federal government. In 2010 the population exceeded  27.5&amp;nbsp;million, with over 20&amp;nbsp;million living on the Peninsula.&lt;br /&gt;
Malaysia has its origins in the Malay Kingdoms present in the area which, from the 18th century, became subject to the &lt;a href=&quot;http://en.wikipedia.org/wiki/British_Empire&quot; title=&quot;British Empire&quot;&gt;British Empire&lt;/a&gt;. The first British territories were known as the &lt;a href=&quot;http://en.wikipedia.org/wiki/Straits_Settlements&quot; title=&quot;Straits Settlements&quot;&gt;Straits Settlements&lt;/a&gt;,  whose establishment was followed by the Malay kingdoms becoming British  protectorates. The territories on Peninsular Malaysia were first  unified as the &lt;a href=&quot;http://en.wikipedia.org/wiki/Malayan_Union&quot; title=&quot;Malayan Union&quot;&gt;Malayan Union&lt;/a&gt; in 1946. Malaya was restructured as the &lt;a href=&quot;http://en.wikipedia.org/wiki/Federation_of_Malaya&quot; title=&quot;Federation of Malaya&quot;&gt;Federation of Malaya&lt;/a&gt; in 1948, and achieved independence on 31 August 1957. Malaya united with &lt;a href=&quot;http://en.wikipedia.org/wiki/Sabah&quot; title=&quot;Sabah&quot;&gt;Sabah&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/Sarawak&quot; title=&quot;Sarawak&quot;&gt;Sarawak&lt;/a&gt;, and &lt;a href=&quot;http://en.wikipedia.org/wiki/Singapore&quot; title=&quot;Singapore&quot;&gt;Singapore&lt;/a&gt; on 16 September 1963, with &lt;i&gt;si&lt;/i&gt;  being added to give the new country the name Malaysia. However, less  than two years later in 1965, Singapore was expelled from the  federation. Since independence, Malaysia has had one of the best  economic records in Asia, with GDP growing an average 6.5% for almost 50  years. The economy has traditionally been fuelled by its natural  resources, but is expanding in the sectors of science, tourism, commerce  and &lt;a href=&quot;http://en.wikipedia.org/wiki/Medical_tourism&quot; title=&quot;Medical tourism&quot;&gt;medical tourism&lt;/a&gt;.&lt;br /&gt;
The head of state is the &lt;a href=&quot;http://en.wikipedia.org/wiki/Yang_di-Pertuan_Agong&quot; title=&quot;Yang di-Pertuan Agong&quot;&gt;Yang di-Pertuan Agong&lt;/a&gt;, an &lt;a href=&quot;http://en.wikipedia.org/wiki/Elective_monarchy&quot; title=&quot;Elective monarchy&quot;&gt;elected monarch&lt;/a&gt; chosen from the hereditary &lt;a class=&quot;mw-redirect&quot; href=&quot;http://en.wikipedia.org/wiki/Monarchies_of_Malaysia&quot; title=&quot;Monarchies of Malaysia&quot;&gt;rulers&lt;/a&gt; of the nine &lt;a class=&quot;mw-redirect&quot; href=&quot;http://en.wikipedia.org/wiki/Malay_states&quot; title=&quot;Malay states&quot;&gt;Malay states&lt;/a&gt; every five years. The head of government is the &lt;a href=&quot;http://en.wikipedia.org/wiki/Prime_Minister_of_Malaysia&quot; title=&quot;Prime Minister of Malaysia&quot;&gt;Prime Minister&lt;/a&gt;. The government system is closely modelled on the &lt;a href=&quot;http://en.wikipedia.org/wiki/Westminster_system&quot; title=&quot;Westminster system&quot;&gt;Westminster parliamentary system&lt;/a&gt; and the legal system is based on &lt;a href=&quot;http://en.wikipedia.org/wiki/English_law&quot; title=&quot;English law&quot;&gt;English Common Law&lt;/a&gt;. The country is &lt;a href=&quot;http://en.wikipedia.org/wiki/Demographics_of_Malaysia#Ethnicity&quot; title=&quot;Demographics of Malaysia&quot;&gt;multi-ethnic&lt;/a&gt; and &lt;a href=&quot;http://en.wikipedia.org/wiki/Culture_of_Malaysia&quot; title=&quot;Culture of Malaysia&quot;&gt;multi-cultural&lt;/a&gt;, which plays a large role in politics. The &lt;a href=&quot;http://en.wikipedia.org/wiki/Constitution_of_Malaysia&quot; title=&quot;Constitution of Malaysia&quot;&gt;secular constitution&lt;/a&gt; declares &lt;a href=&quot;http://en.wikipedia.org/wiki/Islam&quot; title=&quot;Islam&quot;&gt;Islam&lt;/a&gt; the state religion while protecting freedom of religion.&lt;br /&gt;
Malaysia contains the southernmost point of continental &lt;a href=&quot;http://en.wikipedia.org/wiki/Eurasia&quot; title=&quot;Eurasia&quot;&gt;Eurasia&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/Tanjung_Piai&quot; title=&quot;Tanjung Piai&quot;&gt;Tanjung Piai&lt;/a&gt;. Located in the &lt;a href=&quot;http://en.wikipedia.org/wiki/Tropics&quot; title=&quot;Tropics&quot;&gt;tropics&lt;/a&gt;, it is a &lt;a href=&quot;http://en.wikipedia.org/wiki/Megadiverse_countries&quot; title=&quot;Megadiverse countries&quot;&gt;megadiverse country&lt;/a&gt;, with large numbers of endemic &lt;a href=&quot;http://en.wikipedia.org/wiki/Wildlife_of_Malaysia&quot; title=&quot;Wildlife of Malaysia&quot;&gt;flora and fauna&lt;/a&gt;. It is a founding member of the &lt;a class=&quot;mw-redirect&quot; href=&quot;http://en.wikipedia.org/wiki/ASEAN&quot; title=&quot;ASEAN&quot;&gt;Association of Southeast Asian Nations&lt;/a&gt; and the &lt;a href=&quot;http://en.wikipedia.org/wiki/Organisation_of_Islamic_Cooperation&quot; title=&quot;Organisation of Islamic Cooperation&quot;&gt;Organisation of Islamic Cooperation&lt;/a&gt;, and a member of &lt;a href=&quot;http://en.wikipedia.org/wiki/Asia-Pacific_Economic_Cooperation&quot; title=&quot;Asia-Pacific Economic Cooperation&quot;&gt;Asia-Pacific Economic Cooperation&lt;/a&gt;, the &lt;a href=&quot;http://en.wikipedia.org/wiki/Commonwealth_of_Nations&quot; title=&quot;Commonwealth of Nations&quot;&gt;Commonwealth of Nations&lt;/a&gt;, and the &lt;a href=&quot;http://en.wikipedia.org/wiki/Non-Aligned_Movement&quot; title=&quot;Non-Aligned Movement&quot;&gt;Non-Aligned Movement&lt;/a&gt;.&lt;br /&gt;
&lt;br /&gt;
&lt;table class=&quot;infobox geography vcard&quot;&gt;&lt;tbody&gt;
&lt;tr class=&quot;mergedtoprow&quot;&gt;&lt;td colspan=&quot;2&quot;&gt;&lt;b&gt;Capital&lt;/b&gt;&lt;br /&gt;
(and largest city)&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Kuala_Lumpur&quot; title=&quot;Kuala Lumpur&quot;&gt;Kuala Lumpur&lt;/a&gt;&lt;sup class=&quot;reference&quot; id=&quot;ref_capital&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysia#endnote_capital&quot;&gt;[a]&lt;/a&gt;&lt;/sup&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://en.wikipedia.org/wiki/Putrajaya&quot; title=&quot;Putrajaya&quot;&gt;Putrajaya&lt;/a&gt; (administrative centre)&lt;br /&gt;
&lt;small&gt;&lt;span style=&quot;white-space: nowrap;&quot;&gt;&lt;span class=&quot;plainlinks nourlexpansion&quot;&gt;&lt;span style=&quot;white-space: nowrap;&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;noprint&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/5/55/WMA_button2b.png/17px-WMA_button2b.png&quot; style=&quot;cursor: pointer; padding: 0px 3px 0px 0px;&quot; title=&quot;Show location on an interactive map&quot; /&gt;&lt;a class=&quot;external text&quot; href=&quot;http://toolserver.org/%7Egeohack/geohack.php?pagename=Malaysia&amp;amp;params=3_08_N_101_42_E_type:country&quot; rel=&quot;nofollow&quot; style=&quot;white-space: nowrap;&quot;&gt;&lt;span class=&quot;geo-default&quot;&gt;&lt;span class=&quot;geo-dms&quot; title=&quot;Maps, aerial photos, and other data for this location&quot;&gt;&lt;span class=&quot;latitude&quot;&gt;3°08′N&lt;/span&gt; &lt;span class=&quot;longitude&quot;&gt;101°42′E&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/small&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;th colspan=&quot;2&quot; style=&quot;vertical-align: middle; white-space: nowrap;&quot;&gt;Official language(s)&lt;/th&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysian_language&quot; title=&quot;Malaysian language&quot;&gt;Bahasa Malaysia&lt;/a&gt;&lt;sup class=&quot;reference&quot; id=&quot;ref_BM&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysia#endnote_BM&quot;&gt;[b]&lt;/a&gt;&lt;/sup&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr class=&quot;mergedrow&quot;&gt; &lt;td colspan=&quot;2&quot; style=&quot;vertical-align: middle; white-space: nowrap;&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Official_script&quot; title=&quot;Official script&quot;&gt;Official script&lt;/a&gt;&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Malay_alphabet&quot; title=&quot;Malay alphabet&quot;&gt;Latin alphabet&lt;/a&gt;&lt;sup class=&quot;reference&quot; id=&quot;ref_script&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysia#endnote_script&quot;&gt;[c]&lt;/a&gt;&lt;/sup&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr class=&quot;mergedbottomrow&quot;&gt; &lt;td colspan=&quot;2&quot; style=&quot;vertical-align: middle; white-space: nowrap;&quot;&gt;Used for some purposes&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/English_language&quot; title=&quot;English language&quot;&gt;English&lt;/a&gt;&lt;sup class=&quot;reference&quot; id=&quot;ref_English&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysia#endnote_English&quot;&gt;[d]&lt;/a&gt;&lt;/sup&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td colspan=&quot;2&quot;&gt;&lt;b&gt;Ethnic groups&lt;/b&gt;&amp;nbsp;&lt;/td&gt; &lt;td&gt;50.4% &lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysian_Malay&quot; title=&quot;Malaysian Malay&quot;&gt;Malay&lt;/a&gt;&lt;br /&gt;
23.7% &lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysian_Chinese&quot; title=&quot;Malaysian Chinese&quot;&gt;Chinese&lt;/a&gt;&lt;br /&gt;
11.0% &lt;a href=&quot;http://en.wikipedia.org/wiki/Orang_Asal&quot; title=&quot;Orang Asal&quot;&gt;Indigenous&lt;/a&gt;&lt;br /&gt;
&amp;nbsp;7.1% &lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysian_Indian&quot; title=&quot;Malaysian Indian&quot;&gt;Indian&lt;/a&gt;&lt;br /&gt;
&amp;nbsp;7.8% Other&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-CIA_Fact_Book_1-0&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysia#cite_note-CIA_Fact_Book-1&quot;&gt;&lt;span&gt;[&lt;/span&gt;2&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;th colspan=&quot;2&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Demonym&quot; title=&quot;Demonym&quot;&gt;Demonym&lt;/a&gt;&lt;/th&gt; &lt;td&gt;Malaysian&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-state.gov_2-0&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysia#cite_note-state.gov-2&quot;&gt;&lt;span&gt;[&lt;/span&gt;3&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;th colspan=&quot;2&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Politics_of_Malaysia&quot; title=&quot;Politics of Malaysia&quot;&gt;Government&lt;/a&gt;&lt;/th&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Federal_monarchy&quot; title=&quot;Federal monarchy&quot;&gt;Federal&lt;/a&gt; &lt;a href=&quot;http://en.wikipedia.org/wiki/Constitutional_monarchy&quot; title=&quot;Constitutional monarchy&quot;&gt;constitutional&lt;/a&gt; &lt;a href=&quot;http://en.wikipedia.org/wiki/Elective_monarchy&quot; title=&quot;Elective monarchy&quot;&gt;elective monarchy&lt;/a&gt; and &lt;a href=&quot;http://en.wikipedia.org/wiki/Federation&quot; title=&quot;Federation&quot;&gt;Federal&lt;/a&gt; &lt;a class=&quot;mw-redirect&quot; href=&quot;http://en.wikipedia.org/wiki/Parliamentary_democracy&quot; title=&quot;Parliamentary democracy&quot;&gt;parliamentary democracy&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr class=&quot;mergedrow&quot;&gt; &lt;td style=&quot;padding: 0 0 0 0.6em; width: 1em;&quot;&gt;&amp;nbsp;-&amp;nbsp;&lt;/td&gt; &lt;td style=&quot;padding-left: 0em;&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Yang_di-Pertuan_Agong&quot; title=&quot;Yang di-Pertuan Agong&quot;&gt;Yang di-Pertuan Agong&lt;/a&gt;&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Abdul_Halim_of_Kedah&quot; title=&quot;Abdul Halim of Kedah&quot;&gt;Abdul Halim&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr class=&quot;mergedrow&quot;&gt; &lt;td style=&quot;padding: 0 0 0 0.6em; width: 1em;&quot;&gt;&amp;nbsp;-&amp;nbsp;&lt;/td&gt; &lt;td style=&quot;padding-left: 0em;&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Prime_Minister_of_Malaysia&quot; title=&quot;Prime Minister of Malaysia&quot;&gt;Prime Minister&lt;/a&gt;&lt;/td&gt; &lt;td&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://en.wikipedia.org/wiki/Najib_Tun_Razak&quot; title=&quot;Najib Tun Razak&quot;&gt;Najib Tun Razak&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr class=&quot;mergedbottomrow&quot;&gt; &lt;td style=&quot;padding: 0 0 0 0.6em; width: 1em;&quot;&gt;&amp;nbsp;-&amp;nbsp;&lt;/td&gt; &lt;td style=&quot;padding-left: 0em;&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Deputy_Prime_Minister_of_Malaysia&quot; title=&quot;Deputy Prime Minister of Malaysia&quot;&gt;Deputy Prime Minister&lt;/a&gt;&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Muhyiddin_Yassin&quot; title=&quot;Muhyiddin Yassin&quot;&gt;Muhyiddin Yassin&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr class=&quot;mergedtoprow&quot;&gt; &lt;th colspan=&quot;3&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Independence&quot; title=&quot;Independence&quot;&gt;Independence&lt;/a&gt;&lt;/th&gt; &lt;/tr&gt;
&lt;tr class=&quot;mergedrow&quot;&gt; &lt;td style=&quot;padding: 0 0 0 0.6em; width: 1em;&quot;&gt;&amp;nbsp;-&amp;nbsp;&lt;/td&gt; &lt;td style=&quot;padding-left: 0em;&quot;&gt;From the &lt;a href=&quot;http://en.wikipedia.org/wiki/United_Kingdom&quot; title=&quot;United Kingdom&quot;&gt;United Kingdom&lt;/a&gt; (&lt;a href=&quot;http://en.wikipedia.org/wiki/Federation_of_Malaya&quot; title=&quot;Federation of Malaya&quot;&gt;Malaya&lt;/a&gt; only)&lt;/td&gt; &lt;td&gt;31 August 1957&amp;nbsp;&lt;/td&gt; &lt;/tr&gt;
&lt;tr class=&quot;mergedbottomrow&quot;&gt; &lt;td style=&quot;padding: 0 0 0 0.6em; width: 1em;&quot;&gt;&amp;nbsp;-&amp;nbsp;&lt;/td&gt; &lt;td style=&quot;padding-left: 0em;&quot;&gt;Federation of &lt;a href=&quot;http://en.wikipedia.org/wiki/Federation_of_Malaya&quot; title=&quot;Federation of Malaya&quot;&gt;Malaya&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/Sabah&quot; title=&quot;Sabah&quot;&gt;Sabah&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/Sarawak&quot; title=&quot;Sarawak&quot;&gt;Sarawak&lt;/a&gt;, and &lt;a href=&quot;http://en.wikipedia.org/wiki/Singapore&quot; title=&quot;Singapore&quot;&gt;Singapore&lt;/a&gt;&lt;sup class=&quot;reference&quot; id=&quot;ref_Singapore&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysia#endnote_Singapore&quot;&gt;[e]&lt;/a&gt;&lt;/sup&gt;&lt;/td&gt; &lt;td&gt;16 September 1963&amp;nbsp;&lt;/td&gt; &lt;/tr&gt;
&lt;tr class=&quot;mergedtoprow&quot;&gt; &lt;th colspan=&quot;3&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Geography_of_Malaysia&quot; title=&quot;Geography of Malaysia&quot;&gt;Area&lt;/a&gt;&lt;/th&gt; &lt;/tr&gt;
&lt;tr class=&quot;mergedrow&quot;&gt; &lt;td style=&quot;padding: 0 0 0 0.6em; width: 1em;&quot;&gt;&amp;nbsp;-&amp;nbsp;&lt;/td&gt; &lt;td style=&quot;padding-left: 0em;&quot;&gt;Total&lt;/td&gt; &lt;td&gt;329,847&amp;nbsp;km&lt;sup&gt;2&lt;/sup&gt;&amp;nbsp;(&lt;a href=&quot;http://en.wikipedia.org/wiki/List_of_countries_and_outlying_territories_by_total_area&quot; title=&quot;List of countries and outlying territories by total area&quot;&gt;67th&lt;/a&gt;)&lt;br /&gt;
127,355&amp;nbsp;sq&amp;nbsp;mi&amp;nbsp;&lt;/td&gt; &lt;/tr&gt;
&lt;tr class=&quot;mergedrow&quot;&gt; &lt;td style=&quot;padding: 0 0 0 0.6em; width: 1em;&quot;&gt;&amp;nbsp;-&amp;nbsp;&lt;/td&gt; &lt;td style=&quot;padding-left: 0em;&quot;&gt;Water&amp;nbsp;(%)&lt;/td&gt; &lt;td&gt;0.3&lt;/td&gt; &lt;/tr&gt;
&lt;tr class=&quot;mergedtoprow&quot;&gt; &lt;th colspan=&quot;3&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Demographics_of_Malaysia&quot; title=&quot;Demographics of Malaysia&quot;&gt;Population&lt;/a&gt;&lt;/th&gt; &lt;/tr&gt;
&lt;tr class=&quot;mergedrow&quot;&gt; &lt;td style=&quot;padding: 0 0 0 0.6em; width: 1em;&quot;&gt;&amp;nbsp;-&amp;nbsp;&lt;/td&gt; &lt;td style=&quot;padding-left: 0em;&quot;&gt;2010&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-Population_1_3-0&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysia#cite_note-Population_1-3&quot;&gt;&lt;span&gt;[&lt;/span&gt;4&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&amp;nbsp;census&lt;/td&gt; &lt;td&gt;28,334,135&amp;nbsp;&lt;/td&gt; &lt;/tr&gt;
&lt;tr class=&quot;mergedbottomrow&quot;&gt; &lt;td style=&quot;padding: 0 0 0 0.6em; width: 1em;&quot;&gt;&amp;nbsp;-&amp;nbsp;&lt;/td&gt; &lt;td style=&quot;padding-left: 0em;&quot;&gt;Density&lt;/td&gt; &lt;td&gt;86/km&lt;sup&gt;2&lt;/sup&gt;&amp;nbsp;(&lt;a class=&quot;mw-redirect&quot; href=&quot;http://en.wikipedia.org/wiki/List_of_countries_by_population_density&quot; title=&quot;List of countries by population density&quot;&gt;114th&lt;/a&gt;)&lt;br /&gt;
216.45/sq&amp;nbsp;mi&lt;/td&gt; &lt;/tr&gt;
&lt;tr class=&quot;mergedtoprow&quot;&gt; &lt;td colspan=&quot;2&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Gross_domestic_product&quot; title=&quot;Gross domestic product&quot;&gt;GDP&lt;/a&gt;&lt;/b&gt;&amp;nbsp;(&lt;a href=&quot;http://en.wikipedia.org/wiki/Purchasing_power_parity&quot; title=&quot;Purchasing power parity&quot;&gt;PPP&lt;/a&gt;)&lt;/td&gt; &lt;td&gt;2011&amp;nbsp;estimate&lt;/td&gt; &lt;/tr&gt;
&lt;tr class=&quot;mergedrow&quot;&gt; &lt;td style=&quot;padding: 0 0 0 0.6em; width: 1em;&quot;&gt;&amp;nbsp;-&amp;nbsp;&lt;/td&gt; &lt;td style=&quot;padding-left: 0em;&quot;&gt;Total&lt;/td&gt; &lt;td&gt;$442.010 billion&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-imf2_4-0&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysia#cite_note-imf2-4&quot;&gt;&lt;span&gt;[&lt;/span&gt;5&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&amp;nbsp;&lt;/td&gt; &lt;/tr&gt;
&lt;tr class=&quot;mergedbottomrow&quot;&gt; &lt;td style=&quot;padding: 0 0 0 0.6em; width: 1em;&quot;&gt;&amp;nbsp;-&amp;nbsp;&lt;/td&gt; &lt;td style=&quot;padding-left: 0em;&quot;&gt;Per capita&lt;/td&gt; &lt;td&gt;$15,384&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-imf2_4-1&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysia#cite_note-imf2-4&quot;&gt;&lt;span&gt;[&lt;/span&gt;5&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&amp;nbsp;&lt;/td&gt; &lt;/tr&gt;
&lt;tr class=&quot;mergedtoprow&quot;&gt; &lt;td colspan=&quot;2&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Gross_domestic_product&quot; title=&quot;Gross domestic product&quot;&gt;GDP&lt;/a&gt;&lt;/b&gt; (nominal)&lt;/td&gt; &lt;td&gt;2011&amp;nbsp;estimate&lt;/td&gt; &lt;/tr&gt;
&lt;tr class=&quot;mergedrow&quot;&gt; &lt;td style=&quot;padding: 0 0 0 0.6em; width: 1em;&quot;&gt;&amp;nbsp;-&amp;nbsp;&lt;/td&gt; &lt;td style=&quot;padding-left: 0em;&quot;&gt;Total&lt;/td&gt; &lt;td&gt;$247.781 billion&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-imf2_4-2&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysia#cite_note-imf2-4&quot;&gt;&lt;span&gt;[&lt;/span&gt;5&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&amp;nbsp;&lt;/td&gt; &lt;/tr&gt;
&lt;tr class=&quot;mergedbottomrow&quot;&gt; &lt;td style=&quot;padding: 0 0 0 0.6em; width: 1em;&quot;&gt;&amp;nbsp;-&amp;nbsp;&lt;/td&gt; &lt;td style=&quot;padding-left: 0em;&quot;&gt;Per capita&lt;/td&gt; &lt;td&gt;$8,624&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-imf2_4-3&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysia#cite_note-imf2-4&quot;&gt;&lt;span&gt;[&lt;/span&gt;5&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&amp;nbsp;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td colspan=&quot;2&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Gini_coefficient&quot; title=&quot;Gini coefficient&quot;&gt;Gini&lt;/a&gt;&lt;/b&gt;&amp;nbsp;(2002&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-CIA_Fact_Book_1-1&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysia#cite_note-CIA_Fact_Book-1&quot;&gt;&lt;span&gt;[&lt;/span&gt;2&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;)&lt;/td&gt; &lt;td&gt;46.1&amp;nbsp;(&lt;a href=&quot;http://en.wikipedia.org/wiki/List_of_countries_by_income_equality&quot; title=&quot;List of countries by income equality&quot;&gt;36&lt;/a&gt;)&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td colspan=&quot;2&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Human_Development_Index&quot; title=&quot;Human Development Index&quot;&gt;HDI&lt;/a&gt;&lt;/b&gt;&amp;nbsp;(2010)&lt;/td&gt; &lt;td&gt;&lt;img alt=&quot;increase&quot; height=&quot;11&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/b/b0/Increase2.svg/11px-Increase2.svg.png&quot; width=&quot;11&quot; /&gt; 0.744&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-HDI_5-0&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysia#cite_note-HDI-5&quot;&gt;&lt;span&gt;[&lt;/span&gt;6&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&amp;nbsp;(&lt;span style=&quot;color: green;&quot;&gt;high&lt;/span&gt;)&amp;nbsp;(&lt;a href=&quot;http://en.wikipedia.org/wiki/List_of_countries_by_Human_Development_Index&quot; title=&quot;List of countries by Human Development Index&quot;&gt;57th&lt;/a&gt;)&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;th colspan=&quot;2&quot; style=&quot;vertical-align: middle;&quot;&gt;Currency&lt;/th&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysian_ringgit&quot; title=&quot;Malaysian ringgit&quot;&gt;Ringgit&lt;/a&gt; (RM) (&lt;code&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/ISO_4217&quot; title=&quot;ISO 4217&quot;&gt;MYR&lt;/a&gt;&lt;/code&gt;)&lt;/td&gt; &lt;/tr&gt;
&lt;tr class=&quot;mergedtoprow&quot;&gt; &lt;th colspan=&quot;2&quot;&gt;Time zone&lt;/th&gt; &lt;td&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://en.wikipedia.org/wiki/Malaysian_Standard_Time&quot; title=&quot;Malaysian Standard Time&quot;&gt;MST&lt;/a&gt; &lt;span class=&quot;nowrap&quot;&gt;(&lt;a href=&quot;http://en.wikipedia.org/wiki/Coordinated_Universal_Time&quot; title=&quot;Coordinated Universal Time&quot;&gt;UTC&lt;/a&gt;+8)&lt;/span&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr class=&quot;mergedbottomrow&quot;&gt; &lt;td style=&quot;padding: 0 0 0 0.6em; width: 1em;&quot;&gt;&amp;nbsp;-&amp;nbsp;&lt;/td&gt; &lt;td style=&quot;padding-left: 0em;&quot;&gt;Summer&amp;nbsp;(&lt;a href=&quot;http://en.wikipedia.org/wiki/Daylight_saving_time&quot; title=&quot;Daylight saving time&quot;&gt;DST&lt;/a&gt;)&lt;/td&gt; &lt;td&gt;Not observed&amp;nbsp;(&lt;a href=&quot;http://en.wikipedia.org/wiki/Coordinated_Universal_Time&quot; title=&quot;Coordinated Universal Time&quot;&gt;UTC&lt;/a&gt;+8)&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;th colspan=&quot;2&quot;&gt;Date formats&lt;/th&gt; &lt;td&gt;dd-mm-yyyy&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;th colspan=&quot;2&quot;&gt;Drives on the&lt;/th&gt; &lt;td&gt;Left&lt;/td&gt; &lt;/tr&gt;
&lt;tr class=&quot;mergedtoprow&quot;&gt; &lt;th colspan=&quot;2&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/ISO_3166&quot; title=&quot;ISO 3166&quot;&gt;ISO&amp;nbsp;3166&amp;nbsp;code&lt;/a&gt;&lt;/th&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/ISO_3166-2:MY&quot; title=&quot;ISO 3166-2:MY&quot;&gt;MY&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;th colspan=&quot;2&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Country_code_top-level_domain&quot; title=&quot;Country code top-level domain&quot;&gt;Internet TLD&lt;/a&gt;&lt;/th&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/.my&quot; title=&quot;.my&quot;&gt;.my&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;th colspan=&quot;2&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Telephone_numbers_in_Malaysia&quot; title=&quot;Telephone numbers in Malaysia&quot;&gt;Calling code&lt;/a&gt;&lt;/th&gt; &lt;td&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://en.wikipedia.org/wiki/%2B60&quot; title=&quot;+60&quot;&gt;+60&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td colspan=&quot;3&quot;&gt;&lt;small&gt;&lt;span class=&quot;citation wikicite&quot; id=&quot;endnote_capital&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysia#ref_capital&quot;&gt;^&lt;/a&gt;&lt;/b&gt;&lt;/span&gt; a. &lt;a href=&quot;http://en.wikipedia.org/wiki/Kuala_Lumpur&quot; title=&quot;Kuala Lumpur&quot;&gt;Kuala Lumpur&lt;/a&gt; is the capital city and is home to the legislative branch of the Federal government. &lt;a href=&quot;http://en.wikipedia.org/wiki/Putrajaya&quot; title=&quot;Putrajaya&quot;&gt;Putrajaya&lt;/a&gt; is the primary seat of the federal government where the executive and judicial branches are located.&lt;/small&gt; &lt;small&gt;&lt;span class=&quot;citation wikicite&quot; id=&quot;endnote_BM&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysia#ref_BM&quot;&gt;^&lt;/a&gt;&lt;/b&gt;&lt;/span&gt; b. The terminology as per government policy is &lt;i&gt;Bahasa Malaysia&lt;/i&gt; (literally Malaysian language)&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-6&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysia#cite_note-6&quot;&gt;&lt;span&gt;[&lt;/span&gt;7&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt; but legislation continues to refer to the official language as &lt;i&gt;Bahasa Melayu&lt;/i&gt; (literally Malay language).&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-7&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysia#cite_note-7&quot;&gt;&lt;span&gt;[&lt;/span&gt;8&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;/small&gt;&lt;br /&gt;
&lt;small&gt;&lt;span class=&quot;citation wikicite&quot; id=&quot;endnote_script&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysia#ref_script&quot;&gt;^&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;  c. Under the National Language Act 1967: &quot;The script of the national  language shall be the Rumi [Latin] script: provided that this shall not  prohibit the use of the Malay script, more commonly known as the &lt;a class=&quot;mw-redirect&quot; href=&quot;http://en.wikipedia.org/wiki/Jawi_script&quot; title=&quot;Jawi script&quot;&gt;Jawi script&lt;/a&gt;, of the national language.&quot;&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-8&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysia#cite_note-8&quot;&gt;&lt;span&gt;[&lt;/span&gt;9&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;/small&gt;&lt;br /&gt;
&lt;small&gt;&lt;span class=&quot;citation wikicite&quot; id=&quot;endnote_English&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysia#ref_English&quot;&gt;^&lt;/a&gt;&lt;/b&gt;&lt;/span&gt; d. English may be used for some purposes under the National Language Act 1967.&lt;/small&gt;&lt;br /&gt;
&lt;small&gt;&lt;span class=&quot;citation wikicite&quot; id=&quot;endnote_Singapore&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysia#ref_Singapore&quot;&gt;^&lt;/a&gt;&lt;/b&gt;&lt;/span&gt; e. Singapore became an independent country on 9 August 1965.&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-9&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Malaysia#cite_note-9&quot;&gt;&lt;span&gt;[&lt;/span&gt;10&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;/small&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;</content><link rel='replies' type='application/atom+xml' href='http://azeem1-azeem.blogspot.com/feeds/2351237816051023273/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/malaysia.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/2351237816051023273'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/2351237816051023273'/><link rel='alternate' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/malaysia.html' title='Malaysia'/><author><name>AZEEM</name><uri>http://www.blogger.com/profile/01738610891408205695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5824990369733750557.post-3282739951305008827</id><published>2012-01-05T01:20:00.000-08:00</published><updated>2012-01-05T01:20:09.586-08:00</updated><title type='text'>Which European country has no snakes?</title><content type='html'>IRELAND</content><link rel='replies' type='application/atom+xml' href='http://azeem1-azeem.blogspot.com/feeds/3282739951305008827/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/which-european-country-has-no-snakes.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/3282739951305008827'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/3282739951305008827'/><link rel='alternate' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/which-european-country-has-no-snakes.html' title='Which European country has no snakes?'/><author><name>AZEEM</name><uri>http://www.blogger.com/profile/01738610891408205695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5824990369733750557.post-1095158569420431842</id><published>2012-01-05T01:17:00.000-08:00</published><updated>2012-01-05T01:17:25.321-08:00</updated><title type='text'>Wonders of the World</title><content type='html'>&lt;h2&gt; &lt;span class=&quot;mw-headline&quot; id=&quot;Seven_Wonders_of_the_Ancient_World&quot;&gt;Seven Wonders of the Ancient World&lt;/span&gt;&lt;/h2&gt;&lt;div class=&quot;rellink relarticle mainarticle&quot;&gt;Main article: &lt;a href=&quot;http://en.wikipedia.org/wiki/Seven_Wonders_of_the_Ancient_World&quot; title=&quot;Seven Wonders of the Ancient World&quot;&gt;Seven Wonders of the Ancient World&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;thumb tright&quot;&gt; &lt;div class=&quot;thumbinner&quot; style=&quot;width: 222px;&quot;&gt;&lt;a class=&quot;image&quot; href=&quot;http://en.wikipedia.org/wiki/File:Gizeh_Cheops_BW_1.jpg&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;thumbimage&quot; height=&quot;147&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/d/d1/Gizeh_Cheops_BW_1.jpg/220px-Gizeh_Cheops_BW_1.jpg&quot; width=&quot;220&quot; /&gt;&lt;/a&gt; &lt;div class=&quot;thumbcaption&quot;&gt; &lt;div class=&quot;magnify&quot;&gt;&lt;a class=&quot;internal&quot; href=&quot;http://en.wikipedia.org/wiki/File:Gizeh_Cheops_BW_1.jpg&quot; title=&quot;Enlarge&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;11&quot; src=&quot;http://bits.wikimedia.org/skins-1.18/common/images/magnify-clip.png&quot; width=&quot;15&quot; /&gt;&lt;/a&gt;&lt;/div&gt;The &lt;a href=&quot;http://en.wikipedia.org/wiki/Great_Pyramid_of_Giza&quot; title=&quot;Great Pyramid of Giza&quot;&gt;Great Pyramid of Giza&lt;/a&gt;, the only wonder of the ancient world still in existence&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;thumb tright&quot;&gt; &lt;div class=&quot;thumbinner&quot; style=&quot;width: 222px;&quot;&gt;&lt;a class=&quot;image&quot; href=&quot;http://en.wikipedia.org/wiki/File:Colosseum_in_Rome,_Italy_-_April_2007.jpg&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;thumbimage&quot; height=&quot;129&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/5/53/Colosseum_in_Rome%2C_Italy_-_April_2007.jpg/220px-Colosseum_in_Rome%2C_Italy_-_April_2007.jpg&quot; width=&quot;220&quot; /&gt;&lt;/a&gt; &lt;div class=&quot;thumbcaption&quot;&gt; &lt;div class=&quot;magnify&quot;&gt;&lt;a class=&quot;internal&quot; href=&quot;http://en.wikipedia.org/wiki/File:Colosseum_in_Rome,_Italy_-_April_2007.jpg&quot; title=&quot;Enlarge&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;11&quot; src=&quot;http://bits.wikimedia.org/skins-1.18/common/images/magnify-clip.png&quot; width=&quot;15&quot; /&gt;&lt;/a&gt;&lt;/div&gt;The &lt;a href=&quot;http://en.wikipedia.org/wiki/Colosseum&quot; title=&quot;Colosseum&quot;&gt;Colosseum&lt;/a&gt; in Rome&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;thumb tright&quot;&gt; &lt;div class=&quot;thumbinner&quot; style=&quot;width: 222px;&quot;&gt;&lt;a class=&quot;image&quot; href=&quot;http://en.wikipedia.org/wiki/File:GreatWall6.jpg&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;thumbimage&quot; height=&quot;165&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/a/a4/GreatWall6.jpg/220px-GreatWall6.jpg&quot; width=&quot;220&quot; /&gt;&lt;/a&gt; &lt;div class=&quot;thumbcaption&quot;&gt; &lt;div class=&quot;magnify&quot;&gt;&lt;a class=&quot;internal&quot; href=&quot;http://en.wikipedia.org/wiki/File:GreatWall6.jpg&quot; title=&quot;Enlarge&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;11&quot; src=&quot;http://bits.wikimedia.org/skins-1.18/common/images/magnify-clip.png&quot; width=&quot;15&quot; /&gt;&lt;/a&gt;&lt;/div&gt;The &lt;a href=&quot;http://en.wikipedia.org/wiki/Great_Wall_of_China&quot; title=&quot;Great Wall of China&quot;&gt;Great Wall of China&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;thumb tright&quot;&gt; &lt;div class=&quot;thumbinner&quot; style=&quot;width: 222px;&quot;&gt;&lt;a class=&quot;image&quot; href=&quot;http://en.wikipedia.org/wiki/File:Aya_sofya.jpg&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;thumbimage&quot; height=&quot;148&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/4/4a/Aya_sofya.jpg/220px-Aya_sofya.jpg&quot; width=&quot;220&quot; /&gt;&lt;/a&gt; &lt;div class=&quot;thumbcaption&quot;&gt; &lt;div class=&quot;magnify&quot;&gt;&lt;a class=&quot;internal&quot; href=&quot;http://en.wikipedia.org/wiki/File:Aya_sofya.jpg&quot; title=&quot;Enlarge&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;11&quot; src=&quot;http://bits.wikimedia.org/skins-1.18/common/images/magnify-clip.png&quot; width=&quot;15&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Hagia_Sophia&quot; title=&quot;Hagia Sophia&quot;&gt;Hagia Sophia&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;thumb tright&quot;&gt; &lt;div class=&quot;thumbinner&quot; style=&quot;width: 222px;&quot;&gt;&lt;a class=&quot;image&quot; href=&quot;http://en.wikipedia.org/wiki/File:Stonehenge-Green.jpg&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;thumbimage&quot; height=&quot;147&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/a/a6/Stonehenge-Green.jpg/220px-Stonehenge-Green.jpg&quot; width=&quot;220&quot; /&gt;&lt;/a&gt; &lt;div class=&quot;thumbcaption&quot;&gt; &lt;div class=&quot;magnify&quot;&gt;&lt;a class=&quot;internal&quot; href=&quot;http://en.wikipedia.org/wiki/File:Stonehenge-Green.jpg&quot; title=&quot;Enlarge&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;11&quot; src=&quot;http://bits.wikimedia.org/skins-1.18/common/images/magnify-clip.png&quot; width=&quot;15&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Stonehenge&quot; title=&quot;Stonehenge&quot;&gt;Stonehenge&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;thumb tright&quot;&gt; &lt;div class=&quot;thumbinner&quot; style=&quot;width: 222px;&quot;&gt;&lt;a class=&quot;image&quot; href=&quot;http://en.wikipedia.org/wiki/File:Taj_Mahal_in_March_2004.jpg&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;thumbimage&quot; height=&quot;181&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/c/c8/Taj_Mahal_in_March_2004.jpg/220px-Taj_Mahal_in_March_2004.jpg&quot; width=&quot;220&quot; /&gt;&lt;/a&gt; &lt;div class=&quot;thumbcaption&quot;&gt; &lt;div class=&quot;magnify&quot;&gt;&lt;a class=&quot;internal&quot; href=&quot;http://en.wikipedia.org/wiki/File:Taj_Mahal_in_March_2004.jpg&quot; title=&quot;Enlarge&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;11&quot; src=&quot;http://bits.wikimedia.org/skins-1.18/common/images/magnify-clip.png&quot; width=&quot;15&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Taj_Mahal&quot; title=&quot;Taj Mahal&quot;&gt;Taj Mahal&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;thumb tright&quot;&gt; &lt;div class=&quot;thumbinner&quot; style=&quot;width: 172px;&quot;&gt;&lt;a class=&quot;image&quot; href=&quot;http://en.wikipedia.org/wiki/File:Empire_State_Building_from_the_Top_of_the_Rock.jpg&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;thumbimage&quot; height=&quot;227&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/c/c7/Empire_State_Building_from_the_Top_of_the_Rock.jpg/170px-Empire_State_Building_from_the_Top_of_the_Rock.jpg&quot; width=&quot;170&quot; /&gt;&lt;/a&gt; &lt;div class=&quot;thumbcaption&quot;&gt; &lt;div class=&quot;magnify&quot;&gt;&lt;a class=&quot;internal&quot; href=&quot;http://en.wikipedia.org/wiki/File:Empire_State_Building_from_the_Top_of_the_Rock.jpg&quot; title=&quot;Enlarge&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;11&quot; src=&quot;http://bits.wikimedia.org/skins-1.18/common/images/magnify-clip.png&quot; width=&quot;15&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Empire_State_Building&quot; title=&quot;Empire State Building&quot;&gt;Empire State Building&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;thumb tright&quot;&gt; &lt;div class=&quot;thumbinner&quot; style=&quot;width: 222px;&quot;&gt;&lt;a class=&quot;image&quot; href=&quot;http://en.wikipedia.org/wiki/File:GG-ftpoint-bridge-2.jpg&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;thumbimage&quot; height=&quot;147&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/3/3c/GG-ftpoint-bridge-2.jpg/220px-GG-ftpoint-bridge-2.jpg&quot; width=&quot;220&quot; /&gt;&lt;/a&gt; &lt;div class=&quot;thumbcaption&quot;&gt; &lt;div class=&quot;magnify&quot;&gt;&lt;a class=&quot;internal&quot; href=&quot;http://en.wikipedia.org/wiki/File:GG-ftpoint-bridge-2.jpg&quot; title=&quot;Enlarge&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;11&quot; src=&quot;http://bits.wikimedia.org/skins-1.18/common/images/magnify-clip.png&quot; width=&quot;15&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Golden_Gate_Bridge&quot; title=&quot;Golden Gate Bridge&quot;&gt;Golden Gate Bridge&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;thumb tright&quot;&gt; &lt;div class=&quot;thumbinner&quot; style=&quot;width: 172px;&quot;&gt;&lt;a class=&quot;image&quot; href=&quot;http://en.wikipedia.org/wiki/File:Toronto_-_ON_-_Toronto_Harbourfront7.jpg&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;thumbimage&quot; height=&quot;268&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/9/96/Toronto_-_ON_-_Toronto_Harbourfront7.jpg/170px-Toronto_-_ON_-_Toronto_Harbourfront7.jpg&quot; width=&quot;170&quot; /&gt;&lt;/a&gt; &lt;div class=&quot;thumbcaption&quot;&gt; &lt;div class=&quot;magnify&quot;&gt;&lt;a class=&quot;internal&quot; href=&quot;http://en.wikipedia.org/wiki/File:Toronto_-_ON_-_Toronto_Harbourfront7.jpg&quot; title=&quot;Enlarge&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;11&quot; src=&quot;http://bits.wikimedia.org/skins-1.18/common/images/magnify-clip.png&quot; width=&quot;15&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/CN_Tower&quot; title=&quot;CN Tower&quot;&gt;CN Tower&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;thumb tright&quot;&gt; &lt;div class=&quot;thumbinner&quot; style=&quot;width: 222px;&quot;&gt;&lt;a class=&quot;image&quot; href=&quot;http://en.wikipedia.org/wiki/File:Chichen.JPG&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;thumbimage&quot; height=&quot;165&quot; src=&quot;http://upload.wikimedia.org/wikipedia/en/thumb/4/41/Chichen.JPG/220px-Chichen.JPG&quot; width=&quot;220&quot; /&gt;&lt;/a&gt; &lt;div class=&quot;thumbcaption&quot;&gt; &lt;div class=&quot;magnify&quot;&gt;&lt;a class=&quot;internal&quot; href=&quot;http://en.wikipedia.org/wiki/File:Chichen.JPG&quot; title=&quot;Enlarge&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;11&quot; src=&quot;http://bits.wikimedia.org/skins-1.18/common/images/magnify-clip.png&quot; width=&quot;15&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Chichen_Itza&quot; title=&quot;Chichen Itza&quot;&gt;Chichen Itza&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;thumb tright&quot;&gt; &lt;div class=&quot;thumbinner&quot; style=&quot;width: 222px;&quot;&gt;&lt;a class=&quot;image&quot; href=&quot;http://en.wikipedia.org/wiki/File:Jerusalem.jpg&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;thumbimage&quot; height=&quot;147&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/f/f6/Jerusalem.jpg/220px-Jerusalem.jpg&quot; width=&quot;220&quot; /&gt;&lt;/a&gt; &lt;div class=&quot;thumbcaption&quot;&gt; &lt;div class=&quot;magnify&quot;&gt;&lt;a class=&quot;internal&quot; href=&quot;http://en.wikipedia.org/wiki/File:Jerusalem.jpg&quot; title=&quot;Enlarge&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;11&quot; src=&quot;http://bits.wikimedia.org/skins-1.18/common/images/magnify-clip.png&quot; width=&quot;15&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Old_City_%28Jerusalem%29&quot; title=&quot;Old City (Jerusalem)&quot;&gt;Old City of Jerusalem&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;thumb tright&quot;&gt; &lt;div class=&quot;thumbinner&quot; style=&quot;width: 222px;&quot;&gt;&lt;a class=&quot;image&quot; href=&quot;http://en.wikipedia.org/wiki/File:Polarlicht_2.jpg&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;thumbimage&quot; height=&quot;143&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/a/aa/Polarlicht_2.jpg/220px-Polarlicht_2.jpg&quot; width=&quot;220&quot; /&gt;&lt;/a&gt; &lt;div class=&quot;thumbcaption&quot;&gt; &lt;div class=&quot;magnify&quot;&gt;&lt;a class=&quot;internal&quot; href=&quot;http://en.wikipedia.org/wiki/File:Polarlicht_2.jpg&quot; title=&quot;Enlarge&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;11&quot; src=&quot;http://bits.wikimedia.org/skins-1.18/common/images/magnify-clip.png&quot; width=&quot;15&quot; /&gt;&lt;/a&gt;&lt;/div&gt;The &lt;a href=&quot;http://en.wikipedia.org/wiki/Aurora_%28astronomy%29&quot; title=&quot;Aurora (astronomy)&quot;&gt;Aurora Borealis&lt;/a&gt; or Northern Lights&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;thumb tright&quot;&gt; &lt;div class=&quot;thumbinner&quot; style=&quot;width: 222px;&quot;&gt;&lt;a class=&quot;image&quot; href=&quot;http://en.wikipedia.org/wiki/File:Grand_Canyon_Grandeur_Point_2006_09_09.jpg&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;thumbimage&quot; height=&quot;147&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/2/23/Grand_Canyon_Grandeur_Point_2006_09_09.jpg/220px-Grand_Canyon_Grandeur_Point_2006_09_09.jpg&quot; width=&quot;220&quot; /&gt;&lt;/a&gt; &lt;div class=&quot;thumbcaption&quot;&gt; &lt;div class=&quot;magnify&quot;&gt;&lt;a class=&quot;internal&quot; href=&quot;http://en.wikipedia.org/wiki/File:Grand_Canyon_Grandeur_Point_2006_09_09.jpg&quot; title=&quot;Enlarge&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;11&quot; src=&quot;http://bits.wikimedia.org/skins-1.18/common/images/magnify-clip.png&quot; width=&quot;15&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Grand_Canyon&quot; title=&quot;Grand Canyon&quot;&gt;Grand Canyon&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;thumb tright&quot;&gt; &lt;div class=&quot;thumbinner&quot; style=&quot;width: 172px;&quot;&gt;&lt;a class=&quot;image&quot; href=&quot;http://en.wikipedia.org/wiki/File:Blue_Linckia_Starfish.JPG&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;thumbimage&quot; height=&quot;227&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/7/76/Blue_Linckia_Starfish.JPG/170px-Blue_Linckia_Starfish.JPG&quot; width=&quot;170&quot; /&gt;&lt;/a&gt; &lt;div class=&quot;thumbcaption&quot;&gt; &lt;div class=&quot;magnify&quot;&gt;&lt;a class=&quot;internal&quot; href=&quot;http://en.wikipedia.org/wiki/File:Blue_Linckia_Starfish.JPG&quot; title=&quot;Enlarge&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;11&quot; src=&quot;http://bits.wikimedia.org/skins-1.18/common/images/magnify-clip.png&quot; width=&quot;15&quot; /&gt;&lt;/a&gt;&lt;/div&gt;The &lt;a href=&quot;http://en.wikipedia.org/wiki/Great_Barrier_Reef&quot; title=&quot;Great Barrier Reef&quot;&gt;Great Barrier Reef&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;thumb tright&quot;&gt; &lt;div class=&quot;thumbinner&quot; style=&quot;width: 222px;&quot;&gt;&lt;a class=&quot;image&quot; href=&quot;http://en.wikipedia.org/wiki/File:Abbey_Mill_Pumping_station.JPG&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;thumbimage&quot; height=&quot;165&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/8/83/Abbey_Mill_Pumping_station.JPG/220px-Abbey_Mill_Pumping_station.JPG&quot; width=&quot;220&quot; /&gt;&lt;/a&gt; &lt;div class=&quot;thumbcaption&quot;&gt; &lt;div class=&quot;magnify&quot;&gt;&lt;a class=&quot;internal&quot; href=&quot;http://en.wikipedia.org/wiki/File:Abbey_Mill_Pumping_station.JPG&quot; title=&quot;Enlarge&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;11&quot; src=&quot;http://bits.wikimedia.org/skins-1.18/common/images/magnify-clip.png&quot; width=&quot;15&quot; /&gt;&lt;/a&gt;&lt;/div&gt;The &lt;a href=&quot;http://en.wikipedia.org/wiki/London_sewerage_system&quot; title=&quot;London sewerage system&quot;&gt;London sewerage system&lt;/a&gt;&#39;s original Abbey Mills pumping station&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;thumb tright&quot;&gt; &lt;div class=&quot;thumbinner&quot; style=&quot;width: 172px;&quot;&gt;&lt;a class=&quot;image&quot; href=&quot;http://en.wikipedia.org/wiki/File:80_-_Machu_Picchu_-_Juin_2009_-_edit.jpg&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;thumbimage&quot; height=&quot;166&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/6/62/80_-_Machu_Picchu_-_Juin_2009_-_edit.jpg/170px-80_-_Machu_Picchu_-_Juin_2009_-_edit.jpg&quot; width=&quot;170&quot; /&gt;&lt;/a&gt; &lt;div class=&quot;thumbcaption&quot;&gt; &lt;div class=&quot;magnify&quot;&gt;&lt;a class=&quot;internal&quot; href=&quot;http://en.wikipedia.org/wiki/File:80_-_Machu_Picchu_-_Juin_2009_-_edit.jpg&quot; title=&quot;Enlarge&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;11&quot; src=&quot;http://bits.wikimedia.org/skins-1.18/common/images/magnify-clip.png&quot; width=&quot;15&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Machu_Picchu&quot; title=&quot;Machu Picchu&quot;&gt;Machu Picchu&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;The historian &lt;a href=&quot;http://en.wikipedia.org/wiki/Herodotus&quot; title=&quot;Herodotus&quot;&gt;Herodotus&lt;/a&gt; (484 – ca. 425 BCE), and the scholar &lt;a href=&quot;http://en.wikipedia.org/wiki/Callimachus&quot; title=&quot;Callimachus&quot;&gt;Callimachus&lt;/a&gt; of &lt;a href=&quot;http://en.wikipedia.org/wiki/Cyrene,_Libya&quot; title=&quot;Cyrene, Libya&quot;&gt;Cyrene&lt;/a&gt; (ca. 305 – 240 BCE) at the Museum of &lt;a class=&quot;mw-redirect&quot; href=&quot;http://en.wikipedia.org/wiki/Alexandria,_Egypt&quot; title=&quot;Alexandria, Egypt&quot;&gt;Alexandria&lt;/a&gt;, made early lists of seven wonders but their writings have not survived, except as references. The seven wonders included:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Great_Pyramid_of_Giza&quot; title=&quot;Great Pyramid of Giza&quot;&gt;Great Pyramid of Giza&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Hanging_Gardens_of_Babylon&quot; title=&quot;Hanging Gardens of Babylon&quot;&gt;Hanging Gardens of Babylon&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Statue_of_Zeus_at_Olympia&quot; title=&quot;Statue of Zeus at Olympia&quot;&gt;Statue of Zeus at Olympia&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Temple_of_Artemis&quot; title=&quot;Temple of Artemis&quot;&gt;Temple of Artemis at Ephesus&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://en.wikipedia.org/wiki/Mausoleum_of_Halicarnassus&quot; title=&quot;Mausoleum of Halicarnassus&quot;&gt;Mausoleum of Maussollos at Halicarnassus&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Colossus_of_Rhodes&quot; title=&quot;Colossus of Rhodes&quot;&gt;Colossus of Rhodes&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Lighthouse_of_Alexandria&quot; title=&quot;Lighthouse of Alexandria&quot;&gt;Lighthouse of Alexandria&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;The earliest lists had the &lt;a href=&quot;http://en.wikipedia.org/wiki/Ishtar_Gate&quot; title=&quot;Ishtar Gate&quot;&gt;Ishtar Gate&lt;/a&gt; as the seventh wonder of the world instead of the &lt;a href=&quot;http://en.wikipedia.org/wiki/Lighthouse_of_Alexandria&quot; title=&quot;Lighthouse of Alexandria&quot;&gt;Lighthouse of Alexandria&lt;/a&gt;.&lt;br /&gt;
The list known today was compiled in the &lt;a href=&quot;http://en.wikipedia.org/wiki/Middle_Ages&quot; title=&quot;Middle Ages&quot;&gt;Middle Ages&lt;/a&gt;—by  which time many of the sites were no longer in existence. Today, the  only ancient world wonder that still exists is the Great Pyramid of  Giza.&lt;br /&gt;
&lt;h2&gt; &lt;span class=&quot;mw-headline&quot; id=&quot;Medieval_World&quot;&gt;Medieval World&lt;/span&gt;&lt;/h2&gt;In the 19th and early 20th centuries, some writers wrote about lists  with names such as Wonders of the Middle Ages, Seven Wonders of the  Middle Ages, Seven Wonders of the Medieval Mind, and Architectural  Wonders of the Middle Ages. However it is unlikely that these lists  originated in the Middle Ages because the word &lt;a class=&quot;mw-redirect&quot; href=&quot;http://en.wikipedia.org/wiki/Medieval&quot; title=&quot;Medieval&quot;&gt;medieval&lt;/a&gt; was not invented until the &lt;a href=&quot;http://en.wikipedia.org/wiki/Age_of_Enlightenment&quot; title=&quot;Age of Enlightenment&quot;&gt;Enlightenment&lt;/a&gt;-era, and the concept of a Middle Age did not become popular until the 16th century. &lt;i&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Brewer%27s_Dictionary_of_Phrase_and_Fable&quot; title=&quot;Brewer&#39;s Dictionary of Phrase and Fable&quot;&gt;Brewer&#39;s Dictionary of Phrase and Fable&lt;/a&gt;&lt;/i&gt; refers to them as &quot;later list[s]&quot;&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-brewers_1-0&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wonders_of_the_World#cite_note-brewers-1&quot;&gt;&lt;span&gt;[&lt;/span&gt;2&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt; suggesting the lists were created after the Middle Ages.&lt;br /&gt;
Many of the structures on these lists were built much earlier than the Medieval Ages, but were well known.&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-carrington_2-0&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wonders_of_the_World#cite_note-carrington-2&quot;&gt;&lt;span&gt;[&lt;/span&gt;3&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;br /&gt;
Typically representative are:&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-brewers_1-1&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wonders_of_the_World#cite_note-brewers-1&quot;&gt;&lt;span&gt;[&lt;/span&gt;2&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-carrington_2-1&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wonders_of_the_World#cite_note-carrington-2&quot;&gt;&lt;span&gt;[&lt;/span&gt;3&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-latham_3-0&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wonders_of_the_World#cite_note-latham-3&quot;&gt;&lt;span&gt;[&lt;/span&gt;4&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-miller_4-0&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wonders_of_the_World#cite_note-miller-4&quot;&gt;&lt;span&gt;[&lt;/span&gt;5&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Stonehenge&quot; title=&quot;Stonehenge&quot;&gt;Stonehenge&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Colosseum&quot; title=&quot;Colosseum&quot;&gt;Colosseum&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Catacombs_of_Kom_el_Shoqafa&quot; title=&quot;Catacombs of Kom el Shoqafa&quot;&gt;Catacombs of Kom el Shoqafa&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Great_Wall_of_China&quot; title=&quot;Great Wall of China&quot;&gt;Great Wall of China&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Porcelain_Tower_of_Nanjing&quot; title=&quot;Porcelain Tower of Nanjing&quot;&gt;Porcelain Tower of Nanjing&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Hagia_Sophia&quot; title=&quot;Hagia Sophia&quot;&gt;Hagia Sophia&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Leaning_Tower_of_Pisa&quot; title=&quot;Leaning Tower of Pisa&quot;&gt;Leaning Tower of Pisa&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;Other sites sometimes included on such lists:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Taj_Mahal&quot; title=&quot;Taj Mahal&quot;&gt;Taj Mahal&lt;/a&gt;&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-5&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wonders_of_the_World#cite_note-5&quot;&gt;&lt;span&gt;[&lt;/span&gt;6&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Cairo_Citadel&quot; title=&quot;Cairo Citadel&quot;&gt;Cairo Citadel&lt;/a&gt;&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-6&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wonders_of_the_World#cite_note-6&quot;&gt;&lt;span&gt;[&lt;/span&gt;7&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Ely_Cathedral&quot; title=&quot;Ely Cathedral&quot;&gt;Ely Cathedral&lt;/a&gt;&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-7&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wonders_of_the_World#cite_note-7&quot;&gt;&lt;span&gt;[&lt;/span&gt;8&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Cluny_Abbey&quot; title=&quot;Cluny Abbey&quot;&gt;Cluny Abbey&lt;/a&gt;&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-8&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wonders_of_the_World#cite_note-8&quot;&gt;&lt;span&gt;[&lt;/span&gt;9&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;span id=&quot;Seven_Wonders_of_the_Modern_World&quot;&gt;&lt;/span&gt; &lt;span id=&quot;Wonders_of_the_modern_world&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;h2&gt; &lt;span class=&quot;mw-headline&quot; id=&quot;Recent_lists&quot;&gt;Recent lists&lt;/span&gt;&lt;/h2&gt;Following in the tradition of the classical list, modern people and  organisations have made their own lists of wonderful things ancient and  modern. Some of the most notable lists are presented below.&lt;br /&gt;
&lt;h3&gt; &lt;span class=&quot;mw-headline&quot; id=&quot;American_Society_of_Civil_Engineers&quot;&gt;American Society of Civil Engineers&lt;/span&gt;&lt;/h3&gt;The &lt;a href=&quot;http://en.wikipedia.org/wiki/American_Society_of_Civil_Engineers&quot; title=&quot;American Society of Civil Engineers&quot;&gt;American Society of Civil Engineers&lt;/a&gt; compiled a list of wonders of the modern world:&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-9&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wonders_of_the_World#cite_note-9&quot;&gt;&lt;span&gt;[&lt;/span&gt;10&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;br /&gt;
&lt;table class=&quot;wikitable&quot;&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;th&gt;&lt;b&gt;Wonder&lt;/b&gt;&lt;/th&gt; &lt;th&gt;&lt;b&gt;Date started&lt;/b&gt;&lt;/th&gt; &lt;th&gt;&lt;b&gt;Date finished&lt;/b&gt;&lt;/th&gt; &lt;th&gt;&lt;b&gt;Location&lt;/b&gt;&lt;/th&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Channel_Tunnel&quot; title=&quot;Channel Tunnel&quot;&gt;Channel Tunnel&lt;/a&gt;&lt;/td&gt; &lt;td&gt;December 1, 1987&lt;/td&gt; &lt;td&gt;May 6, 1994&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Strait_of_Dover&quot; title=&quot;Strait of Dover&quot;&gt;Strait of Dover&lt;/a&gt;, between the &lt;a href=&quot;http://en.wikipedia.org/wiki/United_Kingdom&quot; title=&quot;United Kingdom&quot;&gt;United Kingdom&lt;/a&gt; and &lt;a href=&quot;http://en.wikipedia.org/wiki/France&quot; title=&quot;France&quot;&gt;France&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/CN_Tower&quot; title=&quot;CN Tower&quot;&gt;CN Tower&lt;/a&gt;&lt;/td&gt; &lt;td&gt;February 6, 1973&lt;/td&gt; &lt;td&gt;June 26, 1976, tallest freestanding structure in the world 1976–2007.&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Toronto&quot; title=&quot;Toronto&quot;&gt;Toronto&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/Ontario&quot; title=&quot;Ontario&quot;&gt;Ontario&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/Canada&quot; title=&quot;Canada&quot;&gt;Canada&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Empire_State_Building&quot; title=&quot;Empire State Building&quot;&gt;Empire State Building&lt;/a&gt;&lt;/td&gt; &lt;td&gt;January 22, 1930&lt;/td&gt; &lt;td&gt;May 1, 1931, Tallest structure in the world 1931–1967. First building with 100+ stories.&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/New_York_City&quot; title=&quot;New York City&quot;&gt;New York&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/New_York&quot; title=&quot;New York&quot;&gt;NY&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/United_States&quot; title=&quot;United States&quot;&gt;U.S.&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Golden_Gate_Bridge&quot; title=&quot;Golden Gate Bridge&quot;&gt;Golden Gate Bridge&lt;/a&gt;&lt;/td&gt; &lt;td&gt;January 5, 1933&lt;/td&gt; &lt;td&gt;May 27, 1937&lt;/td&gt; &lt;td&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://en.wikipedia.org/wiki/Golden_Gate_Strait&quot; title=&quot;Golden Gate Strait&quot;&gt;Golden Gate Strait&lt;/a&gt;, north of &lt;a class=&quot;mw-redirect&quot; href=&quot;http://en.wikipedia.org/wiki/San_Francisco,_California&quot; title=&quot;San Francisco, California&quot;&gt;San Francisco&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/California&quot; title=&quot;California&quot;&gt;California&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/United_States&quot; title=&quot;United States&quot;&gt;U.S.&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Itaipu_Dam&quot; title=&quot;Itaipu Dam&quot;&gt;Itaipu Dam&lt;/a&gt;&lt;/td&gt; &lt;td&gt;January 1970&lt;/td&gt; &lt;td&gt;May 5, 1984&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Paran%C3%A1_River&quot; title=&quot;Paraná River&quot;&gt;Paraná River&lt;/a&gt;, between &lt;a href=&quot;http://en.wikipedia.org/wiki/Brazil&quot; title=&quot;Brazil&quot;&gt;Brazil&lt;/a&gt; and &lt;a href=&quot;http://en.wikipedia.org/wiki/Paraguay&quot; title=&quot;Paraguay&quot;&gt;Paraguay&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Delta_Works&quot; title=&quot;Delta Works&quot;&gt;Delta Works&lt;/a&gt;/ &lt;a href=&quot;http://en.wikipedia.org/wiki/Zuiderzee_Works&quot; title=&quot;Zuiderzee Works&quot;&gt;Zuiderzee Works&lt;/a&gt;&lt;/td&gt; &lt;td&gt;1920&lt;/td&gt; &lt;td&gt;May 10, 1997&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Netherlands&quot; title=&quot;Netherlands&quot;&gt;Netherlands&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Panama_Canal&quot; title=&quot;Panama Canal&quot;&gt;Panama Canal&lt;/a&gt;&lt;/td&gt; &lt;td&gt;January 1, 1880&lt;/td&gt; &lt;td&gt;January 7, 1914&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Isthmus_of_Panama&quot; title=&quot;Isthmus of Panama&quot;&gt;Isthmus of Panama&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;h3&gt; &lt;span class=&quot;mw-headline&quot; id=&quot;New7Wonders_Foundation&quot;&gt;New7Wonders Foundation&lt;/span&gt;&lt;/h3&gt;&lt;div class=&quot;rellink relarticle mainarticle&quot;&gt;Main article: &lt;a href=&quot;http://en.wikipedia.org/wiki/New7Wonders_of_the_World&quot; title=&quot;New7Wonders of the World&quot;&gt;New7Wonders of the World&lt;/a&gt;&lt;/div&gt;In 2001 an initiative was started by the Swiss corporation New7Wonders Foundation to choose the &lt;a href=&quot;http://en.wikipedia.org/wiki/New7Wonders_of_the_World&quot; title=&quot;New7Wonders of the World&quot;&gt;New7Wonders of the World&lt;/a&gt; from a selection of 200 existing monuments.&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-10&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wonders_of_the_World#cite_note-10&quot;&gt;&lt;span&gt;[&lt;/span&gt;11&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt; &lt;a class=&quot;mw-redirect&quot; href=&quot;http://en.wikipedia.org/wiki/New_Seven_Wonders_of_the_World#New_Seven_Wonders_contenders&quot; title=&quot;New Seven Wonders of the World&quot;&gt;Twenty-one finalists&lt;/a&gt; were announced January 1, 2006.&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-11&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wonders_of_the_World#cite_note-11&quot;&gt;&lt;span&gt;[&lt;/span&gt;12&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt; Egyptians were not happy that the only surviving original wonder, the &lt;a href=&quot;http://en.wikipedia.org/wiki/Great_Pyramid_of_Giza&quot; title=&quot;Great Pyramid of Giza&quot;&gt;Great Pyramid of Giza&lt;/a&gt;,  would have to compete with the likes of the Statue of Liberty, the  Sydney Opera House, and other landmarks, calling the project absurd. In  response, Giza was named an honorary Candidate.&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-12&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wonders_of_the_World#cite_note-12&quot;&gt;&lt;span&gt;[&lt;/span&gt;13&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt; The results were announced on July 7, 2007, in &lt;a href=&quot;http://en.wikipedia.org/wiki/Lisbon&quot; title=&quot;Lisbon&quot;&gt;Lisbon&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/Portugal&quot; title=&quot;Portugal&quot;&gt;Portugal&lt;/a&gt;&amp;nbsp;:&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-13&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wonders_of_the_World#cite_note-13&quot;&gt;&lt;span&gt;[&lt;/span&gt;14&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;br /&gt;
&lt;table class=&quot;wikitable&quot;&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;th&gt;Wonder&lt;/th&gt; &lt;th&gt;Date of construction&lt;/th&gt; &lt;th&gt;Location&lt;/th&gt; &lt;/tr&gt;
&lt;tr style=&quot;vertical-align: middle;&quot;&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Great_Wall_of_China&quot; title=&quot;Great Wall of China&quot;&gt;Great Wall of China&lt;/a&gt;&lt;/td&gt; &lt;td&gt;5th century BCE – 16th century CE&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/China&quot; title=&quot;China&quot;&gt;China&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr style=&quot;vertical-align: middle;&quot;&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Petra&quot; title=&quot;Petra&quot;&gt;Petra&lt;/a&gt;&lt;/td&gt; &lt;td&gt;&lt;i&gt;c.&lt;/i&gt;100 BCE&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Jordan&quot; title=&quot;Jordan&quot;&gt;Jordan&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr style=&quot;vertical-align: middle;&quot;&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Christ_the_Redeemer_%28statue%29&quot; title=&quot;Christ the Redeemer (statue)&quot;&gt;Christ the Redeemer&lt;/a&gt;&lt;/td&gt; &lt;td&gt;Opened 12 October 1931&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Brazil&quot; title=&quot;Brazil&quot;&gt;Brazil&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr style=&quot;vertical-align: middle;&quot;&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Machu_Picchu&quot; title=&quot;Machu Picchu&quot;&gt;Machu Picchu&lt;/a&gt;&lt;/td&gt; &lt;td&gt;&lt;i&gt;c.&lt;/i&gt;1450 CE&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Peru&quot; title=&quot;Peru&quot;&gt;Peru&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr style=&quot;vertical-align: middle;&quot;&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Chichen_Itza&quot; title=&quot;Chichen Itza&quot;&gt;Chichen Itza&lt;/a&gt;&lt;/td&gt; &lt;td&gt;&lt;i&gt;c.&lt;/i&gt;600 CE&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Mexico&quot; title=&quot;Mexico&quot;&gt;Mexico&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr style=&quot;vertical-align: middle;&quot;&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Colosseum&quot; title=&quot;Colosseum&quot;&gt;Colosseum&lt;/a&gt;&lt;/td&gt; &lt;td&gt;Completed 80 CE&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Italy&quot; title=&quot;Italy&quot;&gt;Italy&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr style=&quot;vertical-align: middle;&quot;&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Taj_Mahal&quot; title=&quot;Taj Mahal&quot;&gt;Taj Mahal&lt;/a&gt;&lt;/td&gt; &lt;td&gt;Completed &lt;i&gt;c.&lt;/i&gt;1648 CE&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/India&quot; title=&quot;India&quot;&gt;India&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr style=&quot;vertical-align: middle;&quot;&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Great_Pyramid_of_Giza&quot; title=&quot;Great Pyramid of Giza&quot;&gt;Great Pyramid of Giza&lt;/a&gt; (Honorary Candidate)&lt;/td&gt; &lt;td&gt;Completed &lt;i&gt;c.&lt;/i&gt;2560 BCE&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Egypt&quot; title=&quot;Egypt&quot;&gt;Egypt&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;span id=&quot;New_Seven_Wonders&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;h3&gt; &lt;span class=&quot;mw-headline&quot; id=&quot;USA_Today.27s_New_Seven_Wonders&quot;&gt;USA Today&#39;s New Seven Wonders&lt;/span&gt;&lt;/h3&gt;In November 2006 the American national newspaper &lt;i&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/USA_Today&quot; title=&quot;USA Today&quot;&gt;USA Today&lt;/a&gt;&lt;/i&gt; in conjunction with the American television show &lt;i&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Good_Morning_America&quot; title=&quot;Good Morning America&quot;&gt;Good Morning America&lt;/a&gt;&lt;/i&gt; revealed a list of New Seven Wonders as chosen by six judges.&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-14&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wonders_of_the_World#cite_note-14&quot;&gt;&lt;span&gt;[&lt;/span&gt;15&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt; The wonders were announced one per day over a week on &lt;i&gt;Good Morning America&lt;/i&gt;. An eighth wonder was chosen on November 24, 2006 from viewer feedback.&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-15&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wonders_of_the_World#cite_note-15&quot;&gt;&lt;span&gt;[&lt;/span&gt;16&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;br /&gt;
&lt;table class=&quot;wikitable&quot;&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;th&gt;Number&lt;/th&gt; &lt;th&gt;Wonder&lt;/th&gt; &lt;th&gt;Location&lt;/th&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;1&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Potala_Palace&quot; title=&quot;Potala Palace&quot;&gt;Potala Palace&lt;/a&gt;&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Lhasa&quot; title=&quot;Lhasa&quot;&gt;Lhasa&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/Tibet&quot; title=&quot;Tibet&quot;&gt;Tibet&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/China&quot; title=&quot;China&quot;&gt;China&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;2&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Old_City_%28Jerusalem%29&quot; title=&quot;Old City (Jerusalem)&quot;&gt;Old City of Jerusalem&lt;/a&gt;&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Jerusalem&quot; title=&quot;Jerusalem&quot;&gt;Jerusalem&lt;/a&gt;&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-16&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wonders_of_the_World#cite_note-16&quot;&gt;&lt;span&gt;[&lt;/span&gt;n 1&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;3&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Polar_ice_cap#Earth&quot; title=&quot;Polar ice cap&quot;&gt;Polar ice caps&lt;/a&gt;&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Polar_region&quot; title=&quot;Polar region&quot;&gt;Polar regions&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;4&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Papah%C4%81naumoku%C4%81kea_Marine_National_Monument&quot; title=&quot;Papahānaumokuākea Marine National Monument&quot;&gt;Papahānaumokuākea Marine National Monument&lt;/a&gt;&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Hawaii&quot; title=&quot;Hawaii&quot;&gt;Hawaii&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/United_States&quot; title=&quot;United States&quot;&gt;United States&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;5&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Internet&quot; title=&quot;Internet&quot;&gt;Internet&lt;/a&gt;&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Earth&quot; title=&quot;Earth&quot;&gt;Earth&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;6&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Maya_civilization&quot; title=&quot;Maya civilization&quot;&gt;Mayan&lt;/a&gt; &lt;a href=&quot;http://en.wikipedia.org/wiki/Maya_architecture&quot; title=&quot;Maya architecture&quot;&gt;ruins&lt;/a&gt;&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Yucat%C3%A1n_Peninsula&quot; title=&quot;Yucatán Peninsula&quot;&gt;Yucatán Peninsula&lt;/a&gt;, &lt;a class=&quot;mw-redirect&quot; href=&quot;http://en.wikipedia.org/wiki/M%C3%A9xico&quot; title=&quot;México&quot;&gt;México&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;7&lt;/td&gt; &lt;td&gt;Great Migration of &lt;a href=&quot;http://en.wikipedia.org/wiki/Serengeti_National_Park&quot; title=&quot;Serengeti National Park&quot;&gt;Serengeti&lt;/a&gt; and &lt;a class=&quot;mw-redirect&quot; href=&quot;http://en.wikipedia.org/wiki/Masai_Mara&quot; title=&quot;Masai Mara&quot;&gt;Masai Mara&lt;/a&gt;&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Tanzania&quot; title=&quot;Tanzania&quot;&gt;Tanzania&lt;/a&gt; and &lt;a href=&quot;http://en.wikipedia.org/wiki/Kenya&quot; title=&quot;Kenya&quot;&gt;Kenya&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;8&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Grand_Canyon&quot; title=&quot;Grand Canyon&quot;&gt;Grand Canyon&lt;/a&gt; (viewer-chosen eighth wonder)&lt;/td&gt; &lt;td&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Arizona&quot; title=&quot;Arizona&quot;&gt;Arizona&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/United_States&quot; title=&quot;United States&quot;&gt;United States&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;h3&gt; &lt;span class=&quot;mw-headline&quot; id=&quot;Seven_Natural_Wonders_of_the_World&quot;&gt;Seven Natural Wonders of the World&lt;/span&gt;&lt;/h3&gt;Similar to the other lists of wonders, there is no consensus on a  list of seven natural wonders of the world, and there has been debate  over how large the list should be. One of the many existing lists was  compiled by &lt;a href=&quot;http://en.wikipedia.org/wiki/CNN&quot; title=&quot;CNN&quot;&gt;CNN&lt;/a&gt;:&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-17&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wonders_of_the_World#cite_note-17&quot;&gt;&lt;span&gt;[&lt;/span&gt;17&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Grand_Canyon&quot; title=&quot;Grand Canyon&quot;&gt;Grand Canyon&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Great_Barrier_Reef&quot; title=&quot;Great Barrier Reef&quot;&gt;Great Barrier Reef&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;Harbor of &lt;a href=&quot;http://en.wikipedia.org/wiki/Rio_de_Janeiro&quot; title=&quot;Rio de Janeiro&quot;&gt;Rio de Janeiro&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Mount_Everest&quot; title=&quot;Mount Everest&quot;&gt;Mount Everest&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Aurora_%28astronomy%29&quot; title=&quot;Aurora (astronomy)&quot;&gt;Aurora&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Par%C3%ADcutin&quot; title=&quot;Parícutin&quot;&gt;Parícutin&lt;/a&gt; volcano&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Victoria_Falls&quot; title=&quot;Victoria Falls&quot;&gt;Victoria Falls&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/New7Wonders_of_Nature&quot; title=&quot;New7Wonders of Nature&quot;&gt;New7Wonders of Nature&lt;/a&gt;  (2007-11), a contemporary effort to create a list of seven natural  wonders chosen through a global poll, was organized by the same group as  the &lt;a href=&quot;http://en.wikipedia.org/wiki/New7Wonders_of_the_World&quot; title=&quot;New7Wonders of the World&quot;&gt;New7Wonders of the World&lt;/a&gt; campaign.&lt;br /&gt;
The Seven Natural Wonders&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-18&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wonders_of_the_World#cite_note-18&quot;&gt;&lt;span&gt;[&lt;/span&gt;18&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt; is a not-for-profit endeavor created to protect the seven natural wonders that have already been established.&lt;br /&gt;
&lt;h3&gt; &lt;span class=&quot;mw-headline&quot; id=&quot;Seven_Wonders_of_the_Underwater_World&quot;&gt;Seven Wonders of the Underwater World&lt;/span&gt;&lt;/h3&gt;The Seven Underwater Wonders of the World was a list drawn up by &lt;a class=&quot;new&quot; href=&quot;http://en.wikipedia.org/w/index.php?title=CEDAM_International&amp;amp;action=edit&amp;amp;redlink=1&quot; title=&quot;CEDAM International (page does not exist)&quot;&gt;CEDAM International&lt;/a&gt;, an American-based non-profit group for divers, dedicated to ocean preservation and research.&lt;br /&gt;
In 1989 CEDAM brought together a panel of marine scientists,  including Dr. Eugenie Clark, to pick underwater areas which they  considered to be worthy of protection. The results were announced at The  National Aquarium in Washington DC by actor &lt;a href=&quot;http://en.wikipedia.org/wiki/Lloyd_Bridges&quot; title=&quot;Lloyd Bridges&quot;&gt;Lloyd Bridges&lt;/a&gt;, star of TV&#39;s &lt;i&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Sea_Hunt&quot; title=&quot;Sea Hunt&quot;&gt;Sea Hunt&lt;/a&gt;&lt;/i&gt;:&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-19&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wonders_of_the_World#cite_note-19&quot;&gt;&lt;span&gt;[&lt;/span&gt;19&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Palau&quot; title=&quot;Palau&quot;&gt;Palau&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Belize_Barrier_Reef&quot; title=&quot;Belize Barrier Reef&quot;&gt;Belize Barrier Reef&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Great_Barrier_Reef&quot; title=&quot;Great Barrier Reef&quot;&gt;Great Barrier Reef&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Hydrothermal_vent&quot; title=&quot;Hydrothermal vent&quot;&gt;Deep-Sea Vents&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Gal%C3%A1pagos_Islands&quot; title=&quot;Galápagos Islands&quot;&gt;Galápagos Islands&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Lake_Baikal&quot; title=&quot;Lake Baikal&quot;&gt;Lake Baikal&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Red_Sea&quot; title=&quot;Red Sea&quot;&gt;Northern Red Sea&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;h3&gt; &lt;span class=&quot;mw-headline&quot; id=&quot;Seven_Wonders_of_the_Industrial_World&quot;&gt;Seven Wonders of the Industrial World&lt;/span&gt;&lt;/h3&gt;&lt;div class=&quot;rellink relarticle mainarticle&quot;&gt;Main article: &lt;a href=&quot;http://en.wikipedia.org/wiki/Seven_Wonders_of_the_Industrial_World&quot; title=&quot;Seven Wonders of the Industrial World&quot;&gt;Seven Wonders of the Industrial World&lt;/a&gt;&lt;/div&gt;British author &lt;a href=&quot;http://en.wikipedia.org/wiki/Deborah_Cadbury&quot; title=&quot;Deborah Cadbury&quot;&gt;Deborah Cadbury&lt;/a&gt; wrote &lt;i&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Seven_Wonders_of_the_Industrial_World&quot; title=&quot;Seven Wonders of the Industrial World&quot;&gt;Seven Wonders of the Industrial World&lt;/a&gt;&lt;/i&gt;, a book telling the stories of seven great feats of engineering of the 19th and early 20th centuries. In 2003 the &lt;a href=&quot;http://en.wikipedia.org/wiki/BBC&quot; title=&quot;BBC&quot;&gt;BBC&lt;/a&gt; made a seven-part &lt;a class=&quot;mw-redirect&quot; href=&quot;http://en.wikipedia.org/wiki/Television_documentary&quot; title=&quot;Television documentary&quot;&gt;documentary&lt;/a&gt; series on the book, with each episode dramatising the construction of one of the wonders. The seven industrial wonders are:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/SS_Great_Eastern&quot; title=&quot;SS Great Eastern&quot;&gt;SS &lt;i&gt;Great Eastern&lt;/i&gt;&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Bell_Rock_Lighthouse&quot; title=&quot;Bell Rock Lighthouse&quot;&gt;Bell Rock Lighthouse&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Brooklyn_Bridge&quot; title=&quot;Brooklyn Bridge&quot;&gt;Brooklyn Bridge&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/London_sewerage_system&quot; title=&quot;London sewerage system&quot;&gt;London sewerage system&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/First_Transcontinental_Railroad&quot; title=&quot;First Transcontinental Railroad&quot;&gt;First Transcontinental Railroad&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Panama_Canal&quot; title=&quot;Panama Canal&quot;&gt;Panama Canal&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Hoover_Dam&quot; title=&quot;Hoover Dam&quot;&gt;Hoover Dam&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;h3&gt; &lt;span class=&quot;mw-headline&quot; id=&quot;Other_lists_of_wonders_of_the_world&quot;&gt;Other lists of wonders of the world&lt;/span&gt;&lt;/h3&gt;Numerous other authors and organisations have composed lists of the wonders of the world. Travel writer &lt;a href=&quot;http://en.wikipedia.org/wiki/Howard_Hillman&quot; title=&quot;Howard Hillman&quot;&gt;Howard Hillman&lt;/a&gt; published two books on the subject, one with 10 man-made wonders, and one with 10 natural wonders.&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-20&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wonders_of_the_World#cite_note-20&quot;&gt;&lt;span&gt;[&lt;/span&gt;20&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-21&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wonders_of_the_World#cite_note-21&quot;&gt;&lt;span&gt;[&lt;/span&gt;21&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt; British biographer, science writer, and novelist &lt;a href=&quot;http://en.wikipedia.org/wiki/Ronald_W._Clark&quot; title=&quot;Ronald W. Clark&quot;&gt;Ronald W. Clark&lt;/a&gt; published a book of man-made and natural wonders titled &lt;i&gt;Wonders of the World&lt;/i&gt;, which lists 52 wonders, one for each week of the year.&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-22&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wonders_of_the_World#cite_note-22&quot;&gt;&lt;span&gt;[&lt;/span&gt;22&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;</content><link rel='replies' type='application/atom+xml' href='http://azeem1-azeem.blogspot.com/feeds/1095158569420431842/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/wonders-of-world.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/1095158569420431842'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/1095158569420431842'/><link rel='alternate' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/wonders-of-world.html' title='Wonders of the World'/><author><name>AZEEM</name><uri>http://www.blogger.com/profile/01738610891408205695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5824990369733750557.post-6300604437312576026</id><published>2012-01-05T01:15:00.000-08:00</published><updated>2012-01-05T01:15:26.985-08:00</updated><title type='text'>Tuatara</title><content type='html'>&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;br /&gt;
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The &lt;b&gt;tuatara&lt;/b&gt; is a &lt;a href=&quot;http://en.wikipedia.org/wiki/Reptile&quot; title=&quot;Reptile&quot;&gt;reptile&lt;/a&gt; &lt;a href=&quot;http://en.wikipedia.org/wiki/Endemism&quot; title=&quot;Endemism&quot;&gt;endemic&lt;/a&gt; to &lt;a href=&quot;http://en.wikipedia.org/wiki/New_Zealand&quot; title=&quot;New Zealand&quot;&gt;New Zealand&lt;/a&gt; which, though it resembles most &lt;a href=&quot;http://en.wikipedia.org/wiki/Lizard&quot; title=&quot;Lizard&quot;&gt;lizards&lt;/a&gt;, is actually part of a distinct lineage, order &lt;a href=&quot;http://en.wikipedia.org/wiki/Sphenodontia&quot; title=&quot;Sphenodontia&quot;&gt;Sphenodontia&lt;/a&gt;.&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-TerraNature_1-0&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Tuatara#cite_note-TerraNature-1&quot;&gt;&lt;span&gt;[&lt;/span&gt;2&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-DoC_2-0&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Tuatara#cite_note-DoC-2&quot;&gt;&lt;span&gt;[&lt;/span&gt;3&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt; The two species of tuatara are the only surviving members of its order, which flourished around 200 million years ago.&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-DoC_2-1&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Tuatara#cite_note-DoC-2&quot;&gt;&lt;span&gt;[&lt;/span&gt;3&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt; Their most recent common ancestor with any other extant group is with the &lt;a href=&quot;http://en.wikipedia.org/wiki/Squamata&quot; title=&quot;Squamata&quot;&gt;squamates&lt;/a&gt; (lizards and &lt;a href=&quot;http://en.wikipedia.org/wiki/Snake&quot; title=&quot;Snake&quot;&gt;snakes&lt;/a&gt;).  For this reason, tuatara are of great interest in the study of the  evolution of lizards and snakes, and for the reconstruction of the  appearance and habits of the earliest &lt;a href=&quot;http://en.wikipedia.org/wiki/Diapsid&quot; title=&quot;Diapsid&quot;&gt;diapsids&lt;/a&gt; (the group that also includes &lt;a href=&quot;http://en.wikipedia.org/wiki/Bird&quot; title=&quot;Bird&quot;&gt;birds&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/Dinosaur&quot; title=&quot;Dinosaur&quot;&gt;dinosaurs&lt;/a&gt;, and &lt;a href=&quot;http://en.wikipedia.org/wiki/Crocodile&quot; title=&quot;Crocodile&quot;&gt;crocodiles&lt;/a&gt;).&lt;br /&gt;
Tuatara are greenish brown, and measure up to 80&amp;nbsp;cm (31&amp;nbsp;in) from head to tail-tip and weigh up to 1.3 kilograms (2.9&amp;nbsp;lb)&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-san_diego_3-0&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Tuatara#cite_note-san_diego-3&quot;&gt;&lt;span&gt;[&lt;/span&gt;4&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;  with a spiny crest along the back, especially pronounced in males.  Their dentition, in which two rows of teeth in the upper jaw overlap one  row on the lower jaw, is unique among living species. They are further  unusual in having a pronounced photo-receptive eye dubbed the &quot;third  eye&quot;, whose current function is a subject of ongoing research but is  thought to be involved in setting &lt;a class=&quot;mw-redirect&quot; href=&quot;http://en.wikipedia.org/wiki/Circadian&quot; title=&quot;Circadian&quot;&gt;circadian&lt;/a&gt;  and seasonal cycles. They are able to hear although no external ear is  present, and have a number of unique features in their skeleton, some of  them apparently evolutionarily retained from fish. Although tuatara are  sometimes called &quot;&lt;a href=&quot;http://en.wikipedia.org/wiki/Living_fossil&quot; title=&quot;Living fossil&quot;&gt;living fossils&lt;/a&gt;&quot;, recent taxonomic and molecular work has shown that they have changed significantly since the &lt;a href=&quot;http://en.wikipedia.org/wiki/Mesozoic&quot; title=&quot;Mesozoic&quot;&gt;Mesozoic&lt;/a&gt; era.&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-pmid18512698_4-0&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Tuatara#cite_note-pmid18512698-4&quot;&gt;&lt;span&gt;[&lt;/span&gt;5&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-pmid19828962_5-0&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Tuatara#cite_note-pmid19828962-5&quot;&gt;&lt;span&gt;[&lt;/span&gt;6&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-pmid19203920_6-0&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Tuatara#cite_note-pmid19203920-6&quot;&gt;&lt;span&gt;[&lt;/span&gt;7&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;br /&gt;
The name &quot;tuatara&quot; derives from the &lt;a href=&quot;http://en.wikipedia.org/wiki/M%C4%81ori_language&quot; title=&quot;Māori language&quot;&gt;Māori language&lt;/a&gt;, and means &quot;peaks on the back&quot;.&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-KCC_7-0&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Tuatara#cite_note-KCC-7&quot;&gt;&lt;span&gt;[&lt;/span&gt;8&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;  As with many other Māori loanwords, the plural form is now generally  the same as the singular in formal New Zealand English usage. &quot;Tuataras&quot;  remains common in less formal speech, particularly among older  speakers. The tuatara has been protected by law since 1895&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-8&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Tuatara#cite_note-8&quot;&gt;&lt;span&gt;[&lt;/span&gt;9&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-9&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Tuatara#cite_note-9&quot;&gt;&lt;span&gt;[&lt;/span&gt;10&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt; (the second species, &lt;i&gt;S. guntheri&lt;/i&gt;, was not recognised until 1989).&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-san_diego_3-1&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Tuatara#cite_note-san_diego-3&quot;&gt;&lt;span&gt;[&lt;/span&gt;4&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt; Tuatara, like many of New Zealand&#39;s native animals, are threatened by habitat loss and introduced predators like the &lt;a href=&quot;http://en.wikipedia.org/wiki/Polynesian_Rat&quot; title=&quot;Polynesian Rat&quot;&gt;Polynesian Rat&lt;/a&gt; &lt;i&gt;(Rattus exulans)&lt;/i&gt;. They were extinct on the mainland, with the remaining populations confined to 32&amp;nbsp;offshore islands,&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-DoC_2-2&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Tuatara#cite_note-DoC-2&quot;&gt;&lt;span&gt;[&lt;/span&gt;3&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt; until the first mainland release into the heavily fenced and monitored &lt;a class=&quot;mw-redirect&quot; href=&quot;http://en.wikipedia.org/wiki/Karori_Wildlife_Sanctuary&quot; title=&quot;Karori Wildlife Sanctuary&quot;&gt;Karori Sanctuary&lt;/a&gt; in 2005.&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-karori_10-0&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Tuatara#cite_note-karori-10&quot;&gt;&lt;span&gt;[&lt;/span&gt;11&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;br /&gt;
During routine maintenance work at Karori Sanctuary in late 2008, a tuatara nest was uncovered,&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-11&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Tuatara#cite_note-11&quot;&gt;&lt;span&gt;[&lt;/span&gt;12&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt; with a hatchling found the following autumn.&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-12&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Tuatara#cite_note-12&quot;&gt;&lt;span&gt;[&lt;/span&gt;13&lt;span&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;  This is thought to be the first case of tuatara successfully breeding  on the New Zealand mainland in over 200 years, outside of captive  rearing facilities.</content><link rel='replies' type='application/atom+xml' href='http://azeem1-azeem.blogspot.com/feeds/6300604437312576026/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/tuatara.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/6300604437312576026'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5824990369733750557/posts/default/6300604437312576026'/><link rel='alternate' type='text/html' href='http://azeem1-azeem.blogspot.com/2012/01/tuatara.html' title='Tuatara'/><author><name>AZEEM</name><uri>http://www.blogger.com/profile/01738610891408205695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5824990369733750557.post-1781891498486917596</id><published>2012-01-05T00:10:00.001-08:00</published><updated>2012-01-05T00:10:50.872-08:00</updated><title type='text'>Download Free Movies</title><content type='html'>To Download Movies Go To&lt;br /&gt;
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