<?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-4947742609034231208</id><updated>2024-09-22T02:52:59.337+02:00</updated><category term="Elections"/><category term="Hollande"/><category term="Montebourg"/><category term="Primaires"/><category term="Primarie"/><category term="DSK"/><category term="Démocratie"/><category term="France"/><category term="PS"/><category term="Socialiste"/><category term="Valls"/><category term="2011"/><category term="Aubry"/><category term="Baylet"/><category term="Parti"/><category term="Recherche"/><category term="Royal"/><category term="Paris"/><category term="Presidentielles"/><category term="sondage"/><title type='text'>LES PRIMAIRES PS 2011</title><subtitle type='html'>Une Recherche Universitaire sur la Démocratie</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://lesprimaires.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://lesprimaires.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Unknown</name><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>44</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4947742609034231208.post-4436283573557469369</id><published>2011-10-20T18:36:00.000+02:00</published><updated>2011-10-20T18:37:35.804+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2011"/><category scheme="http://www.blogger.com/atom/ns#" term="Aubry"/><category scheme="http://www.blogger.com/atom/ns#" term="Baylet"/><category scheme="http://www.blogger.com/atom/ns#" term="DSK"/><category scheme="http://www.blogger.com/atom/ns#" term="Démocratie"/><category scheme="http://www.blogger.com/atom/ns#" term="Elections"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><category scheme="http://www.blogger.com/atom/ns#" term="Hollande"/><category scheme="http://www.blogger.com/atom/ns#" term="Montebourg"/><category scheme="http://www.blogger.com/atom/ns#" term="Paris"/><category scheme="http://www.blogger.com/atom/ns#" term="Parti"/><category scheme="http://www.blogger.com/atom/ns#" term="Presidentielles"/><category scheme="http://www.blogger.com/atom/ns#" term="Primaires"/><category scheme="http://www.blogger.com/atom/ns#" term="Primarie"/><category scheme="http://www.blogger.com/atom/ns#" term="PS"/><category scheme="http://www.blogger.com/atom/ns#" term="Recherche"/><category scheme="http://www.blogger.com/atom/ns#" term="Royal"/><category scheme="http://www.blogger.com/atom/ns#" term="Socialiste"/><category scheme="http://www.blogger.com/atom/ns#" term="sondage"/><category scheme="http://www.blogger.com/atom/ns#" term="Valls"/><title type='text'>LES PRIMAIRES PS 2011: UNE RECHERCHE SUR LA DEMOCRATIE</title><content type='html'>&lt;iframe src=&quot;https://docs.google.com/spreadsheet/embeddedform?formkey=dFBZQnY3eTJjUDhyam1pRHhyRVNyWmc6MA&quot; width=&quot;760&quot; height=&quot;4768&quot; frameborder=&quot;0&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot;&gt;Loading...&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://lesprimaires.blogspot.com/feeds/4436283573557469369/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/les-primaires-ps-2011-une-recherche-sur_20.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/4436283573557469369'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/4436283573557469369'/><link rel='alternate' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/les-primaires-ps-2011-une-recherche-sur_20.html' title='LES PRIMAIRES PS 2011: UNE RECHERCHE SUR LA DEMOCRATIE'/><author><name>Unknown</name><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-4947742609034231208.post-1944301657342264333</id><published>2011-10-16T13:06:00.000+02:00</published><updated>2011-10-16T13:07:36.667+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2011"/><category scheme="http://www.blogger.com/atom/ns#" term="Aubry"/><category scheme="http://www.blogger.com/atom/ns#" term="Baylet"/><category scheme="http://www.blogger.com/atom/ns#" term="DSK"/><category scheme="http://www.blogger.com/atom/ns#" term="Démocratie"/><category scheme="http://www.blogger.com/atom/ns#" term="Elections"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><category scheme="http://www.blogger.com/atom/ns#" term="Hollande"/><category scheme="http://www.blogger.com/atom/ns#" term="Montebourg"/><category scheme="http://www.blogger.com/atom/ns#" term="Paris"/><category scheme="http://www.blogger.com/atom/ns#" term="Parti"/><category scheme="http://www.blogger.com/atom/ns#" term="Presidentielles"/><category scheme="http://www.blogger.com/atom/ns#" term="Primaires"/><category scheme="http://www.blogger.com/atom/ns#" term="Primarie"/><category scheme="http://www.blogger.com/atom/ns#" term="PS"/><category scheme="http://www.blogger.com/atom/ns#" term="Recherche"/><category scheme="http://www.blogger.com/atom/ns#" term="Royal"/><category scheme="http://www.blogger.com/atom/ns#" term="sondage"/><category scheme="http://www.blogger.com/atom/ns#" term="Valls"/><title type='text'>9 et 16 Octobre 2011 : QUESTIONNAIRE SUR LES PRIMAIRES</title><content type='html'>&lt;iframe src=&quot;https://docs.google.com/spreadsheet/embeddedform?formkey=dFBZQnY3eTJjUDhyam1pRHhyRVNyWmc6MA&quot; width=&quot;760&quot; height=&quot;4821&quot; frameborder=&quot;0&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot;&gt;Loading...&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://lesprimaires.blogspot.com/feeds/1944301657342264333/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/9-et-16-octobre-2011-questionnaire-sur.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/1944301657342264333'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/1944301657342264333'/><link rel='alternate' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/9-et-16-octobre-2011-questionnaire-sur.html' title='9 et 16 Octobre 2011 : QUESTIONNAIRE SUR LES PRIMAIRES'/><author><name>Unknown</name><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-4947742609034231208.post-3767559639576557680</id><published>2011-10-14T17:33:00.001+02:00</published><updated>2011-10-14T17:34:22.835+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2011"/><category scheme="http://www.blogger.com/atom/ns#" term="Aubry"/><category scheme="http://www.blogger.com/atom/ns#" term="Baylet"/><category scheme="http://www.blogger.com/atom/ns#" term="DSK"/><category scheme="http://www.blogger.com/atom/ns#" term="Démocratie"/><category scheme="http://www.blogger.com/atom/ns#" term="Elections"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><category scheme="http://www.blogger.com/atom/ns#" term="Hollande"/><category scheme="http://www.blogger.com/atom/ns#" term="Montebourg"/><category scheme="http://www.blogger.com/atom/ns#" term="Paris"/><category scheme="http://www.blogger.com/atom/ns#" term="Parti"/><category scheme="http://www.blogger.com/atom/ns#" term="Presidentielles"/><category scheme="http://www.blogger.com/atom/ns#" term="Primaires"/><category scheme="http://www.blogger.com/atom/ns#" term="Primarie"/><category scheme="http://www.blogger.com/atom/ns#" term="PS"/><category scheme="http://www.blogger.com/atom/ns#" term="Recherche"/><category scheme="http://www.blogger.com/atom/ns#" term="Royal"/><category scheme="http://www.blogger.com/atom/ns#" term="Socialiste"/><category scheme="http://www.blogger.com/atom/ns#" term="sondage"/><category scheme="http://www.blogger.com/atom/ns#" term="Valls"/><title type='text'>Questionnaire en ligne &quot;Les Primaires PS 2011: Une Recherche sur la Démocratie&quot;</title><content type='html'>&lt;iframe src=&quot;https://docs.google.com/spreadsheet/embeddedform?formkey=dFBZQnY3eTJjUDhyam1pRHhyRVNyWmc6MA&quot; width=&quot;760&quot; height=&quot;4877&quot; frameborder=&quot;0&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot;&gt;Loading...&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://lesprimaires.blogspot.com/feeds/3767559639576557680/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/questionnaire-en-ligne-les-primaires-ps.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/3767559639576557680'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/3767559639576557680'/><link rel='alternate' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/questionnaire-en-ligne-les-primaires-ps.html' title='Questionnaire en ligne &quot;Les Primaires PS 2011: Une Recherche sur la Démocratie&quot;'/><author><name>Unknown</name><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-4947742609034231208.post-6276491148329305805</id><published>2011-10-14T16:14:00.000+02:00</published><updated>2011-10-14T16:15:50.193+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2011"/><category scheme="http://www.blogger.com/atom/ns#" term="Aubry"/><category scheme="http://www.blogger.com/atom/ns#" term="Baylet"/><category scheme="http://www.blogger.com/atom/ns#" term="DSK"/><category scheme="http://www.blogger.com/atom/ns#" term="Démocratie"/><category scheme="http://www.blogger.com/atom/ns#" term="Elections"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><category scheme="http://www.blogger.com/atom/ns#" term="Hollande"/><category scheme="http://www.blogger.com/atom/ns#" term="Montebourg"/><category scheme="http://www.blogger.com/atom/ns#" term="Paris"/><category scheme="http://www.blogger.com/atom/ns#" term="Parti"/><category scheme="http://www.blogger.com/atom/ns#" term="Presidentielles"/><category scheme="http://www.blogger.com/atom/ns#" term="Primaires"/><category scheme="http://www.blogger.com/atom/ns#" term="Primarie"/><category scheme="http://www.blogger.com/atom/ns#" term="PS"/><category scheme="http://www.blogger.com/atom/ns#" term="Recherche"/><category scheme="http://www.blogger.com/atom/ns#" term="Royal"/><category scheme="http://www.blogger.com/atom/ns#" term="Socialiste"/><category scheme="http://www.blogger.com/atom/ns#" term="sondage"/><category scheme="http://www.blogger.com/atom/ns#" term="Valls"/><title type='text'>UNE RECHERCHE SUR LA DEMOCRATIE</title><content type='html'>&lt;iframe src=&quot;https://docs.google.com/spreadsheet/embeddedform?formkey=dFBZQnY3eTJjUDhyam1pRHhyRVNyWmc6MA&quot; width=&quot;760&quot; height=&quot;4975&quot; frameborder=&quot;0&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot;&gt;Loading...&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://lesprimaires.blogspot.com/feeds/6276491148329305805/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/une-recherche-sur-la-democratie.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/6276491148329305805'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/6276491148329305805'/><link rel='alternate' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/une-recherche-sur-la-democratie.html' title='UNE RECHERCHE SUR LA DEMOCRATIE'/><author><name>Unknown</name><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-4947742609034231208.post-4486270766731745175</id><published>2011-10-11T10:40:00.002+02:00</published><updated>2011-10-11T10:40:57.093+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2011"/><category scheme="http://www.blogger.com/atom/ns#" term="Aubry"/><category scheme="http://www.blogger.com/atom/ns#" term="Baylet"/><category scheme="http://www.blogger.com/atom/ns#" term="DSK"/><category scheme="http://www.blogger.com/atom/ns#" term="Démocratie"/><category scheme="http://www.blogger.com/atom/ns#" term="Elections"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><category scheme="http://www.blogger.com/atom/ns#" term="Hollande"/><category scheme="http://www.blogger.com/atom/ns#" term="Montebourg"/><category scheme="http://www.blogger.com/atom/ns#" term="Paris"/><category scheme="http://www.blogger.com/atom/ns#" term="Parti"/><category scheme="http://www.blogger.com/atom/ns#" term="Presidentielles"/><category scheme="http://www.blogger.com/atom/ns#" term="Primaires"/><category scheme="http://www.blogger.com/atom/ns#" term="Primarie"/><category scheme="http://www.blogger.com/atom/ns#" term="PS"/><category scheme="http://www.blogger.com/atom/ns#" term="Recherche"/><category scheme="http://www.blogger.com/atom/ns#" term="Royal"/><category scheme="http://www.blogger.com/atom/ns#" term="Socialiste"/><category scheme="http://www.blogger.com/atom/ns#" term="sondage"/><category scheme="http://www.blogger.com/atom/ns#" term="Valls"/><title type='text'>LES PRIMAIRES PS 2011: UNE RECHERCHE SUR LA DEMOCRATIE</title><content type='html'>&lt;iframe src=&quot;https://docs.google.com/spreadsheet/embeddedform?formkey=dFBZQnY3eTJjUDhyam1pRHhyRVNyWmc6MA&quot; width=&quot;760&quot; height=&quot;4961&quot; frameborder=&quot;0&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot;&gt;Loading...&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://lesprimaires.blogspot.com/feeds/4486270766731745175/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/les-primaires-ps-2011-une-recherche-sur.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/4486270766731745175'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/4486270766731745175'/><link rel='alternate' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/les-primaires-ps-2011-une-recherche-sur.html' title='LES PRIMAIRES PS 2011: UNE RECHERCHE SUR LA DEMOCRATIE'/><author><name>Unknown</name><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-4947742609034231208.post-2340046534543316762</id><published>2011-10-10T23:59:00.000+02:00</published><updated>2011-10-11T00:00:23.901+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2011"/><category scheme="http://www.blogger.com/atom/ns#" term="Aubry"/><category scheme="http://www.blogger.com/atom/ns#" term="Baylet"/><category scheme="http://www.blogger.com/atom/ns#" term="DSK"/><category scheme="http://www.blogger.com/atom/ns#" term="Démocratie"/><category scheme="http://www.blogger.com/atom/ns#" term="Elections"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><category scheme="http://www.blogger.com/atom/ns#" term="Hollande"/><category scheme="http://www.blogger.com/atom/ns#" term="Montebourg"/><category scheme="http://www.blogger.com/atom/ns#" term="Paris"/><category scheme="http://www.blogger.com/atom/ns#" term="Parti"/><category scheme="http://www.blogger.com/atom/ns#" term="Presidentielles"/><category scheme="http://www.blogger.com/atom/ns#" term="Primaires"/><category scheme="http://www.blogger.com/atom/ns#" term="Primarie"/><category scheme="http://www.blogger.com/atom/ns#" term="PS"/><category scheme="http://www.blogger.com/atom/ns#" term="Recherche"/><category scheme="http://www.blogger.com/atom/ns#" term="Royal"/><category scheme="http://www.blogger.com/atom/ns#" term="Socialiste"/><category scheme="http://www.blogger.com/atom/ns#" term="sondage"/><category scheme="http://www.blogger.com/atom/ns#" term="Valls"/><title type='text'>Questionnaire en ligne</title><content type='html'>&lt;iframe src=&quot;https://docs.google.com/spreadsheet/embeddedform?formkey=dFBZQnY3eTJjUDhyam1pRHhyRVNyWmc6MA&quot; width=&quot;760&quot; height=&quot;4961&quot; frameborder=&quot;0&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot;&gt;Loading...&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://lesprimaires.blogspot.com/feeds/2340046534543316762/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/questionnaire-en-ligne_10.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/2340046534543316762'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/2340046534543316762'/><link rel='alternate' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/questionnaire-en-ligne_10.html' title='Questionnaire en ligne'/><author><name>Unknown</name><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-4947742609034231208.post-2061382741416101506</id><published>2011-10-10T16:32:00.000+02:00</published><updated>2011-10-10T16:33:24.647+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2011"/><category scheme="http://www.blogger.com/atom/ns#" term="Aubry"/><category scheme="http://www.blogger.com/atom/ns#" term="Baylet"/><category scheme="http://www.blogger.com/atom/ns#" term="DSK"/><category scheme="http://www.blogger.com/atom/ns#" term="Démocratie"/><category scheme="http://www.blogger.com/atom/ns#" term="Elections"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><category scheme="http://www.blogger.com/atom/ns#" term="Hollande"/><category scheme="http://www.blogger.com/atom/ns#" term="Montebourg"/><category scheme="http://www.blogger.com/atom/ns#" term="Paris"/><category scheme="http://www.blogger.com/atom/ns#" term="Parti"/><category scheme="http://www.blogger.com/atom/ns#" term="Presidentielles"/><category scheme="http://www.blogger.com/atom/ns#" term="Primaires"/><category scheme="http://www.blogger.com/atom/ns#" term="Primarie"/><category scheme="http://www.blogger.com/atom/ns#" term="PS"/><category scheme="http://www.blogger.com/atom/ns#" term="Recherche"/><category scheme="http://www.blogger.com/atom/ns#" term="Royal"/><category scheme="http://www.blogger.com/atom/ns#" term="Socialiste"/><category scheme="http://www.blogger.com/atom/ns#" term="sondage"/><category scheme="http://www.blogger.com/atom/ns#" term="Valls"/><title type='text'>Pour Participer au Questionnaire En Ligne</title><content type='html'>&lt;iframe src=&quot;https://docs.google.com/spreadsheet/embeddedform?formkey=dFBZQnY3eTJjUDhyam1pRHhyRVNyWmc6MA&quot; width=&quot;760&quot; height=&quot;4961&quot; frameborder=&quot;0&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot;&gt;Loading...&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://lesprimaires.blogspot.com/feeds/2061382741416101506/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/pour-participer-au-questionnaire-en.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/2061382741416101506'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/2061382741416101506'/><link rel='alternate' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/pour-participer-au-questionnaire-en.html' title='Pour Participer au Questionnaire En Ligne'/><author><name>Unknown</name><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-4947742609034231208.post-9098944092417217000</id><published>2011-10-10T13:01:00.003+02:00</published><updated>2011-10-10T13:10:06.982+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2011"/><category scheme="http://www.blogger.com/atom/ns#" term="Aubry"/><category scheme="http://www.blogger.com/atom/ns#" term="Baylet"/><category scheme="http://www.blogger.com/atom/ns#" term="DSK"/><category scheme="http://www.blogger.com/atom/ns#" term="Démocratie"/><category scheme="http://www.blogger.com/atom/ns#" term="Elections"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><category scheme="http://www.blogger.com/atom/ns#" term="Hollande"/><category scheme="http://www.blogger.com/atom/ns#" term="Montebourg"/><category scheme="http://www.blogger.com/atom/ns#" term="Paris"/><category scheme="http://www.blogger.com/atom/ns#" term="Parti"/><category scheme="http://www.blogger.com/atom/ns#" term="Presidentielles"/><category scheme="http://www.blogger.com/atom/ns#" term="Primaires"/><category scheme="http://www.blogger.com/atom/ns#" term="Primarie"/><category scheme="http://www.blogger.com/atom/ns#" term="PS"/><category scheme="http://www.blogger.com/atom/ns#" term="Recherche"/><category scheme="http://www.blogger.com/atom/ns#" term="Royal"/><category scheme="http://www.blogger.com/atom/ns#" term="Socialiste"/><category scheme="http://www.blogger.com/atom/ns#" term="sondage"/><category scheme="http://www.blogger.com/atom/ns#" term="Valls"/><title type='text'>Questionnaire LES PRIMAIRES PS 2011: UNE RECHERCHE SUR LA DEMOCRATIE</title><content type='html'>&lt;iframe src=&quot;https://docs.google.com/spreadsheet/embeddedform?formkey=dFBZQnY3eTJjUDhyam1pRHhyRVNyWmc6MA&quot; width=&quot;760&quot; height=&quot;4916&quot; frameborder=&quot;0&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot;&gt;Loading...&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://lesprimaires.blogspot.com/feeds/9098944092417217000/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/questionnaire-les-primaires-ps-2011-une.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/9098944092417217000'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/9098944092417217000'/><link rel='alternate' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/questionnaire-les-primaires-ps-2011-une.html' title='Questionnaire LES PRIMAIRES PS 2011: UNE RECHERCHE SUR LA DEMOCRATIE'/><author><name>Unknown</name><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-4947742609034231208.post-7404644995312076446</id><published>2011-10-10T00:30:00.001+02:00</published><updated>2011-10-10T00:32:40.174+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2011"/><category scheme="http://www.blogger.com/atom/ns#" term="Aubry"/><category scheme="http://www.blogger.com/atom/ns#" term="Baylet"/><category scheme="http://www.blogger.com/atom/ns#" term="DSK"/><category scheme="http://www.blogger.com/atom/ns#" term="Démocratie"/><category scheme="http://www.blogger.com/atom/ns#" term="Elections"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><category scheme="http://www.blogger.com/atom/ns#" term="Hollande"/><category scheme="http://www.blogger.com/atom/ns#" term="Montebourg"/><category scheme="http://www.blogger.com/atom/ns#" term="Paris"/><category scheme="http://www.blogger.com/atom/ns#" term="Parti"/><category scheme="http://www.blogger.com/atom/ns#" term="Presidentielles"/><category scheme="http://www.blogger.com/atom/ns#" term="Primaires"/><category scheme="http://www.blogger.com/atom/ns#" term="Primarie"/><category scheme="http://www.blogger.com/atom/ns#" term="PS"/><category scheme="http://www.blogger.com/atom/ns#" term="Recherche"/><category scheme="http://www.blogger.com/atom/ns#" term="Royal"/><category scheme="http://www.blogger.com/atom/ns#" term="Socialiste"/><category scheme="http://www.blogger.com/atom/ns#" term="sondage"/><category scheme="http://www.blogger.com/atom/ns#" term="Valls"/><title type='text'>REPORTAGE. A Paris, on a aussi voté dans les quartiers de droite</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://www.leparisien.fr/images/2011/10/09/1645607_primaires-paris_640x280.jpg&quot;&gt;&lt;img style=&quot;display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 640px; height: 280px;&quot; src=&quot;http://www.leparisien.fr/images/2011/10/09/1645607_primaires-paris_640x280.jpg&quot; alt=&quot;&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;p&gt;«Dans un quartier de droite on n&#39;a jamais vu autant de personnes dans  un bureau de vote » c&#39;est le cri du coeur d&#39;un militant socialiste à  l&#39;école élémentaire Ampère du XVIIe arrondissement, un des quartiers les  plus huppés de la capitale. Attenante à la cour, la grande salle de  cantine ne désemplit pas et les familles défilent dans une ambiance  plutôt marquée par les éclats de rire.                                        &lt;/p&gt;&lt;div id=&quot;pubComplementsArt&quot;&gt;         &lt;div class=&quot;pub&quot;&gt;                                                                                                                              &lt;/div&gt;                                                                                           &lt;div class=&quot;complements&quot;&gt;             &lt;p class=&quot;top&quot;&gt;SUR LE MÊME SUJET&lt;/p&gt;          &lt;ul class=&quot;redac&quot;&gt;&lt;li&gt;&lt;a href=&quot;http://www.leparisien.fr/election-presidentielle-2012/en-direct-ps-aubry-lance-la-bataille-du-second-tour-08-10-2011-1644849.php&quot; title=&quot;Suivez le premier tour en direct &quot;&gt;&lt;img src=&quot;http://www.leparisien.fr/images/2011/10/08/1645824_aubry-poulpi_63x45.jpg&quot; alt=&quot;Suivez le premier tour en direct &quot; height=&quot;45&quot; width=&quot;63&quot; /&gt;Suivez le premier tour en direct &lt;/a&gt;&lt;/li&gt;&lt;li class=&quot;last&quot;&gt;&lt;a href=&quot;http://www.leparisien.fr/election-presidentielle-2012/primaire-ps-environ-2-5-millions-d-electeurs-ont-vote-09-10-2011-1645706.php&quot; title=&quot;Primaire PS. Au moins 1,5 million de votants en France &quot;&gt;&lt;img src=&quot;http://www.leparisien.fr/images/2011/10/09/1645706_bon_63x45.jpg&quot; alt=&quot;Primaire PS. Au moins 1,5 million de votants en France &quot; height=&quot;45&quot; width=&quot;63&quot; /&gt;Primaire PS. Au moins 1,5 million de votants en France &lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;                             &lt;ul class=&quot;smartLinks&quot;&gt;&lt;li&gt;&lt;a href=&quot;http://www.leparisien.fr/election-presidentielle-2012/primaire-ps-vers-un-duel-hollande-aubry-arbitre-par-montebourg-08-10-2011-1644849.php&quot; title=&quot;Primaire PS : vers un duel Hollande-Aubry arbitré par Montebourg&quot;&gt;Primaire PS : vers un duel Hollande-Aubry arbitré par Montebourg&lt;/a&gt;&lt;/li&gt;&lt;li class=&quot;last&quot;&gt;&lt;a href=&quot;http://www.leparisien.fr/election-presidentielle-2012/primaire-ps-un-debat-qui-ne-bouleverse-rien-05-10-2011-1640578.php&quot; title=&quot;Primaire PS : un débat qui ne bouleverse rien&quot;&gt;Primaire PS : un débat qui ne bouleverse rien&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;                  &lt;/div&gt;                                             &lt;/div&gt;                                           Les deux urnes siglées Mairie de Paris se  remplissent sûrement. Vers 15 heures, un peu plus de 500 personnes y ont  déjà mis leur bulletin.&lt;br /&gt;&lt;br /&gt;« Une victoire » pour les militants socialistes dans le fief de &lt;a class=&quot;invisible&quot; href=&quot;http://actualites.leparisien.fr/francoise+de+panafieu.html&quot;&gt;Françoise de Panafieu&lt;/a&gt;.  « Cela nous donne des forces pour la campagne à venir qui va sûrement  être très violente » sourit Nicolas, un jeune militant de 27 ans. « Ils  sont également assez nombreux à vouloir être tenus au courant de la  suite des événements et nous laisser leurs coordonnées pour qu&#39;on puisse  les inscrire dans la mailing list » se réjouit-il.&lt;br /&gt;&lt;strong&gt;&lt;br /&gt;Un militant : « Avec un tel succès, nous n&#39;avons pas droit à l&#39;erreur »&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;Le président du bureau de vote fait déjà ses calculs et extrapole : «Il y  a environ 200 militants socialistes inscrits dans la section du XVIIeme  arrondissement. A ce rythme-là, ce soir, ce sont près de vingt fois  plus de gens qui auront participé au premier tour» trépigne Jean-Marie,  le sourire vissé au visage. Une troisième table de dépouillement sera  nécessaire dans la soirée pour assurer plus rapidement la transmission  des résultats à Solférino, le siège qui va centraliser avec prudence les  résultats. « Avec un tel succès, nous n&#39;avons pas droit à l&#39;erreur  » confirme un militant.&lt;br /&gt;&lt;br /&gt;« Je passe vite car mes brownies sont en train de cuire au four »  s&#39;amuse une mère de famille, qui s&#39;avoue « ravie » de participer à  l&#39;exercice.&lt;br /&gt;&lt;br /&gt;A la sortie, les votants, souvent en famille, n&#39;en finissent plus de  débattre sur le pavé.« Il ne faut pas sous-estimer l&#39;exaspération des  Français face à &lt;a class=&quot;invisible&quot; href=&quot;http://actualites.leparisien.fr/nicolas+sarkozy.html&quot;&gt;Nicolas Sarkozy&lt;/a&gt;  », analyse Xavier... un centriste viscéralement déçu par le président  de la République. Dans ses basques, ses deux jeunes enfants jouent avec  les bulletins de vote de &lt;a class=&quot;invisible&quot; href=&quot;http://actualites.leparisien.fr/martine+aubry.html&quot;&gt;Martine Aubry&lt;/a&gt;  et de Ségolène Royal. « Je ne cache pas pour qui j&#39;ai voté, s&#39;amuse ce  partisan de Manuel Valls. C&#39;est logique de l&#39;avoir choisi car je suis un  social démocrate, je fais parti de la mouvance TSS, Tous Sauf Sarkozy.  Et comme le dit Valls, personne n&#39;est propriétaire de la gauche » Pour  ce père de famille, « François Bayrou a désincarné le centre ». Il se  sent donc légitime à participer à la primaire socialiste.&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;« Les électeurs de droite du quartier passent pour voir s&#39;il y a du monde »&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;A quelques pas, Marie-Caroline n&#39;est pas non plus encartée socialiste,  ni même foncièrement à gauche. Cette grand-mère passionnée de politique,  a pourtant aussi voté, et avec conviction pour ... Arnaud Montebourg.  N&#39;est-il pas, pourtant, le plus à gauche des candidats ? « Je suis  souverainiste et Montebourg a un discours tout à fait cohérent sur  l&#39;Europe » assure-t-elle, enjouée.&lt;br /&gt;&lt;br /&gt;Malgré cet engouement, Marie-Caroline compte voter Corinne Lepage au  premier tour de la présidentielle. « J&#39;ai été militante plus jeune, mais  le PS ne m&#39;attire pas, car il n&#39;y a pas d&#39;idées, mais que des  personnalités ». Une critique que ne risque pas de faire une fan de  Ségolène Royal, ravie de l&#39;après-midi qui vient de commencer. «  N&#39;oublions pas que c&#39;est Ségolène Royal qui a eu l&#39;idée des primaires  avant tous les autres, éructe cette quinquagénaire à la  cantonade. J&#39;espère que ce soir ce sera elle, et franchement ça fait du  bien pour une fois de crier sa joie dans ce quartier, cela n&#39;arrive  jamais. Allez Ségo ! » En attendant, certains badauds se montrent  juste curieux de l&#39;agitation. «On les reconnait depuis ce matin, s&#39;amuse  Maurice, un bénévole venu donner un coup de main. Ce sont les électeurs  de droite du quartier qui passent pour voir s&#39;il y a du monde »</content><link rel='replies' type='application/atom+xml' href='http://lesprimaires.blogspot.com/feeds/7404644995312076446/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/reportage-paris-on-aussi-vote-dans-les.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/7404644995312076446'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/7404644995312076446'/><link rel='alternate' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/reportage-paris-on-aussi-vote-dans-les.html' title='REPORTAGE. A Paris, on a aussi voté dans les quartiers de droite'/><author><name>Unknown</name><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-4947742609034231208.post-8659397390577782177</id><published>2011-10-10T00:03:00.002+02:00</published><updated>2011-10-10T00:06:50.940+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2011"/><category scheme="http://www.blogger.com/atom/ns#" term="Aubry"/><category scheme="http://www.blogger.com/atom/ns#" term="Baylet"/><category scheme="http://www.blogger.com/atom/ns#" term="DSK"/><category scheme="http://www.blogger.com/atom/ns#" term="Démocratie"/><category scheme="http://www.blogger.com/atom/ns#" term="Elections"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><category scheme="http://www.blogger.com/atom/ns#" term="Hollande"/><category scheme="http://www.blogger.com/atom/ns#" term="Montebourg"/><category scheme="http://www.blogger.com/atom/ns#" term="Parti"/><category scheme="http://www.blogger.com/atom/ns#" term="Presidentielles"/><category scheme="http://www.blogger.com/atom/ns#" term="Primaires"/><category scheme="http://www.blogger.com/atom/ns#" term="Primarie"/><category scheme="http://www.blogger.com/atom/ns#" term="PS"/><category scheme="http://www.blogger.com/atom/ns#" term="Recherche"/><category scheme="http://www.blogger.com/atom/ns#" term="Royal"/><category scheme="http://www.blogger.com/atom/ns#" term="Socialiste"/><category scheme="http://www.blogger.com/atom/ns#" term="sondage"/><category scheme="http://www.blogger.com/atom/ns#" term="Valls"/><title type='text'>Primaires : un duel Hollande-Aubry avec Montebourg pour arbitre</title><content type='html'>par &lt;a href=&quot;http://www.challenges.fr/actualite/economie/20111007.CHA5144/primaires-un-duel-hollande-aubry-avec-montebourg-pour-arbitre.html&quot;&gt;challenges.fr&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Près de 2 millions de sympathisants de gauche se sont rendus aux urnes dimanche pour le premier tour de la primaire socialiste. François Hollande devance largement Martine Aubry et Arnaud Montebourg supplante Ségolène Royal.&lt;br /&gt;François Hollande et Martine Aubry (AFP) François Hollande et Martine Aubry (AFP)&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://referentiel.nouvelobs.com/file/2512216.jpg&quot;&gt;&lt;img style=&quot;display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 645px; height: 320px;&quot; src=&quot;http://referentiel.nouvelobs.com/file/2512216.jpg&quot; alt=&quot;&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Près de 2 millions d&#39;électeurs se seront déplacés ce dimanche pour choisir celui ou celle qui devra défendre les couleurs du PS et du PRG lors des présidentielles de de mai 2012. Martine Aubry est largement devancée par François Hollande. Elle obtient, selon des résultats partiels, un peu plus de 30% contre 39% pour son prédécesseur à la tête du PS.&lt;br /&gt;&lt;br /&gt;Arnaud Montebourg réussit lui un exploit en s&#39;imposant sur la troisième marche du podium avec 17,3% loin devant Ségolène Royal qui parvient tour juste à devancer Manuel Valls (6,9% contre 5,5%). Le score de Jean-Michel Baylet obtient lui moins 1%.&lt;br /&gt;&lt;br /&gt;Un succès pour la démocratie&lt;br /&gt;&lt;br /&gt;Dans la pratique, tous les citoyens inscrits sur les listes électorales avant le 31 décembre 2010 pouvait participer à cette primaire. Pour cela, l&#39;électeur devait signer la déclaration d&#39;adhésion aux valeurs de la gauche. le texte est : &quot;Je me reconnais dans les valeurs de la Gauche et de la République, dans le projet d&#39;une société de liberté, d&#39;égalité, de fraternité, de laïcité, de justice et de progrès solidaire&quot;. Ce qui devrait permettre de filtrer un peu avant l&#39;isoloir... Il doit également verser au minimum un euro de participation aux frais d&#39;organisation. Le vote se fait à bulletin secret sous enveloppe dans des isoloirs.&lt;br /&gt;&lt;br /&gt;Les bureaux de vote ont fermé comme prévu 19H00 et les premiers résultats seront communiqués au fur et à mesure du dépouillement. Les résultats nationaux &quot;estimés&quot; devraient être connus vers 21H30 heures, le résultat national &quot;validé&quot;... &quot;dans la nuit&quot;.&lt;br /&gt;&lt;br /&gt;Un mot d&#39;ordre : éviter les déboires de 2007&lt;br /&gt;&lt;br /&gt;A gauche, on n&#39;hésite pas à dire que ces primaires citoyennes chamboulent tout. Les candidats ont joué le jeu des débats télévisés en prime time. Les uns et les autres ont pu avancé leurs arguments dans une entente cordiale. Ces débats, d&#39;un niveau inégal certes, ont été l&#39;occasion d&#39;échanger des idées et d&#39;alimenter la réflexion pour la présidentielle à suivre. Le chantre de la démondialisation, Arnaud Montebourg a joué jeu égal avec Manuel Valls le néo-rocardien qui a dû justifier à plusieurs reprise son appartenance au courant socialiste mais aussi avec les grands favoris lors de débats qui ont enregistré des records d&#39;audiences.&lt;br /&gt;&lt;br /&gt;Tous ont désormais un seul mot d&#39;ordre, mobilisation générale derrière le candidat qui sortira vainqueur du deuxième tour, pour éviter le manque d&#39;unité de 2007 autour de la candidate d&#39;alors, Ségolène Royal.&lt;br /&gt;&lt;br /&gt;Ces primaires en multipliant les inconnus, demeurent un formidable pari pour la gauche en particulier, mais aussi pour la vie politique française en général.&lt;br /&gt;&lt;br /&gt;Marco Mosca</content><link rel='replies' type='application/atom+xml' href='http://lesprimaires.blogspot.com/feeds/8659397390577782177/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/primaires-un-duel-hollande-aubry-avec.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/8659397390577782177'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/8659397390577782177'/><link rel='alternate' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/primaires-un-duel-hollande-aubry-avec.html' title='Primaires : un duel Hollande-Aubry avec Montebourg pour arbitre'/><author><name>Unknown</name><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-4947742609034231208.post-8151281267056157649</id><published>2011-10-08T18:21:00.002+02:00</published><updated>2011-10-08T18:22:48.103+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2011"/><category scheme="http://www.blogger.com/atom/ns#" term="Aubry"/><category scheme="http://www.blogger.com/atom/ns#" term="Baylet"/><category scheme="http://www.blogger.com/atom/ns#" term="DSK"/><category scheme="http://www.blogger.com/atom/ns#" term="Démocratie"/><category scheme="http://www.blogger.com/atom/ns#" term="Elections"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><category scheme="http://www.blogger.com/atom/ns#" term="Hollande"/><category scheme="http://www.blogger.com/atom/ns#" term="Montebourg"/><category scheme="http://www.blogger.com/atom/ns#" term="Paris"/><category scheme="http://www.blogger.com/atom/ns#" term="Parti"/><category scheme="http://www.blogger.com/atom/ns#" term="Presidentielles"/><category scheme="http://www.blogger.com/atom/ns#" term="Primaires"/><category scheme="http://www.blogger.com/atom/ns#" term="Primarie"/><category scheme="http://www.blogger.com/atom/ns#" term="PS"/><category scheme="http://www.blogger.com/atom/ns#" term="Recherche"/><category scheme="http://www.blogger.com/atom/ns#" term="Royal"/><category scheme="http://www.blogger.com/atom/ns#" term="Socialiste"/><category scheme="http://www.blogger.com/atom/ns#" term="sondage"/><category scheme="http://www.blogger.com/atom/ns#" term="Valls"/><title type='text'>QUESTIONNAIRE EN LIGNE A PARTIR DE DEMAIN</title><content type='html'>&lt;div style=&quot;text-align: left;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;div  style=&quot;text-align: center; font-family:arial;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;L’enquête à laquelle Vous êtes convies à participer s&#39;inscrit dans le  cadre d&#39;un&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;Recherche Universitaire de doctorat de Sociologie et de Science Politique.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Vous aurez la possibilité de participer à la Recherche Universitaire&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;avec la compilation d&#39;un Questionnaire en ligne.&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: italic; font-size:180%;&quot; &gt;&lt;span style=&quot;color: rgb(255, 102, 102);&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-style: italic; font-size:180%;&quot; &gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;span style=&quot;font-weight: bold;font-size:100%;&quot; &gt;entre le 9 et le 16 octobre  &lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: italic;font-size:180%;&quot; &gt;&lt;span style=&quot;color: rgb(255, 102, 102);&quot;&gt;C&#39;est quand?&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-size:100%;&quot; &gt;   &lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;span style=&quot; ;font-family:arial;font-size:130%;&quot;  &gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-style: italic;  font-family:arial;font-size:180%;&quot;  &gt;&lt;span style=&quot;color: rgb(255, 102, 102);&quot;&gt;Où participer?&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:100%;&quot;  &gt;sur le Blog &lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:78%;&quot;  &gt;&lt;a href=&quot;http://lesprimaires.blogspot.com/&quot;&gt;http://lesprimaires.blogspot.com/&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:100%;&quot;  &gt;&lt;span style=&quot;font-weight: bold;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:85%;&quot;  &gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;span style=&quot;font-size:180%;&quot;&gt;   &lt;/span&gt;  &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:100%;&quot;  &gt;&lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:100%;&quot;  &gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;br /&gt;sur Twitter&lt;/span&gt;  &lt;span style=&quot;font-size:78%;&quot;&gt;&lt;a href=&quot;http://twitter.com/#%21/LesPrimairesPS&quot;&gt; &lt;/a&gt;&lt;a href=&quot;http://twitter.com/#%21/LesPrimairesPS&quot;&gt;http://twitter.com/#!/LesPrimairesPS&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:100%;&quot;  &gt;&lt;br /&gt;&lt;br /&gt;sur la page Facebook&lt;span style=&quot;font-size:78%;&quot;&gt;  &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:78%;&quot;  &gt;&lt;a href=&quot;https://www.facebook.com/pages/LES-PRIMAIRES-DU-PARTI-SOCIALISTE-2011/141081982654813?sk=wall&quot;&gt;https://www.facebook.com/pages/LES-PRIMAIRES-DU-PARTI-SOCIALISTE-2011/141081982654813?sk=wall&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:100%;&quot;  &gt;&lt;br /&gt;&lt;br /&gt;sur Coopol &lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:78%;&quot;  &gt;&lt;a href=&quot;http://www.lacoopol.fr/groupe/les-primaires-une-recherche-sur-la-democratie&quot;&gt;http://www.lacoopol.fr/groupe/les-primaires-une-recherche-sur-la-democratie&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:100%;&quot;  &gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;et directement sur votre adresse email&lt;/span&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;a href=&quot;http://feedburner.google.com/fb/a/mailverify?uri=LesPrimairesPs2011&amp;amp;loc=en_US&quot;&gt;Subscribe to LES PRIMAIRES PS 2011 by Email&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;span style=&quot; ;font-family:arial;font-size:85%;&quot;  &gt;&lt;span style=&quot;font-weight: bold;font-size:100%;&quot; &gt;Tous les votants aux primaires &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: italic; color: rgb(255, 102, 102);  font-family:arial;font-size:180%;&quot;  &gt;Qui peux participer?&lt;/span&gt;&lt;span style=&quot;;font-family:arial;font-size:85%;&quot;  &gt;&lt;span style=&quot;font-weight: bold;font-size:100%;&quot; &gt; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot; ;font-family:arial;font-size:85%;&quot;  &gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:130%;&quot; id=&quot;facebook_status_slider&quot;  &gt;&lt;span style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:130%;&quot; id=&quot;facebook_status_slider&quot;  &gt;&lt;span style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;LES DONNEES SERONT TRAITEES DE FACON ANONYME&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; id=&quot;facebook_status_slider&quot; &gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; id=&quot;facebook_status_slider&quot; &gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; id=&quot;facebook_status_slider&quot; &gt;Bonnes primaires à tous! &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lesprimaires.blogspot.com/feeds/8151281267056157649/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/questionnaire-en-ligne-partire-de.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/8151281267056157649'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/8151281267056157649'/><link rel='alternate' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/questionnaire-en-ligne-partire-de.html' title='QUESTIONNAIRE EN LIGNE A PARTIR DE DEMAIN'/><author><name>Unknown</name><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-4947742609034231208.post-8010530703402796915</id><published>2011-10-08T12:56:00.002+02:00</published><updated>2011-10-08T13:03:59.575+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2011"/><category scheme="http://www.blogger.com/atom/ns#" term="Aubry"/><category scheme="http://www.blogger.com/atom/ns#" term="Baylet"/><category scheme="http://www.blogger.com/atom/ns#" term="DSK"/><category scheme="http://www.blogger.com/atom/ns#" term="Démocratie"/><category scheme="http://www.blogger.com/atom/ns#" term="Elections"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><category scheme="http://www.blogger.com/atom/ns#" term="Hollande"/><category scheme="http://www.blogger.com/atom/ns#" term="Montebourg"/><category scheme="http://www.blogger.com/atom/ns#" term="Paris"/><category scheme="http://www.blogger.com/atom/ns#" term="Parti"/><category scheme="http://www.blogger.com/atom/ns#" term="Presidentielles"/><category scheme="http://www.blogger.com/atom/ns#" term="Primaires"/><category scheme="http://www.blogger.com/atom/ns#" term="Primarie"/><category scheme="http://www.blogger.com/atom/ns#" term="PS"/><category scheme="http://www.blogger.com/atom/ns#" term="Recherche"/><category scheme="http://www.blogger.com/atom/ns#" term="Royal"/><category scheme="http://www.blogger.com/atom/ns#" term="Socialiste"/><category scheme="http://www.blogger.com/atom/ns#" term="sondage"/><category scheme="http://www.blogger.com/atom/ns#" term="Valls"/><title type='text'>Harlem Désir: &quot;Plus rien ne sera comme avant dans la vie politique française&quot;</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://referentiel.nouvelobs.com/file/2509840.jpg&quot;&gt;&lt;img style=&quot;float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 227px; height: 127px;&quot; src=&quot;http://referentiel.nouvelobs.com/file/2509840.jpg&quot; alt=&quot;&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;par &lt;a href=&quot;http://tempsreel.nouvelobs.com/actualite/politique/20111008.AFP4293/harlem-desir-plus-rien-ne-sera-comme-avant-dans-la-vie-politique-francaise.html&quot;&gt;tempsreel.nouvelobs.com&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;obs-article-body&quot; id=&quot;obs-article-body&quot;&gt;       &lt;div id=&quot;obs-article-mainpic&quot; class=&quot;obs-portrait-wide&quot;&gt;     Harlem Désir, premier secrétaire du PS par intérim, affirme que la  primaire socialiste a &quot;redonné des couleurs au débat&quot;, et que désormais  &quot;plus rien ne sera comme avant dans la vie politique française&quot;, dans  un entretien à l&#39;AFP à la veille du premier tour.&lt;/div&gt; &lt;p&gt;QUESTION: A la veille de la primaire PS, le pari est-il gagné?&lt;/p&gt; &lt;p&gt;REPONSE: &quot;Les débats ont été un grand succès. Les Français sont  passionnés. Nous avons gagné le pari de l&#39;unité. Les socialistes sont  mobilisés. Maintenant, il faut transformer cet intérêt en une  participation très large. C&#39;est ça l&#39;enjeu des heures qui viennent. Les  présidents des bureaux de vote sont à pied d&#39;oeuvre. Ils sont en train  de récupérer leurs kits partout en France pour s&#39;assurer du meilleur  accueil des citoyens qui veulent participer à ce grand événement  démocratique&quot;.&lt;/p&gt; &lt;p&gt;Q: Quel est votre pronostic de participation?&lt;/p&gt; &lt;p&gt;R: &quot;L&#39;objectif est de passer la barre du million de votants. Ce  serait un événement sans précédent, qui signifierait que les citoyens  s&#39;en sont saisis pour en faire le premier acte de la présidentielle de  2012.&lt;/p&gt; &lt;p&gt;Plus rien ne sera comme avant dans la vie politique française. Aucun  parti ne pourra plus prétendre priver les citoyens du grand débat dont  nous les avons saisis. C&#39;est un signe de confiance en les Français et  nous avons redonné des couleurs au débat politique, grâce aux candidats  qui ont tous mené une campagne remarquable qui a porté sur le fond, les  idées (...).&lt;/p&gt; &lt;p&gt;Alors même qu&#39;on nous attendait sur l&#39;affrontement, leur succès a été  porté par au contraire le respect entre les candidats et la qualité du  débat de fond&quot;.&lt;/p&gt; &lt;p&gt;Q: Quel est votre rôle dans cette primaire?&lt;/p&gt; &lt;p&gt;R: &quot;C&#39;est d&#39;être le garant de l&#39;unité, du respect de chaque candidat,  de veiller à l&#39;égalité de traitement. J&#39;ai été particulièrement  attentif à l&#39;organisation des débats, pour la mise à disposition des  moyens du parti, les aider à faire campagne dans les meilleures  conditions.&lt;/p&gt; &lt;p&gt;Les candidats ont redonné une grande fierté aux socialistes. Tout le  monde a été fier de cette équipe qui s&#39;est dessinée sous nos yeux, avec  ce que chacun a apporté. Il faut assumer le débat au sein d&#39;une famille  politique. Les Français préfèrent que ce débat ait lieu de façon  ouverte, transparente, plutôt qu&#39;il se passe avec des coups bas, des  pressions. Nous avons fait une primaire populaire alors que la droite  faisait une primaire masquée à coup d&#39;affaires, de pressions&quot;.&lt;/p&gt; &lt;p&gt;Propos recueillis par Christine POUGET&lt;/p&gt;          &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lesprimaires.blogspot.com/feeds/8010530703402796915/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/harlem-desir-plus-rien-ne-sera-comme.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/8010530703402796915'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/8010530703402796915'/><link rel='alternate' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/harlem-desir-plus-rien-ne-sera-comme.html' title='Harlem Désir: &quot;Plus rien ne sera comme avant dans la vie politique française&quot;'/><author><name>Unknown</name><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-4947742609034231208.post-6075247084842537864</id><published>2011-10-07T13:07:00.001+02:00</published><updated>2011-10-07T13:07:57.368+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2011"/><category scheme="http://www.blogger.com/atom/ns#" term="Aubry"/><category scheme="http://www.blogger.com/atom/ns#" term="Baylet"/><category scheme="http://www.blogger.com/atom/ns#" term="DSK"/><category scheme="http://www.blogger.com/atom/ns#" term="Démocratie"/><category scheme="http://www.blogger.com/atom/ns#" term="Elections"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><category scheme="http://www.blogger.com/atom/ns#" term="Hollande"/><category scheme="http://www.blogger.com/atom/ns#" term="Montebourg"/><category scheme="http://www.blogger.com/atom/ns#" term="Paris"/><category scheme="http://www.blogger.com/atom/ns#" term="Parti"/><category scheme="http://www.blogger.com/atom/ns#" term="Presidentielles"/><category scheme="http://www.blogger.com/atom/ns#" term="Primaires"/><category scheme="http://www.blogger.com/atom/ns#" term="Primarie"/><category scheme="http://www.blogger.com/atom/ns#" term="PS"/><category scheme="http://www.blogger.com/atom/ns#" term="Recherche"/><category scheme="http://www.blogger.com/atom/ns#" term="Royal"/><category scheme="http://www.blogger.com/atom/ns#" term="Socialiste"/><category scheme="http://www.blogger.com/atom/ns#" term="sondage"/><category scheme="http://www.blogger.com/atom/ns#" term="Valls"/><title type='text'>QUESTIONNAIRE EN LIGNE A PARTIR DU 9 OCTOBRE</title><content type='html'>&lt;div style=&quot;text-align: left;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;div style=&quot;text-align: center; font-family:arial;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;L’enquête à laquelle Vous êtes convies à participer s&#39;inscrit dans le  cadre d&#39;un&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;Recherche Universitaire de doctorat de Sociologie et de Science Politique.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Vous aurez la possibilité de participer à la Recherche Universitaire&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;avec la compilation d&#39;un Questionnaire en ligne.&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: italic; font-size:180%;&quot;&gt;&lt;span style=&quot;color: rgb(255, 102, 102);&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-style: italic; font-size:180%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;span style=&quot;font-weight: bold;font-size:100%;&quot;&gt;entre le 9 et le 16 octobre  &lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: italic;font-size:180%;&quot;&gt;&lt;span style=&quot;color: rgb(255, 102, 102);&quot;&gt;C&#39;est quand?&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-size:100%;&quot;&gt;   &lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;span style=&quot; ;font-family:arial;font-size:130%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-style: italic;  font-family:arial;font-size:180%;&quot;&gt;&lt;span style=&quot;color: rgb(255, 102, 102);&quot;&gt;Où participer?&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:100%;&quot;&gt;sur le Blog &lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:78%;&quot;&gt;&lt;a href=&quot;http://lesprimaires.blogspot.com/&quot;&gt;http://lesprimaires.blogspot.com/&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:100%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:85%;&quot;&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;span style=&quot;font-size:180%;&quot;&gt;   &lt;/span&gt;  &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:100%;&quot;&gt;&lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:100%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;br /&gt;sur Twitter&lt;/span&gt;  &lt;span style=&quot;font-size:78%;&quot;&gt;&lt;a href=&quot;http://twitter.com/#%21/LesPrimairesPS&quot;&gt; &lt;/a&gt;&lt;a href=&quot;http://twitter.com/#%21/LesPrimairesPS&quot;&gt;http://twitter.com/#!/LesPrimairesPS&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:100%;&quot;&gt;&lt;br /&gt;&lt;br /&gt;sur la page Facebook&lt;span style=&quot;font-size:78%;&quot;&gt;  &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:78%;&quot;&gt;&lt;a href=&quot;https://www.facebook.com/pages/LES-PRIMAIRES-DU-PARTI-SOCIALISTE-2011/141081982654813?sk=wall&quot;&gt;https://www.facebook.com/pages/LES-PRIMAIRES-DU-PARTI-SOCIALISTE-2011/141081982654813?sk=wall&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:100%;&quot;&gt;&lt;br /&gt;&lt;br /&gt;sur Coopol &lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:78%;&quot;&gt;&lt;a href=&quot;http://www.lacoopol.fr/groupe/les-primaires-une-recherche-sur-la-democratie&quot;&gt;http://www.lacoopol.fr/groupe/les-primaires-une-recherche-sur-la-democratie&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:100%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;et directement sur votre adresse email&lt;/span&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;a href=&quot;http://feedburner.google.com/fb/a/mailverify?uri=LesPrimairesPs2011&amp;amp;loc=en_US&quot;&gt;Subscribe to LES PRIMAIRES PS 2011 by Email&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;span style=&quot; ;font-family:arial;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;font-size:100%;&quot;&gt;Tous les votants aux primaires &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: italic; color: rgb(255, 102, 102);  font-family:arial;font-size:180%;&quot;&gt;Qui peux participer?&lt;/span&gt;&lt;span style=&quot;;font-family:arial;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;font-size:100%;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot; ;font-family:arial;font-size:85%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:130%;&quot; id=&quot;facebook_status_slider&quot;&gt;&lt;span style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:130%;&quot; id=&quot;facebook_status_slider&quot;&gt;&lt;span style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;LES DONNEES SERONT TRAITEES DE FACON ANONYME&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; id=&quot;facebook_status_slider&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; id=&quot;facebook_status_slider&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; id=&quot;facebook_status_slider&quot;&gt;Bonnes primaires à tous! &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lesprimaires.blogspot.com/feeds/6075247084842537864/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/questionnaire-en-ligne-partir-du-9_07.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/6075247084842537864'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/6075247084842537864'/><link rel='alternate' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/questionnaire-en-ligne-partir-du-9_07.html' title='QUESTIONNAIRE EN LIGNE A PARTIR DU 9 OCTOBRE'/><author><name>Unknown</name><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-4947742609034231208.post-6190975347898091410</id><published>2011-10-07T12:16:00.002+02:00</published><updated>2011-10-07T12:18:40.654+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2011"/><category scheme="http://www.blogger.com/atom/ns#" term="Aubry"/><category scheme="http://www.blogger.com/atom/ns#" term="Baylet"/><category scheme="http://www.blogger.com/atom/ns#" term="DSK"/><category scheme="http://www.blogger.com/atom/ns#" term="Démocratie"/><category scheme="http://www.blogger.com/atom/ns#" term="Elections"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><category scheme="http://www.blogger.com/atom/ns#" term="Hollande"/><category scheme="http://www.blogger.com/atom/ns#" term="Montebourg"/><category scheme="http://www.blogger.com/atom/ns#" term="Paris"/><category scheme="http://www.blogger.com/atom/ns#" term="Parti"/><category scheme="http://www.blogger.com/atom/ns#" term="Presidentielles"/><category scheme="http://www.blogger.com/atom/ns#" term="Primaires"/><category scheme="http://www.blogger.com/atom/ns#" term="Primarie"/><category scheme="http://www.blogger.com/atom/ns#" term="PS"/><category scheme="http://www.blogger.com/atom/ns#" term="Recherche"/><category scheme="http://www.blogger.com/atom/ns#" term="Royal"/><category scheme="http://www.blogger.com/atom/ns#" term="Socialiste"/><category scheme="http://www.blogger.com/atom/ns#" term="sondage"/><category scheme="http://www.blogger.com/atom/ns#" term="Valls"/><title type='text'>Primaire: un modèle pour tous ?</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://www.rfi.fr/sites/filesrfi/dynimagecache/22/0/455/340/344/257/sites/images.rfi.fr/files/aef_image/000_Par6563267_0.jpg&quot;&gt;&lt;img style=&quot;float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 344px; height: 257px;&quot; src=&quot;http://www.rfi.fr/sites/filesrfi/dynimagecache/22/0/455/340/344/257/sites/images.rfi.fr/files/aef_image/000_Par6563267_0.jpg&quot; alt=&quot;&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;http://www.rfi.fr/france/20111007-primaire-modele-tous&quot;&gt;Par &lt;/a&gt;&lt;a href=&quot;http://www.rfi.fr/france/20111007-primaire-modele-tous&quot; class=&quot;tags-item-tags-auteur&quot;&gt;Valérie Gas&lt;/a&gt;&lt;h2 class=&quot;article-header-intro&quot;&gt;&lt;div class=&quot;article-main-authors&quot;&gt;           &lt;/div&gt;                  &lt;p&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;Les débats télévisés organisés avant le premier tour de la  primaire socialiste se sont déroulés sans incidents. La campagne des  candidats a été menée sans dérapage. Les Français ont manifesté un  intérêt pour cette démarche. Le processus engagé pour désigner le  candidat PS à la présidentielle grâce à un vote populaire est-il d’ores  et déjà un succès qui va rendre les primaires incontournables ?&lt;/span&gt;&lt;/p&gt;      &lt;/h2&gt;                                    &lt;div class=&quot;article-main-text&quot;&gt;       &lt;p&gt;Sans dresser un bilan définitif, on peut tout de même déjà  observer que l’exercice, inédit en France, d&#39;une consultation ouverte  au-delà des seuls adhérents d’un parti à tous les citoyens, a fait  bouger les lignes dans les formations politiques. L’organisation d’une  primaire a créé une dynamique et a donné au Parti socialiste l&#39;image  d&#39;un mouvement moderne qui a réussi à surmonter ses vieux démons,  notamment celui de la division.&lt;/p&gt; &lt;p&gt;Le député Jean-Jacques Urvoas, ex-proche de Dominique Strauss-Kahn rallié aujourd&#39;hui à François Hollande, s&#39;en réjouit : « &lt;em&gt;Nous  avons démontré que nous pouvions débattre sans nous combattre, ce qui,  au regard de l’habitude du Parti socialiste, est une nouveauté. Ensuite,  nous avons montré que nous pouvions parler de politique en intéressant  la population et c’est plutôt porteur pour l’élection présidentielle. Et  puis, surtout, nous avons réussi à entretenir un désir d’alternance qui  passera par un candidat socialiste puissant ».&lt;/em&gt;&lt;br /&gt;&lt;em&gt;&lt;strong&gt;&lt;br /&gt;« Débattre sans combattre »&lt;/strong&gt;&lt;/em&gt;&lt;/p&gt; &lt;p&gt;Le bilan serait donc 100% positif ? C&#39;est à voir.  Le chercheur et  enseignant en science politique Olivier Rouquan estime qu&#39;il ne faut pas  croire d&#39;ores et déjà que la primaire est la solution miracle qui va  permettre au Parti socialiste de devenir irréprochable et imbattable. &lt;/p&gt; &lt;p&gt;Il faut au moins attendre la troisième mi-temps, celle du  rassemblement souhaité (mais pas encore réalisé) derrière le candidat  désigné, pour s&#39;assurer que les mentalités ont bien changé au PS et que  ce candidat ne sera pas confronté, comme Ségolène Royal en 2007, aux  coups tordus de ses ex-concurrents, à l&#39;époque Laurent Fabius et  Dominique Strauss-Kahn.&lt;/p&gt; &lt;p&gt;Malgré tout, Olivier Rouquan pense que cette expérience plutôt  réussie des socialistes va forcément pousser la droite à réfléchir, elle  aussi, à son application : « &lt;em&gt;Si dans tous les cas, les primaires,  parce qu’il faut toujours rester prudent, suscitent une participation  honorable, si ces primaires sont un succès jusqu’au bout et que les  divisions éventuelles ne font pas de dégâts dans l’après-primaire, la  droite sera forcément intéressée par ce dispositif, par sa mise en  place, d’autant qu’il est clair que sans parler de crise de leadership,  il y a de plus en plus d’incertitudes que les querelles se réveillent.  Donc, oui, la droite pourrait être intéressée ».&lt;/em&gt;&lt;/p&gt; &lt;p&gt;Pourtant à l&#39;UMP, pendant des mois, le mot d’ordre a été de tout  faire pour essayer de discréditer la démarche des socialistes. Des  critiques ont ainsi été émises sur l&#39;organisation de la primaire, le  manque d&#39;intérêt des débats et même le risque de « fichage » des  citoyens qui vont participer à la désignation du candidat socialiste.&lt;/p&gt; &lt;p&gt;Certains membres de l&#39;UMP sont toujours irrémédiablement réfractaires  à la primaire et n&#39;y voient pas une expression démocratique, bien au  contraire. Parmi eux, le député Lionel Luca, qui appartient au courant  dit de la  « droite populaire ». Il ne mâche pas ses mots : &lt;em&gt;« Je  trouve cela particulièrement choquant qu’on puisse afficher ses opinions  politiques de cette manière, publiquement. Donc j’invite tous les  citoyens, pour savoir qui vote à gauche, à aller devant les bureaux de  vote... Je pense qu’on a juste oublié que les primaires existaient dans  la Constitution de la Ve République, c’était le premier tour des  élections »&lt;/em&gt;.&lt;/p&gt; &lt;p&gt;&lt;strong&gt;Vers des primaires à droite ?&lt;/strong&gt;&lt;/p&gt; &lt;p&gt;Ce point de vue tranché n&#39;est pas forcément le plus représentatif à  l&#39;UMP aujourd&#39;hui. Il y a eu incontestablement une évolution dans  l&#39;appréciation des choses et dans l&#39;expression des points de vue.  François Fillon lui-même a estimé récemment que ce système de primaire  était «&lt;em&gt; un processus moderne qui convient à droite comme à gauche pour toutes les grandes élections ». &lt;/em&gt;&lt;/p&gt; &lt;p&gt;Pour toutes les grandes élections, certes, mais pas pour la  présidentielle de 2012 puisque Nicolas Sarkozy est président sortant et  donc candidat incontestable. Ce que confirme le secrétaire général de  l&#39;UMP, Jean-François Copé : &lt;em&gt;« Ce n’est pas un sujet d’actualité  immédiate. Pour 2017, de toute façon, ce n’est pas vraiment un débat  puisque les primaires sont prévues par nos statuts. Le moment venu, ce  sera donc des discussions qu’on aura. Mais enfin, comprenez qu’on n’est  pas vraiment dans la désignation du candidat pour 2017. Et c’est moi qui  vous le dit, je suis d’autant plus à l’aise ! On est tous sur 2012  quand même et sur la réélection du président de la République, pour  lequel il n’y a pas de débat sur les primaires. Il n’y a pas de débat  sur le fait que c’est Nicolas Sarkozy ! » &lt;/em&gt;&lt;/p&gt; &lt;p&gt;&lt;strong&gt;Une idée de droite à l’origine&lt;/strong&gt;&lt;/p&gt; &lt;p&gt;Il n&#39;y a pas de débat, c&#39;est un peu vite dit. Et même si c&#39;est le  cas, certains à l&#39;UMP regrettent cette situation, comme le député de  Paris Claude Goasguen qui déclare : «&lt;em&gt; Les primaires socialistes vont  certainement servir d’exemple aux autres partis politiques et je le  souhaite ardemment, car aujourd’hui, je trouve très bien que des  sympathisants puissent donner leur avis. Donc je crois que tôt ou tard,  l’UMP le fera. Le plus tôt sera le mieux. Vous savez, c’est une idée de  droite à l’origine cette affaire… Moi j’aurais souhaité que cela ne soit  même pas seulement cette année mais bien avant ». &lt;/em&gt;&lt;/p&gt; &lt;p&gt;Quant au centriste Hervé Morin, qui a été l’un des premiers dans la  majorité à manifester son intérêt pour cette démarche, il est convaincu  qu’après l&#39;expérience socialiste, la primaire va s&#39;imposer : &lt;em&gt;« Vous  imaginez le booster et le tremplin pour celui qui sortira de ce suffrage  ! Et donc je crois profondément que tous les partis politiques seront  amenés à un même exercice à la prochaine présidentielle ». &lt;/em&gt;Réponse dans cinq ans.&lt;/p&gt;     &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lesprimaires.blogspot.com/feeds/6190975347898091410/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/primaire-un-modele-pour-tous.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/6190975347898091410'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/6190975347898091410'/><link rel='alternate' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/primaire-un-modele-pour-tous.html' title='Primaire: un modèle pour tous ?'/><author><name>Unknown</name><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-4947742609034231208.post-7550646510870085682</id><published>2011-10-06T00:46:00.001+02:00</published><updated>2011-10-06T00:48:30.933+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2011"/><category scheme="http://www.blogger.com/atom/ns#" term="Aubry"/><category scheme="http://www.blogger.com/atom/ns#" term="Baylet"/><category scheme="http://www.blogger.com/atom/ns#" term="DSK"/><category scheme="http://www.blogger.com/atom/ns#" term="Démocratie"/><category scheme="http://www.blogger.com/atom/ns#" term="Elections"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><category scheme="http://www.blogger.com/atom/ns#" term="Hollande"/><category scheme="http://www.blogger.com/atom/ns#" term="Montebourg"/><category scheme="http://www.blogger.com/atom/ns#" term="Paris"/><category scheme="http://www.blogger.com/atom/ns#" term="Parti"/><category scheme="http://www.blogger.com/atom/ns#" term="Primaires"/><category scheme="http://www.blogger.com/atom/ns#" term="Primarie"/><category scheme="http://www.blogger.com/atom/ns#" term="PS"/><category scheme="http://www.blogger.com/atom/ns#" term="Recherche"/><category scheme="http://www.blogger.com/atom/ns#" term="Royal"/><category scheme="http://www.blogger.com/atom/ns#" term="Socialiste"/><category scheme="http://www.blogger.com/atom/ns#" term="sondage"/><category scheme="http://www.blogger.com/atom/ns#" term="Valls"/><title type='text'>Débat de la primaire : &quot;Hollande a pris le moins de risque possible</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://s2.lemde.fr/image/2011/10/05/539x270/1582785_3_05d0_francois-hollande-lors-du-3e-debat-de-la.png&quot;&gt;&lt;img style=&quot;float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 358px; height: 179px;&quot; src=&quot;http://s2.lemde.fr/image/2011/10/05/539x270/1582785_3_05d0_francois-hollande-lors-du-3e-debat-de-la.png&quot; alt=&quot;&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;http://www.lemonde.fr/primaire-parti-socialiste/article/2011/10/05/francois-hollande-a-pris-le-moins-de-risque-possible_1582808_1471072.html&quot;&gt;par le monde&lt;/a&gt;&lt;br /&gt;&lt;p&gt;Au terme du troisième débat entre les six candidats à la primaire, mercredi 5 octobre, &lt;a target=&quot;_blank&quot; href=&quot;http://www.lemonde.fr/sujet/0dbe/francoise-fressoz.html&quot; class=&quot;listLink&quot;&gt;Françoise Fressoz&lt;/a&gt;, éditorialiste au &lt;em&gt;Monde&lt;/em&gt; et &lt;a target=&quot;_blank&quot; href=&quot;http://www.lemonde.fr/sujet/df91/patrick-jarreau.html&quot; class=&quot;listLink&quot;&gt;Patrick Jarreau&lt;/a&gt;, chef du service politique du &lt;em&gt;Monde&lt;/em&gt;, ont répondu en direct aux questions des internautes.&lt;/p&gt;&lt;div style=&quot;width:100%;text-align:center;margin-top:25px;&quot;&gt;&lt;div class=&quot;banner300&quot; id=&quot;pubOAS_middle&quot;&gt;  &lt;div style=&quot;text-align:center;&quot;&gt; &lt;div class=&quot;Middle_mentionads&quot; style=&quot;line-height: 10px !important;&quot;&gt;&lt;a href=&quot;http://www.mondepub.fr/internet.php&quot; target=&quot;_blank&quot;&gt;&lt;img src=&quot;http://ad.lemde.fr/RealMedia/ads/Creatives/OasDefault/publicite/pub300t.gif&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/div&gt;            &lt;/div&gt; &lt;/div&gt; &lt;/div&gt; &lt;p&gt;&lt;strong&gt;&amp;gt;&amp;gt; &lt;a href=&quot;http://www.lemonde.fr/primaire-parti-socialiste/live/2011/10/05/primaire-ps-suivez-en-direct-le-troisieme-debat_1582673_1471072.html&quot;&gt;Relisez tout le suivi en direct du débat&lt;/a&gt;&lt;/strong&gt;&lt;/p&gt; &lt;ul&gt;&lt;li&gt;&lt;strong&gt;Bastien :  Quelle a été pour vous la formule choc de ce débat ? &lt;/strong&gt;&lt;/li&gt;&lt;/ul&gt; &lt;p&gt;&lt;strong&gt; Françoise Fressoz: &lt;/strong&gt;L&#39;émission a été jalonnée de formules chocs.  Comme si chaque candidat essayait dans la dernière ligne droite de &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=donner&quot;&gt;donner&lt;/a&gt; les clés du vote à ses électeurs. Chez Mme Aubry, la formule choc fut : &lt;em&gt;&quot;La politique c&#39;est &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=vouloir&quot;&gt;vouloir&lt;/a&gt;, &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=faire&quot;&gt;faire&lt;/a&gt;, et changer&quot;&lt;/em&gt;. Chez M. Hollande, la formule qui m&#39;a frappé fut &lt;em&gt;&quot;mon programme sera socialiste&quot;&lt;/em&gt; parce que certains le soupçonnent depuis le début de &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=faire&quot;&gt;faire&lt;/a&gt; une campagne au centre. Une volonté de bien &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=marquer&quot;&gt;marquer&lt;/a&gt; que la gauche, c&#39;est le changement. Puis M. Valls qui a dit &lt;em&gt;&quot;un président qui ne déçoit pas&quot;&lt;/em&gt;, avec une volonté d&#39;&lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=%C3%AAtre&quot;&gt;être&lt;/a&gt; très proche du réel. Et, enfin, M. Montebourg avec cette formule : &lt;em&gt;&quot;Les tribunaux sont plus à gauche que &lt;a target=&quot;_blank&quot; href=&quot;http://www.lemonde.fr/sujet/bb6a/manuel-valls.html&quot; class=&quot;listLink&quot;&gt;Manuel Valls&lt;/a&gt;&quot;&lt;/em&gt;.&lt;/p&gt; &lt;p&gt;&lt;strong&gt;Patrick Jarreau:&lt;/strong&gt; Chez les deux candidats les plus jeunes, deux formules m&#39;ont frappé.  Valls : &lt;em&gt;&quot;Les Français ont peur des idéologies et des réponses du passé&quot;&lt;/em&gt; et Montebourg : &lt;em&gt;&quot;Depuis 30 ans, on a tout laissé &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=aller&quot;&gt;aller&lt;/a&gt; dans ce pays [soit 1981]&quot;. &lt;/em&gt;On voit bien comment tous deux se situent non seulement dans l&#39;après mitterrandisme mais dans l&#39;après génération Jospin.&lt;/p&gt; &lt;ul&gt;&lt;li&gt;&lt;strong&gt;Thomas :  Pensez vous que les primaires font du bien aux PS ?&lt;/strong&gt;&lt;/li&gt;&lt;/ul&gt; &lt;p&gt;&lt;strong&gt;Patrick Jarreau:&lt;/strong&gt; La primaire fait du bien au PS dans  la mesure  où elle transforme la désignation de son candidat à la  présidentielle en  un événement de politique nationale. Ce qui peut &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=assurer&quot;&gt;assurer&lt;/a&gt;  au candidat qui sera désigné une dynamique pour la campagne  présidentielle elle-même.  En même temps, cette procédure dépossède le  parti et ses militants  d&#39;une de leur principales prérogatives. On peut  donc &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=consid%C3%A9rer&quot;&gt;considérer&lt;/a&gt; que le  parti tel qu&#39;il fonctionnait traditionnellement depuis au moins 40 ans  s&#39;affaiblit et va &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=devoir&quot;&gt;devoir&lt;/a&gt; &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=%C3%A9voluer&quot;&gt;évoluer&lt;/a&gt; vers un autre type d&#39;organisation.&lt;/p&gt; &lt;p&gt;&lt;strong&gt;Françoise Fressoz:&lt;/strong&gt; Le recours à la primaire révèle aussi la difficulté de la gauche à &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=faire&quot;&gt;faire&lt;/a&gt; &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=%C3%A9merger&quot;&gt;émerger&lt;/a&gt; un leadership. Depuis la fin du gouvernement Jospin, on voit bien qu&#39;aucun leader n&#39;a réussi à s&#39;&lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=imposer&quot;&gt;imposer&lt;/a&gt; sans cette manifestation démocratique.&lt;/p&gt; &lt;ul&gt;&lt;li&gt;&lt;strong&gt;Jmbourdo :  Qui a financé la campagne de chaque candidat de la primaire ? Le parti socialiste ? &lt;/strong&gt;&lt;/li&gt;&lt;/ul&gt; &lt;p&gt;&lt;strong&gt;Patrick Jarreau:&lt;/strong&gt; Le PS a mis à la disposition de chaque candidat une  somme de 50 000 € pour &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=faire&quot;&gt;faire&lt;/a&gt;  campagne dans la primaire. Certains  candidats ont ajouté à cette  dotation des collectes organisées parmi  leur partisans ; cela a été le  cas notamment de &lt;a target=&quot;_blank&quot; href=&quot;http://www.lemonde.fr/sujet/ee15/martine-aubry.html&quot; class=&quot;listLink&quot;&gt;Martine Aubry&lt;/a&gt;.&lt;/p&gt; &lt;ul&gt;&lt;li&gt;&lt;strong&gt;Mathieu :  Pour vous, des primaires à droite pour 2012 sont-elles encore imaginable ? &lt;/strong&gt;&lt;/li&gt;&lt;/ul&gt; &lt;p&gt;&lt;strong&gt;Françoise Fressoz:&lt;/strong&gt; Pour 2012, cela me paraît  improbable. Dans la mesure où une candidature de substitution à M.  Sarkozy ne  s&#39;impose pas vraiment. Il y a sans doute un fantasme d&#39;une  candidature  Juppé, mais le ministre des affaires étrangères est au  gouvernement, il assure  qu&#39;il est fidèle à M. Sarkozy et il faudrait  vraiment que ce dernier  renonce, ce qui paraît peu probable, pour que  la droite organise une primaire. L&#39;hypothèse paraît en revanche  davantage crédible pour 2017 tant la foire aux ambitions est pregnante à  droite. Rappelons que les statuts de l&#39;UMP prévoient que le candidat à  la présidentielle se soumette au vote des militants du parti.&lt;/p&gt; &lt;ul&gt;&lt;li&gt;&lt;strong&gt;Edgar :  Vers qui se reporteraient les voix de Royal après le 9 octobre? &lt;/strong&gt;&lt;/li&gt;&lt;/ul&gt; &lt;p&gt;&lt;strong&gt;Patrick Jarreau: &lt;/strong&gt;Martine Aubry a très clairement marqué sa volonté de rupture en se faisant la garante d&#39;un &lt;em&gt;&quot;changement profond&quot;&lt;/em&gt; ce qui pourrait &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=attirer&quot;&gt;attirer&lt;/a&gt;  davantage les partisans de Mme Royal. François Hollande a lui tenu un  langage de rigueur plutôt que de rupture. Manifestement, Mme Aubry a  cherché à &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=prendre&quot;&gt;prendre&lt;/a&gt;  une option de ce côté là  mais beaucoup dépendra des conseils de vote  que donnera Mme Royal, car  l&#39;électorat qu&#39;elle concerne lui voue une  grande confiance personnelle.  Alors que les partisans des autres  candidats adhèrent plutôt à des  programmes.&lt;/p&gt; &lt;ul&gt;&lt;li&gt;&lt;strong&gt;Guest :  De votre point de vue quels sont les thèmes où ils sont le plus divisé ? &lt;/strong&gt;&lt;/li&gt;&lt;/ul&gt; &lt;p&gt;&lt;strong&gt;Françoise Fressoz:&lt;/strong&gt; Un thème a vraiment fait la  différence, c&#39;est l&#39;éducation. Ce n&#39;est sans doute pas un hasard, parce  que la rénovation de  l&#39;éducation sera un thème clé de 2012 et parce que  la reconquête du  corps enseignant pour la gauche est extrêmement  important. On a retrouvé dans le débat Hollande-Aubry un affrontement  qui avait  déjà eu lieu lorsque &lt;a target=&quot;_blank&quot; href=&quot;http://www.lemonde.fr/sujet/9355/lionel-jospin.html&quot; class=&quot;listLink&quot;&gt;Lionel Jospin&lt;/a&gt; avait fait la réforme de l&#39;éducation  que &lt;a target=&quot;_blank&quot; href=&quot;http://www.lemonde.fr/sujet/393c/laurent-fabius.html&quot; class=&quot;listLink&quot;&gt;Laurent Fabius&lt;/a&gt; avait préparé lorsque la gauche était dans  l&#39;opposition. M. Fabius voulait &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=%C3%A9changer&quot;&gt;échanger&lt;/a&gt; des augmentations de salaire contre une  rénovation du système éducatif. Et M. Jospin avait préféré &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=faire&quot;&gt;faire&lt;/a&gt;  &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=appliquer&quot;&gt;appliquer&lt;/a&gt;  la revalorisation sans contrepartie. Martine Aubry se situe aujourd&#39;hui  dans les traces de M. Fabius, elle  veut bien des augmentations de  postes, mais en échange d&#39;une rénovation  profonde du système éducatif.   M. Hollande considère lui que le désenchantement des enseignants est   tel qu&#39;il faut leur &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=donner&quot;&gt;donner&lt;/a&gt; des gages sur les créations de postes avant  même de &lt;a style=&quot;text-decoration: none; cursor: text;&quot; target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=mettre&quot;&gt;mettre&lt;/a&gt; en oeuvre la réforme.&lt;/p&gt; &lt;ul&gt;&lt;li&gt;&lt;strong&gt;Jmbourdo :  Que pensez-vous des sondages ? Sont-ils crédibles face à ce nouvel exercice ?&lt;/strong&gt;&lt;/li&gt;&lt;/ul&gt; &lt;p&gt;&lt;strong&gt;Patrick Jarreau:&lt;/strong&gt; Les sondages sont évidemment  d&#39;autant plus aléatoires  qu&#39;on a affaire à un exercice électoral sans  précédent. Et il est  difficile de &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=pr%C3%A9voir&quot;&gt;prévoir&lt;/a&gt; avec certitude la composition du corps électoral de  cette primaire. Dans ces conditions, il est plus important que jamais de &lt;a style=&quot;text-decoration: none; cursor: text;&quot; target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=disposer&quot;&gt;disposer&lt;/a&gt;  d&#39;échantillons larges, ce qui n&#39;est pas toujours dans les moyens des  acheteurs de sondages.&lt;/p&gt; &lt;p&gt;&lt;strong&gt;Françoise Fressoz:&lt;/strong&gt; On ne peut absolument pas &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=savoir&quot;&gt;savoir&lt;/a&gt; ce que donnera le  résultat. En revanche, on peut &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=constater&quot;&gt;constater&lt;/a&gt;  que le résultat des sondages a  influé sur les campagnes des uns et des  autres. M. Hollande a mené une  campagne de favori, Aubry a constamment  essayé de le &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=d%C3%A9tr%C3%B4ner&quot;&gt;détrôner&lt;/a&gt;, Valls et  Montebourg ont cherché à &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=augmenter&quot;&gt;augmenter&lt;/a&gt; en notoriété, en jouant  l&#39;affrontement.&lt;/p&gt; &lt;ul&gt;&lt;li&gt;&lt;strong&gt;Mathieu :  &lt;a target=&quot;_blank&quot; href=&quot;http://www.lemonde.fr/sujet/9e90/segolene-royal.html&quot; class=&quot;listLink&quot;&gt;Ségolène Royal&lt;/a&gt; ne serait elle pas la grande perdante de ce débat ? &lt;/strong&gt;&lt;/li&gt;&lt;/ul&gt; &lt;p&gt;&lt;strong&gt;Françoise Fressoz:&lt;/strong&gt; Ce qui m&#39;a frappé dans ce dernier débat, c&#39;est la volonté de Ségolène Royal de &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=prolonger&quot;&gt;prolonger&lt;/a&gt; la &lt;em&gt;&quot;magie&quot;&lt;/em&gt; de la campagne de 2007. Elle a presque demandé aux électeurs de la primaire de lui &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=donner&quot;&gt;donner&lt;/a&gt; cette  chance. Je pense que c&#39;était une façon de &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=reconna%C3%AEtre&quot;&gt;reconnaître&lt;/a&gt; qu&#39;elle était  moins dans la course qu&#39;il y a cinq ans. Elle vit avec ce &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=souvenir&quot;&gt;souvenir&lt;/a&gt; intense, elle prend plaisir à la campagne mais elle a beaucoup plus de difficultés à &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=prendre&quot;&gt;prendre&lt;/a&gt; la main.&lt;/p&gt; &lt;p&gt;&lt;strong&gt;Patrick Jarreau:&lt;/strong&gt; Les concurrents de Mme Royal ont  tiré les  leçons de son succès à la primaire de 2006 en pillant très  largement  certaines de ses idées les plus marquantes. De sorte qu&#39;elle  se trouve en difficulté aujourd&#39;hui, au moment où ses  axes de campagnes  d&#39;il y a cinq ans sont en grande partie validés.&lt;/p&gt; &lt;ul&gt;&lt;li&gt;&lt;strong&gt;Mathieu :  Croyez vous a un scenario surprise ? Un Valls - Montebourg par exemple&lt;/strong&gt;&lt;/li&gt;&lt;/ul&gt; &lt;p&gt;&lt;strong&gt;Patrick Jarreau:&lt;/strong&gt; Si l&#39;on se réfère aux sondages, le  seul qui ait marqué  un progrès important est M. Montebourg qui de toute  évidence, aimerait  &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=arriver&quot;&gt;arriver&lt;/a&gt; à la troisième place. Rien n&#39;indique qu&#39;il puisse &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=viser&quot;&gt;viser&lt;/a&gt; mieux.  Mais le fait de &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=d%C3%A9tr%C3%B4ner&quot;&gt;détrôner&lt;/a&gt;  Mme Royal serait pour lui évidemment une  victoire importante et  l&#39;assurerait d&#39;un rôle majeur pour la suite,  surtout si la gauche  l&#39;emporte effectivement à la présidentielle. Il n&#39;y a pas qu&#39;à droite  que les &lt;em&gt;&quot;quadras&quot;&lt;/em&gt; réfléchissent à 2017 ...&lt;/p&gt; &lt;ul&gt;&lt;li&gt;&lt;strong&gt;Toto :  Hollande ne se dévoile pas. C&#39;est un problème, justement &lt;/strong&gt;&lt;/li&gt;&lt;/ul&gt; &lt;p&gt;&lt;strong&gt;Françoise Fressoz:&lt;/strong&gt; M. Hollande s&#39;est installé dès le début dans la position du favori. Son jeu consiste donc à y &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=rester&quot;&gt;rester&lt;/a&gt; et à &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=prendre&quot;&gt;prendre&lt;/a&gt;  le moins de risque  possible. C&#39;est la raison pour laquelle il a semblé  en retrait par  rapport aux autres candidats, dans le débat.  Il  n&#39;oublie pas que la campagne présidentielle se joue à trois ou  quatre  tours et que s&#39;il se retrouve en finale face au candidat de  droite, il a  intérêt à ne pas tout &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=d%C3%A9voiler&quot;&gt;dévoiler&lt;/a&gt; d&#39;un coup, à ne pas  s&#39;&lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=exposer&quot;&gt;exposer&lt;/a&gt; aux attaques de la droite. Il gère une campagne de long cours.&lt;/p&gt; &lt;ul&gt;&lt;li&gt;&lt;strong&gt;Guest :  Ces six acteurs nous auront donné une idée d&#39;un possible futur gouvernement...&lt;/strong&gt;&lt;/li&gt;&lt;/ul&gt; &lt;p&gt;&lt;strong&gt;Patrick Jarreau:&lt;/strong&gt; Comme lors du deuxième débat, le souci de se  &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=montrer&quot;&gt;montrer&lt;/a&gt; comme une équipe capable en effet de &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=gouverner&quot;&gt;gouverner&lt;/a&gt; ensemble a été  manifestement très présent. Néanmoins sur les deux ailes Manuel Valls et Arnaud Montebourg ont cherché à se &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=diff%C3%A9rencier&quot;&gt;différencier&lt;/a&gt;  nettement. Ségolène Royal a revendiqué l&#39;ancrage populaire et l&#39;audace  dans les  mesures comme si elle se plaçait déjà en censeur d&#39;un futur  gouvernement  de gauche, dont elle serait en quelque sorte la conscience   réformatrice. Ce qui est apparu aussi, ce sont les esquisses  d&#39;alliance dessinées d&#39;un  côté par Mme Aubry en direction de M.  Montebourg et de Mme Royal et de  l&#39;autre par M Hollande, courtisé assez  clairement par Manuel Valls.&lt;/p&gt; &lt;ul&gt;&lt;li&gt;&lt;strong&gt; Jmbourdo  : Pensez-vous que Hollande s&#39;est détaché lors de ce débat ?&lt;/strong&gt;&lt;/li&gt;&lt;/ul&gt; &lt;p&gt;&lt;strong&gt;Françoise Fressoz :&lt;/strong&gt; Il me semble que sa stratégie, comme dans  les deux débats précédents, a été de se &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=tenir&quot;&gt;tenir&lt;/a&gt; hors de la mêlée et de ne  pas trop en &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=d%C3%A9voiler&quot;&gt;dévoiler&lt;/a&gt;. Il me semble que sa stratégie, comme dans les deux débats précédents, a  été de se &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=tenir&quot;&gt;tenir&lt;/a&gt; hors de la mêlée et de ne pas trop en &lt;a target=&quot;_blank&quot; class=&quot;listLink&quot; href=&quot;http://conjugaison.lemonde.fr/conjugaison/search?verb=d%C3%A9voiler&quot;&gt;dévoiler&lt;/a&gt;.  Sur l&#39;éducation, où il a été attaqué à la fois par Mme Royal qui a   repris le chiffrage de l&#39;UMP sur la création des 60 000 postes   d&#39;enseignants et par Mme Aubry, il s&#39;est montré pugnace, défendant   l&#39;opportunité de sa mesure.&lt;/p&gt;              &lt;span class=&quot;auteur&quot;&gt;Le Monde.fr&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://lesprimaires.blogspot.com/feeds/7550646510870085682/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/debat-de-la-primaire-hollande-pris-le.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/7550646510870085682'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/7550646510870085682'/><link rel='alternate' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/debat-de-la-primaire-hollande-pris-le.html' title='Débat de la primaire : &quot;Hollande a pris le moins de risque possible'/><author><name>Unknown</name><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-4947742609034231208.post-1842848138099503712</id><published>2011-10-06T00:44:00.000+02:00</published><updated>2011-10-06T00:45:51.737+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2011"/><category scheme="http://www.blogger.com/atom/ns#" term="Aubry"/><category scheme="http://www.blogger.com/atom/ns#" term="Baylet"/><category scheme="http://www.blogger.com/atom/ns#" term="DSK"/><category scheme="http://www.blogger.com/atom/ns#" term="Démocratie"/><category scheme="http://www.blogger.com/atom/ns#" term="Elections"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><category scheme="http://www.blogger.com/atom/ns#" term="Hollande"/><category scheme="http://www.blogger.com/atom/ns#" term="Montebourg"/><category scheme="http://www.blogger.com/atom/ns#" term="Paris"/><category scheme="http://www.blogger.com/atom/ns#" term="Parti"/><category scheme="http://www.blogger.com/atom/ns#" term="Presidentielles"/><category scheme="http://www.blogger.com/atom/ns#" term="Primaires"/><category scheme="http://www.blogger.com/atom/ns#" term="Primarie"/><category scheme="http://www.blogger.com/atom/ns#" term="PS"/><category scheme="http://www.blogger.com/atom/ns#" term="Recherche"/><category scheme="http://www.blogger.com/atom/ns#" term="Royal"/><category scheme="http://www.blogger.com/atom/ns#" term="Socialiste"/><category scheme="http://www.blogger.com/atom/ns#" term="sondage"/><category scheme="http://www.blogger.com/atom/ns#" term="Valls"/><title type='text'>La presse étrangère juge les primaires PS</title><content type='html'>&lt;p&gt;&lt;a href=&quot;http://www.leparisien.fr/election-presidentielle-2012/la-presse-etrangere-juge-les-primaires-ps-05-10-2011-1639933.php&quot;&gt;par parisien&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Ce soir, c’est leur dernier débat. &lt;a target=&quot;_blank&quot; href=&quot;http://www.leparisien.fr/election-presidentielle-2012/semaine-decisive-pour-les-primaires-socialistes-03-10-2011-1636877.php&quot;&gt;A quatre jours du premier tour des primaires&lt;/a&gt;,  les six candidats se retrouvent à 20h30 sur BFM TV et Public Sénat, en  partenariat avec RMC et « le Nouvel Observateur », pour jeter leurs  ultimes arguments dans la bataille.                                        &lt;/p&gt;&lt;div id=&quot;pubComplementsArt&quot;&gt;         &lt;div class=&quot;pub&quot;&gt;                      &lt;img src=&quot;http://ad.doubleclick.net/ad/N449.PRESSEREGIONALE.FR/B5922051;sz=1x1;ord=3562028540746399?&quot; style=&quot;position:absolute;left:0px;top:0px;&quot; height=&quot;0&quot; width=&quot;0&quot; /&gt;                         &lt;/div&gt;                                                                                           &lt;div class=&quot;complements&quot;&gt;             &lt;p class=&quot;top&quot;&gt;SUR LE MÊME SUJET&lt;/p&gt;          &lt;ul class=&quot;redac&quot;&gt;&lt;li&gt;&lt;a href=&quot;http://www.leparisien.fr/election-presidentielle-2012/candidats/primaire-ps-le-mode-d-emploi-31-08-2011-1586545.php&quot; target=&quot;_blank&quot; title=&quot;Où et comment voter ? &quot;&gt;Où et comment voter ? &lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href=&quot;http://www.leparisien.fr/election-presidentielle-2012/primaires-ps-harlem-desir-juge-probable-un-2e-tour-05-10-2011-1640532.php&quot; title=&quot;Primaire PS : Harlem Désir juge probable un 2e tour&quot;&gt;&lt;img src=&quot;http://www.leparisien.fr/images/2011/09/07/1596719_photo-1315399838797-1-0_63x45.jpg&quot; alt=&quot;Primaire PS : Harlem Désir juge probable un 2e tour&quot; height=&quot;45&quot; width=&quot;63&quot; /&gt;Primaire PS : Harlem Désir juge probable un 2e tour&lt;/a&gt;&lt;/li&gt;&lt;li class=&quot;last&quot;&gt;&lt;a href=&quot;http://www.leparisien.fr/election-presidentielle-2012/en-direct-primaire-ps-revivez-le-debat-minute-par-minute-05-10-2011-1640578.php&quot; title=&quot;EN DIRECT. C&#39;est le dernier débat de la primaire PS&quot;&gt;&lt;img src=&quot;http://www.leparisien.fr/images/2011/10/05/1640774_plateau_63x45.jpg&quot; alt=&quot;EN DIRECT. C&#39;est le dernier débat de la primaire PS&quot; height=&quot;45&quot; width=&quot;63&quot; /&gt;EN DIRECT. C&#39;est le dernier débat de la primaire PS&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;                             &lt;ul class=&quot;smartLinks&quot;&gt;&lt;li class=&quot;last&quot;&gt;&lt;a href=&quot;http://www.leparisien.fr/election-presidentielle-2012/debat-ps-c-est-qui-veut-depenser-plus-ironise-sarkozy-16-09-2011-1610855.php&quot; title=&quot;Débat PS : c&#39;est «qui veut dépenser plus», ironise Sarkozy&quot;&gt;Débat PS : c&#39;est «qui veut dépenser plus», ironise Sarkozy&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;                  &lt;/div&gt;                                             &lt;/div&gt;                                           Si les primaires intéressent un peu moins  au-delà de nos frontières, elle est quand même très couverte par les  médias étrangers. Voici le regard de quatre de leurs correspondants. &lt;span class=&quot;intertitre&quot;&gt; &lt;p&gt;Ce qui les a surpris&lt;/p&gt; &lt;/span&gt; &lt;p&gt;&lt;strong&gt;Michaela Wiegel,&lt;/strong&gt; « Frankfurter Allgemeine Zeitung »,  quotidien allemand. « Ce sont des débats auxquels le PS ne nous avait  pas habitués! D’habitude, je trouve les congrès des socialistes  ennuyeux. Mais là, c’est une vraie cure de modernité car ils sont  obligés de prendre en compte la situation du pays. A l’exception de  Montebourg, ils essaient tous d’être dans le réalisme financier. »&lt;/p&gt; &lt;p&gt;&lt;strong&gt;Alberto Toscano, &lt;/strong&gt;journaliste italien (vient de  publier « Ces gaffeurs qui nous gouvernent », Ed. Fayard) : « La plus  belle chose, c’est le match Valls-Montebourg. Ce sont les seuls vrais  compétiteurs, les trois principaux candidats évitent la polémique et  font de la surenchère sur qui inspire le plus confiance. Valls et  Montebourg, eux, parient tout sur la ligne politique. »&lt;/p&gt; &lt;p&gt;&lt;strong&gt;Bruce Crumley,&lt;/strong&gt; « Time Magazine », hebdomadaire  américain : « Les candidats parlent beaucoup plus de fond que lors des  primaires de 2006. C’est plus étoffé et plus proche d’une primaire à  l’américaine. Il n’y a pas de coups bas, ce qui est surprenant quand on  connaît le PS. »&lt;/p&gt; &lt;p&gt;&lt;strong&gt;Watanabe Gosho,&lt;/strong&gt; chaîne japonaise NHK : « Le débat  sur le nucléaire nous passionne. Après ce qui s’est passé à Fukushima,  cela est intéressant de savoir quelle politique énergétique prônent les  candidats. Entendre &lt;a class=&quot;invisible&quot; href=&quot;http://actualites.leparisien.fr/martine+aubry.html&quot;&gt;Martine Aubry&lt;/a&gt; parler du nucléaire comme d’une &lt;em&gt;énergie du passé&lt;/em&gt; retient l’attention. »&lt;/p&gt; &lt;span class=&quot;intertitre&quot;&gt; &lt;p&gt;Quel écho dans leur pays&lt;/p&gt; &lt;/span&gt; &lt;p&gt;&lt;strong&gt;Michaela Wiegel :&lt;/strong&gt; « En Allemagne, les primaires sont suivies. Le SPD &lt;em&gt;(NDLR : Parti social démocrate)&lt;/em&gt; regarde de près ce qui se passe car il réfléchit à moderniser le processus de désignation de son candidat à la chancellerie. »&lt;/p&gt; &lt;p&gt;&lt;strong&gt;Alberto Toscano :&lt;/strong&gt; « Cela n’intéresse pas beaucoup  les Italiens. En ce moment, les demandes de sujet concernent plutôt… le  prochain accouchement de &lt;a class=&quot;invisible&quot; href=&quot;http://actualites.leparisien.fr/carla+bruni.html&quot;&gt;Carla Bruni&lt;/a&gt;. »&lt;/p&gt; &lt;p&gt;&lt;strong&gt;Bruce Crumley :&lt;/strong&gt; « C’est difficile car l’Américain  moyen ne sait même pas qui est le Premier ministre français, alors  savoir qui sont Hollande et Aubry… Au début, les primaires intéressaient  surtout à cause de l’affaire DSK. »&lt;/p&gt; &lt;p&gt;&lt;strong&gt;Watanabe Gosho :&lt;/strong&gt; « Pour l’instant, peu. Notre chaîne  va faire un premier sujet lundi avec les images du débat sur France 2  et celui de BFM TV notamment. On insistera sur le nucléaire et sur la  question des déficits. »&lt;/p&gt; &lt;span class=&quot;intertitre&quot;&gt; &lt;p&gt;Leur pronostic&lt;/p&gt; &lt;/span&gt; &lt;p&gt;&lt;strong&gt;Alberto Toscano :&lt;/strong&gt; « On sera sans doute loin des  4 millions de participants comme lors des primaires italiennes. En  dessous de 1 million de votants, ce sera un échec pour le PS. Quant aux  résultats, je ne vois pas comment la victoire pourrait échapper à  Hollande. »&lt;/p&gt; &lt;p&gt;&lt;strong&gt;Bruce Crumley :&lt;/strong&gt; « Hollande ou Aubry sont tous les  deux sérieux et ont un vrai bilan. Aubry est considérée comme plus à  gauche que Hollande… comme &lt;a class=&quot;invisible&quot; href=&quot;http://actualites.leparisien.fr/hillary+clinton.html&quot;&gt;Hillary Clinton&lt;/a&gt; était vue comme plus à gauche qu’Obama en 2008. »&lt;/p&gt; &lt;p&gt;&lt;strong&gt;Watanabe Gosho :&lt;/strong&gt; « C’est difficile à dire. Surtout  que ces primaires sont ouvertes, alors qu’est-ce qui empêche des  partisans de l’UMP de venir désigner le candidat qui leur semblerait le  moins fort face à Sarkozy? »&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://lesprimaires.blogspot.com/feeds/1842848138099503712/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/la-presse-etrangere-juge-les-primaires.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/1842848138099503712'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/1842848138099503712'/><link rel='alternate' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/la-presse-etrangere-juge-les-primaires.html' title='La presse étrangère juge les primaires PS'/><author><name>Unknown</name><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-4947742609034231208.post-3305617927185485602</id><published>2011-10-04T12:39:00.000+02:00</published><updated>2011-10-04T12:40:27.275+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2011"/><category scheme="http://www.blogger.com/atom/ns#" term="Aubry"/><category scheme="http://www.blogger.com/atom/ns#" term="Baylet"/><category scheme="http://www.blogger.com/atom/ns#" term="DSK"/><category scheme="http://www.blogger.com/atom/ns#" term="Démocratie"/><category scheme="http://www.blogger.com/atom/ns#" term="Elections"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><category scheme="http://www.blogger.com/atom/ns#" term="Hollande"/><category scheme="http://www.blogger.com/atom/ns#" term="Montebourg"/><category scheme="http://www.blogger.com/atom/ns#" term="Paris"/><category scheme="http://www.blogger.com/atom/ns#" term="Parti"/><category scheme="http://www.blogger.com/atom/ns#" term="Presidentielles"/><category scheme="http://www.blogger.com/atom/ns#" term="Primaires"/><category scheme="http://www.blogger.com/atom/ns#" term="Primarie"/><category scheme="http://www.blogger.com/atom/ns#" term="PS"/><category scheme="http://www.blogger.com/atom/ns#" term="Recherche"/><category scheme="http://www.blogger.com/atom/ns#" term="Royal"/><category scheme="http://www.blogger.com/atom/ns#" term="Socialiste"/><category scheme="http://www.blogger.com/atom/ns#" term="sondage"/><category scheme="http://www.blogger.com/atom/ns#" term="Valls"/><title type='text'>QUESTIONNAIRE EN LIGNE A PARTIR DU 9 OCTOBRE</title><content type='html'>&lt;div style=&quot;text-align: left;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;div style=&quot;text-align: center; font-family:arial;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;L’enquête à laquelle Vous êtes convies à participer s&#39;inscrit dans le  cadre d&#39;un&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;Recherche Universitaire de doctorat de Sociologie et de Science Politique.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Vous aurez la possibilité de participer à la Recherche Universitaire&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;avec la compilation d&#39;un Questionnaire en ligne.&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: italic; font-size:180%;&quot;&gt;&lt;span style=&quot;color: rgb(255, 102, 102);&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-style: italic; font-size:180%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;span style=&quot;font-weight: bold;font-size:100%;&quot;&gt;entre le 9 et le 16 octobre  &lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: italic;font-size:180%;&quot;&gt;&lt;span style=&quot;color: rgb(255, 102, 102);&quot;&gt;C&#39;est quand?&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-size:100%;&quot;&gt;   &lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;span style=&quot; ;font-family:arial;font-size:130%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-weight: bold; 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;font-family:arial;font-size:100%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;et directement sur votre adresse email&lt;/span&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;a href=&quot;http://feedburner.google.com/fb/a/mailverify?uri=LesPrimairesPs2011&amp;amp;loc=en_US&quot;&gt;Subscribe to LES PRIMAIRES PS 2011 by Email&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;span style=&quot; ;font-family:arial;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;font-size:100%;&quot;&gt;Tous les votants aux primaires &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: italic; color: rgb(255, 102, 102);  font-family:arial;font-size:180%;&quot;&gt;Qui peux participer?&lt;/span&gt;&lt;span style=&quot;;font-family:arial;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;font-size:100%;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot; ;font-family:arial;font-size:85%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:130%;&quot; id=&quot;facebook_status_slider&quot;&gt;&lt;span style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:130%;&quot; id=&quot;facebook_status_slider&quot;&gt;&lt;span style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;LES DONNEES SERONT TRAITEES DE FACON ANONYME&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; id=&quot;facebook_status_slider&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; id=&quot;facebook_status_slider&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; id=&quot;facebook_status_slider&quot;&gt;Bonnes primaires à tous! &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lesprimaires.blogspot.com/feeds/3305617927185485602/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/questionnaire-en-ligne-partir-du-9.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/3305617927185485602'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/3305617927185485602'/><link rel='alternate' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/questionnaire-en-ligne-partir-du-9.html' title='QUESTIONNAIRE EN LIGNE A PARTIR DU 9 OCTOBRE'/><author><name>Unknown</name><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-4947742609034231208.post-527641608385509861</id><published>2011-10-03T23:40:00.002+02:00</published><updated>2011-10-03T23:42:47.532+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2011"/><category scheme="http://www.blogger.com/atom/ns#" term="Aubry"/><category scheme="http://www.blogger.com/atom/ns#" term="Baylet"/><category scheme="http://www.blogger.com/atom/ns#" term="DSK"/><category scheme="http://www.blogger.com/atom/ns#" term="Démocratie"/><category scheme="http://www.blogger.com/atom/ns#" term="Elections"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><category scheme="http://www.blogger.com/atom/ns#" term="Hollande"/><category scheme="http://www.blogger.com/atom/ns#" term="Montebourg"/><category scheme="http://www.blogger.com/atom/ns#" term="Parti"/><category scheme="http://www.blogger.com/atom/ns#" term="Presidentielles"/><category scheme="http://www.blogger.com/atom/ns#" term="Primaires"/><category scheme="http://www.blogger.com/atom/ns#" term="Primarie"/><category scheme="http://www.blogger.com/atom/ns#" term="PS"/><category scheme="http://www.blogger.com/atom/ns#" term="Recherche"/><category scheme="http://www.blogger.com/atom/ns#" term="Royal"/><category scheme="http://www.blogger.com/atom/ns#" term="Socialiste"/><category scheme="http://www.blogger.com/atom/ns#" term="sondage"/><category scheme="http://www.blogger.com/atom/ns#" term="Valls"/><title type='text'>Dernières passes d’armes avant les primaires socialistes</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://www.leparisien.fr/images/2011/10/03/1636878_a9cc1f36-ed41-11e0-9a4a-00151780182c_640x280.jpg&quot;&gt;&lt;img style=&quot;float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 316px; height: 138px;&quot; src=&quot;http://www.leparisien.fr/images/2011/10/03/1636878_a9cc1f36-ed41-11e0-9a4a-00151780182c_640x280.jpg&quot; alt=&quot;&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;http://www.leparisien.fr/election-presidentielle-2012/dernieres-passes-d-armes-avant-les-primaires-socialistes-03-10-2011-1636878.php&quot;&gt;par le parisien&lt;/a&gt;&lt;br /&gt;&lt;p&gt;Les six candidats aux primaires du PS  n’ont plus que sept jours pour convaincre. Et certains n’hésitent plus à  attaquer leurs concurrents.&lt;/p&gt; &lt;span class=&quot;intertitre&quot;&gt; &lt;p&gt;HOLLANDE joue la carte Robert Hue&lt;/p&gt; &lt;/span&gt; &lt;p&gt;En tête dans les sondages, &lt;a class=&quot;invisible&quot; href=&quot;http://actualites.leparisien.fr/francois+hollande.html&quot;&gt;François Hollande&lt;/a&gt;  veut conforter son avance. De la Seine-et-Marne aujourd’hui à Dunkerque  vendredi en passant par Rouen mercredi, il sera tous les jours sur le  terrain.                                        &lt;/p&gt;&lt;div id=&quot;pubComplementsArt&quot;&gt;         &lt;div class=&quot;pub&quot;&gt;                                                             &lt;/div&gt;                                                                                           &lt;div class=&quot;complements&quot;&gt;             &lt;p class=&quot;top&quot;&gt;SUR LE MÊME SUJET&lt;/p&gt;          &lt;ul class=&quot;redac&quot;&gt;&lt;li&gt;&lt;a href=&quot;http://www.leparisien.fr/election-presidentielle-2012/semaine-decisive-pour-les-primaires-socialistes-03-10-2011-1636877.php&quot; title=&quot; Semaine décisive avant le 1er tour&quot;&gt;&lt;img src=&quot;http://www.leparisien.fr/images/2011/10/03/1636877_a68cf3c2-ed41-11e0-9a4a-00151780182c_63x45.jpg&quot; alt=&quot; Semaine décisive avant le 1er tour&quot; height=&quot;45&quot; width=&quot;63&quot; /&gt; Semaine décisive avant le 1er tour&lt;/a&gt;&lt;/li&gt;&lt;li class=&quot;last&quot;&gt;&lt;a href=&quot;http://www.leparisien.fr/election-presidentielle-2012/candidats/primaire-ps-le-mode-d-emploi-31-08-2011-1586545.php&quot; title=&quot;Où et comment voter ?&quot;&gt;&lt;img src=&quot;http://www.leparisien.fr/images/2011/08/31/1586545_primaire_63x45.jpg&quot; alt=&quot;Où et comment voter ?&quot; height=&quot;45&quot; width=&quot;63&quot; /&gt;Où et comment voter ?&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;                             &lt;ul class=&quot;smartLinks&quot;&gt;&lt;li&gt;&lt;a href=&quot;http://www.leparisien.fr/election-presidentielle-2012/videos-primaire-ps-un-deuxieme-debat-plus-muscle-28-09-2011-1629724.php&quot; title=&quot;VIDEOS. Primaire PS : un deuxième débat plus musclé&quot;&gt;VIDEOS. Primaire PS : un deuxième débat plus musclé&lt;/a&gt;&lt;/li&gt;&lt;li class=&quot;last&quot;&gt;&lt;a href=&quot;http://www.leparisien.fr/election-presidentielle-2012/primaire-ps-quelques-piques-dans-un-debat-consensuel-15-09-2011-1609630.php&quot; title=&quot;Primaire PS : quelques piques dans un débat consensuel&quot;&gt;Primaire PS : quelques piques dans un débat consensuel&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;                  &lt;/div&gt;                                             &lt;/div&gt;                                           Temps fort, le meeting de Toulouse jeudi,  « en clin d’œil » à Mitterrand qui terminait ses campagnes dans la Ville  rose. En guest stars sont annoncés le héros du Sénat Jean-Pierre Bel,  l’ancien numéro un communiste Robert Hue et le chansonnier Pierre  Douglas. Avant, Hollande se sait attendu par &lt;a class=&quot;invisible&quot; href=&quot;http://actualites.leparisien.fr/martine+aubry.html&quot;&gt;Martine Aubry&lt;/a&gt;  et Ségolène Royal pour le dernier débat mercredi soir sur BFM TV.  « Notre objectif est de faire le meilleur score possible au premier tour  pour que les choses soient claires! » indique Stéphane Le Foll, le  fidèle du député de Corrèze. « Hollande a peur du second tour qui  l’opposera à Aubry, notamment le débat, c’est pourquoi il espère avoir  beaucoup d’avance », lâche un soutien de cette dernière. « Plus un  candidat s’impose, plus le rassemblement est facile », rétorque Pierre  Moscovici, coordinateur de la campagne Hollande. &lt;span class=&quot;intertitre&quot;&gt; &lt;p&gt;AUBRY s’en remet au phoning&lt;/p&gt; &lt;/span&gt; &lt;p&gt;« Etre dans les discussions de famille du samedi soir » : François  Lamy, le directeur de campagne de Martine Aubry, a fixé l’objectif de la  semaine. Pour tenter encore de l’emporter, la maire de Lille, largement  distancée dans les sondages par Hollande, est contrainte de durcir le  ton. « Moi, je ne recyclerai aucun des ministres de Nicolas Sarkozy »,  a-t-elle ainsi appuyé hier soir sur Radio J. Façon de renvoyer Hollande à  sa proximité avec Jean-Pierre Jouyet, conseiller et ami de longue date  du député de Corrèze et un des symboles de l’ouverture à la Nicolas  Sarkozy… Aubry s’en remet plus que jamais à sa campagne de terrain avec  plusieurs déplacements dans le Pas-de-Calais, un meeting à Paris et une  visite de terrain à Strasbourg et Nancy. « Avec 550 initiatives locales  hier et avant-hier, on a battu notre record », relève Olivier Dussopt,  son porte-parole. Les volontaires de la campagne sont même invités à  faire du phoning. Objectif : « contacter 100000 personnes. »&lt;/p&gt; &lt;span class=&quot;intertitre&quot;&gt; &lt;p&gt;ROYAL montre les dents&lt;/p&gt; &lt;/span&gt; &lt;p&gt;La présidente de Poitou-Charentes joue gros cette semaine. Rejointe  dans les dernières enquêtes d’opinion par Arnaud Montebourg, largement  distancée par Hollande et Aubry, Ségolène Royal n’a plus d’autre choix  elle aussi que de hausser le ton. Elle n’a pas hésité hier sur Canal + à  se moquer du statut de favori de son ex-compagnon : « Les cimetières  sont peuplés de politiques qui étaient en tête des sondages! » « Plus  déterminée que jamais », selon Dominique Bertinotti, sa directrice de  campagne, Royal mise sur le troisième débat télévisé des primaires  mercredi et sur une démonstration de force le lendemain au Bataclan à  Paris pour redresser la barre. Preuve que la présidente de  Poitou-Charentes ira jusqu’au bout, elle a prévu des « rencontres  citoyennes » jusqu’à la veille du scrutin. Pour un ultime baroud  d’honneur?&lt;/p&gt; &lt;span class=&quot;intertitre&quot;&gt; &lt;p&gt;MONTEBOURG veut « être utile »&lt;/p&gt; &lt;/span&gt; &lt;p&gt;Non content d’être l’une des révélations de ces primaires, le député  de Saône-et-Loire veut son second tour. Toute la semaine, il va marteler  le même message : pour que ces primaires soient utiles à quelque chose,  il doit être en finale. « Si on met au second tour des gens qui pensent  la même chose, ça ne sert à rien », insiste l’un de ses proches,  Thierry Mandon, en désignant Hollande et Aubry. Il terminera par un  meeting à Dijon vendredi.&lt;/p&gt; &lt;span class=&quot;intertitre&quot;&gt; &lt;p&gt;VALLS à l’assaut des quartiers&lt;/p&gt; &lt;/span&gt; &lt;p&gt;« Il y a encore des gens indécis, des gens à aller chercher », lâche  Ali Soumaré, le porte-parole de Manuel Valls. Le député-maire d’Evry  rentre aujourd’hui de la Réunion, où il a mené campagne ce week-end.  « C’est le seul à y être allé », se félicite son entourage. Valls compte  aussi beaucoup sur sa venue auprès des jeunes de Villiers-le-Bel  (Val-d’Oise). « A chaque déplacement, il sent qu’il n’est pas isolé, ça  le conforte », explique un proche. D’ores et déjà sûr d’avoir rempli son  objectif en se faisant connaître, Valls terminera sa campagne par un  meeting chez lui à Evry.&lt;/p&gt; &lt;span class=&quot;intertitre&quot;&gt; &lt;p&gt;BAYLET, médias à fond&lt;/p&gt; &lt;/span&gt; &lt;p&gt;Pas de meeting de clôture, un maigre déplacement à Bourg-en-Bresse  (Ain), Jean-Michel Baylet mise tout sur une interview dans  « Libération » et, surtout, le troisième débat télévisé pour « monter  dans les intentions de vote et créer une surprise le 9 octobre ».&lt;/p&gt; &lt;p&gt; &lt;/p&gt;                          &lt;p class=&quot;links-concertlive&quot;&gt;        &lt;/p&gt;            &lt;p class=&quot;source&quot;&gt;                               Le Parisien                       &lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://lesprimaires.blogspot.com/feeds/527641608385509861/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/dernieres-passes-darmes-avant-les.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/527641608385509861'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/527641608385509861'/><link rel='alternate' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/dernieres-passes-darmes-avant-les.html' title='Dernières passes d’armes avant les primaires socialistes'/><author><name>Unknown</name><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-4947742609034231208.post-5094409392900094296</id><published>2011-10-02T17:20:00.001+02:00</published><updated>2011-10-02T17:21:42.709+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2011"/><category scheme="http://www.blogger.com/atom/ns#" term="Aubry"/><category scheme="http://www.blogger.com/atom/ns#" term="Baylet"/><category scheme="http://www.blogger.com/atom/ns#" term="DSK"/><category scheme="http://www.blogger.com/atom/ns#" term="Démocratie"/><category scheme="http://www.blogger.com/atom/ns#" term="Elections"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><category scheme="http://www.blogger.com/atom/ns#" term="Hollande"/><category scheme="http://www.blogger.com/atom/ns#" term="Montebourg"/><category scheme="http://www.blogger.com/atom/ns#" term="Paris"/><category scheme="http://www.blogger.com/atom/ns#" term="Parti"/><category scheme="http://www.blogger.com/atom/ns#" term="Presidentielles"/><category scheme="http://www.blogger.com/atom/ns#" term="Primaires"/><category scheme="http://www.blogger.com/atom/ns#" term="Primarie"/><category scheme="http://www.blogger.com/atom/ns#" term="PS"/><category scheme="http://www.blogger.com/atom/ns#" term="Recherche"/><category scheme="http://www.blogger.com/atom/ns#" term="Royal"/><category scheme="http://www.blogger.com/atom/ns#" term="Socialiste"/><category scheme="http://www.blogger.com/atom/ns#" term="sondage"/><category scheme="http://www.blogger.com/atom/ns#" term="Valls"/><title type='text'>LE QUESTIONNAIRE SERA EN LIGNE A PARTIR DU 9 OCTOBRE</title><content type='html'>&lt;div style=&quot;text-align: left;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;div  style=&quot;text-align: center; font-family:arial;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;L’enquête à laquelle Vous êtes convies à participer s&#39;inscrit dans le  cadre d&#39;un&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;Recherche Universitaire de doctorat de Sociologie et de Science Politique.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Vous aurez la possibilité de participer à la Recherche Universitaire&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;avec la compilation d&#39;un Questionnaire en ligne.&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: italic; font-size:180%;&quot; &gt;&lt;span style=&quot;color: rgb(255, 102, 102);&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-style: italic; font-size:180%;&quot; &gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;span style=&quot;font-weight: bold;font-size:100%;&quot; &gt;entre le 9 et le 16 octobre  &lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: italic;font-size:180%;&quot; &gt;&lt;span style=&quot;color: rgb(255, 102, 102);&quot;&gt;C&#39;est quand?&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-size:100%;&quot; &gt;   &lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;span style=&quot; ;font-family:arial;font-size:130%;&quot;  &gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-style: italic;  font-family:arial;font-size:180%;&quot;  &gt;&lt;span style=&quot;color: rgb(255, 102, 102);&quot;&gt;Où participer?&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:100%;&quot;  &gt;sur le Blog &lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:78%;&quot;  &gt;&lt;a href=&quot;http://lesprimaires.blogspot.com/&quot;&gt;http://lesprimaires.blogspot.com/&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:100%;&quot;  &gt;&lt;span style=&quot;font-weight: bold;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:85%;&quot;  &gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;span style=&quot;font-size:180%;&quot;&gt;   &lt;/span&gt;  &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:100%;&quot;  &gt;&lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:100%;&quot;  &gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;br /&gt;sur Twitter&lt;/span&gt;  &lt;span style=&quot;font-size:78%;&quot;&gt;&lt;a href=&quot;http://twitter.com/#%21/LesPrimairesPS&quot;&gt; &lt;/a&gt;&lt;a href=&quot;http://twitter.com/#%21/LesPrimairesPS&quot;&gt;http://twitter.com/#!/LesPrimairesPS&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:100%;&quot;  &gt;&lt;br /&gt;&lt;br /&gt;sur la page Facebook&lt;span style=&quot;font-size:78%;&quot;&gt;  &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:78%;&quot;  &gt;&lt;a href=&quot;https://www.facebook.com/pages/LES-PRIMAIRES-DU-PARTI-SOCIALISTE-2011/141081982654813?sk=wall&quot;&gt;https://www.facebook.com/pages/LES-PRIMAIRES-DU-PARTI-SOCIALISTE-2011/141081982654813?sk=wall&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:100%;&quot;  &gt;&lt;br /&gt;&lt;br /&gt;sur Coopol &lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:78%;&quot;  &gt;&lt;a href=&quot;http://www.lacoopol.fr/groupe/les-primaires-une-recherche-sur-la-democratie&quot;&gt;http://www.lacoopol.fr/groupe/les-primaires-une-recherche-sur-la-democratie&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:100%;&quot;  &gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;et directement sur votre adresse email&lt;/span&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;a href=&quot;http://feedburner.google.com/fb/a/mailverify?uri=LesPrimairesPs2011&amp;amp;loc=en_US&quot;&gt;Subscribe to LES PRIMAIRES PS 2011 by Email&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;span style=&quot; ;font-family:arial;font-size:85%;&quot;  &gt;&lt;span style=&quot;font-weight: bold;font-size:100%;&quot; &gt;Tous les votants aux primaires &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: italic; color: rgb(255, 102, 102);  font-family:arial;font-size:180%;&quot;  &gt;Qui peux participer?&lt;/span&gt;&lt;span style=&quot;;font-family:arial;font-size:85%;&quot;  &gt;&lt;span style=&quot;font-weight: bold;font-size:100%;&quot; &gt; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot; ;font-family:arial;font-size:85%;&quot;  &gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:130%;&quot; id=&quot;facebook_status_slider&quot;  &gt;&lt;span style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:130%;&quot; id=&quot;facebook_status_slider&quot;  &gt;&lt;span style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;LES DONNEES SERONT TRAITEES DE FACON ANONYME&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; id=&quot;facebook_status_slider&quot; &gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; id=&quot;facebook_status_slider&quot; &gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; id=&quot;facebook_status_slider&quot; &gt;Bonnes primaires à tous! &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lesprimaires.blogspot.com/feeds/5094409392900094296/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/le-questionnaire-sera-en-ligne-partir-u.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/5094409392900094296'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/5094409392900094296'/><link rel='alternate' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/le-questionnaire-sera-en-ligne-partir-u.html' title='LE QUESTIONNAIRE SERA EN LIGNE A PARTIR DU 9 OCTOBRE'/><author><name>Unknown</name><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-4947742609034231208.post-3861833406901612302</id><published>2011-10-01T15:35:00.002+02:00</published><updated>2011-10-01T15:43:33.719+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2011"/><category scheme="http://www.blogger.com/atom/ns#" term="Aubry"/><category scheme="http://www.blogger.com/atom/ns#" term="Baylet"/><category scheme="http://www.blogger.com/atom/ns#" term="DSK"/><category scheme="http://www.blogger.com/atom/ns#" term="Démocratie"/><category scheme="http://www.blogger.com/atom/ns#" term="Elections"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><category scheme="http://www.blogger.com/atom/ns#" term="Hollande"/><category scheme="http://www.blogger.com/atom/ns#" term="Montebourg"/><category scheme="http://www.blogger.com/atom/ns#" term="Paris"/><category scheme="http://www.blogger.com/atom/ns#" term="Presidentielles"/><category scheme="http://www.blogger.com/atom/ns#" term="Primaires"/><category scheme="http://www.blogger.com/atom/ns#" term="Primarie"/><category scheme="http://www.blogger.com/atom/ns#" term="PS"/><category scheme="http://www.blogger.com/atom/ns#" term="Recherche"/><category scheme="http://www.blogger.com/atom/ns#" term="Royal"/><category scheme="http://www.blogger.com/atom/ns#" term="Socialiste"/><category scheme="http://www.blogger.com/atom/ns#" term="sondage"/><category scheme="http://www.blogger.com/atom/ns#" term="Valls"/><title type='text'>« Primaires: vous avez le choix. Tout est ouvert! »</title><content type='html'>&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;http://www.thomaspuijalon.fr/2011/10/01/primaires-vous-avez-le-choix-tout-est-ouvert/&quot;&gt;&lt;strong&gt;par thomaspuijalon.fr&lt;/strong&gt;&lt;/a&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;strong&gt;Petite interview de l’auteur de ce blog par des lecteurs sur les primaires socialistes:&lt;/strong&gt;&lt;/p&gt; &lt;p style=&quot;text-align: justify;&quot;&gt;&lt;strong&gt;Raphaël : « Les primaires citoyennes seront-elles réussies ? »&lt;br /&gt;Thomas PUIJALON : &lt;/strong&gt;« Les primaires citoyennes sont une  expérience inédite dans l’histoire électorale française. Pour la  première fois, un grand parti de gouvernement donne la parole aux  citoyens pour désigner son candidat. C’est une nouvelle forme de  légitimité qui se dessine pour la présidentielle de 2012. La droite a  gagné les dernières élections parce qu’elle avait à chaque fois un chef  qui régnait sans partage sur un parti tout entier à sa dévotion… Nous  allons tenter de donner une légitimité démocratique à la personnalité  qui sera candidate. Nous avons l’ambition de redonner du sens à la  politique et de permettre aux Français de se réapproprier l’espace et le  débat politique.&lt;br /&gt;Pour moi, la haute tenue des débats, qu’ils soient télévisés ou dans  dans les fédérations, montre que le Parti socialiste est vivace et prêt à  gouverner à nouveau. Les six candidats ont des idées, des différences,  des approches qui se complètent et qui viennent apporter la preuve  éclatante qu’en politique rien n’est tout noir ou tout blanc. Depuis  cinq ans, Nicolas Sarkozy nous fait croire qu’il n’y a pas d’alternance  possible, parce qu’aucune alternative possible.&lt;br /&gt;Nous faisons la démonstration en ce moment que nous avons collectivement  travaillé, que nous avons des idées et que nous sommes prêts. Nous  avons des solutions. Et la diversité de nos candidats et de leurs  réponses me pousse à dire qu’au-delà de l’alternative possible, il y a  désormais des nuances possibles dans l’approche de telle ou telle  mesure. A droite, certains disent même que nous imposons nos thèmes de  campagnes et que nous avons « cannibalisé » le débat démocratique. Alors  continuons de parler de fond plutôt que des affaires!&lt;br /&gt;Si les Français ont compris cela, alors la politique a encore un sens ».&lt;/p&gt; &lt;p&gt;&lt;strong&gt;Xavier : « Vous avez pris parti pour une candidate. Ne craignez-vous pas des divisions après les primaires? »&lt;/strong&gt;&lt;/p&gt; &lt;p style=&quot;text-align: justify;&quot;&gt;&lt;strong&gt;TP : &lt;/strong&gt;« Nous, les  socialistes, avons médité nos erreurs de 2007. Le parti n’était pas  prêt, le projet non plus. Nous savons aujourd’hui l’état de délabrement  de nos services publics après dix ans de politique de droite. Nous  savons le déficit abyssal de nos finances publiques, à cause de Nicolas  Sarkozy. Nous mesurons avec gravité le chemin qu’il nous reste à  parcourir et les responsabilités qui sont les nôtres face à cette  échéance. On ne peut pas se dire que l’on va à la curée.&lt;br /&gt;Nous allons devoir tenir de manière en équilibre constant entre la  nécessité d’agir, la volonté d’agir, l’éthique et le devoir de  responsabilité. Je suis de ceux qui croient que nous n’avons plus  d’autre choix que de refaire de la politique au sens noble du terme;&lt;br /&gt;Donc, pour moi, comme pour la majorité de mes camarades, pas question de  nous diviser le 17 octobre. Nous serons derrière la personnalité élue,  pour faire campagne, faire gagner la gauche et renvoyer Nicolas Sarkozy  aux oubliettes de l’histoire.&lt;br /&gt;Et j’ajoute que tout ceci doit être fait pour les Français et pas pour nous-mêmes! »&lt;/p&gt; &lt;p&gt;&lt;strong&gt;Christine : « Comment fait-on pour voter? »&lt;/strong&gt;&lt;/p&gt; &lt;p style=&quot;text-align: justify;&quot;&gt;&lt;strong&gt;TP : « &lt;/strong&gt;Le 9 et le 16  octobre prochain, chaque Français, se sentant proche des valeurs de la  gauche, pourra se présenter dans son bureau de vote des primaires, muni  d’une pièce d’identité et d’un Euro. Le Parti socialiste a mis en place  un site pour &lt;a href=&quot;http://bureauxdevote.lesprimairescitoyennes.fr/&quot; target=&quot;_blank&quot;&gt;trouver votre bureau&lt;/a&gt;.  A Issy, grâce au prêt de trois salles par la ville, nous pouvons mettre  en place cinq bureaux de vote qui regroupent environ huit bureaux de  vote classiques.&lt;br /&gt;Chacun doit s’attendre à ce que les opérations de vote soient parfois un  peu longue. La droite dira que nous sommes incompétents… En réalité,  trouver un nom sur une liste électorale regroupant huit bureaux est  matériellement plus long.  Il faut aussi signer la charte des valeurs de  la gauche. Vous pourrez aussi nous laisser vos coordonnées si vous  souhaitez faire campagne avec nous dans les mois qui viennent. Et il  faudra verser également les 1€ symboliques pour participer aux frais  d’organisation. Tout ceci prend un peu plus de temps que d’habitude.&lt;br /&gt;J’espère que vous serez nombreux à venir voter. Et que ce moment sera  l’occasion de créer du débat, de nous parler et tout simplement de faire  une grande fête de la démocratie partout en France!!!&lt;br /&gt;Et n’oubliez pas, vous avez le choix. Vous avez le pouvoir de désigner  la personnalité candidate pour 2012. Plusieurs candidats peuvent battre  Nicolas Sarkozy en 2012. Tout est donc ouvert. Aux urnes, citoyens! »&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://lesprimaires.blogspot.com/feeds/3861833406901612302/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/primaires-vous-avez-le-choix-tout-est.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/3861833406901612302'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/3861833406901612302'/><link rel='alternate' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/primaires-vous-avez-le-choix-tout-est.html' title='« Primaires: vous avez le choix. Tout est ouvert! »'/><author><name>Unknown</name><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-4947742609034231208.post-3471083253996385721</id><published>2011-10-01T10:22:00.001+02:00</published><updated>2011-10-01T10:23:39.812+02:00</updated><title type='text'>LE QUESTIONNAIRE SERA EN LIGNE A PARTIR DU 9 OCTOBRE:</title><content type='html'>&lt;div style=&quot;text-align: left;&quot;&gt;&lt;div style=&quot;text-align: center; font-family:arial;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;L’enquête à laquelle Vous êtes convies à participer s&#39;inscrit dans le  cadre d&#39;un&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;Recherche Universitaire de doctorat de Sociologie et de Science Politique.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Vous aurez la possibilité de participer à la Recherche Universitaire&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;avec la compilation d&#39;un Questionnaire en ligne.&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: italic; font-size:180%;&quot;&gt;&lt;span style=&quot;color: rgb(255, 102, 102);&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-style: italic; font-size:180%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;span style=&quot;font-weight: bold;font-size:100%;&quot;&gt;entre le 9 et le 16 octobre  &lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: italic;font-size:180%;&quot;&gt;&lt;span style=&quot;color: rgb(255, 102, 102);&quot;&gt;C&#39;est quand?&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-size:100%;&quot;&gt;   &lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;span style=&quot; ;font-family:arial;font-size:130%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-style: italic;  font-family:arial;font-size:180%;&quot;&gt;&lt;span style=&quot;color: rgb(255, 102, 102);&quot;&gt;Où participer?&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:100%;&quot;&gt;sur le Blog &lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:78%;&quot;&gt;&lt;a href=&quot;http://lesprimaires.blogspot.com/&quot;&gt;http://lesprimaires.blogspot.com/&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:100%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:85%;&quot;&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;span style=&quot;font-size:180%;&quot;&gt;   &lt;/span&gt;  &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:100%;&quot;&gt;&lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:100%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;br /&gt;sur Twitter&lt;/span&gt;  &lt;span style=&quot;font-size:78%;&quot;&gt;&lt;a href=&quot;http://twitter.com/#%21/LesPrimairesPS&quot;&gt; &lt;/a&gt;&lt;a href=&quot;http://twitter.com/#%21/LesPrimairesPS&quot;&gt;http://twitter.com/#!/LesPrimairesPS&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:100%;&quot;&gt;&lt;br /&gt;&lt;br /&gt;sur la page Facebook&lt;span style=&quot;font-size:78%;&quot;&gt;  &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:78%;&quot;&gt;&lt;a href=&quot;https://www.facebook.com/pages/LES-PRIMAIRES-DU-PARTI-SOCIALISTE-2011/141081982654813?sk=wall&quot;&gt;https://www.facebook.com/pages/LES-PRIMAIRES-DU-PARTI-SOCIALISTE-2011/141081982654813?sk=wall&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:100%;&quot;&gt;&lt;br /&gt;&lt;br /&gt;sur Coopol &lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:78%;&quot;&gt;&lt;a href=&quot;http://www.lacoopol.fr/groupe/les-primaires-une-recherche-sur-la-democratie&quot;&gt;http://www.lacoopol.fr/groupe/les-primaires-une-recherche-sur-la-democratie&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:100%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;et directement sur votre adresse email&lt;/span&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;a href=&quot;http://feedburner.google.com/fb/a/mailverify?uri=LesPrimairesPs2011&amp;amp;loc=en_US&quot;&gt;Subscribe to LES PRIMAIRES PS 2011 by Email&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;span style=&quot; ;font-family:arial;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;font-size:100%;&quot;&gt;Tous les votants aux primaires &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: italic; color: rgb(255, 102, 102);  font-family:arial;font-size:180%;&quot;&gt;Qui peux participer?&lt;/span&gt;&lt;span style=&quot;;font-family:arial;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;font-size:100%;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot; ;font-family:arial;font-size:85%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:130%;&quot; id=&quot;facebook_status_slider&quot;&gt;&lt;span style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:130%;&quot; id=&quot;facebook_status_slider&quot;&gt;&lt;span style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;LES DONNEES SERONT TRAITEES DE FACON ANONYME&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; id=&quot;facebook_status_slider&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; id=&quot;facebook_status_slider&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; id=&quot;facebook_status_slider&quot;&gt;Bonnes primaires à tous! &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lesprimaires.blogspot.com/feeds/3471083253996385721/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/le-questionnaire-sera-en-ligne-partir.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/3471083253996385721'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/3471083253996385721'/><link rel='alternate' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/le-questionnaire-sera-en-ligne-partir.html' title='LE QUESTIONNAIRE SERA EN LIGNE A PARTIR DU 9 OCTOBRE:'/><author><name>Unknown</name><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-4947742609034231208.post-6116208402212314319</id><published>2011-10-01T10:10:00.001+02:00</published><updated>2011-10-01T10:12:55.538+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2011"/><category scheme="http://www.blogger.com/atom/ns#" term="Aubry"/><category scheme="http://www.blogger.com/atom/ns#" term="Baylet"/><category scheme="http://www.blogger.com/atom/ns#" term="DSK"/><category scheme="http://www.blogger.com/atom/ns#" term="Démocratie"/><category scheme="http://www.blogger.com/atom/ns#" term="Elections"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><category scheme="http://www.blogger.com/atom/ns#" term="Hollande"/><category scheme="http://www.blogger.com/atom/ns#" term="Montebourg"/><category scheme="http://www.blogger.com/atom/ns#" term="Paris"/><category scheme="http://www.blogger.com/atom/ns#" term="Presidentielles"/><category scheme="http://www.blogger.com/atom/ns#" term="Primaires"/><category scheme="http://www.blogger.com/atom/ns#" term="Primarie"/><category scheme="http://www.blogger.com/atom/ns#" term="PS"/><category scheme="http://www.blogger.com/atom/ns#" term="Recherche"/><category scheme="http://www.blogger.com/atom/ns#" term="Royal"/><category scheme="http://www.blogger.com/atom/ns#" term="Socialiste"/><category scheme="http://www.blogger.com/atom/ns#" term="sondage"/><category scheme="http://www.blogger.com/atom/ns#" term="Valls"/><title type='text'>La gauche s&#39;apprête à présider le Sénat</title><content type='html'>&lt;p&gt;&lt;img style=&quot;width: 433px; height: 185px;&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAowAAAEcCAIAAADC33JfAAAgAElEQVR4nJydd1RbVxbuNZmWSSZ9Jr0Xpzfb2PTeMTZg44pNl1BD9G7ABtMRCARCBdF7V++idzC9io7pLnGKk7jw/tjkRsGQ9+at9a27js69kp3MhJ++b+99QCW5GSS7Gya7G6Z4GKV4GKV6GpPRJmS0SaKrfqKrfoKLXoKLXqKrPjyW4mEUd0k70VWPjDbOwJln4i0oWLNUT6NkdwMy2jjRVS/Fw5BKsMzEWyS56ad4GGYRrTLxluleZqmexvB2MtokDWOa7mWWhjElo02QPzQNY0rBmmfiLTNwFhk4CwrWPN3LLN3LjII1B8HDye6GqZ7GGTiLbG8bGukYjXQs08uMRrBikI7RvW2y8ZZZOItsvGUO0ZpGsKIRrHKI1kwf21y/E7l+J+CBHKI1iO5twyAdY5COMX1smT62BUEn8wMd8gLs2f528PyOfI+B2H62ef7HCwLtCoPsi4IdkJ38gBOI8vyPs/1sWT42TJI128+2MMi+OORkYZC9+t1c32PwOcUhJ0vDHEvCHUvCHYvDThWFniwIts8PsssLPMEOOF4S7lgacbrs8pnyyLPlkWdLI07DM2Xhp0vDHEvDHEtCT4HgZWXkucrIcxWXz5ZHnCmPOFMWfhqeLAs/XR5xBrlbGXmu9urF+ljnmitOe6ou5lLNFafq6As1V5zqY50brrnUxzrXXr1YF3OpLuZSfawzJ84V1HDNpeGaizDeXRjvLohzA4kSPCRJaGkyBl7yr7nukijBY08hn7BLkhQvcTJGmOgpSPAQJHgIEz3FyRhJihe8hB1hoqcoCQ2SpmLhLaIkNNwCSVK8JCleMjJORsZJU7Hwmfx4d0nCjqSJHrIkT3kyGqRIwShSMPJktCzJU5roIUlwF8e7ieJcpYlekgSMOB4tvObBj3HjXXXlRDtzop1FcZ6ww73i0hB1qT7yYn3kxbrIi9xrrvBvuzr6Qs2VS/Wxrpx4D34SpiHOg5eIEZDxkgySjOoro/pKKL5iireM6itKJ3BTPOsSXGvjXaqvXaq+6lQZfb4y+mxJ+MmSUIeKy6erok9XRJ6qjHKsuXqm9qpjzRWHymi7ymi7yqv21bEna+LP1iWe56Q4c1NdxGQPGQXTkonvoJF6c3x7mP7XiyL7SqOul18ZrIwZqo4fqU0crkseqU8Z52eMCzInhDnjIvqElDkpY00r8lVy9rySPa9gghaUrMXG3KUm9nJz3oKSBYJbc3LGnJwxJ2PNK/PnFYXzisI5ecGcIm9Wzp6TseZkrCVl3pIyb1nOWpIxF2U5C1LagpQ2K8lWienTEvq0hK6SMlRSxoyMCRoXZI0LsiaE2VPiHNifU+TOKZgjwrQRYeqYMHlclDIpTJoSJauEqSph6mBVbHvR5abcUCkjtCaFSAtzogY5sSLd4jDWl5300Baf4I99GXZRD2f7pZPxe35nj3o7HnE2/9hB+20H7bePa75r9vUrBp/+x+jjl+0PH3A4+LGjxidnNT89efADm89esf/iNSfNdy3ef/LsoZf9rb+65qSb5mFKQZtmepll4SzYvnZ0gk2WlwUNZ8XytmX7nGAQbLIw5iy8DRNnzfSyYmAsGRhLppcVG2udj7UuwFrmeRiz3PTYHgbFXiZlePNSvEkx1qCSYFKG0y/F6JR56VYR9Wt9jOp9DGt9DEq9tPLdDxd4Hqoi6XEDTRv8jauI2uW4oxx//VqSdi1Bk+OjKwo2EgUbNXhrlWO+rcJqVOA0qrEa1ehD5S7fFJz5JMf2A4rlOxWuOhl2X3p/+6L5C6hPUah3UagDT6A+fxb1n7/89aW/PvPKP5965+mnDr36gtknr9t/9brDly9i9N/2t/rA3/LtyJMHyi/b9RcHqHhXFiWJK0rqrJA8yUlU8VPmxRnz4gwVnzzFTZkRpKr4SSp+0jQ/bpofpxJcUwljVKK4aUHSBD95nJeEaIKfPClImRaRp4SpU8LUSUHKpCBlgp8Mj02K0v43CSl7akaapZJQEc1Is2Zl2XNyGvwf73HNiqhz4qwFKW1RlrMkpy/J6YuynEVZzqKC8T9ppZm90sy+0ZS73MhaamItN+feaGHfaGEvteQuteQuqGm+NXehJXexib20l5ab80A3WvJRSW4Gj3M61dMYIA2cVod0zIWjwOkUD8NUT6MUD8MkN/0EF11Yp2FMKFizNIxJsrtBsrtBGsYkA2cBkIYPRyCNcBr+OPhykIYxpRKsMvGWCK0zcBbwEnkGIXS2tw2VYEXFmtMIVnRvmxyidRbOItPLLNPLjIo1z8ZbZuMt4RbL9zjTxxYeoHvbgNQJDQ8A6ZG7sM/ysQHtorL6DiK2n21BoB1wOtf3WH7AicIg+8Ig+4JAO3hXQaAdYB42CwLt1CFdGOJQEGyPqDDEoTjslDqqyyPPAoZ3Mbg84kzF5bOIYAdUFXUe6FsVdR5uVUaeAwb/OaRrr15suOYCMK6PdQZCw446p3mxLvxrrsJ4d1GChzjRE4gL5N5T+0FaluK1p/4E0giAAc/iZIw4GYNAGrml/jyspalYROLEP3Aa0Z6QFse7yZIwsiQsoBrALIh158e47SI394oL94oL54pL/dVLtVcvVkdfqIo6XxXlVHvVuf6aGyfeo/6aGzcBLUzBiSne0kwfaaaPJIMkpniL0gm8VHRdgmv1tUtVsRcrY5wqos6VXT5TE3OhIupMZeSZuhinhjin2phzdbHnuQkXxakuwtSLghQnfqqTgHxRSHETZ3pIsryUdEIjg9jK8OliB/TlBw8Vho0VR42VRo9Uxg5XXxupiRutSxhvSBnnkSd46RMCikpCU0kZ07JclZw905g/21Qw11w831K01Fyw1Jy33LRzXW7JX20tXmkrvNFcuNySf6O5EPYXm9hLjfmLTfnLLcWLLaVLTSVLTSWLTYWLTYULjXmLyrzlpoIbTQXLjewlZe6yggE/BOdlOfPy3DlF7qycNStnAZ6B1kBudX6rpAyVNGdMTBkTp02IU8dFKZOClElh0rQgZVqQMt6Q1F91ra0oUpwTXBrvRQ0+l+zjSPY5FXpeL/SsVoDjkZBz2sHntT0sPj6t+8ZF4w8vmn5kr/m6+VcvGn/2vO6BZzXe+eeht/6h+c7T5p++offW80de/pfWa0/pvfm04VtPmb77lNVHz4Sc1Iy9aJiBtckhnaB7H0N+vOTgrakY8wxP0ywvC5a3bZ6vHcvblo63ZuFtWHgbFtYaUR7OJh9rne9lUeRlXoQ1LcKaFnuZlOLMyolmlSSzMqxhiZduCVobIF3na9zga1TvZ1RDMizFahd7Han01q33M6r1MagkaFXgNbkBBnU+OjX4o3VELa6fLj9An+ujU+etKQgw5AUaCgMMxf6GIh99Hk6nzlOz0vUI+/RX7PMatAtaCfYHvfXeOf7+P795GvUWCvXKE6gPX/jv+88+9yIK9QYKpf/2c6e+fcvhy5fcdN4kGL2NM3w1yOZdpo+JguoxXBV2Q0ZeklFmheQpbpKKnzInosyJKDOCtGle6owgFTg9zU8ASM8I41SiBIA0wmlYq0MaOA37E/zk/xXSU6KMPfW/QnpOnDUvyQZIg3Zuyel7aj9I7+BZyVxSMhcbmYuNTED1QhNzoYk5p6bZZuZcE3M/SCNfghcbc3cgjXAaQXWSmwHCaXVIX7uoFXdJO8FFN9FVL8lNH1Gyu0G6l2kGzpyMNk52N0jxMEzxMEx01VOHMUAa/DFilNVddbK7IZVgtacA7UBouu9xuu/xLKI1BWuOkJhGsKJizTMwphS0SQbGNAtngbhq4DFAGqiMsBmU63dC3XzDW3ZBGriLiEmyRjiNKNf3WFGwA3AaccyAZCB0ccjJktBTYK8B6sVhp/ZUUehJEMLpiqhzldHnwRAjJAZzXBl5bhenYRPhMXACbgG2a69e3E/qkObGuwGM1SENmzucvnKRF+sijHeXJKElSWhRggf/mis3xhmY/f8uaTJmT4mTMcJktCDJE5EwGS1KwQiT0SBRCkaUghGneoGkaTgJGStKwcDDohSMNA0npxCQ5+EtEjJWmoaTp+FlKWhE0mRPRPJUjDwVg2xKkjzEie7iRHfk2wP89eCfGsID+McXxrtDZsCLdeHFujTEONdf/T2cgBgDvvc0xLnzkzCiVJw0nSijeINEZC9+sntDvHPdtYu1sU41MReqo89VXD7NiXOuj73Iib8oSnWXpHkKU9zEKe7ydHRLDn5HDEJLrndrnl9HYWB7cXBnUXBXcUhvScRgWdRoxdXJ6mvTNYkzdcnTvNQpXppKQJkWZcyIs2ZltDk5Y07BXGouWGwtXGwpXmovXe6ouNFZudxVtdpdvdpZsdpVttZRvtJZutZRvtpVttFVud5TsdFVudZdvv7Huzfay1Y7q250Vq50VK50VN5oL7vRXrbcVrrSVrrSVrzaWrzSWnCjJf9GU95yIxt+lt1oLlxqLlhsyl9ozANaA6fnlWz1l1PinClxzqQoa0KaOSGlTIrTJyVk+Pk+xU+e4iePcpKG65M6SqK5Gb550a6ZQWfjCfZX3C0Itt+Q7A6FntcLOaeLtvr8gv67Z3TfttN45YLxh/ZH3zT/6kXDT57V+uDpw2//Q+OdJ3U/eO7gf/9+9JUnNV958tCLf/nmGZT2K389p/FWkINmGu5ENsmB5X8yN9CB5XuCQTqW63s8P+AEnWidjbPI9jLPwVmyfY7n+9kV+JxgE48xvCyYWEsWzoqFs2JjrdhYq1wvy1y0BRttVoy1KCNaluDNizDGhWijMoJpta9FCUa/GKMDkK72Nqj3M+H4GTf4G/ODLau8DUpxmuUE7WpvvSqibiVBq4qoXU3UrCZq1ntrc3x0uX66XD9dro8Ox1dHEGjADzKUBBvLg00UwSaKABNFgInM37zaU6saa1CFNyvCmlKctP3NPnD87CndV1EHX376tSdQL6FQ7/8T9fkzT3z+b5Te6/84ffB1p6Ovu2q/5nz0JZzhq7Hnvs71s5CkuU01xMwIkhHNidLmRGkzgtRpXvKskLxjpgWJKkGiShA/I0yYESVPC5KAweo2+nFI/679YCxO31PT4sw9BWxG1v9XSD9O6HlJ9pw4a0FOn1fsoQUlY0/t4FnBgDcuKBmA6jklfU5Jn1GTqpE+o6QvNObuqVk5Y1bOmFMw5xTM3yGtzulkd0PY2UXoVE9jsMggMNNpGJN0L9N4Zx0K1gyC7gQXXTLamIw2jnfWAX+sbpqBtUBocMmZeEsK1hyegZcA5iyiNQix11SCFY10DCCd7W2TgbPY+T5LtKYRrCDupmLNIQOHb7uQeDN9bAHkgOTHBbRG4J3rd4Ltb5cXYI9k3QiGH/fW6k4accmwQGw0kpMXh5wsDjlZFOwAtxASF4edAlddGnG6NOJ0RdS58siziMlGUK0OaYBxVdT5qqjzu5hdFXW+OvoCgBlQDWauOvoCRNZ/TmgAORJuA1TUIY1wuiHGGZw0sBYQxYt1AX+MMBiB2f8kUdIOg3chVp3KEjIWJE3DAY+laThxqhc8KU3DKTKIjVSSIoMopxCA33AL3qvMwDdR8E0UfGM6TpmGVaZhFWQvRAiqEVrLU7F7Sh3SSM7PvebKi3Pjxbkh1QEkioAvPdx4N36ypzgVJ0nHydKJsgyCLB0rIqMFSe68JDd+ohsvwRXwLEhy5ye6SdI8G7PwzTSikoprziK0M3278wK6CwJ7i4J7S0P7Ky73V0cN1F4ZqIsdqIsdqrs2WpcwwUme5ZHn+RlLQuqSKGtJnrOoYCwpmUtNrBst7ButBStthTc6Sta6y9d6qtZ7qzf6ajb76zeuN2wOcDYHOFvXGzb7azf66jb6ajb66jb7a7euN2xdr9vsr9/sr93sr4f99d7q9d5a0Gpv7Wpv7VpPzVpPzWp35Wp35doO0cvWOkrXOopX24tW2wpXWvNWWgtW2opX2opvtBYhqAY8q69nZMxpCX1KnDMlzp5WZE/JM6elGVMSCgLpcV7S9erY/uq4xryIskRMTvhFStC5eIJ9mLOpv6MWye5Q0Blt/PFvHDVfdzL6EHv82/NGH5zV/+D44deMP3te98OntD/8t85Hz+geeE7/o+e03nzK6P3nTT943vi9Z83ef/b80feuXjItifZM87LJwB/L9rahkWzo3jZ0khVEZfkB9my/E7kk2x1C+9sX+trledvSPE1z0GZ0jDnDy4KFsWCizRmeZgwP41xP0wK0aRHWtNDLpMDTsMDTsBhrVEYwLvUyKPHSLcXolGP1qr0NwEnX+RoKQ62rSYYl2KMl2KNlWM0yrGYFXrOGpFvo/lUFToPnpy8KMhYEGnD9dDkk7XqSVp2PdoOfLj9AXxhgIA3QVwQaNoWYtYRatoTbCP1NK3H6Be7aOa6aaRcOxZz8MvjYF05aH3z5LOpVFOqjf6C+eBr1wROob55HOXzzyplDrzkdff3C4Zdctf7rY/5uuN0BGsFIScWO1sao+EnzYvK8mDwrJAObEUjPCJIh9N4BuShll1EGSCN4flz/K6TV7fIu7WI2cHpWkj2/lwDV6oSeFVGnhZlz8pw99SeQBkuNQHpByVhoYs7IaTNy2rSaphS0KQVtRskEEu8SQug5BROlDuZd2sXv35JwI0i2EUJTsGYZOPNYJ01YA6SB3Elu+oh7TsOYIpCGQnUGzgJInO1tg5AYgTfcAlpn4i1zfGwh384iWtNIx3J8bCHx/j13+q3MDNG3+gKgC5xm+9uBdkF6z4I0299uV+EZqSsj+0BfyK4LAu3APSOl4qJgh/yAE2w/W4TK8DwUpMsjzhSGOCCcRggNvnlPSKtH2UBlgDRioOElEmjDDqyRSjM33g1qzI8LCA1cr4u59HjWDYRGOM2Pd+fHuwOKEMEmP959z7LxnlKPoP8QR/8G410CJINk6XhZOl5OIcgpBIAx+GlgdiOV1JztC5yWpeMlZCzgGd7YlElqyiQ1ZngrKUQlhahIJ8jT8PI0vCKdgKzlaXgoZsvIOCkZI0vzAsnTsYjEKZ6iZA9Bohs/wZUX74JIkOgmSHIHxMJdbpwzN865PsapIfYi59olbryLIMFDlOIpTcXK0rEKCk6ajpakeojJHlKypyTVQ5Tsxk9wFqe4i1PclRnYthxSO9O3lU7qzPW/Xhw2WHZ5sDJqpC5mjBc/IUyZlJCnpGlTEsqMnDqryFpQ0peamGvNuRut+VutBVvthRvtheudJRtdpZvdZVs95Zt9VVv91VvX624NNmwNcm8O8W4O8W4NC26NCm+PiW6PiW4NC24N828O8bcGuVuDvJtDvJtDfPWdrUHu5gB3c4CzcZ2zPsBZH+CsXW9Yu96w3l+/1le31le32le93lu93lu90Vu53lOx1l2+1l263lmy1lG81lGMQPpGa9FyS+FyS+FSc8FSc8FCYx5AGrHUs3LWjIw+o6SrlLQZOXVamjEtIiMurb8qpqvsijDbPzfqYrq/Y4rvqatetoEXDK+4WwSe0fF31PKw+uKU1pue1l/7n9VzNvvM5NPntd775zevor5+BXX47X/oHnhW56NnNN990uqz/xq//4zBO0/af/u6v71mKt6OFnA2y+ckzcee7mfP9D/B8jvGJFnTieY5BLMcglm+3/E83xNsn+Nsn+OFvnZFfvaFvnYFPifoGHM6xpyFsfhdnuYstGkhzqoAbcr2MMjzNCzCGJdgTYuxRkVe+hV443K8QTlWrxJvUO1tUOtjVOutX0XU5QVZVBL1i9EaRZ6Hi9EaxWiNCtzROh+9Uo9vqnFHOD66PD99Dkm7wVuL66PDD9Bv8NPlBugLg/RFgfrSAF1FoH5zqHH7ZfPWcHN5kLHA34AXYMoLtqwLtiz0NqCh9aJOfhN47KuTXzx34C+oN1Go91CoQy+htF//67EvXjp9+LXzR99w1X4DY/AmTv+1KIfPC4Nt29j+w7VX56Vp89I0lTBZJUyeFiRNcONnROQZERn6A0CwsyvQ3pPQ0yIyov0gPS2h7Kk/JzRE37sgvafmpDREs5LsGXGWSkSdFmbOymh7ak97Pa+gA6T/sNm4A+ldeAapFAyVgvW4pmSMKRljWs6cljNRSEkYUm7InHdxGiE0GW2yy0mT0cbA47hL2lCTBoST0cbpXqZktHGSm0GqpzHE2vCnAKQpWHOoNwOkESGxNuKkAdJgnYHZ2d42OT62IPVmMegRY/keBzADp2EN9GX62O6CNJJ4I4SG4jQi4DFSTkY4rU5oADAIytIAYIA0sBncMwLpktBTwNfCEIddnAbtF3fvIjRimoHNiIEGQY0ZTDAAGHJseLmfEJwDpOtiLiEhLUCal+DOS3AHTiMdWAihgcq7II3UjPcTNHbtEkJThMSwlpCxu8CsyCAqM71B8BLZbKSSGqkkeBJ5Xpnp3ZTl05Tl05jhjRAa4bQinQD7j0tBwckpOLgqM/CKDDxcpWSMhIwRp3gKkz1EyR6/X1M8xalocSp6526SOy/ehRvn3BB7ERE3zlmQ6CJO8ZSSPaVkT+CxJNUDeSlIdIEdZQa2lU5qY/i0MXx6C4JHq2KmuEkqQdq8PGu5hbHakb/aXbjSXbjSXbjcWbDcWbDaVbLWXbrVU36rt+JOb/Wdvpq7g/V3hurvDHO/G+HdHeV/Pya4OyG8Oy6+Oy7+bkJ8d1x8d1L6/ZRsRyr53WnZd1PSOxOy2xPi2+NSuN6ZlNwak9waF90cFd8cE26NiLZGBVsjos0R/sYwb2OYtz7EXR/irg807Oh6LWijr2q9t3Ktp2Ktt2ytu3S1q2S1vQQ4jaAaBJBWR/W8kj2vZP0G6ewZWaZKTAFOTwrII5yUtpKoajKOGnwmDm8bjbEKdjYjOuqEu5j5ndHGnTjoYvbZBcOPnM2+uGD0meVXr2i++6TGW38/+PoTh974q/aH/zb+4j8Gn76g/f6T376EMnjnH6cOv+HrcIRCOlUY5c4OdaIQbWk+J+i+x1l+x3L9bXJ9rVm+FgySGd3bNNvLFLJuBsGaTTyWTzpe6GtX6GvHJtjk4q13Um4vSzbWKh9rXYC3qvA+Voy1yEcbFWCMy/DmFUTLMoJpkZd+JcGkgmBYgdOvIhjWkAxrSIbVBN1KnHaDv2kFQa8Ec6QEc6QYrVHocagUc7iaqF3vrV1H1KrBH630OlyB/rYGpyHw15dHmDf46XKD9MQhhuJgPXGAliRAszlYrz3cqC3MsDFETxGq3xhp2njVSh5tVR9sWEbSpbkfziMYZaP1fUzf0f8v6i0U6nUU6sN/oPTe+eexr14+o/H6Ja23vQzew+m9GWR5INVFqyr2Qgvbb5KXMCNKmeInTguSANKz4rQdTgvSVIK0GWHGjDBjVkSBWFs90AYqP05olThNJd639rwfpPeLuxFC7+L0jHhfqTN7B9Ji6ow0e0/t67Dl9Dl5DsLyGTltVpEzo6RPybJBk3J15QCMH9eEJGdCkjMppU9K6Sgki0bi6D1pjUAaStFI1p3qaQTJNnhrMtoYaRxL8TBM9zJNcNEDSFOw5gik9+wOQ2rPFKw5kBj6t4HTCKGziNY5PrZ03+PgrZGUm0awgqSaQToGa3DSdG8bBN4AafWIW70+DQsEzzsvva1YPjYIpxFI7+I04pLzA04UBTtA4bko2AHW5RFnIOUGgc+G5i+ANMJpRH/SOKZumgG6QFZE6pwGuAJrkWLzn0CaG++GhNsQzEJ39y5CI5xWD6IFSZ78RA9+ogcvwR0WSAkZyaX3c8YQYj8uWTpeSsHLM4kKqreC6i3PJEopOzsg2FdmkUCwbsz2aaL5Nmb7wA7yMHILUXO2v7paaAGgpiy/Xbeas/2bs32bsrwbs72RqzKL2EglKrOIsFZmEuSZeEUGHq4KKgH+Pk00UhON1Eglyik4cSpamOzBjbvIueZUH3O+7uo5ztXz/DgnUYKLJNlVmuImSXaVJLvKUt1laZ7ydLQk1UOY5CpIdhWmuMnSsU1Z3s3ZpBa6b19R+Hh9/KKMttTEXO8qvDlQ/t1o7XcT9XcmOLfHG9aGqtaGqjaGareG6gDJ34/wvx/h35uS/TQt/2lafk+luDer/Hmu8ee5xl/mm3+aUf4013hvtvGn2eZ7cy2gH+d39P1sy92ZxrszzXD9frbp9pTy9pT89pTy1qTs1qTi5oT05oT85oR0c0y8MSraGBVsjAo2R/ibI7yNYe7mEHd9sG59sG79eu1af9VqX+VKb8VaT8Vqd/lqVxnE4ABpcNKLTfngpxeb8iH3/g3VrDklfVZBm5Vlz8gyZyQZKjFlWpQ+JUybFFIa88MKY13IvvbRGMvASwaEM7o4R228/RGCw1FXiy8uGH1yyfRLB+339T589uBrfzU48LzFV69af/uG+ZevmHz+kvFnL+of+Lfm238/+B/UWa03r7qYUv1P5QSeYQSfyQs/lx9xNpNoRSVYZhPMc7zNmSTLXD/LPD+rPD+rDA9DKto4x8uUgTNnESzZ3tYFpGOFPrYFBOs8nCULY8bwNGF6muRizPJxloUE61K8VQnOEhrHSrCmpTizUrxJCc6wHGdUhtMHSNf6GNX6GNUQ9QDSNSTDKrxOFV6n3EuzyP1Qifu3FRiNBm/teqJWDe5IldfhWq/DDfijQl89cZBRvZ8WL1hfGmYsCzOUBGlJA482BWu2R+h1XNZtDdNSBB+VhxyVR+gqIg0ll/WF4Xp1/kfzPb+s9DMQx50hu2rqvox6A4V6/2+or55HmR549sTXrzp++4q77js4g3e8Dd8Jsf6EjNGvS3Lpr7g81nBtrCF2ip+gEiZNcONmxanAaZUgTSWgzAgzZ0XUWVHmtChdvfCMgFkd0oBnlThtRpK+H6RV0ow9tV/jGKJJIUUd0irJ3poSZU6LqSpJFoJh5Na0dA+pZNl7S0JTSWjT4uxJUdakKGtKnD0toU1KaePirDHJ7xr5TRNS+p6akjNB0woWCmm0fhzVe0IaCA1sTsOYIMrAmQOks4hWGXd77g4AACAASURBVDjzBBfdBBddCtYs3lkXhqZ2QRrQi5SiwUCD4c7AWSAkpvseh1gbnDeVYJXjY8v0t2P4naCRjmXiLXOI1oiZBt9MI1hleplBpxj0gv1OXNKxxwn9ByT/tkBq0jS8OZ1oyfKxQUJviLt3Jd5IHo6UnAHnBYF25RFnaq9eBDYjzdilYY7QPoZAepf2G8FCHDNCaMAw+F0oKiN1ZRB4YnigLuYSJ86Vn+ixH6SFyWh+oge4ZCAxFFD3gzQ/0UOYjFbv2IK37MIzYoX3g7S601WXLIMAJEYYLM8kIpvqhG7M9gEqN2b7NOf4tdD9m3P8GrN9gOtNNF/YbGUEtND9m2i+8FHtzJB2ZkgHM6SDFdqVG9aZG9bNDu9ih7fQApppAci1JSewNSewJSewlRHQxPBtYvg30n0a6X7KHJIyx1eZQ2phBTYz/ZoY/k0M30a6HzzTzAxozQ1qYwd35YV25QV3skPa6H5NWd6KDDwv3gUgXXvlbMPVs9zY88KES+IkF1mq+47SPJUZXsoML3k6Rkz24Ce5CJLcJWTMzr+NHN++osvjDSmLjcyVtsLNvoq7Yw0/TAl/mBX/MCP9bkZyZ1ZyZ1Zyd1b+/Zzip7nGn+eafplv/mW++ZeFtl8W2n5dbL+/1PHLcsevNzrvr3TdX+m6t9gG+nmp/Xfd6Ph5uevn5a6fFjt+XGj/Yb7th/m2Hxfaf1xo/26m+buZ5juqpjuqptvTjbenG29NKW9NKbcmpVuT0q1x0da4aHNMuDkmvDkm2BrlbwxygNNrA3/g9EZv5WZ3xXpn2Wp7yY3WIqQUjQTggOrfcm/mrJwxq8iZlWXPSLNmJNQdToszp0SZEnoQPfxcgrftZbQF6bwe1lGbcFYPc0KD6KjjavHVBZPP3awOHdd479Dr/9B44ymTT1910ProrMHntoff1v3w3wdff+KL/6A+eRblYfFppLNhduBpRujZnEDH7AB7mv+JbB8bdpADM8CW4WOZ421O9zZl+pjn+pjn+ljQcCZ0vAWLYImITbDK97ZhYy2YaFOamyHVWS/LWS/HzZCFNs33ssj3NCnyMi/BmxdhTfM9DNhueoUYg1K8UQlGv8RLtxyrB5Cu8zWuIxlUE3S5geb1fiZ1JIM6kkElTrvI/VChy1cl7t9WoA9WYzXqiVp8P32Rn77AR5dD0KzBafCC9CQRJs1XLFqumDVdNmyK0GmL1O25qt8SotESptEafqQtSqvjql5HrH7LVf2maN2WaN0q3CelXp/zLpuVBVv4W71j+Cbqi6dQB55E6b/7pOUnL9h8/NyFQ6+jtd/xPPK6p+YrofZf5ofbt+UHDVZHj9TFTPETZkTJk7z4WXHqrDj1D5AWZs+KqNOidHUzjVhndRuNEPr/A9L7jWAhhP5/hPSkMONxTs9Is/ck9J9oUkidFFLHBZlj/Iwxfsa4IHNMRB0TUUdEmYiG1LQfpOea8+dbCkAoxDfvUryzLtSSYYgZsmgK1hwCbXUnnexukOiql4Ezz8CZU7BmoAycOZVgSSVYZhGtkQ+BbwMZOAsa6RhCaGSkKgNnAZ47E28JVWqw2mCygdDw10AsNY20MwuB9IiBb2b5HodCNTR+/96qrRZrs/3t8gMd8gMd2P52CJjzAuzhgbwA+6IQx5KwM+URZ/L8j0PbNoxH5/kfL484AzPK6v4YwfOeQoab1RvHCoPsERiXRpyGKSyIuCujz1dGn4fKdHnk2bLLZ+CZistngc3QLFYWfroy8twu94wInkGqyyAgK1JsRqQ+YYVUndWRDDxGOrnAMYPJ5iW4I7fAT6v3c8nS8UjyvGchWU4hqHeBqd9tzPaRZXlLMglSKlFB82mk+yloPrBW0Hzk2SRZljdInk1S0HyaGP5AR3W1sALb80La2MEtrEDkAcBnMyOohRncxghuZYV0sELb2WFd7PCOvPB2ZgjsNzOC2hjBLczgdmZIW25oS25IS25QKzu0lR0M17a8sLa8ENhvyQ2BnY6CsM7Cy11Fkb2lV65XxF4vi+kpvtyZH9GRG6ygevOS3KAdrDbmXG3MuYbY85xrF7ix5xuunm2kYKQpbvyES/yES+IUdzHZQ5Dkzolz5iW4wsB0fYKHMA0vy/btLowcbUidUebe6Cy/NcK9Nyd/cKPtwXrno82eR7f6ft3s/nWz+9fN3vsbvfc3+h+u72h7a/DRzcGHWwMPtwa2Nwe2NwcebVx/tHF9++bQ9s2h7a1BZAeef7B2/df167+s9d9b6f3pRs+Py90/LHV9v9h5d6Hj7kLHd/Pt382335lruz3benu29dZM061p+a1p+c0p2dakdHNMuDEqWB/hr41wN0d4myO8zeGGjaH631x19UZf1Upn6VpH6VpH6Wr7H6LvXUH3nCIX5qTnFMxpada0mDojzZqX02Yk1AlB+hiPPFSfXEch5oSfiyfZep/TdjvxrecpTbSjFvaUlseJw27WB88af27y5asH3/iXzof/sdP61Obwh4ffeuaTZ1GfvYD6+FnUR8+gtN9/8rzRB/SwC6zw83kRTgWRl/IjnJjBjjRf2wyCRY7PMYaPNZNkySRZMr3NmN5mLIIpi2BKx5ow8WZMrGm2h0G2hwETa1pAtMwnWBR7WxfgLdhepnlYs0KcRSHOItfTmO6qT7+km3VeM9vpKMtNL89dn+Wiw3LVYrtrAaRhTroCr1tF1K8jGdT7GPIDLaoJ+kXuh/JdvilxP1SOPlKOPlzqcbAWf7Tc89sqz4M8bx2hr14D/mgN+mAN5lCDj2adrybXT1MUpCUP1VaEasqCvhX7f9keeaQ57KAy+Oum8EMdV7S6rum2Rms1hh3svqrZHasrj9As9vosD3e46vKxZFctiw/+8gYKdegF1PEvXjr59SsnDjxv98G/z372osvhV9CGbwaf+io3zKG1IHiUGzfcEDvGi5tXpE8KE2ek5BlJ+gQ/dYybOi3MnJcx5mWMGUkG0HeX1OvQ6tq3QUyaMSVOnxCSAdizcuqsnDojy9zPQI/z09SFoHpKtKNpMVVdk8IMRBMCCqJxIWVMlDEuzpyQUMfFmaNCyjA/bYhHHhNlIBoVUhBNibMnRbQJYfa4IGtEQB0VZo0Ks8ZE2cMC6rCAOizOHpHQxmT0cTljXMmcaGSNy1mTSraquQA001I411a82Fm20FG60FG62Fm22Fm2L6ST3Q3B2oKxBo+b7G4IlWakawwpQqu7aqSbLBNvkYm3BK8MiTek2dneNkjWDWXpLKI1tHzvgjGk4nB3F6ShMg0kRqanECQj/hgZsoJStPotsNQwQg11awTSbH+7gqCTRSGOMCsFITbij5EK9OPaD9LI2SPqJ5CUhjkWhZ4ETpeEO8KcNKTcAGl1TgOqYYwHbLF64Xm/bu2qqPPqw1QAYATSCKeR5u1dTcjqbWLq1Wik5Vsd3pBaQ+69K8F+HMC7KsrIpvotWQZBmeMLJJZnkxrpfk0M/0a6nzybBAtlji+iRrofPICAuYUV2JobBDAGSLexg2EHNtvYwa2skFZWSFtuaDs7rCMvvDM/ojM/oqvgcmd+REdeOCLY7CqK7CiObC+O7CiK6iiJ6iyO7iyN7iq50lka3Vse21MRA9f+yrjrNfGDNYlDtUnDdcmjDakj9SnXq+L7ymK6iiKb6IHCdGxl9PmKqDOV0WdrY85x4i/yEy7x4i9y45zESS68+Iuca0711y7UX7tQE3OhMvosBCoFoY75YafLrlysTkDzKaS2gqhRTsZCa+mN3to7k5J7iy0P1nse3Ox/dHvo0Z3h+3eG7t8Zun9n5P6dkYe3Rx/eHn10a/TRrdFHd8Z+163RR7dGH94ceXhzePv26Pbt0e1bIwjCH2xef7B5/cHm4P2NgT05DagGSP/G6eabkwog9Ma4eGNUtD7CXxvmrQ5xkdwbIA1++k8gDUH3H7PuHTM9I6fNSLNnZbQ5WbZKnAlu6XpdYnkSOpF0PNTFyNPu0CXbbz0ddbzO6vs7m6MdtOx1PtQ98ILG2//W/ei/lt9+cOLo51+9/NRXr/zry5f+duAZ1IFnUFrv/dPV6ss44on8K26FV1yKol2Kol2Koy8VRjrlhTrmBtoXBJ3MD4IjEKyY3hZ0ggkDZ0zHGuV4GTNwpnSMcZa7Ps3TkIUzy8Obs7xMaK562S66Wc462S66dFd9hpsB3VU/x0Uv182Q4azHctMrwBgXYYwLPA3zPfWKvPTLcUbleIMKnH4l3qCKqF/tbVBD1Kv11q8jGZV7aRe4flvg+m05+kgNXqeOqFNL0Ob56tXgjtR6aQCkuUQtLkGT563ND9Dl+esIArTFwdryUG1ZqIYk8Buh7+ctlzWUYV8rg79Uhn3dEnmoNepwc8ThptCve65qdF890nVNVxKuWUY6WB5omO9rEn9Rw+Qt1JdPog4/hzJ84y+mb/z9/Deve+l8aP/xsye/eMZF9/VoJ83yaxc7isNGuXFToiSVJGVSmDgjTZ2Rkif4yeM8skpEnZPS56R0lZiCpNnq2g/Sf1KTnhSljQtSJ4RkYLZKmjEtofxJyj0hSJ8QpI/z02ABnEZIvIvW6mCeEFDG+enj/PQxQfqIIH1USEF4PCJIH+anDXJTh/lpe4kyLsga41PH+NRhfuYwP3OH06LsMTFtVJoDeJ5Usiabcqea2dMteZNNearWwrm24rmOErgudZUv91au9Fat9Fev9lWvXq/5M0hDCg2QBtAmuRkApCHuTvcypWDNEGwjUu/6zsBZwOcAjyFdBxuN4BmMMjhm2FSvRkNnmXqLGVKlzvGxhbNHINlWP0oM6QjbNXOF1KTVnTQ8hkAawnB4yfKxKQi0Q4wvNH+xfGzUDxpT136QRt6O1KShLI30ixWHndoT0sBpROqNXQitkUBbnbgIg8HpInAFSKsPVqmPV+2CNMJpdQBDvRkkTsOCRGQvEdlLmIoBQSgNgiqyJB0nScdJKXhkf1dRGYmv1avITQx/ZY4veGhAbzMzoInhDwzeZZdbc4PU1+15IR35oZ0FYZ0FYeprUEd+aEd+aHt+eHt+REfB5c7CyK6iqO7i6O7i6J6SK31lMb2lV0F9ZTH95bHXK64NVMb1V8f31cT3Vyf21yZcr0m6Xpc4UJs8UJ80WJcC18GG5BFO2ig/bUKQOSGkwoFZU+KcEW76QG1yT0VsU26oKINYFn2uNOp0WfSZ6qtn6+OcuAmXOPFO9dfO1109Vxtzrjr6XGnEqYLgE8wAW2aALSPgBCPALifAjhl6uiDKqSzOk0Px6SiNHxcxb/TWro8Iv59r/WWt9+GtwYd3R7Z/mNi+N7X9s+rRLzva/nl2++fZ7Xuz2/dmt38Aqba/n97+fvrR3ant76a2vxvfvjux/d349p3x7dujj26NPLw5/GBr6OHWEALs+xv9v6z1/rzac2+l+6cbXT8sdXy/2P79Yvvdhbbv5lvvzLXcnm2+NdN0c1KxNSHfGpdtjonXR4Rrw4L1Ie7aIGdziLcxyNkY5EAf2Vp/DXR93+goUccz0jgGNeldZemFxrxZGX1OzoDenBkJVSXe+SHbWhRNv3w2zM3Q+8xR1+PfuJw45Omo43FK59Kxw+csvrbWeFfnwEsGn75ho/GJ8RfvffXqM2/+DfX+U6j3n0S983fUwdf+etHs80Rfx/x4r7xo17wIJ1bYGVbYGXbYWXbYWXbIqdxA+6IQx4Jge7afLcvbmkWwZOLNQDloIzrGmOZpmOWuz0Ab5eHNc7GmNHf9HDf9HDd9AHP2JR2asy7L1SDPwzjPwzjXzZDtYQA16QJPwwK0fgnOsAJvXEk0qiIYVhONqr0Nqoj61QTdKrxOPdGwykun1ONwqcfhai+tBqI+l6TP8dYT+upzCFr1Xke4eC0BSYfvrS301hH76fN8dXm+2nx/LVGQtjxUVx6qKQs+LA78qjX6aHOkRvPlg00R3zZHHG6NPNIWdbT9ypHuq0eUwZ+3RB3piDcUhGpX+h2tCTGtDT+e4aZt/9ETH6FQh59G2X/6vN3HL1i9++8TB54/9vEzJ795EW3yQbynYUM6ZqghblqSOiaIHxfGqWSpM7K0SVHqOD9tWkydkeaoJFn7QXq/Eaxxwd4CGz3GTxkXpAKzp8Tpk6IdAD8u+OoGkEY0IUgf5aeNCdJB40LKhCgDNMIjj/DIo/y0XRrmpwGnR4UUIPQQjzzEI48I0tX1m5POHBNljwlzQOMi+riEMSljTclzVcq8qca86ab86ZaCmbai2fbiuY6S2Y6S2Y6yhe7K5Z7q5b6a5Z7qpd7q1f66tcGG9YGG9SHO5hB3a5S/L6QTXPTgDE7kzM7fDh75Q/82RNzIEWPqw9MA6XQvM+QoMSrBCiANtIbCMwTdsAkxONK8DTwGZiPwRjbhMeSkMPXzPiH03tWnDUJGrfIDHQqDTxWFOBYEnQROw2ZegL36wDSTZA0+GJrFSkJPFQU7MEnW6uPRCKEB53sKmdHabbjVnDQSd5eEO6pDWp3WMFUFB4cBpGEY+nFCA2t3hnETPRAwqw8677LO6m57V9wNPV8AafXzQCTpOCA0sFlE9hKnYSXpOPWa8S7u7tnw1Zzj15zjB81cUFpWZpHk2SRAMsJdsL+I1G0xYBh52ZEf2lUY3l0U0VN8ubcksrMgrKswvKf4cl9pVF9pVG9JZE/x5a6iSITKCIyBx0PVCYNV8aCh6oThmsTRuuSRevJwA3mYQxnmUEa4GaO8TPjWDF+fd51kOStnzShz55oL51uKZhrzx8S0QS6ltyqhOf+yMMunNtmzOs65Isap4uq5ypjzNTHnQFVRZyujz5ZGnGb4H6PgTFIxxhS8RZavLS3QIS/CqTzeq4ZM4mQFy/OvDnCy51ortkYkd1Qt91Z6H94c2f5+cvun6e1f5rbvL2w/XNx+uLyjByu/69fl7V+Xt39e2v55afve4vaPc2rMngRUP7oz9ujWCKD60c2dePzB5vVf1/sQTv+w1AGcvrvQhhAaIH1rUnFzQr45Jt0YFW0MCdYH+etD3N+ms+rX+upWe2tX+6pXeqvWeqqW23e3dsMg1i42I056RpoDxzDNymgqEXVanKmSZE1JqLxsv2TvY6QzGthTGh4nNTwcNT1O6148oXFM9wMbrQ/MD79r9NVbZl+/b/zFe1+98tzLKNTHz/7zzb+hXkWhPn8Bdd7o8yS/s+w4XF4suvCKGzv8Ai3Qgep3guZvz/B3YPja5/jY5vrZsXxsmUQbOt6CibNi4i1yiVZsb0uapyEQmuqmB5BmYowznbUh6M7DmDLcDLIv6WRd1Ga66Od5GLNcDRjOernu+gUY4wJPw1xXXba7TiFGr9TLoAxsNMGwiqhfRdSvwutU4rQF/uYcknENXqcKq1WL06nD69bhtWtxWhyCVj3uaL3XEQ5Ok0fU4hG1BERtAUmn1utwDU6jjqDB8zsiC9FRhus2XtZShGs0Xj7SGHm4MfKw8vIhZfjh5sijHTG6PfH615MMRAGfSoK+7Ekw6kowV1wxFoQaVvjo1ARb0T31jr+N+vIJlMMnzx078NzRF1EOX75+/LP/2H/5X8eDL2NMP6SQrBW5AYP1Mf21UaP82Glp0oycPClKnhCS4X+XafFOTXoPx6x+gImaxvh7C4H0GD8FzPSkKG1CSB7j7S3A8xiPPMpNHeGkgEa5qUOclCFOyjA3dZibClQGYMM+cgvuAozV02yEypPSrElpFtKz/dt4FV2lYKnkbJWcPaPIm2nMn2suXGgtXugonW8vWegoXegqW+wuX+qpWO6tXO6rWu6rutFfuzpQvz7E2Rjmrg9x1oc4myO8m2OCjWHu5ghva5R/a1y4L6SRI0LVD9DOwFmAaYbeMSAxOGmw10hDGfA7E2+xH6TTMKZZRGsYrIJnMnAWOT62+0Favd8b9uFUE/XjPBFCI/1fiNR7tmEB9WkANlKuBm+NDGIxfXbAXBxykkmyZpKswQdDszcC5j8PutXj7l1168Ige0Ay1JuRI01g4EpdCKcByXDeJyC55opTxeWzSL6tXmAGSHPiXAG06meS7OI0AmbEIquf8CVMRquPXfES3CHQlqbhhKkYPnlHgjQvYTpWnIGXZBLgpYiCg3KylEqUZBIkmQSkfgwlZJAyxxccMBSMkRxbQfNpZgY0swJbcoNa2cFteSFteSEdBWEdBWFteSGt7GBE7fmhHQVhnYXhbXkhsO4qiugpiewtjeori+4vv9JdfLm3NKq//MpAZQyov/xKX9nV/vLYvor4vor4/sqE61WJA9VJgzXJgzXJw3WpiEbqyWOc9AlexoQgc1xAGxXQ4GvyhJgxKWFOSVlTUtZcY8F8U+F8U+FiS/FyW+lKR/laV+V6b+1KT+1KX91Sd/V0c9GYNHeIn9VRES9jhwmz/Tnp+OpE98rYi1XXLtUlOHOS3bgp7nXXnKtiLxaFn8kiWSd7GiV4GGb42DLDzpXEYbjU4Kai+M6a9J6G7BFJ3kJH7caQ5I6q9YfF7vubQ9vfTW3fm93+dX774fL29sr29sr29tpv2vhdD9e3H6xt31/b/nV1+5cVBNWPvp8BY/3o7sTD78Yf3Rl7eHv00U763f9gs+/+Ru+v6z0/r3bdW+m8t9L5w1Lb94utdxdavptvvj3beGtGeVOluDWlvD2lvDPReHtcfmtMtjUi2RoSbg4KNgb46/0N6/0Na3316721az01q93VK11Vq50V6mNX6nPS6qVoGJIGqcR0OD98RpoNEzLTYuooP60+wzsGa44+8aXbia9d7A96nNZyP6N34YTGKbOvLI6+q/XJfw69/+JnLz/9ztNPvPPkEx8+88/PXvj3m39FHXga5aD5aQLpXFlaYCXFvygBV51MKLnqxg47zwg6nRt0JjfIkennQPM+ziCdYBCP0fHWNKwF3cuSvnOgmEW2hwENrZ/joZftpkP31M/FGjM9DaiXNOmuugw3PbqrbtZFzYyzhyhnDmZdOMJw0WE469Ev6bLc9PI8DdlueoxLWkwXzXxPnQJ37UJPLThxrBynU4HXhY5uUaAl38+M421QT9Crw+vWYLVrvY5WozVqPA/Vex3hEbT5RB0BUVvorSMgavPwmjWeh6rRB+twh3ikI6IgbVm4jjxCWx6hKQ49KAnbkSJcoylSsyPWsDfRbJBi3XxVu/WKdm+i8UCy+XD6se44C47P4dxLnwgijmW5HLF5C6Xxb9Txz148q/mB3ddvWnzwksX7z5u88y+rA0/hLT9hhZ1Ssn27K8MHG6InRPHT0qRJcdKEMGlakjYtzpwUUqaEe5vm/SC9n5OellDUIQ2EHhekjnL3FoLnofokdQ3UJ/XXJ11vSB7gpAxyU4d4ZEiqBzgpINhE9ick1HEpdUySCRqXUkGqRvpME2OmiTHbzJxtZs61sOZaWHMt7IWWgoXmovmWosW2kqX20pWuipXeqtW+6tW+6pX+6tXrNWsDtasDtWuDdetD9etD9Wsj3M1xwc1J0c1J0ea4ANZ3VNLNccHWhPDWlPj2tGRfSIO7BaBCZP3byds7Tho5awx2gNbwEmJwgPR+cXcaxhQaxKgEK2gph4ay/eLu34vQcIaJtw1AGoi768xtpN6MTEWrj0cj4XZB0MnC4FNI4p0XYF8QdBIx1vA5wNfCoJ2jx2DEGYrTiDNGzhGDW3sKOSYMOXYbsI3MWSHnlgCkQb9PXv1Ga6QOvWtECjnpU53Q0JgNkFafrdoVgKu3bauDGekFQ07ZRM7a3DlOhIIXpKB5qWg+GSNMx4ooOCC0lEoEYAOVkSavXWBGCskQZatz+ncxA1pygwDPAODOwvDu4svt+aGIAM9dRRHdxZfhqo7n6xVXAcnXK64OVsUOVV8bron7TQkD1QlA5aHaFODxaEPaaEPaOJcyxkkf51LGuZRJfuaUgKoSZavE9Blp3rQsTyUvmFEUzDUWzzcVLzSXLjSXrHRUrXRUrnZWr3VVb/bW3+xvuDPIvzMkuD0uvT0l3xqXrA40LHZVzbaUDItzumuS5XmXJfQgfqY3j4IXZZEaGf5teSGdheGKbD9xpnd9kmdh5Hl64ElmyNnSax71FL/Gomv93OyZ5rKlrvrV6/zNUfmdqea7qrbvF3rurQ48vDW5/ePc9s8L2/eXth+tbm+vP9xefbC9/nB7/cH2xsPftP1oY3t7c/vhxvaDdeD0o3vLD39aevTTwoMf5h59P/Pw+6mH300+uDN2//bow9ujD24NP9i8Dnj+Za3759Wun250/Ljc/uNyuzqhb6oUW9PyzSnZ1qT0zoTi9rjy1pjs5qh0a0i8OSjaGOCvX+et9dWv9tat99StddcCoVc6Klc6ym+0lgCbETyDh1bHM/JbN1RShkpMX1TmLTbmQpo6J88ZF1K6q+PqKKRotJmL1afnzA+ctfrCyV7D5bTOeTuN48af6X/9+rfvPvvZa/9661+o51CoV1CoT1945hUU6sOn/2bzzUeX3U/lxfmUpwdVUvxrMwPryKTya56FkZfywi8Uhjvlh55n+jlk421YJDum9wkm4Tgdb52Dscj2NMtyM6G6GWV7GNC9DJkYQ5q7Ls1dl4E2YHoa0Fx1qE5HQRnnNTLPHaae16Bd1ARIM1302R4GBRjjPHd9+kVNpotmAVq3wF27wEOz0P1okYdmCUazHKdThdepJuhySMYN3kYNRH2AdC1Op9braK3X0Sr3bzk4TZGPvpCkJyLpin30RCRdPkGLg9Pk4DQ5+KM80hFhoJYkREcSqiUKPSKP1JJGHZVHaimjdVpiDToSzHqSLHtTrdsTzbuTLQfSrXoSjNqitIYSTSfTbXpijSUBmrmXPuFF2LLwJnr/QR16DnVB9xPbb941fvt5g9f+rfWfJ7RfRjl8/UKk09GqJOfWYv+eqpBhbvSE6NqEKH5ClDglTgGs7gdj9TPI1LUfpKEgPcJNGuEmQeg9xk8Z4SYNNyTvqRFOynBD8lB90mBdImioPmmwKa3CvQAAIABJREFUIWmwIRkhtHqUDWukAj0uzoRmMVUjXdVIn1bmgIDNCJXnW3MX2tiL7XmL7XlLHflLHYU3OkputJctd5Td6Cxf7a5c761ev167MVC3OdywOdywNcLZGuFsjXK3Rrk3x3g3x3hA4jsq6R2V9NaUGNZ3Z+V3VNLvZmQwnbEvpDPxljCRBZCGg03I6D9YZ4AxQBrp7kY4DXf3axyDHjE41QQgDePR+zWO7XLYsGb4nUDwrN7FDSRGOA2OGVwyBNrA4+LQ0yVhZ4pDTxcGn2L62OYF2BcGn0KwDW8vDXNETiMpDjkJVC4Nc1S30Uil+U8gjXSKqask9FRe4ImCYHtkNhrWyJEmyAFkCLChu3vXgZ0wgrXrXDCALjwJ5hhBMnR77TLHsLnLQCOQVm/JRs4V2Qm607HiDLyUSpRleYNjRl4qc3YmkZDS8uN9Xo9LvdLcyPBvyQ0CGAOnOwvDe0oiu4oiEAGVAcl9ZdEgoDIQeqAyZqj6Gmi4Jm6kNn60LmG8IWmCkzpclzzcQB5uII9w0ka56WM8yjg/Y5yfAaMUk0LqlChLJaHNyujzCua8kr3YUrrYWr7UVrXcXrnSWbvaVbPWXb/eU7fZx93sa9jq590a4H03LP5hTPLThOKn6cYf59t+Wuz4Yb7t9pR8a0S0dr1htq10VMpoK49rLb3aVhLVWRp9vTpulJM0KSBPi9InOKlDtUk9ZTEteZcVrNCm/KiuyuRBXvaUsnClt+G7ccX30y0/znX8utL/60r/D4u9Py0P/Lo+un1nZvvHhe1flrbv39h+tL69vflge/3+9saD7Y3721sPftPDR1vbj7a2H209erj58NfVB7+sPLi3dP+nxQc/zf/6w+z971UP7k7e/27iwZ2J+7fHf7018uDW8K/rPffXOn9d7fhlpf3ecutPSy0/Ljb/sND0w0LT9/ONd+eUd2bkt6alW5PijXHhxrj45qj05rBsa0i6OSjZ6Bes9/HX+jhrfZz1noa17vr17tq1rprVzqqVjsrVtorV9rLlluJdeFY/EPRxVO9AWsGaEdNmZbTFRuYIj6wsCC+IcQ2+qHvJ4uMLlp+ctfritM3Xjjbf2Bh9ovP1KxoHXvjiracOvPzP9577+xtP/uW1v6Fe/zvqVRTK+NMPQy46MK/4laeFVmWGVmUEVFP8KxNxpVc88iOc8iOcSiKdC8Od6D4OGWgrBtGO6X2CRTyRSzjOwh7L8bTMcjPLcDbM8TBg40zy8KY5HnpZzlo0Vx2mpwELbUhz1s6+pEW7qJlzSYvhosN01WU66zAuaQOk8zwNCzDGbDe9HKejDOejBWhdOLu7CDjteaTUS6sKr1ND1KvB6dXifyd0tZdWDeZIDeZIpds3XLyWkKTHI2jz8JrAaaG3jpCoyyNo84haAl9tUZCuNFRXGq4jjtBqijVSxOgprug3xRq1J1p2pdh0J1m3J1orrpo0x1kMUI4PpFp0RB29flVbRTYfTzJVUewqPT/jh1o0kd2DbD795lnUwZf/YvrJ61Yfv2X45vNHXnziyEso4/eecDZ4LQGrV550tq3Mv78+bEQQPSqMGRMmTEpSJiXkccHeJN71e7HUNcpL3lOA5MH6+MH6+KGGhGFO4lBDwkBdHMLgXQJIqzN7lJs6wksd4ZGBx0Bi9cgaUmuVImdGSZ9tZMw2MuaamIvteQtt7PnWXITHy50FN7oK4Xqjq3Clu2i1p3itt2S9r3S9r3yzr2qzt2ajr2ajr2bret3Ngfqbw5xbI9zb4/zfNSEA3ZkU3poS31bJ7szI4b+jW9PSOzPyu3NK2PxuVnF3TolK8TBK9jR6/JrqaZzgpp/kZpCOM6dgzWGfgjWnEiwzcOYIg2FNRhtn4i2Q+jQgHHLv/Uaw1H+7BkxgIyeR7TmChZwGugvSu371JNLI/Ti2dxrBfrPI6k46L8AegTRUqZEe75JwR3bA8YJAO5g5hoM/S8MckWo0csznnzvp36DuUBDoUBh0sij4VFHwqaIQR5bvcVaAHTvIgR30+7eHx0/zRrx1UYhjZeSF+ljXhmsu0OANo9KIewbi8hPRgiQMPwlTH+fCSXDjJ3vykz15SR7cRHdekof6qSMIpNXbwR6ntfr52FCc5iW4N8S7Sil4KZUozyYBg2VZ3uIMPIJtxDrDvoiC25PQzcwA9R2kN7uFFaik++2CdFdRRG9pVE9JJCJA8kBlzGBVLIBZHc8DldcGKq+N1iUN1SUO1yQM1iYM1SWONCSP88iTfMoIJ22EkzbKyRjjZo7zqBP8rAl+1oTwD79CcVbOmleyF5vyF5qLVrtqVnrqV3sb1vo4G9d5mwP8rUHBzSHhD5OKHyYVP04pf1I1/Trbfn+h89Fyz/Zq372l7nsrvT8ud9+dbbs11bQ5Jl3orZtoKuzhUHs5lAEuZUxEnZUz4FflLDWxNrvLVjqLl1sKZxvZKmXufEvRje7q9YGGtUHO3SnFvcWOe4sdv9zo3d4cerA5+NNy7083Bv8PaW8Z3fZ9vnF71BW2dl1h7dq127p1K6cBM0MSx2EmMzPGiYNOzMwgWWa2LAZbsi2zLdmSLWazLJZlDCd+XnydX9W03fP8z3POdXQUSdXJi7YfXTdc989C+tmODM+2DeD5823d8x/b6GcPFU+3Fp9szT3dnHuyMft0TfZsTfJ0VfxsRfTUIHxi4D3Vcx+rGI+UY48Uow8UI/cXhjYXBjfnBjbmBzbnBtbn+tdnaEZ5r0FM0Ym7tQKyht+l43Tr2d26aYqGRVIziSomTj2BBT9l1CaEXh5rVY22K0dbIEL/dEbMNBYUkpwCW6DVzPfC5d3l87SqxSEEF59LqbqaH3ss6vQe30NfBZzY431s3zn379zt/m35zV/Mv/jg+3+9+893f//uK2YfvW725V/+9Pk7f/jwd2a7P3kv5KQbPCUeVZpMqEqhNmTiq242Zoa1pgc33fVvuO3VlOzTlhrQcscHEX+mJPhQaYhHRZhHVcTR2qjjNZHHEOFHYEHu5f6u5QFONZFutZEHK4Lsi72sSn2sqoId68Jc4QH2lT42EKThPjblF82Lz+6u9LSBedlW+9vXBjrCfazLLuyt9NxXG2CLjHRtC3doDrJp8Ldo8LdoDrZsD7dFRTqgwuzQEbYA0p0hVu2BezsC9rT772r3/Q4XakEIt0IF7e7030UIs+iOtiVHWpPCrYlhVsRIq+5Ym75rDgO3nQfvuvTfc+lLdqDctCEnWVJv2Q6kuA6l7e9Lduq+bjeUfqjvrhsj94i44oyoyEOY6ybKdmal2I7ftl6o9ulLdq8NtW6MPxJg89G/f2Vm+cFvTu/6l8sn7+3906+/f9Ns3ztmTp/9ytf14+SAff2N8ZOoG1ziPT451RTSv8TpnyW0kJTNw2f9rAChp1CpU6jUaVQGG5M+jcpgIdM4mGw2Nvunj3xiPo+Qx8MX8PAFfEKhgFgkIpfsbC1Ty0Q95eLeCikNJuuHzwwiZgYRs4O1s4O1YDt5YaRhfqxxaaxpYbxJMdG8xGhapDcujDcs0hsVE81KZquK1aaealdPteumO/TsdgOn08jrNPI6V/mYVR5hlUdY4ZFW+AQjn7wmIq+JKevSbqO42ygmr0ooAMwr0i6jjGqUUSHrvDbTuyrvMcqoazO9G3M04KrBZ8yy/B1SfWwz/exzQ1zzgl1SfWwzfO1yQ1wLQt0Kwg8UhR/IC3XLDXLOCXYpjjhYHnMY9I8hrEKUhTJJoLPQBcGu0G3Kl25pgKkxsIIFCtegY10Zc6Q0dD9I0gbnn+HRh6Ge8UsD2wBpDVdPA8QCVEOsRcQeBSeiQa8a2OKKCHeIynVXTpoWtwHCAaSBtwYfq088VX3lBTuvnYEQDo/yqI49CqBbG3+8OvZoXdzxhsQT8Ch3eMzBqliPqlgPRNxhRNyPYlKq447XxJ+oTThZd+UUUPNtz9pr52Dxx2Dxx2oST9Unna27dqb6ygnor1QTfxz8Gmi6dqr15oX225c773qjU3xR97yRdy533L6EunMJe88LnwquInpjUnywaX649ABsmn9nqi8uKxCXFYjPDiLkBBNygvHZQbisQEJmICU/nJgVhEvzI2QEUPLCqPnhxMxA9D3PrpygrpyAn4pWHN5bGNpTEAKFXPYUhIAJbUpRZFdBOLU4ilYeN1CZ0F8R31sa018RD2mgMgHSIOwK0BA8EewomwrahhqtThqtThpBXPtpQRuqZoOCNiA00HT7PU57Gqc9jYNM53Zm8FCZfPTOHhQPk8PD5QpwO3ZZTC6RkMsl5HIAZgm5UtYNl/cgZvtq5mi1s/1187SGuYHG+cHmxeHWpdH25XGkkt65PIFST+M0bLyWQ9DzSAYBxSjqWRX3rkn61meGNmaHN+dGthbGHi5OPFpmPlFNPVazn2q5j7W8RxruIw33oZqzscTUy0fVQhpvsJ1La+RSa4R9tQsjTToWcp2P3xKTH8z1rc/2rEm79WKSVkgArSm9pHtFRl2bpd1fGn6ipj/VTz4zMJ8ZmE9104/V7Mda3lODeHt9bvuRYvuJevsZKGsbnm8bQJX7+TP1s6eqZ8+Wnz1RbD9a2H4wv701tzMytjHzfF2+vSbfXpNvr0q2jeLnK6JnOsETDe+xmvtUzX6qmniiHH+6PPZwaeThwtDm3MDmDG19hrYh71uV9a5Je1Yk1BVRt07YpReQdXySdpqonyLqWCQtE7jnHTCrGSg1o1NFRyrH25bHWhVjTUsjzYsjDaZIfkmmh7BmequAn1YM1s9S4YqBOtVw/WwvTEQuGW9Pw5ZGZ0Z5RJ7Z43nwi8CTe4PO2Jxy+dJh14fmX3zw3T//+q/33/n4rdf+9qdX//7n1/721m8/esPsr6+ZnXT6JvuaH6U5t68tj1yf3tWQhkPcac6Nak4Pbc8MRWaGtaYG1d3yhiWcq4w9WRl9ojTcoyzsUFmIe1nw/orQg/AIj9qoo7Wxx8uCXSrCXOBh+ytDnMv8HUt8bcsDHBAhLuU+1qVelqWe5mVeFjBvK5i3FczTsuKSeYWnZbmXVbmXVelli1JP80ovy2p/m/pgB7CI1RLi0BhkXetnXudv3hpmh411Q4bb4GPs24P3lZ/+Z/HRv1Vf+G+L3/fNft/WXvi82fsrVNBubOgeTMhuTMhuQtg+cqQ1KuB7bPBefLgFIcKSFGVJSbAZuOE8cm//WOrBkdQDwyluwyluo2kHxjPc6ZmH6Jkek9knWbmn2QVn+KVnhWVnBEXHWdn7x9KcRtKc6TmH6bnHh9KPd905Cg+0Ctj16jdmZkc+e+/0N58f/NcHX75i9qmZmfkHZke/f+u05dt1aRcZnckzA6UsdPJ4200pJX+OVsLBpglJ2SJyloicJe7KBhKRs4SkTD4hHRIPn2aiDC4hg4NP5+DT2bi0aWzqFDptCp02jck0UdYUOmMKnTmFzuRg86ZxBTx8CZdQKiSVC8gV4Ca6YGd2BC7qrhJREeKeaklvjaS3RkarkQ3WyYfqZ0ca50Za5kZaZkdbZkdb5hkd84yOhQnk4mTn0iRmkYVdZuEU01gFG6NgY1RsrJqD03CxOj5ez8cbBIQ1CWlVTFwVEowCrFGANwqwq0LcqpCwJqasiSlrYuqamLIqoa5JqUZpj1FGXZFQV6QUg5RqkFJ0MqpORtHLe1Zk1FV517qc9EJd6/KudRnFVGvSbrPMAMd0P/sMf4fcENfsIOc0X7sMf4f8sP25Ia75YfvBk6xAp+wg54LwAyXRHqBXDaEX/BFMgUGJ3FCgGHQwwzT4E7pnBQrg0IYVmO4GYIZHHwZpJBBcX8oIg6avoWhu030qkCwGGAygDp6b5nUD7jZcPQ2gC6j/Eolr4o/XXTtdk3gSkXAc7EpCn69LONGQeKo56WzTtTOA03Vxx+uvnETEHa6OP2KqF78qjiNij1XFHIVHH6uMPFIe7lEa6l4UcrA08mheqHtOgEtuoGtx+KHy6KM7U3Iv0sgRsUehPPD2Wxebr59vuX0JmeyFTPbqTPbsTPbE3vMipPmC9Gx8uj8xM5CUHULKDsFlhqDT/fG5wfjcYEJeyA/KCSbkBJNzQsg5IeTs4K6cECBSVhAhw687N/Bn1VcU1lcU1lsYCtRXFAbCL/sr4vvKYntLY2jlcYOwK8NVV4fgiQDVEKFNqQwJojLQTqhIddJYzXWwrLyzsmxS0DalsmlZG6psT7ff43akczsgQmcLMDk8TA4fm7tT0AaOmVwm7iqXdMMk3TBxV6WkG7ZD6N662X7A5qbF4VZQ1l6io5YnMComTs0kqqdIWi5ZxyfpBWS9qHtF0rsqo63J+9dmhrYWxjaXxrcUEw+UzEfqqcdazhMd96met20ExlT81CB+opfcV/FXF6Z0csYip292ijTDwM5NoFRT2BUe6b6k576s75FidFMxvDE/YJyjGeW9hpne1Zm+ldm+jfmBTcXwY9X4E93Etp75VD/5VMN4qGI8VLEeqaaf6PhPV6Xbm/PbD5e3H6ueP1FvPzdsP9duP9c+f6Z+/nT52ZPFZ08Wtx8tbN+f2d6a2RnnXpdtr0m3VyXbq5LnK6LnK6LneuFTLf+ZmvdEyXm8zH6yPPVkafyJYvTR4vCD+cGt2f7NGdpOmreEahRTVkTdBmEXiOwGI9w6FkHPJOgm8doJHFTchvQDoUcbF0ca/jekoeOVPxIVLu+uVAzUKQbrReSSaVzeaGsKpizuXtjB8NN7L7r994Lbl+fcvjli82/H7z6y+erj/3z4/nuvvfbOq6988s5bH7/1ylu/Mfv4D2bm//lzzg2/dvitIXQJDZnX1ZAGIN1WFAcg3Z4Z2pwaWHvTC5Z4vjL2ZGXsycroY+WRR8pDD5YG7wechoUfqor0KAxwKgp0LA1yLgl0Kg1wLA1wLA9wqAh0rPC1KfO2KvOyAJCG+1jDvawqPC1KL+4ruWReetmi5JJ58aW9pZ7mMG+Lan8bhK9VfZB9a6hjS4hDQ6BVfYBlc4htR7hDc+A+bJQtJtKmwefbmotfNPl81+z3be3l/7b4fN3i83W739eooF3Y0D2ECHNiuDkx3LwryoYSY9cda0eOtiFFWZKjrSgJNrQkx+G7B4bvHhi84zJw27n/jtPQPdfxDPfJnKNTOadZ2WdYuaen809zik6zC09O5B0eyzpIz/Og5x4ZyTw8kHKoP+UINsEx3f2vZ/9uZv0HM49/f3xx7xeH//vBrrfM/vu6me0nvz5h8X7C+T0N6d6MztRpfOY0Ok1AzBISsqaQdwXELAExQ0jKFpIyhaRsATGDT8jk4dO4uHQuLvWlR8BmiNBsbAYbmzGNSZ/GZHLxOaaj18AlcwgFXEIpj1jGJ1UKyDDAYwm1WtJbI+url/XVy2kNsoFG+WDLzFDr7HDb7HDL7HDz3EjL3FjrAr19kYFcZCAXGKgFBmqRhV2awimmicts0jKnW8mlKLkUFa9bxSerBSQNn6QVkHeGuURdK6KuNUnXqphsFBFWhHijAG8U4CFIr0ooRjHFKO42iikGSbdBTNFLuvWSnUettFsno2rlFJ2MapB1rcmI6zL8D5IS16XEdSkZ0pqEZJYT7JIV6JQV6ASeZPg7ZAc5F0YczAl2yQ1xBeQGkM4LdSuM+OGspGlTGThjqLsM8Rt8AIrphgrXoN/8s5AGxhdcnARHq6pijpSG7jcdEDMtYv8SpEFBG9C3Jv44sMjAWINvABRvSjoLkAxtTgOcQ23p+qQzNYknAd0h/w3erU04UX/lZF3CCUTMEXiUByzyECzyECL2KDzuKCz2CCz2SGXM4YroncMhZRGHS8M9ikPdC4Pd8wL2Z/u6ZHo7ZXg5Zvu7pvk6pXjbpfs55gfvL408XBbtURp1qCzSvSLaY6dQn3C0LvF4c9JpAOm2W5eQyV7oFB9sqi8hI+DHySGhPQURvUVRPYWRXblhuKwgYn4oMT8YCMxgg10pYnZAV17wTpZndtDOGYzcYEpeUHf+z6inKLS3OKyvJJxWGtFfFgmptzSmpyS6pyQauGeAZ1p5nCmhIYs8Wp1kCmbwyljN9bGa64DQ47U3GPW3JhvvMJuSd9Ryl9kCxrBTpttTQe2ag0yfaksBr5i+yEGm81CZEJ752Fw+NhcMggE8g0UpSTdMajKYLe1BzPbVzPbXzQ00zg83L462Lo62At+snMSqWHjNNFHLJum5FD2fuiKkGsQ9Rmnfqoy2PjO0MTeyOT+6sUh/qGI9Uk89VrOf6LjPDPxnKyIAv+2N2e31me212edrs8/X5h8b5Ftq0eoSe22RZZgZ04n6tQKqUUDdlPQ8ktMezgw8VdAfLNHvL4xtzI1szA6vzQytzwytzQzdXxh7sER/opx8qmY9U7MeKycfLtG3FsY25sY2Fhhby8yHGu5jg/TJxuyz+0vPHy1vP9VsP9U8f6J+9kT5/NHSs0fzTx/OPX8wY8rm50bxsxXR8xXRM4PwqZb/RMN7quICPD9cmnqwyHq4OPlwfuTh3OCD2YEtOW1D2rsu6VkVUVZFFAOfbOCT9TySlkPQsPGqKayShVExMVomXjuB007gNAysmoFS0Ttf1Lfbl8faFaMtwEAvjjQsDNcvDP/Qh/6pTM00qHXP99fMUuGzVLhisH6BVsPG5NI70vvr77Tlh1/1tgs7tefS/i/OOH1+yumLo7afO+362PzzDz99+80/mJm99dtff/rum++/Zva6mdm3n/4h9KJLJyKF2JzZ25ZHbc3qbkwn1aVg4Lc6ShJaMsLaMkLaMkKaUgJqb3rBr16Ax5+Gx5+uijsJizleGX6oLORAaZBbaZBbWfD+8pD9+X4O+X52hX72xQGOFcEuFcEu5QEOpX52lX625T7W5d6WFT5WVb42Vb42Vd7WlV6WpRf3lV62KPeyKvO0LPU0L/U0r/Qyh/tYVlzeW+1n3RLi0Bbm1Bxi2xBotTPsHWyBj7EnxDp0hlkig80x4daYCMu2wO9RwXva/b9r8/0KGfAtLmwvOdqKHGkJzHRXlE1XjG1XjG13rE1Pgj0tyXHoluvAbdeB2679t5x6r9tTkmz6bjmMph1g5h5j5Z5m5pyZyDrBzDnBzD/BKjzBLDg6kXd4uuT0ZMHx4czDA2lHRrNODWecaouyTz/xhfUfzez/8uq5Xf8Idt51atffvn/b7Pt3zA59/adT5h/c9LbDlUSz8bnirnwuLp2DTuVh04Ez5uKzuIQMDi6TjUubxqRPYVLY2IwdDJs+AirjM4HYhJwd4XNfbCGXCrtLRZQyMbUc3J8QU+DAJUv7amW0OtlAw8xAg3ywcX60bX60bWGsfXG8Y4mOXGQglyY6lyY6FQzk8kTnMhOlmsKAc20qNk45jVXzyBp+l4ZP0QqoWmGPTtSrE9H04r4VSe+KhAq0Jv1B69LuNUnXmogICG0U4NcE2FUhYU1EXhWTjcIuo4i0IiDrBQQdn6gR4HUisk5E1InIOglJL+nWSskGKcUgIxkl2FUJxkTYVQl2VYxfkxDWJIRVMX5VjDfLDXHNCXbJCXbJDnLODHDMDHDMC3UrjjqUHeQMBBCeHeScG+KaF+oGWWcAaRDKDTrNoO4N3aYEHwPWGVriMs0kgcAMvONOXneUB4jjBlncwD2/lCkGRXgCa/uz5W4oH9S0Ng561eBLAKQh3ww60ADDUHQoIvZow/WzNYknwV8DWtMCve3quGM1cceqY4/CwZ2PsANlYQfKIt1LIg8WhR8oCHXND3HNC3bJDXLODXTN9HXM9HXO8HFK93ZM83JK83IAj+l+zqk+jqk+9hn+TgUhB0ojD5fHHC6L9oDHHUMk7PzyqL1yrC7xOLhu2XnXC3XPG5vmR8gM7MoJoeaH9xVF9JdEgWEuWnH0YFncUEXCQFlcT2EkMTekqzCUVBBCKgghvtiSAqvM5NygrrzgnfDO3BBwiqo7N7inKPRnRS0M6S0Oo5VGDFZED1XGDFXGDFZE0ypiekt31FcWC7EZ1L2Be4boC0K7AJJBvBcU5gXlfAE8s5rvTrXcm2q5x2q9B/AMERrUsbmdGaZgBq8ACTDZAky2EJsrwuUJ8fkiQoGIUCQiFUPNZimlUkatmumtBuuMs/11YJ1xfrhxcbR1cbx9id6hYCDVLKxqCquZJmo4JB2vyyCgGEV9BnGfUdpvlNPW5IPrs8Ob86ObS4wtxcTW8uQTzY51frYiem4UP1+Xbq/PbK/PbG/Nb28ubG8ubG8tbG8tPd9YeLQiv68Rb6r4a4usFfmIQTKwJunblPU9kPc/kPc/Whh/OE9/MDe+NTO6IRtekwwaRf0rQtq6dGhTPrI1M3p/dmxrZnRNMrgipGl4PUp2t0bQa5APrS3QN9XchwbJ08255w8U24+VTx8vP3uoePpg4cmD2ceb8kcbkscbkidG0U7LWS94rOM/0fEfa3mPtbyHSvZDJfuRYhrg+f4Cc2t+8v48Y2tm8P5M/6asb0PauyamroooRmH3iqBLxyXquEQth6CexgFCLzPRyxMo9QRWw8Cq6Rg1HaOid4Khd+V4x9JI69JI69JI8+JwE8Dz/FDd/NAvEhqCNOD0fH8N8NaKgbpFWs3SQN0MFT6Fyh5vT+uuSkLc8w49/r2Px9cXXP9z2vE/Z1y+Oe7wlc2XH3z2zit//cNrb/3mN2+/8uu//OGVN39l9u4rZqfddtcUXCM0ZhMa0rubsvo6cntasrBVt1uKEppzo9qyItozQ1vTgxvv+dfd8kYkXapOPFedeA4Rfwoee6Iy/FBp8P6SQNfiAJeSQNfSINfiIJfCAIcif4eyYBd42H542P7yAIcib2uYv12Fr02FjxWANMLPFuFjA/O2qvC0rPC2hvvZwf3sKn2tK3ys4D6WVb5WFZf3InytGgNtm4PtG4Os6wMs6wMsGwMsO8KssVG26AjrtqC9HUH7sBE2xFg7fLQNNswcFbynM/A7VNAuXNheYqQFOdKSFGEBQZoSZ9+TYE+76jQ+yZWyAAAgAElEQVRww3n4tlv/LZfBO26Dd1xoNx0pSTY9N+yG7rnSMz2YOacms09PZp9k5Z6cLjrLLj4zXXyKVXSSU3aWXXp2ouDMWM4pRt65yYJLA+mn0UnHgq0+tXvXzPptMx/r/0S5Wxz96oN97/7K6q+/c//qbX+3L0qvnB1qSuYRcqdQqVOdd4SkTA4OKJuDy2Rjs6Yx6SxUOrMzhY3NYmMz2Ngs6F0u/gWSiblsYi6HlM8lF/C6CvndRQJKqbi3QtILBwcn5P3VMwN1s4P1s4P1s4ONM0NNwB/Pj7bOj7ctjrcv0NuXJ1CKSdTyBGqZiV5mopUsjJKFUU1hwKF0PY9o4JN2fmgKyHoBWS+i6kVUg7jPIO4zSGgGCW1FOrgi7V+V0VZlvUDrsp4XkO4GkF4VEowC/Aoft8LHrfIxq3zMGh8PXjHwsHouRstFazgoFadTw0Nr+RidAKsV4nQivF5MMEiIBil+RYI2ijtNhH4hDCQzgF5Q0wY2Oj9sf1GkO8BzZoAjIDQAeU6wy0ujXoDQeYHOUMwnGMMG1W8AcmhADLoVDa0+gz402JYuj/KAxx0DadtQKRschIbitaEqN+Rr/0dP2hTP0Lz3TwfHQPnaVKbLWk1JZ+uunITc+UtrXVD9HBZ7BBblURbp/qIg4ZTma5fibXfPy/ael+09L/vbF61vnbcBun3BPvmS/d3LTileTsmedsmednc97VJ9HDMDnHND9heEHCgIdXtxSuRY9ZUd+950/XTrrXNg8ouUE9idH9JTGEkriRkoi4M0VJEwAkscQyQOw+JppVHdRWHdRWHkomByQRAkSkEwtTCktzCUkhdEzvan5AX1F4cPlET0FoSQs/1ppVFQGrapwCAYSP6CtpkHYHFD8MQhxNXh6mumGqlJGqzaeX209vp4/U0QZD3RdGe8/ib4IxCj8TaQKY+n2lJYrfcgD81sT2G2p7A6UqeQadOd6WxUBiQOOhOIi8kCEuHyxPh8gGcxsVhCKgFD2rLuSlM8A988N9A4P9w4N9o0P9q6ON6uYCCXmSglC6OcxqrZRA2HpOWStYJuvah3B8+ygVX54MrM4Prs6PrC+MYifVMxeV/J2lKxnuj4T/SCpwbhE6Pk6ar02bp8e31ue31u+/7S9ubS9sbi9tbS9tby8y3F47X5RyvyTZVwbXHaMDOmkwwapf3rUtqmrG9T2v9wdvzhDP2BfHxLOrouGlrh0bTTVDWrWztN1UxRlJPkJTphbgQj7e8Q9rTwqY2CvkbpaNvSNFEr6TfOM7Y0vCer8uf3F57en3+8Nfd4c/bRxsyDNckDo3hrhf/AwH+k4zzSsB9p2A/V0w9UUw+WWfcVzPsK5oOlyQdLkw8WJu7PM7bm6Ftz9M3Z8fuzY5vSnyE0gDTw0ADSy0w0+H+iko5WjaOVYyjlGEo5jlwe2/HQi8Mti8Mti8NNC0ONppCGpsZekimnAZ7BaSz1SNNCX/VsL0zaXcbF5U9hcymI68XXzgQd+fai2+fHrD/1sPjkmN1/PKw/3/PPP7/3e7N3X/nNe6+/+u4rv3ndzOxNMzPzLz68G+fdh66goct6kQUDnUWD6EJKU0Z76dWG7KjG7IiOnChQ665P9q275V1zw7Mu6WLttQu/5KQrI9zLw9zKQ1xh4QeqI92rwg9UBDr+D0jDvK1hvrZV/vZV/vYwP5sKHyuYtwXcxxLubVHlY1njY1HjY1Hju6/Wz7w+wLIp0Ko91AoZatEevK8lYHer/+6OoH3IkL3tQbuxYeb4CEtChDk+fB82dA82dA8pwoISYzN4zW3gqmtfonPvFaeeBPueBHtKgk13vHX/LZeh5P0j9/YPJbvSbjv23rSn3XYcvOvKyDw+kXVqMu80u/gcv/ySoOIit/z8dMkZdulZXuVlAdyHU+41UXSRUXiJnn95KNerNvbYmS/e/NLMbP/ffh/o8PXZ7/9h8f7vv37DzOGTPx799sOE0zYtGSFjLcmTyHtM5G0uLpWLz2ITcjiEPA4xl43PncZnT2GzWdhMLjGfS8rjEvN55HweqYDfVbCzCkUt5lGL+T0lwt4KUV+lmAaT9MOlA9XyoVoQbT07svMf7MJY2wK9fZHRsTSBXJpAKiY7l5mo5Sm0koVWTmM0bByU2wUEUmmNfPKqkLQqJq9JukD/2CimGMUUvajbIKYYxD0GcQ+A9A6qJb0rEuqqhAJkFHevismrYvK6eMdGr/BxRh56hYsCAs8NnE49G6mb7lBPtatYbTuDZuwODQep5aN0ArRBhF0R44wSrFHcaZR0/KCfoTXaLCvQKS/ULS/UDUA6J9gFtKJNIZ0T7AJAnh3kDA2OmQ5sg8wTUwaDajYU+g0J6k//EqSBzQUVbNCZhkV5mI5hg6QR05SSny13g+d1V042JZ1tSjoLpYxBDH5p4QqqcptCujruGPgRADW/IcxDV7bKIt3LIt1LIw4Whbrlh7im+None9vevmx146LF9fP7ks5bXD9ncf2C5fVzVtfOWV47Y5V42vLaGaukczY3L9jdumh/66Lt7Us2dz3tUrwd0v2cMwOccwNd84LcMr0d8gKdSyPc4XFH666cbL5+ruPOZXSqF0j4ohSEUksigGEFGkEkgRryjkmtvjoMi+8rj6aWhVNKw7qLQroKg7sKg7uLQkDVerAsqrcwtDs3sLcwdKQiZgwWN1gaSckLGqqMg3aXTQWmsl8avR6qSgBIHq29Plp7HSL0WN0N8MpY3Y3x+psAz5PNyZPNyQDJE013oFcmm5OZLXeBMwaabk+FOD3Z9vOQhqjMw2bzsNl8XA6QlFgoJRZKSEUSUpGUXCrrKpNRymWUcnkPfKa3CsyFgeCRhaHmhZGW+bHmeXrLAr19cRK5zEQppzEqNk7Jwat5ZLWgSyvo1ompBgnNIB9YlQ8aZ4eMsyOrc6Nr82Pri4xNxeSWinVfxX6g5jzRCx4ZRI9XxI+Nkier8qdrM8/WZ5+tz25vKbY3F7c3F5/fX9q+v7x9f/nZ5tLjtfktrXhNwTHMMnSSQZ2IphP2GHjdOg55Q9C3we9f59FWOb06ZtfyGG5uACnva5P2tAi7Gtg4BKOjbLipoL8up7c6k1KdNoLMY5ErpKNtyxyyXjq0tjj5QCd4uiZ7tCZ/uCp7YJRuGYRbWv6Ghr2unl5XMjcVk5uKiY2lifVF+vo8fX1hfG1ufH12dH12bH12dGNmbF0+siYb2ZANb0hH1qVDa6If4RmUuEGVG4I0sNGKSZSC0akY61we7Vwe7VSMIBWj7YrRdsVom2K0DYI05KSB/l8hDeF5Z5d6oG6GCpdRykXkEj65mN9dQqm9mXflVIKnnY/H10esPnHb89FBi8+c9/z9+3/8+ZM//e7NX5m9+9rv3vq12etmZv9897XA8weby1OGCYg+ZAm1PY/amkVuTEPDbrYUJbQXXcGUX2vPjmxJC6pP9q2+6Vl9/XL19csA0oj4U7CY47AIj/LQg2Uv2tKVYQfhUR6wyIOw8AOw8ANV4QdgoW7lAQ4lvra/VO6GeVtX+tjAfG0rfWzKvCxKLu8rv7y30ssc4WtV5WMJv7wHdmk37PIuhPee+gDL5iDrthDLzjBLdIQ1NsoWF2mLCrVs8f+u3utLXLgFKdqmO9aGHG2FC9sLQbo/0aUvwaknwbH3ilNfoiPtqlPvVXvqFduB266Dd9yGkl2H77oN3XMdvOvSf8ep75bjePpRRubJybzTnJKLIpiXpMpLAPPkVVyaLj0vrPKV14dKa0I4lf6TxZ4ThV70Yv/BwpDbJ79z/ouZxR/N3D5+1e2Tt8z//MqXr5rtefv3Tn9/29vhy8zQI4TiaBYqlU9MY+Pu8cggtKsE1KsFXUV8cjGfXCimlouppZKeCmlvuawPJqdVymlwWT9cOoSQjlTLR+rkY/WzYw2z9MZ5esscvWWB0bow0bHI6FicRComUUtM1DITrWChVWzsMger5OKUXJyGi1fx8FoeQcsjgM7xiqhrRUQyfVwTkddE5DVJ17q0e11CXZdQwXQFuNsG/LRO1LsjMVUrIGuFJL1gRwYhcUVIXBHigYc28LB6LkrPRgIZptv1U2366VYDq0XLatYwm9TMJvVko2qyUTXZqGQ1qadbNNw2Pa/DIOxcEaGM4k6jpM0oaTVK2kz0I2CvSlBm6X72YEYMIBk8B6YZvAK60WCCLDvIGTouCTlpaI7MdOobctimYDbtT5tOd4PSd2mEe4XJyBiwwqDEDc05m16A/t+QBua7Jv548/VzLTfOA7sM2tI/bDqZDHJDdW9TToOvhcbLAaErYw6XRx0qCT9QGOKaF+iUE+iYG+SUHeCQ5m2dfNny2rm9CWf3xp/8PvrEdzHHvo06tiv2+PcxJ3YnnraMO2Uef8I85sS++BPm8actr521STpne+O89a2LtsmeDik+jhn+LlmBbjnBB3JD9qd62mYHOJaEH0QknGi4fq79ricu3Z+UHQw2nfrKYgfgV0Zrb9Abbo813B6tv8VoThlvvENvuL1jT+tvjdVeG6lO7IfH9FVG9ZRHUMvCqWXhPeURtIqoAVjMMCx2sCJ6sCxquCJmvCqBjrgyCosbrIgeRlwZQlz9qQB0R2qSgCAGg7cAlYerrwH3PFZ3w9Qom/LYFMzAKANBrWVTTk+1pTDbUpkdacyONBYyfaozYxqVyUZnsdFZXGwOF5vDw+XycLl8fB6QgJAvIRVJycUQnuXUihkqfIYKn6PVgrHtuYH6haHmxeGWxdHWpbG2BXr7PKN9cbJzgYlansIss3EqLknJI2mFPRpxr17cp5f1r8wMr8yOrM2PrS2Mr86Pry3Q1xcZGwrWlnL6gZrzUMN/oBM8XhE/WpE+WpE+NsqerM4+Xp97sjH/ZGN++75ie3Nxe2Pp+ZZi+4F6+5Fm+77q2ebSoxX5popvmGWohTQFu2t+Ejs70i4fbJmlNc/Tmuf6muTUeiGxaqqzZLw5d6gug4ZIoVbeIRYnoXPjkVkxndmx6Nx4dEE8tfrOWGeOiFa7yEJrBFSDfGhdMbGl4TzUC+/rBDt4Vk6tKiaMS4zVRfrq/Njq3PDq3KhxdmhVPmyUDaxIB43SfoOo3yDuM4r6jaK+FSHNKOg1Cmgr/B4jn7LCI6/wyAYuSc8h6tgEHZugncYDaaZwKiZGOYlWMDqX6MglOnJxpGNp+IVG2n4W0qAnDfRLkDZdmwaQBqlkC/2IuT74XB9cSinnEgvZxAICLDEt0uOar5PfkV0n7P7lYfWZ655/7P3Xu//94LXP3nv9j2Zmb/3a7A0zs/dfNTtit6ss7UovsqIHWUxszCI3ZOCrk5HlSe1FV5AlV9GlN7Bl15vTQxvu+lVdv1R59Tws8Tz86oXqxHOIK2drE88i4k9VRR2pCHMvDzlQHnIAQLosdH95mFtFqFtZsEtpgGOJv0Opn12Zv/0vDY4h/OxAElm5l1XJ5X0ll/dVeO6DeVsgfK1gXuaVF7+vuLCr8tJ3CO89tX7mjQGWTQF7WwJ2twfvw0TaEGMc8FF2qDDzjuA9pGgbcoxtd+wOp4mRFqQIC1KERXe0bVeUDTnahhrv0H/NeeiG2+BNl/7rTgO3XftuOPUk2dFuOg7dcx1J3T90z7X/jvNY5pGxzGOMnJNThed45Z6iKm9xlZ8I7suHeYsQAZL6EHljhKQunAcPZJX5MUr9JitDW64eibD/q82bZrteMXN47/d2f3nzu9d/u/uPv3f55L0Tuz4NcP2qIOrIUEOSrCdX2JUpohaLesrFPTApDSbtq5L1w6V9VVIabHawdnaoem6obn6kdmGkYXGsHqw8LTJb55mtS8yOxSmkgoVcmu5UTmMUbIyag1Ny8GoOXsnBq9lEJYeo4ZBUXJJaQFILiGoBUSMkaYUkjZCkExF1IqJeTHohwoqItPLicU1EXBMRdyAt7V6TdBnF3SuiLnBWFUgrogBphN1KDl7NAXYcC6WRGAQ4owC/wsescFF6NlI71a5htWiZLVpmi3aiXjtRr5uoB0/Uk/UaRp1qok7JqFVO1qlZDWp2k4HbahC0G0VIo6RjVdq2KmtZlbaZqH1V2m6UtK1KkUBmqT62L0EauGpoZAx464LwA3mhbtlBzlAT2nRwDNyyBPVtaOEKmu6G5r2h2xgA1VD6GLDdgNzVccdKQ/cXBbmAtjEsygMUwEGXGjAblJ1BEfh/9KTBoDi4OAm4awrphqunAb8Bp6FUk59Wv02jURCxRyuiPUojDpZFuheF788Lds4JdMwJdEz3t0vxtLx5fm/Msa8jjn4d6vFF0MHPA/f/J+jAf0Pcvww99FXUsd2RR7+POPJ95NHd0cf3xp2ySDxrl3TRPuGk+dXT5jcv2Ny5bP/CTLtmB+3P9ncuDD0Iiz1an3S29c5lVJofKTu4qyB8rOY6OIk4Wn9rsj11GpU9hcplIrOZyOyJ9kx6Swq95e5Eyz1my11G4+3x+utDiCu0qtheWGxPZVRfRQwNFj0Ajx9GxA/C48cQCfSaa+DO8Xj1FUb1NUZtEoThlwRM8Hj9zbG6G8Af0xtuTTTdAY/MlruTzcn0hlvAN082JwOv/JJjhtgM4dm0vm3aeOYg09kdaVPINBYyHcIzIDQHk83BZAM8Q4QWEPKBpORiWVfJD4TuqZztqZrprZrvr3tB6EaI0KB9tTDRMT/ZuchCK6axy1y8kkdS8claSZ9OStPL+g2zg8a50bWF8fVF+sYSY32RsbE0YUJo7kO98JFBBPD82Ch7siqHCL0D6a2lHUg/1Gw/1m4/1GzfX36yOrulFhjk9CUOZWYcI+pv5nQhWPgyRmvORGvWRHPmWGPaQNVtcskVdFZEW1pwy92A+ts+NUmX4Vcv1CRdbkz268wIw+VHkSsTh1tSBT3wpQmklkvWiXqNsyPri4yHGu4DNee+ir2pZK4vMtYW6Ma5sRVwTXJmEJx/BscwDOI+vahXw6foeBQdjwJiwl6IrOcQAZshKqtZWDULC56YEnpxvGNptH1xqH1xqB2C9NJIG+hGA0gvjTQvjTQvjTb+oP8PkAY2enmkUTnatDRYoxiuU442yPpgU/i8sc6MjsLIGwHOQSd2n3P9/KjdZ0fsPrf/9pPP3vnte783+/ANM+Ch3zAz++9f34r1PUlsLh4j1ZObcvvaC/uRhdTmTAz8FqosCV1+vS3/Sk1KSGNqcM0tr4rEcyVxp8riTlcknK1KOAOPP11/7Xxt4tnqmGOwCI+K0IMvOH0g38+hKNCxJNCpyN+hwNsm38u62MemPMDhZ1ewyi+b1wc71wQ5IQIcgJMu87KA+1hW+9vAvS0qPfcBSAMnXeO7r853H/zil5Vn/1Vx5rOay1+2BexBh1kRYmzJ8Q6UeAdyjC052qorxpoab0eJsyVFWGCDd/cnuvTGO1LjHXoSHGlXnWhXnahXbLvirAbvuFGv2ZPiLboTrQeSncfSD46lHxy65zaedXQs89hoxlF6zsnp4guCSm8Jwl9SEySpCeJXBQirg+SNEfOtcbKmKC48eLLcb7LSn5Z7KePsVy7vme35ndmhT9/y+OzD3W+8svePr7p++heXf77j8Omrwfv/g8oLEnVlirqzJT1lkl64jIaYGaiZG6qDtDTWtDTWpBhvXqa3KBmtqok29WS7ktmu5mCU3B2peHgVD6/mE9R8wguCUrSC7heiaoTdanGXWkzWishaEVkn7tKJu3QSkk5C0gjwGgEWSCfA6gRoLR+j42FWhYQ1EXGn3C3pWhWTV0RdBiHZFNIaYTeQVkBWTmOU0xgQ5KnlYvV8vJ6PNQhwK3yM3oTQamazeqJJO9Gooddq6NUaerWWUaNl1GgmdrRMRygZ1erJWs1UvZ7TZOS3GkXtq+K2HUgD/QTVa7LONVmnGTQg9pIKwg+AujcodEPzZaYABjYaoNp0GRqa6wbJYj/rpIvDDsDjjiESToBAb+gepem5SeBfgWN+6RIllE8CNacBTaEh7Z8GgpoWsaEZMYD5hqunoVeg+e0dSx13DPEiZxTMneX4O9y9sC/L3z47wCHL3z7V1+b2pX0JJ7+OcP8syPVTX5dPfVz+4ev6Tz+3z/z3fx548L/Bh74M8fgq+uTemFP7Io/tCXb/JuTQt9En9iWctb1y1vraWesbF+ySvR3TA/fnhBzKCzucF3YoL+xQZcJJeOLpuqTzjTcvtad4Y7ODqMXRg7Ark83JzPYUZkcaoz2FgcyawhQyMUVjyLxJbDETUzTZmcdAZk10pE603ZtsuzfZdm+o7vpQ/bXh+hvDDUljjbfozbcYLcnMljuTzcnM5tuTjXcmGm8y6m8xGm5M1N6k192cbE5mtCQzWpInWu+Cb4Cqzcz2lInWu4yWZHrznfGm2+NNt+nNdxgtyeNNt8cab4033Qb/FHh3tOEmeJHefAd8FfgS6DvBE+jz053pUCnbtNM81Zkx1Zk1jcpmo3M4mFwuNg8sU4lIxUJiEQgIE5NLJF2loKy9U9ymwGZ7quZ6EXO06vn+uoWB+oX+xrmBxoWh5sXRVsVYh5LeqWKglplo4KGXpjCKaaySR1ILujTCbrWIohb1aMS9Gkm/Tjaolw8Z5kZW5seMCzs2en2JuaFgbS5PbSmnN9XcTTX3gV78QC8GqH64OvNwdeaBUf7AKAel76drc4/X556sLzxZX3i6sfh0Y/GxcWZLLTDOTii4VMkwcgJfSa1LI5QnYvJC0Dn+qAyf9nSv1rsX62+frbl2ApZ4tOHmmdqbp2uTTlZfP9lw80xLyiV0pi8mN4hSETvafIdPLp4bbVCy0HoBeU0+eH+RcV/B3FiaAGw2zowa5ENG2ZBRtnNK0iDu0YuoOiFFJ6To+d16freGQ9KySVo2SfdjGaYJPysdC6dj4bRMrGZyJ+xTPYFWMVA7I2PjaNU4WjmOVI4jX8x1tylG2yBIQ056YaAWAFgxvLOOpRhuUI01/9I02RytamGgemGgenYAIemrHOlIgyd7xl2yOm7z8TGbvx80/8Tmy/e/+PD1T9781YdvmH30x99++MavgY2+fNSpJv82ubWY2lFC6ywd6CzpbcvrakgjIpJxFTc7i6+25MY3ZETU3wusve0Nu3ah/MrZ8vgzFQlnYXGnYHGnquJOIuJP1cWfrIs/WRt7vCrycEXowbJgtwJ/x8IAh+IAx+IAR7CCVepnV+pnVxXoUOZtVXRxT/GlvVW+NvXBTo3BznVBjpVeVpU+NnA/u0ofm1JP85LL+yq9zKt8rar9rBG+VgivfVWee+Ge3wMhPL+HXfii+tIXdV5fN/p+1xawBxlsjgozx0RY9iY6UxMcgZOmxtv1JNj3xttTY22HkvbTrjhT4uwpcfa9Vxz6Eh17Eu26461HU9xH7h2k3XSkXrOl3XacyD7MKznDLz03XXSWnnt8LOs4s+Asp9STV+kjQgTM1IeLqgJlDZHyxihhbSi/OlhYGyqsDeXWBE6WXqJln+hI3J/g8pHtH82s/2h28JM/2777B5t3/2jx59dcP3v30JfvHdv1zr0A+9GW6zJa8cJonaS/ZonRpuNgwZlkLRuj5+LUUyj1FEozjd5JzeRgdRysjofTCPBqIR6YY+CPNUKyRkiG3K1WRNEKe3YkomilFI2UopF0ayTdGkmXRtKlFRO1YqKKh1ZyUWouSs1FajhILa9Dx0Pp+WjNdKeWjdJy0Xo+1iAggPyvVUmXmk/QCIgaPknDJ6kFJBWfqOSRlBy8hovfOX/OwWjZKB0HrediDDzsKrDRU23qiSYlvWF5vF41Xqcar1kegSlHKpQjFcrRSuVopWoMphyHKcdhakaVcqJKzazWTtUauI2rgpYNcfuGvGNV1rIqa3qhH1BtlLSuStvWZB3rcqQZNBEGBrwhgUY1JMDp3BBX0zVoAGloWxq8BRgMNadN164ggRgy0I0G3wNGycpMssNegjR0HsN0fMx0guz/J6RNCW1a9K6OPVoVfRisbNUmnKiMOZwf5JzmbZ3lb5/ub5fiY33z4t6Ek1+HHfoswPljL/sPvBw/9nL61Nv5776u/ww48O/gQ1+GHfkm/Oi38Wctr5y3jjttGXV8b/SJfVcv2N30cr7l5XzHxzXVb39m0KHc8MOFkceKoo4XRR0vijpaHrcD6ZY7Xp1pAcT8MFp5/HB1Eqs9bQqdyUJlMDqzmfgiYV+NdKhFPNwiHmgS0Go53fApYgkLm89EZ06jMqdRGczO9AlUGrMznYVKn0JnTmMyudgcLjZbgMvj43J4mBwuJovbmclBprM70qfbU1kdqcyO1ClkGguZNt2ZPtWZzkZlTKMypjvTWcg0VkfqZHvKZNs9RutdCL2TbfcAnk1ZDjEewjwEe9BdBgKfn2y799IsGOg3c8AhyB/jWUAoFBAKQXgnEARpObUCKnHP9lSBpLCFgfq5gfr5wab5waaFkZalsbblcaSKgQKnL5TT2OWdJjRRI+zWial6SY9O2qsR92olfVrpgE42aJgZfhnSP+I0Z1PN3dLwtrTC+zrRA734oUF2f0W2ZZA+0IufrMh2tDoLyuBPV+efrs090kvuq7jGmfFlDkUy2EpHl5Cr76CLoltSLrTeO9OcfKrpzsmGW8frbx6rvX6kJukwpPqbx5qTT3VmXMTn+ZCLAnth0ePNd0RdRYsjdepJpJaDXxX3bswOb86Pb8yNrc2MGmVDK+IBg6hfL6SBC5JaAfnFpWeyhktQs4kaNl7FwqumsGoWXs3aedQy8VomFsD4l6RlYl/i9P8V0qCOrRxtApevFgZql4bqTe9Jv6SZXthsH1xOg8v6YEJq2UDL3bJbl6LPW55x/Mdxh88OWPzd6su/fPnXN/721m8/fOPXH7z+q7d/Y/aGmZn5fz9KTwoltZT0Iit62ouo7QV97fnU5mxyzT0c7Ba6NKm9IKEpO7Y+Pbz6tm/V9UsViefKEs5AkK6MPYmIP4WIP1UTexwRfRQe4VERerA0yK04wLkwwGPSHuUAACAASURBVAlMdxf5O5QA+doW+9jUhDjD/O1AT7ra36420KHa17bSyxJAGuZrW+FtDSBd4bkP7mNZfmlPxeW98Mt74Jf3VHntRnjvqfbZW+O9p8br23rvb5r8drUG7kEGm6PDrLCRVrgoa0KkFT7CEh++jxRlSYmzpV11GrjqPHjNpTfesSfOoSfBsS/RGTjpnkQ7SoIN7aYz7aZzT5Id5aoN7bYjPfPQZM6R8WyPoVT34QyPibzTnNJLnHKv6RJPbrmPqCZU1hA53xq30J4ob46WNERIGyPFjZHi+hA27MJ4wUnyHfeCi996ff2a2/tmLu/9zuG93zt9+Jb1u6+5fPrWkW8+OLbrnchjX2ELQxXjtQvjDfKRhuXJDh0PB45M6Lk4HQ8HPer5eAMPDz1qhQSNiKARkkxE1gjJkLvVCLs1AuqOhN0aMVUl7lKLu9TiLpWIpBKRNCKCVohTclEqToeK06HmtKk5bVpOu47boechtWwkgLSOh9Hz8StCokFIXBGRdiw7j6jmEVV8opJHWOYSl8Hc2Q6kUSaQRq/yMStcpH6qTTPZrKQ3LNPrlGO1yrFq1ViVegymHoOpx+FAKvqOlhlw1SRCw6rRseuN/OZ1UduatG19pm19puWF2tZn2tblHevyjh9B2tQom+5cQVR+ida/BGnT1wGkIWZDkIZuWAGHDc1472xIxx6tjDnyS5A2zSExbUhDu1jQZjM0IPazMl21MoU0YDP05IctrJgjVdGHq150vmGxR4pC3bL87YGHvnVpX8Lpb8I9/uXr+rGn3fvnrN7xdPjI2+lvfq5/D3b/d8TRL2NO7ko4u/fKuX03Ltvd8nK46el47YLt9Uv29/z3Z4R4pAd7ZIQczgo7kh9xvCj6VHHM6ZK4UyUxJ0tijpfFnoAnnq27ebk1xRebFUItiRtG3KA33ZtG5/C7S2Q0hHykYYGJ0ompKzPDevmQSti7yCHJ6SjhYAOvB8btLgNjGqKecnFvmbi3QtJXLuuDyfoq5DS4nFY5R6uapVXO9sJklFJJV6mIVCjEF/LxeVxsDgeXw8PlcvG5PFwuj5DHx+fxCHlcbA4bm81GZ7FQGSxkOrMzHRSi2ejMKcBvZNo0KgP64zQqY6ozHXqL2ZEKNNWZDj4Gpeyy0ZngFSAoDR+Ih8vn4vJN4/2EpGIhqVhELoGeiLtKJd1lMmqFvKdSToHJKTtZnnO02vn+OtMxscWRNsVYh4LRuTyBUjFxSiZONU1Qs4kqLknD79IJe3SiXr24zyChacQ0raRfJxnUyYYMMyMrs6PGObpxbgwMW20s0nfq3suTm8tTwFJvqDhbGt6Wlr+lFQJtagSPdUKgR3rJI73k0Yr0sUH+2CB9qOFvKlgr0qFFJlHYWz/Snosrv9aWHVR761jDLff6mwfrbx5suOXedMej5e6RtpRjQO2pxzszTmFzzhELLlFKfXrLAwcR0czWWxJy/uJQlYrRrGUh9TyiUUzZkA2uygZWxAMGcZ9B0KPjUbTcbg2nS8MlqDk4FRunYmOV01glC73MRCvBsspEp4qBUr14VDNQKgYKAPinMoU0xGnNJOb/Cmmojr080gggDerbvwRpk3+H4UJqWV/j7eLr56POWZyy/4eH9d8dv/toz2fv/Ocvr3/85u/+8uqv3nvF7A9mZh+9YeZ/yhVbVziEq+5BlvYhS6gtedTmbHJ9KqHqDqbsOqooqS03oTEjuj4lFHHLBzSkKxLPwRLPwxLPVyWcgcWdqk44jYg/VR1zDB55uDLMvWxnEcu5JNi1JNi5NMi5NMi5PMi5PMgZHK+sDnaqCnSA+9tWBdjVBjrUBNjDvaxKL+6t9LKq8Lau8LYu87QEPWkwOFZ64fuyi7vhl/cgvPYhvPcgvPdUee1GeH5f57OryW8XaEujQi0x4dbYSCtspBWANCHCnBxt1XvFYeiG29itg+O33buibHriHPqvuQ7fPDh8c//gddf+606gJz14x23gtvPgHRd65qHpghOsvGPD6Qf67+4fyz7Kq/SS1wdLaoK45T6cSn9xTcRMY+xix1VF5435tiuylhh5a6ysNUraFMKtPD9ddqY/43BbvFPGqa8ufvGq3Vtmdu+YHfrX204fv+70yetHvnn/+Pfvndr7Xk6ku7i3bJnVrmQjtVy0ToDV87F6Ic4gwGn5mFUx0SghGkWEFTEBPK4I8QYRXiskmIj0gwRk8OPypXK3StitFJGVQpJSSFLxCSo+QcXDqnhoJRupnGpTTrWpplpUUy3aqRY9u03PbtOykVo2Usvt1HI7dTyMno/V8fE6Pl7Jxah4WFBgV/IIy1y8goNTsDEaLhbgGUjH6QQj3KtctJGD1E+1aZhNGkaDanwH0lpGjZaBANLQq9SMHSnoMAUdtsyAKycRmqlaPafBIGheETXvgNkEz0Ar4lbQll6TdZqZGmXAaSjbBMozAYNjoDP9UlnbdJwb6joDYw3eeiluDAodAx1o02OUIJf7f0MaEpQPCiWQQO4ZMPuXIG16bAMCM4g6AYLa0jvzYi8gDf4a5VGH8kNcsvztMwLs7/lYJ13YHXXiiyD3f/i4fOTp+MEl+/d9Xf4WsP/voR7/iT7xVeL5vTc8re742t31d0oNck0PPpgauD/Z1/mun1tGiHtOxLHs8KNZYUezw48VRJ4oij5VEnumJPZMaeyp0thT5bGnq66ea7jt1ZEeRC6IGoBdm2xK4aByhN2li/TmDRnliXJ8e4W7vSl9tia5r+dtqtmGBcayqG+WhZONtcpHGmZH6udGGxYnWhYnWpYmW5cmW5cn25Yn2xQTrYqJVsV489JY08Jw/exAjayvSkytFJHLAPagi+imAlm4XHwuG5s9jcmCBE7NAL4CrHIwWRB0p4ELfwFsU0JzsT9csIGO1bwAM5SMnwvhGRAagrS4qxSE8QJCSynlANJgTGymtwoqdM8PNiwMNYKIEhDwqWB0KifRKiZOxcIrmTjlFF41TVByiGpet4ZP0Ql7tMIevbgfQFovHTLIhg0zIyuz48aZ0dW50bX5kY25sfWF8fWF8R1XrZjYeGGsN1ScTTV3Q83dUPI2VJwHKvaO1LwHat5DDR9oa3lqbW5cJ+hbYKB43VVDzRnYkvjWDN+m5OPNyR7NyYebkz1a7h7pSDuOyT5LyL/QVxnQV+lPgwXSYAE0WGA/PLAfHtQPDxqpiWa1XhcTsub7ypZHa9UTLVo2Rs8jGgXUFWHvCr/HwKPquRQtu0vDIgG7rJzGLE+hd47MTyAVDCRYDVcwkEoGUslAmmaEaYA//okgPL/E6f8rpAGhAaQBm03Xrn6i6tkBxOwAfG6wem64RtBTTqm/lX/1TPg5cw/Lvzrten/fv/70xYevffr2Kx+88Zt3f/+rt39r9qaZmdUXf825Ed6LgpObi7qa84Yx5V2NmV0NaaTqu7iKm+jSpM7Ca225CU2ZMQ2pYQ0pQfXJvjW3vKpvetbc8Ky+frk68VxVwhl47ImquJPASVf9wGmXokDnokDH4gDHkkCn8iDnimAXWLAzPMQFEeQI87eD+dnA/W1rAuxrAuwRPjZgunsnyeSyRfGlvcWX9pZd2lN2aU/F5b0wL/Nqb/MaH4tqn71wz+8rLn5bfu4rAOnWwD0dIeaoUEt0mBU63AIdbtEdZ0+KtiFGWpCjrajxdrSrToPXXIaSXKmx9gNXXUdvH6LfPTJ2x33sjvv4PfeJtMPjaR7jaR6jKQfG09yn8o8Lys5xik6NZR0azfJgFp4WIfzmmyNnGyKE8CBuZZCgKlxUGzXbcmWxI2m+7Yq8NX6mLQ5Aerr0pBB2djTLA5/k3BzteO3AJwc+NLN5y+z4f988+K8/2H/8m/2f//HE7vcPffVm6KGvOgsi1ezOjZnujZlugwi/KiWtycgGEd4gwq/JyKtS0qqUZJQQjRLiipgAXteJ8GDyC+K0RkCECtEaPknD74KkFnQt88kKAXFZQFTwCctc3DIHvcxBK9nIZVarktW8zGxSTTZqmE1aVqNuqkk/3axnt0OQ1nLRWi5aw8VqeTgVD6vm40D/+4WTxi9zsD+GNPIFpDuNHOQKu0M/3aplNb+AdPXyKEI3UaubqNYyEJoJhGYCAQitnKhS0GFLdJiCAVdOItSsGjW7Tsdr1POb1mTta/LWHcnaX+jnIA04bVr3/iVI5wY4vRQoBm5dQPeeAaQhNptCGvAYcBp8EnLY0PXJX4K06Ya0qRU2jQnbSbp+Yaz/h8DnfxbS0Iz3TsM7/nh17FFEzBEwwlYU6pYT6Jjh+/+w9tZRbeb72jd773P22XLObJuzZ2aP1m3qOpWpO+7QUqAtLaW0UByKWynu7hKIe4KF4BI0SggRJC44lHba5vnjB/dk6PS8z3nfd61r3evO705ZgT/6yfXV0zEuJ8NvHwuw3e9ptuPhjc33rn5798o3d698435zyxOT7b5We0McD0e5nop/cC7R41KSx9UUz+tpT01SPG8mPLzy4sHV5Mc3Up+YJj82Tn5invLUMs3bOsPHNsfXLs/fIT/AsSDIId/frjj4VnWkC/rlo/psv66KKA46eYyarWDULYma9DPD+tfj+vdS/Xul/ifZm+XJ1wuSBS1PO9k/PUqbYhKlwzgwaVbFJai4hJ83o3GJGjZezcIph9CKQZSUAZ/orpG0V463lPKbikYbC/mNub8qLjWLQ8lkkdKZxLQRQuowPmWEkMoiJHOJKYCyEFwBpA1laJEhSH9sxxxYWQO21nCJqRxiOouUCcQmZ0Eabcjj1efy6nNHG/JGG/LGmgoEzYXjtKL1Oc+/aLVaX121Nn5I2oeRMbCyfpwcmOlBgnKIrByhqJhUFadBxW5Sc5q1PLpmlK7lt6r5rZqxDq2gUzfepRvvmBO2zYnoYArYvKh9TtI1J+malXQtTPRCNWVLsqF52eCidHhROrg42bc0xViaYixNDSxPDy5JB5dlQyvSgYWJ3hlBm3KEJO6qZVPyO2Gx5OxnqMT7mJe3cUl2uEQHbKIt9qU9PtmemuHSnHdvqC5wCO4/DA8aRgQM1QUO1Pr2Vfn0Vj5jVD4bhgXxcDGi+tRJeoG8u1w1gNCMELRMkpZF1bGoOhZVy6RoRsiaQaJyEKcYwiqG0fIhlGwQKetHyPoR8j64vA+uYCAUDISyD6HsQ6jXpexDqRiYj0ndj/1Q/1tIAzxDApukJS0l/wOkRfQCUVuhpKOY3ZBNKAyI9zJ5YHHoxrEvz+3756FNf9n237//13/+7h+/N/rrb40++Y3RF382umt5EVOSQkPlo4vi6mGpnbg8XHEUuTwGZKMx2cHojGBEakDdS7+aF151Lz1BC1Zp2J2SkNtFQY7ASWd53MjxNC56alLibVbqbVboeTPX/WqW28UU1x+TXU6lupxOcz2TeffHHLfz+Q/OF7pfLHW/UOR2Nt/1ZK7zCVDdXeR8stDlZAHw0LeOZToezXA8nOF4OMvhYKb9gdxbh/OdjhbfOVrifKzY+XDB7QO5DntzbHdXuB6suXew7sERlMcJ7OOTOM9TWM8TWM8TZK9TBM8TuEeHwSSTBp/Tzb4/0vzOdoRc7Qm/2Rdtyogx64s2ZsSYDL00Z6VY970w6Xth0h17rSvm6kCyKSfblp1lw0gxHcyw6k+3Hsm5xS9x45e5swruD2bdG8xyYxd5jlf5SRBBEkSABBEwgfQXIZ6Jah+PZJmLSh36kk1IwWcoEdeLPX54cPzPl/5lZLLjdzd3/uH0l0anvzayOPRPyyOfO5zaFHDrDL+9ZHGiflVG047h50TkWSFJxcPoBAQg7RheO4bX8HHqUax6FKviYXSjOC0Pr+XhNVychotTs/HrIq6LBEnJpig4FCmbvOZ9R7DTwyjZEEo2CJf1wxT91Yq+KgWjUs2o0AyUawcrdIPV2hG4mglfhzRKzVobMwLZd80oScUjK7kkBYeoYBPULBzAsxo0WTFRMyzkGqSZ8NnhOt0gTM2oUPaWKbpL5F3Fyr4SQ8n7SuR9JTLGz5IOlMqHyhXMShW7Ws2pmh2rNdDPXVgzfPjsGGJuDD0vwBhBYe2PaUO4O+neObB30nB0ScEzU2iUmOH2KoDhXxhlbxMQ9C70MQPABoFuwOz/G0hvSCdvGMENmA26qv4f8QwR+mNmGhr8WfLMFJSLp7tfSnI79+L+j1F3ToTePhpgu9/Lcvdjsx2PzXZ4WOx8YrHLx2ZvoN2BMKdjMfdOv3x0IeXJlTSv6+neN7J9zXP9LbN9zVOfGKd43kz3Ms3wNkt9YprlZ5ft75AT4JgXdLso2KnkuXNZmGt5+N2SkNvlYc61MfewSY8bcwP6auLGSVlT9LJVMU2v7dcvj+pXRfrXE/q3cv079ft3mjevFcsLkjk1RzXVqxpv1QiawTaVOVHzvJi2IKEvTtAXJPR5UfOsoGluDExdpqjZJMUQdpqBmuipE3fAhG1V4y3FIJY4TisYpxUImvOB+I25ow05ANVscgaLlM4ipbPJaTxKOuA0BFfIWG+IXUMIh2w0tE6OhUsE/3adzSk8UiqPlMolp7HJGYZsNoQ0JH5jPiC0sKUYbGIAge41D90Bm+oCg7jh62MC0dI+jJSBlTKwqmGSapikHqFqmPVg8KeW06zh0tQcmppD03Bb1LwWDa9NzW9X89u1/NaZsZaZseZZAW1WQJsV0GcE9BkBXTveNiPqmBV3zom7QY/W3CRjdqJvbqJnXtS5IO4CjciLkp55Sc/CRO/SRM+csEPDa5INYIRtVRxybl9dXEtxIDXbszHHnZbnTi/woOW5N2a7NWa70Qs8Oku9OJgIHi5KQIoTURNE1IRxcjyfEMPDRbHqgtjwYC4qfJQQL2zImGotkvfCVAMo1QBGNYQHS7pmRigzIxTtEEkziFcN4ZQjGMBp+QBS1o9QMBAfg7S6D6HsQ/+qFL0oRS8KegmR+/+FkwYN0FDQe7K1DBQT/JqKhS2FguZcQUueoK1gkJgKS3/8/P6FW9d2mp789uLhfx3d+vct//z9Z380+uvvjP5sZPTJb4wObf3iZfCjLlJlC7qAVJncgs5qQWQg80IppdHEoghc7nNMdjAmMwSVHoRICqh9+QyV+BQW96As3Lkw2DHf3y7X1ybP2yLXyzz94dXMR9fzH98oempS/NQEpKVzHl7Odr8Mwt1ZbufzHl4seHS52ONyqefVSs8rpe4XCu+dzrlzPNvxSLbjkVzHo7m3jxU4n8y+fTzD4Ui6/eF0h0PpDocy7Pan2+5Lt9mbYbsv134/aMHKv7U/z3Ffnv33wEnDHx5FP/4B53kK/+Q0/ulJEO7GeRzDuh8CM0FpAefagy91Pr/SF2nCiDLtiwYy7o81HXppzky2YiSYDiSaMxKMe+Nv9CeZsLNseLn2rBxbbsGt4Rzb4WxHbuFdXskDdsHDkVz34Tx3brGXBBYsxUTIcOFS7HMZLmQKGzCBeMovsJ0qu8XMsKBFXWxNMKHE3Ei8vdP56L+b7TYy3vW7c98YnfrKyHT/PxxPb3U8td3u9CZUju/kEGx5qlHDx82JyDoBQcZCzApJgMoAzJCUXLSWh9VwMRouTs3BqtgYJQutZGIVIxhoJomKRVCxiEAKFhFAGopOSweRskGkrB+m6IcpGdWqvkp1X7mGUabtL5/pB5CugyANSsnAtwFg30HvlnqUAjit5OA/BukZJhyCtKa/UtlbJu8qlnUWKXqLFb3FAM8KRqm8v1QxUKYYKFMOlsuHyuVD5fKRCgWzUsmqUnNqNFzYDL92hg+b4YMbILghoRfGsUaGptnQMX+scAwQ2rBIG3DacNYYCGhDtWBrFnkd0oDTBc9MgeHO9zYp8jUHh9Awk18Nd0PRbMN4NQRpw/VWUGr5QxlS2VAbLDU4Kfe3rAywqvSzLPM1BxXmmR5X0j0up3hcenH/x5h7pyOcT4Q4HQ28ddj/9uHAO0dD7hyLvvtDvNvpJI/zGd5Xc/xu5gWY5AeY5weYFwZZlTy3LQq2zvWzyPE1Lwi0Lgi0zvGzKgp1Lgx1KQp1KQ5zLQl3LY24WxFxrzLyfmWEa3XUvdrY+5ikx015gQN1CeLGfGUP7J20Sz/P1L8W6l+L369OvH+r0Ot17/Wzb9/pVl8rFueFsyrm7HTf/FTXynTHqqzrlaJ7VdnzWsl4repdVfStyrqWpzqXJK3zQvrceLOO36TlUpQjJNkQdroPM9WHkLSXSzpKxe0l4vYSsMRN2FokbC0StBSM0fL5zXm8xhxeYw63IZvbkD3akDXWkDVKTeeSUzmkFC45lUtOZROTmfhEDglsb01hE5OBWIQkFiEJ3Bs+ZRGSDN8PfgiPksajpPEo6bz6bC4150PxG/MhjTUVrBGaXgKtsTLshwaQnuiqm+hCTHYjJ3tQU73o6T7cdB9ONURUDRHVQxTVMGUd1U0adpOG1axir0nNoas4dBWHrua1aEcbZ0brZ0brtaP1oDpaw2tQ85q0fJp6jKYRtGrH23TCdq2wQzPerhW0zwroswL63Hjr7Hj7nLBjTtgxL+qcF3XOCugaNnW6Fymkl41SckYwSX01Ud3lwT2VQf2wkCF42EDt896qwO4Kf0ZN8BA8bIyUIG5IkdKzVJ35mu5CdVeBvC1HRs8cx0fxMeFcVDgbHTlKSBA2Zk+1lcq6a6U9cHkvStWP1w6RZobIM0Nk3RBBO4hXDeFUwxgQRzGE9Id4BgKg/VCyboSse+3pL4D9vy8cg9qgFd01oK4bzAH9VUiL6EVjTTkA0gxcUnmim+/tk9bnN109/PnZ/f88suVvYCvlJ78x+uR3Rp/+x2/sb5yB5cZ3k6sa4Tl0dB4NlYkviSWWxZKKI/EFYdicEHRWEDojGEC6LtEHneQFi3tQEuqUF2CX62uT62sDCscKvM3zvcyKnpoUPjEuemJc9MS4+KlJ8VPjUh+zYu+bhZ7X8j2uFDy6DCBd8vgKyEkX3D2V63wi2/FIlsPhLLtDWQ6HC5xPZt06lm5/OM3uEIB0uu2+FKs9KZa7Uyx3p1vuyrDanWmzK9NmV5bt7mybXQUOu0pv765y3V/34Aj60Qn0oxNoj2OoR0exj46iHhxC3t+HeXiQ9OR4s//ZjpDL3WHXeiOMe8Jvdkfc7Ik07os27os27om+3h11rSvmOiPBdCDRlJFgzEg0ZmZY8XLtufkOnHxHZp49s+AOr9SNV+LOLnjILvLkl/kIKvwmkWEqYqyKFK0gRciJoVPYgIm6J5PlLqJ8m9Fc66Esi45k44YX18p9T4TbfH339J+tD/278e5/u7zj3y9v/5PFoa9vnd5pdXzTE4djrdhY9RhGOYqaERFUfPTEcPWMiCDnIhQ8JCTlKEo5ilLxUGoOUsNBqlkoFROpHEEohuHyIYR8CAGVWKuYWNUIHkjJJAAzrWARZSN4+TBWOoiUDiAgSKsZVeq+cm1fmY5RPtdfNjNYuQZpNkLDQWo5mBkeTjdKmOET1Ty8mocHnDZw0jgA6Z/HlTBRs0zkHAs1NwKfG4HPDtfNDNVq+ytVvWXyrmJpR6Gitxh0WwEwq4Yq1MOVKmaVmlWtZFUBqdjVKk6NhlerHf3oDJN5AWZhHL8oJCyJiEbQ1E8A6bTHV9M9r6V7XvtYCxZkkaEWLCj3vCGgDcLgG/ZqGCahQVN1vrdJsZ9FoY9ZwTPTEn/L3Kc38rx+BdKGbnhDgvn/O6QBj8FTQz9dGWhdGWBVGWBV7mcBmrZzn97IeXI9x+tG+pOrqY8vJ7pfePHwXMyDH2Mfno1zP5fgfj7d60r2s6v5/iYlIZZlodblYTblYXblYXalIbYVYQ7lofZFwdbFQbZlYY7l4bdKQhzLIu+VRtwtCXctCXctC3MtC3cuC3Mtj3Cpib4Pi3Gri3MDkB6Ev5ykFakHEK+nOvTzHP27Kb1erter9HqtXq/76a1Wr59//06zujy1NMNfVI0syftXFIxVRd9P2uG3upH3s6z3s6z3OuZP6qE38v5Vad+CuGNO2DYroGtHG9UsimKYKB3ASfvRE901k52Vk52VEx0VEx0VoKlR3FYmai0V0kvGW4rHmgv5TQVras4bb8oZa8gapWZAaWwuOY1FSB5ryBpryOLXZ/Io6VxyGshnswjJhgwGaIcgDR5BT0ep6aPUDDBJn9+Yb2idgXv+VUivDy2pXGu4goaWdNRKOmunOhGT3cjJbuRUD2q6Fw02XMkYWCUDpxjAgy3RqkGyapCsYTZqmI1q1poAtjXsJi2nfm3Y71qN9M8ZMtXPo/mbNaPNKn6Lmtc0M9Y8x2+eGWteo7WgfU7QPjfeOsdvVjOJk91wIa2UT81l41OHkS8G4DFMVPQoLk5ITh4jJXKwcSx0DAcbxyO+nGzJlnbkaxgVcyO1Cyz4DLNWPVilYpSKGxPHyHFsbMQQKnwEGztKSRG35E+3l012VEx11ch7UeoBnG6QNDNE1g2StIN4zRBOOYhVD2IVAxhlPxoQWt4HV/TCFb1w1QcCcP0fJOuGg+ncil4khGpFD2Z9cPevQRrs2ABTTdaLxWSdVcoemLIHNt1e8T9AerqjWNySJ2rNF7cX9eGTSl+4eTmesjq79cT2T45u/ev3X/3nt3/57d9+Z/SJkdF//97oq0/+PfiRAxmWQUPn4isS27B55OrE2qygNlQaoTAcm/ccnRWEygxEZwYi0/0RyX51CV6YZO/aeLfSsDt5ATZ5frb5/jZFgXalgfbVYbcrgx3K/CyLvE1B0LvCz6o60BaM7s91v5J5/1yG65l0l9MZzqczXU5lOR3Pcf4BjAXNczqec+tojsORHIcjBc4/ZN0+mmZ/MNXuQJr9wTT7/Wk2e5Mtd6daf59qtSfZYlei2bZEs20vTbcmmm1LNtuSYbEpx3ZLsePOSpd9NfcO1rodht0/BLt7sNp1b8Wd3RW3dlQ57YLf24/zOAbmdXc+v9YRcrX9+dWu8Bu9UTd7Im+0Pr/QFHCm0f90W8TlRgl6WwAAIABJREFUnrjrXTFXO6Ov9CbcGEq1GEq36k027U+3Hsl34hTfY+bfG8xyZeW7Cyp9hdX+UkyEhhyvJsXJCZFSfKgYGTBe/Xiq+iEzw4JXYC8sd+1MMSZGnkeEnM59dCDY/CvXU/9568RfrQ/95cw3v7247b8cTm63P7394p4/1mU+mh6sVrLgC0KimoOcYFTMCfBKFlzBQajYCCUXoeQiVDykehSlHUWp2Qg1G6EegQhdJxuEywbhGyANRn4qmXgVh6xkkxQsooyJkw9jZQNo6QBC1l+n7Ier+mvVjGpNX5WGUaFjlM8OVM4MVmuG61RMpJqF0nIwOi5+dpQ4O0aaE4C+aoKKS1DziKr1WLechVWzMOp1QhtCWjdSpxupW4P0QI2yt0zWVTrdUSjrLZUx1uaWqIertUyYhl2r5dRpOHVqdi2QhlOn4cF1PMQMHw76oecEcGh0ydwYem4MvTCOXxARlkSkJTHZCCzVMES14TTvpIcXAbPXbLTHlQ3TPSEwg8VW0C4N8Cj36c2sx1ezHl8F0z9yn94AAqM0C56ZFPuZF/magRle+d7GhT6muU9vZD+9nu15LdvzGjgE86vXkOxrvkEbstSG1dpgwxU0ugSsuir0NS72Ny0JMCsLsigPtqwIsQKqCrUpC7IoCTArD7asDrOtCrUp9jfNe3IVfAkAlr3I2wS4/IJnJpkeVzIeXU53v5Ty8ELKwwup7hfTPS5nPL6S/uhCgdd1MM6sLNCqLNCq6rl9XaQTPNq1LsqlLsoFFu1SG+laHelSHelSGeFcFXm3MupuZdTdikjXygjXyghncIXF3EMmuONSnhDSvKjZfj3VsZLm4tkRvF47pF/g61cn9D/J9O+U+vcavV6n18/q9bP695q3y1MrM2NLKvayivlGy3o/w3k3y4U2Hf2kYa0qh1dk/UvTfYuS7gVx15ywQzfWouE1KVhU6TBJOoCb7kVKe+DT3XVA0h64rBch70OK26qARK2VQnrFWHPpaGMxr6FgvLFA0JALNFafM1afw6dmg2IuIHAO6rx45EwuOY1HSefXZ26gOMA8l5wGCVCfS8rgkbPH6vPGGwuETYXCpsLxxgJDgUOQihY1l4jplWJ6pZheJWmtlrRWT7TVAEm74FOdddOddVOddSD0Le1GgC3Rij60uh+7oQxKO0TQDRNnRkizTPK6qFomScMiqdkkDYe8trCSS9FyKToeVcUiKlhkBYusZFPWN+pQVRwqeLOWSwHtyFpOo4bdoGHWa1lUaR9KRK/iNxVxKNnD+BQ2MWWMmiGipMhpGdr2fE1ngbItV9aarWjPV/YUqxkV6uFqHQ+1Mkl5q6G/0bWuqGjz0xTdaN0oPa0THtJaE9CDDB3AxrAIL3mUNAm9QNJWMtVRLetes9TqAZJmkKzqx6tA8hhEp/tQQJoBrGYAq+5HKfsQir5aeS9M1lMj7a6e6qiWddcq+xCaAbRmAK3sQ8i6a6c6qqVdMLDSCuzMWJv32V61Du+NdF+fOAYzGD0Gm+pYS0hLOyoNq8bAzito89XPai0UN2WIaekTrXnC1oJeXGpZ4mOvO5fMz+06seufx3d8tu2/f//ln42++pPRX4yM/vVvRteObq/LjyJWvWxGZjQh0hthSQ01iZSKWHxxBLEogloaSS4Mw2QFIFOeIVOeIZO9ahMe18a7FT+3T/cyTXt6M8/PuuS5fXGIXb6fZa6PebG/dVmQXXmgXUWQfUWQfYmPZfaj6+n3LqTdPZ9+93zm/Qs59y/muJ3PdDmT5nQi3fFIqv2hJOu9Ly33JFnsSrX+Psv+QO6tw1kOBzPs9qdaf59ovjPeeGu88dY4020vzHck23yfYbc/y+Fguu2+l5a74s22x5luSzDbmm23M8due57djgKHXcW3vy93OVB9/0jdg2OVLgeKHXeX396LfnSS4nOR6HUO53mG+OR0W8iVrtCrHSGXaX5nwRasZv+zjf4/0oLOtgSf6wi/zIgzHnhh2vfi5kCiOTPdtifRoi/VejDTcTj79kj2naEcl5Hc+yP5btwST0ltkBQTIcdFKfDRalKcihgrw4UKazz5lQ84pXfZRXeG8xw7Uy2pkVcRgede2m31u/yZx4+fuZ76zHzvX4y//4f5kW/MDn9pe/zziDuneuBx82ysZrBWO1S3OIqVMyrVQzDVSK1muFbNgmk5dTouXMeFz/AQWjZCy0bOsJAaFkLDQqiZcBUTqWIiFcNI5QhKycSCOi8lB6/hENQ8IpS0VrEIymGcbAAzzUBO9yLk/WhlP1LeV6voq1EyqlUD1bpBmG6kTsvCgnJuDYeg5RKhYh0dj6LlkjUckppNNBgviteCMjE2apaNmuOg5zjoeS5mnouZZaNmWEjdMFw9AFP11ygYlYq+KjmjSjlQoxyu1bKRszzM3Ch2bhQ7w0XrOCgdB6VlI7VsJOgE03CQOg5qhouaH4MvrBeLLQiRC0L0ggi3IMItSUiLE5SViYalyYaf+6Q/zEADbKc9vpr2+Cp4mu55DUwAhWaYGPZWgfovw3KwPC9jgORsz2uA1mADY8EzE3At9Flb7JjvbZzvbVzwzKTA1zTfxwSo0McULHIuDViv3DbUM7NSH7NSgzC4YcoZTO3eAOlSX3OIzZXPrYEApKvDbCtCrMqCLCpCrGrC7arDbEsDzfOf3YCmh0LTyoBTNxziDY0mLfOzAIufEeG3UJFOiIjbyEgnbOxd/MsHhJeP8Anu2ISH6Hg3ZKwbPPpeTZRrdaRLTfRdQ8Fi7gHVxt5HvHiITvTApTwBkBY1FqoGMG+Vg+/nePoVif6tXP9OpX+v0b/XAj+t/0n5bnnq9YxgVctb1XLeznDez/HezYy+mxl7rxt7p+X/pOGsKpkr0oHl6f6lid5FSfe8qHNG0LYR0t0IaTdiugsOkUzWg5xoh020wyRtNeLWahG9apxWMdZUxm8qETYVQ7wUNOQLGvLH6vMgQSd8ai5UPT5KzTCEtKELB4Xl4CW/PpNfn7m+XDLPEMyChvyPQVpIKxfSKkQtlUBiehUQmH411VE71VELxlWCaK2iF6nsQ6kYaHU/5kNpB3G6ITwkzRAO7LZTgFAb0yA9tn4CHYLaFjDZfw3VLKqGSdEw69UjVM0IeaoHIWgu59bnjxAzBvHJbHKauDlX1pI111X4aqjyDbNmabByllE601em7S+f5yAWx7GvpQ3vZjr0rxj61/0/vWK8XuhcklMVrKqh+hctsIDmCp+O2qB+VOQQNkZEy5XQCyY7KmTdcCUDo+rHKwcoygGSmkEEeyTBKkllH1rZhwJ/BEUvUtELl/fUATyDrc+ynhpZT428F6boq4XgbfgGoJ8nfa4BG7bhOtleM9le9eF1bSL3B4TegOq1w5YCCS1d3JwqpmeN0XJb4S9you8/sD177Yftx3Z9vn/z37/55Df/+oPR138y+vy3Rse//sTb4Sq2NJZSm0hDpTcj0xprXzbAEqiVccTSKFxeMKHgOT43CJH2DJHihUp7hknzRqY8Lgt3yg+0zvIxy/GzKHluXxnpVB5+q+S5fdlzh6oIJ1jEnarQW1WhtypCHIp8LDMfXc9yv5bpdiXj3oWMexey7l7IdD2XfudU6u0fMpxOpDseSbM/mGyzL9lyd5LFrmSLHckWO5IsdyRabH9pvu2F6ZZ4k80JZltfWu5Ktvk+zX5/huPBrNtH0x0OvbT+PtZsR7TJthjjLanW27NstubYbc933FV4e0+J84FSl4NlroeKbu3Nt99dfPsA7MEJzONzCI8fEQ9Poz3O0IOvtAZfbvI7R3ryA/HJD41+51qCLtGCzreFXm4Nu9ITazKcbDOSYjuUZD2cbMPOdOxNsmak2Q1l3QKQZuW6cIoejJY+GqvwnkIEKwkxKmKsihinJsWriHFSXKSg1ptT9Wik+O5A/p3+LPvOZIuGyOu44IsVnidjLbYG3dwcaLzL6Ycvruz485Xdn5of+pfNoU/dL21GJLgpu6vmhxG6ftgCCznPRGiHa7XDtboR2AyzdoYNm+XUznJq57iIWTYSEHGGtYY0kD9WjqBUTDSAtJKDV3LwwPhC9WUqFg6sTAVj5BUDWHk/WsFAKRh1in6YahCmHa7VjsA1bLyaTdRwSEAGQ7l/AWlQpKZh43VszIeEBprjoGdYSO0IXD1UqxqEASmH4OoRpI6NmeXi5nj4+VGwZ3pNs1wcpDkefp6PXRAgAKQXhMgFIXJRhFkQ4RZEhKVJ6tJkw8oU7dV0ixGIaUORbSgDnfb4KijzBo8AvzOerC2Bhkq7DZ20Ye4ZKtgueGaS+/RGtue1TI8rmR5XgIEu8jUzZLMhqgv9zIr8zYv8zYsDLEr8LUr8LYr9zIv9zD+EdLmPeZmvecVHisKgcdwQpMFYsapQm6pQm+owW2CXAaTLgy1rwu3AfVWoTU24XU24XXmwZZGfCUAy2NIBYuDVwbaw5/aGXdfgPTUhdrWhDsgIR1TkLWSkEzraGRvrSkxwIyU/oqZ5Nmf5Nmb51Gd4k1OfYJMeI188rI25VxPlWh3lWh3lCuG5NvZ+XZxbXZwbuIHHP0C9fETO9Omuihmj5E511S5Pdq+qR/SLQv0bqf6tUv9WoX+j0L+Wv12eerM4sTonWtWNrWp5bzSct1r2Ox3nnY73Tsd7q+X+pOG8UbJW5SMA0suTvUsTPYuirrnxVu1os5JdLx8iyfrXnPSHZnqyEwY00VEjaa8WtVaOt5QLaGWi5hIAyA021xDSgNOjlBzQNPUhpD/UWEOWoDF7vCmHT82Ffg7AM/jJH4P0eHMZkJBWLqSVi1oqgICBm2yvATHw6c7aDaFagGpgK8EKZOgQkoKBWluBN4AxXIEHSTGEAwKrapXDePkwVjGCW4P3MEk1TFIOkRWDJOUgQdwB49UXDxMyGegkBuYll5oh6yiZ6Sl+PVKtH8PqhQS9APuaU7c8Apsbrl7lY99MUfS6dv0rhv7tsP7dsP7toP6nAf1c+2spWdyb1wILIOS5N5c/60OED6CjxhuyRLS8yY4KRS9S1Y9VDxCUAxRFP1HVR1gjdC8W2ves6EWuW17YhrGdAMwQj6Xd1QDYANLQOQRpsNtqoq3y//I63V4x1VY61VY62VoyQS+WtBRJWorEtMIJejF4KaYVimmFouYCYVO+qClX3JwmbEodb8rk1GfUV0QkBjrcunnk/KFvj+/+YueXf/7ij0Zf/IfR138y2vyfRlY/7M6LfEqsTKiHJzcj0+prk6jV8dTqeHJ5DL44ApcXjM8PwWT51yY/rU30RKZ6o1KeIpI9Cp475IfYFoXYlYQ6VEQ6VUU7V0XdqYi4XR7qWBXhVBXhVB7qWBHiUB5sX+Bjkfnoep6ncZb7tbS7F5Odf0xyOp14+2Si47GXdkeS7Q8n2x9MttufaLM3wWJnnOm22BubY65vSjDbChRvsjn2xuZ4460JFjuTbb5PdziQeetQ1u3D6Q4Hkqz3xpnuiLqxJfL6d0kWW9Ist2TabM+x35XnuCf/1r78W/vyHPfm2O7OtdtTdPtgxd1jVXdPlLseq7p7ovbhKYrfJYrPeaLXj/gnp0nPzjQGXqz3P4/3OoXxPIF9eoLke6Yp5FJTyKX6wPP1gecbn19ujzPtfGnRm2zbn+YwmOE0ku3CLnTjlbgLq31l6FA1OUZDiVWT4jTkeBUxbhobIUH582ufsErvDxW6DOY49qRZt8SZUiKuN8RapjsdCLfYGWlz6P65765t//O13X+3++Fbh2Of2xz8S8KDi1xi+iITpeuHzQzVrvCw2uFa3Ujdh5Ce56IBDuc4awZUw0Zr2GioXQqC9DqqcWoeHjhjNZukZK6tNlcN4ZWDWMUARj4AVw7UqodqtSN1OiZCw8Zq2HiDKdxEoNlR8gyPpOMStRyCwRtwMxysIZ4XeFigxVHcAg8LOK1jInRMhHYErmMitCy0loPRcbGzo3iwFnpBQFocJy8JKYvj5AUBaUFAgg4XhcTFcfTi+BqeF0WYJRF+UUxcFJGWp+pXpptWpfTXsnYjwwy0YSMWCHFDS7FArDvz6Q3DrDPUKg1Fvw0Tz+BpvrdxntdNYKYhG13oY1ribwH4ned1s8jXrNjPvNDHNM/rZoGvKeA0gHSRrxmw3Wv1Yn4WFf6WQFX+VpUBVtUGrVOGaWawTmMDpMv8LICHBqgGAmyuDrMFN5XPrQHCy4MtSwLMoFUcP5eSBVpXB9tCXV7gZW2oAwAzPs4FE+2EirqDiXEhJrg1pnnScnzoeX6tBUH0/EBarn9jlg8xzQuT6AGPc4NF360Iv1MZ4VwZ4Qyhujb2PiA0wDY8/gEp41lHeSQHnzHeXKYdbZ6b6PlJw9EvCvWvJvXLkz8tTqzOi+dVvAU1d0nFXVFzVlUsaB0h2Bb8WsVaVTJfyYZXpANLU4zFqd6liZ5FSeeCqH1WQAdOWjZIlDKwsp61cPdavRVoL+6um+xcq8ACnAZxb1FLmZhWKqYVi2nFhqgWNhUaEtrATGfxqdnAIv8PAoQWNucKm3MNf4ihTf8IpIs+BunJ9howdGxt9NgvUQ3RWt6ztlrRkOIAY/IehKx3bYH8zzvk+9FAhveG/JYOomVDGNkQVj6MW2vLHiDK+gnTvWgBvZJJzOtFJrXXxHTBY3n1maq+yuWRaj0PoReT9JNUvYT0fgz9moNYZNWu8NBvJyn6mQ79cp9+hfF+pffdSq/+Va9+tk2vaVYxKzrhIcQ895ZK30FM9Ag+boyaIWrKnW6vUPQi1QM4zSBR0U+WMwiKPvzPtV0G+57Xv75UT3VUAxgDAdMMYRg8kvX8AuRrAz47KiY7KiRtZf8blUy2lky2FU3QiydaC9cG7NAKxS35E/RiCb1ATCsU0fKETfnjTTmChlxBY5aoMX2sPolfnzZCSsEXhkQ+MbO+tPfsga+P7fp82+d/+Pq/jDb97beb/2K09/P/cDP9EZkdTap6Sa1Lqq9NIlbGE8qiCGVR+OIIVF4IuTicVBSGyfKvSfSsSfCoTfSsTXhUGXO/NPJOefSdqmjnqmjnyqg7FZFOlZFOlZFOBf5WxUG2RYE2Bf5Wxf7WJQE2+c/MMzyu5z4xyXK/lux8Lt7hZJzdsRibI7FWh6It90Wb74k13xNrujPGdHuM8bbom5sBpJOtdqZY70q22vnCdEv0te+irn4bY7zlhfmOFNu9afb70x0OpNnvB5COvL457MrXSZbbUqy2pFpvT7PZkW67M8NuV4bt7gzb3WnWO7Md9hc5HSm+c7Tg1qE8hwNFTscq7p2seXAS/vg05uk5vO+l+qAb9UHX0E/OlDnvhz8+WfvoGPzxCdTTUwjPH2ofHat7fBTz7BQ55EJjxNX2ePOeJJv+tFuDGU6D2c7DOffGKp5OIYJVpGg1OUZDjtdSXgAnPYUNEqF8xmo8eZXuvNJ7w3m3u1Ksm+PMutLvFD48EWW5M9hs14Oz31kf+szm+Le3zmxx/fE7u8N/C7A+SCsK0jJqFpmouRH4EgetG6mbYcJnmLWzrDpDSC/wMAs8LCDiDBc9w0XruFgtB6NhYzVsLIhsG0IarGde7y+laDhksERVyyRpRgiqIZxyCKkegmuG63RM+AwLqWWhNWysloXVcnA6NpjCjddx8XM84uwocZZL0HHxOjZOy8GBLdGzXJwhmBdHcUt8/BIfDyAN/DQUD9dxUHN8AqQFAWlJSFkR17+SNLySNKyI65dF1CUhBWhZRF0Wk5eEuGURdkmMXRLhl8WEZTFpWUJZltQvTzWuTNFWpW1v5B1GGwgNDTOBIA3C3aDwO/PpDcOZJBvmk0Ct0sBGrx9eg/LNkF3O87pZGmAJMtB5XjcBswGPfyZ0oCU4BO9fyzcHWFUFWlcFWlcH2dQE2lQH2cBC7GpC7MB6DEMZgtkQ2CUBZqWB5iCsDUW8obi3YSS8PNiyNNAclJLVhNhB/dOA2bWhDkDw8FvISCdgmsmJD8lJbsSX9wgv7pMTHzZmPm0vDOgtD+uvimwvCmkrDG4pDGrK86dk+uCSPeHxD2Ax9yojnKsiXaoiXaqjXDc4aVjMvZrou3VxbvjUp60lYcOoZC6lYIqBk3Ob5id7X6vZb2b4r7S8JRV3TsmemR6elY7My1lLStYrJROsCn4lHwALg5en+5emGCDEDTQ/3jE33jo/Rp/hNWrYVMUwUdaPm2agprvXMojgf+0NgvyopLVKTK8UtZRJWsokLSWGnAaohrwvZH/51Ny1XHVD1gYkfyhgow0hbRhF/x8gDdgM4Xk9RV0JtkdD9xCnAaoBkqVddWAVxGR7DXRoCG9pD3yqBzHZi5jsRRiiepqBAi8/5PdUP3J6ALVG7n6clIGV9eGlvbjJDji/sXQQm9VeE9dU8pxeEcahpGv6q9/xMfpxnH6CrJ+i6iUUvZDwjo95xUMuc1E/TZD1mjb9Qo9+sfvtfMfr+Y638x3vNDS9uknLqe7DRDSUPO2CBbHw8Sx8/AZIqwcIcgZJ2ouT9+LWSq9/ue/5Q0iDsPbaQkkDJIOTn4dvGyyHnmgvl7SV/O9EL5DQ88Ut+eKWPHFLvoiWK6LliWi54EREyxM254w35QgaQdwlQ9iQxiMnsinJ/YREdG5AyMPrlhf2XDyy6dC2T7d+/oedX/750OZ/HPzmL+e//zLknhWx9CUVllwPT6bCEgkVcfjSSEJZFK4oHJkbTC4OJxaGojP9IEjXxD8si3StjL1bFXevOv5+ZezdikjnikjnqmjXmth7BQG2RUH2RYF2eb5Web5WBf42+c8sMzxu5niapj24luB0JtrueJT14UirQ5GWB6Is9kab74k03RVxc2vY9U3h1zdF3twSa7I13mx7kvWeFNu9yTbfx5ttj7j2bdiVryOvfxdnui3BYmei1e5km++hp5HXv3t+6ctE6+3J1tuSLLclWmwFSrLckWy1M9lqZ6b9gdzbRzLtDyRZ7Ek0351msz/b8UiG3f5cp0PFrscr3M8gva9gfK/WePyYf+dAmdvxItfD+Xf25Tntzbm1J9N+Z+7t3SX396OfnSIHX2yLM2Ok2g9l3hnKvDOQ6TKQ6cIqfCiq8ZHhwpXEqHUnHSvFhU+gg0QoHzHimQjuJYY95pbc7U23o8Wb9ufeRQReS3M5Fma11/v6zsfXvnc+u/3mnr+7nPnW+dQXT27uLA6x41MyXnFxy1zM7HDdLAsxy0LMsupmWXWA0LOc2lkOHEAa8G+WhwGQ1nGxhpCGirxUXIKWT9Tyiboxim6MMssHnaVULZei41C0bJJmhLA2hISFmGEh5jioWTZKx8bMsjEzHOwcBzvLxc1zcbNc3OIoYX6UsMDDg/MZDhacz/PXtDCGXxjDLwoIQPN83NwoFnxCIJCEXhwnL45TF8epS8L6ZVHDK0nT60nam6mW1YnmV5KmFXHjsqhhSVgPni6LqCsi0oqYsCwmrEjIKxLyqwnqykTDykTT0kTT8mTLq+n2N/IuI8BgAGnDyaBgYSUIcWc+vQH8dMaT6yAhDQ0aA/Ft0OgMAt0Fz0zXBnx6m+R5GWc9vpr79AaUXYbKxEoDLME9SEUDM13ka1YSaFkaZLWmAEsQ7i7yNVuzrQFWgNDVQTawINuaYFtDJw0EIF3qa/4hpMv9LQt9jYv8TD4sHAMqD7aEDsE9wDAi4jY8/BbsuT1YnAUOgZCRTpgYF0Dl+hQPcpIbJfkBNflRQ+rj5mzvzuKg/qrIYXhcT3lET3lER1kYvSi4MTeAmOaFTHAHphkCMzz+AeLFQ8SLh8gEdyj6DY9/gE32bMoPYtS+YBGz+a3VYgZeOUqbm+hZlA7OTg/qJvs1EwMzk0Oz04PzsuFl+fCKfPCVfODVNGNlqm9pomde0jMLZjgL2oCAe9ZxG7ScejWLohwhyQex0wzUdC9ishM21QGbaKuGkGYIOUhieqWopUK4bqM3EBpAekMWeaw+j0/NFjTkQoFuiNAAyYLGbOgROBQ0ZhsacSiE/vHCsSIhrfRXIQ0EGWsxvRKy1IZfPsAvLmmtAieQz16z1911k93wiR74RA/cENVTfUjw8kN+gw24a8xmYKf7MNJe3HQPVkSv4VKLGKh0WnkkKdevvjBgGJ+k7K14O4bVC7B6MVE/QdZPUPUi4vsx7GseaomDXBUR9HKafrZTv9CtX+h6O9/xdrb9var5zRRJ3l88gItqr/LvhT9n4uKYuLjxhiwJLX+6vULeg1AyMPJ+nJRBlPbiZD1YeTda3o2WdaFk3Qiowmv9T1EFiq6h4LakrWyivRziNOAxOAQ3krYycWupgYrFrYUfXkX0IhG94FeutFwgYXPOhxpvyhY0Zgkas8YaMvn1Gfz6NEFDKpf0kkVOYeCS4Jk+/q5XzM/tunR864Ft/9j9zSfHd//rwqHNZ/d95XD1cGaYR0N1WhMivRmd3ghPIVcnUKriqNXxpLJodP5zXF4wNjcIkfasJtGzLukJMtW77qVHedTd8miXihhXoKpo1+qYu7C4+3UvHpSHOZWHOZUEO+T5WuU8s8j1scx+Ypry4Gqq29WXLhdiHX6IsD4SYXk4wvJghMX+cPN90Zb7Ik13hd/Y8vzqd8+vfBN+fVOM8ZY4023ANydY7Iw12Rp25euwK1/HGG8BlWIJFjuTrPek2u1Lsd2bYLEz8vp3wRc/e2GxLd58c7z55jizTbGmm6NNNkUbfxdlvDnaZEuC1Z4Ey+8jb2wNuvBN8MVvQ69sDr+29fnlb0OvfBd65bvw65sSrPbkuJwovHcy3/VEit2eBMvtcWab4sw2xZh8G3Xzq3jzTen2O+q8ThIDz9NjTPpS7AYznAYznPoznBnpdwZz7o5VPJ1CP5fjI5SEGDUpTkmImcKEChH+4wgfIdxbjPAW1z7lld7rTbejxZqM5Ls1xtvC/G9ku5+Pv3Mq1OHU/Qs7znzzW6sDf3U+9YXr2a9CHY/TigJmB+tWeNi5EfgcGznHRs6x4XNs+Ic7jJV/AAAgAElEQVSQ3uCkdVysiomGpoOBGmzQ06wbI+nGSDMC6ux4/bygaV7QNDfWODfWODfaMMOl6FgkLQurZaG1bOQcBzXPRYPrAgczz0UvcrELPMwSD7c4il0exS/xcYtc7C+fYg3ZvDROBFoWkgC5QWnY3CgWUHxegF8WNayIG19JmlYnmt9Mtfw0TX8rbX0rbX0z1fJ6kgZxel3UV2LKKzHl1QT11QR1dbJ+daLx1WTz6hRtebJlZaptdbrztXQd0oZmGhKIdWd7G2d7GwMznfb46oZsNGSdDdlsSGvIK0MYBmYaZJqhl+CkNMCyJNCyJNCyOMCiyN8cvAdkpteyv34WFRCqA6yrg2zKPjKLu9TXHJp2AiBdHWxb7m9Z5GdS7G8KzDTgNLjZYKmhqHhtxC14lBMi+g4i+k5d5O26yNuI6DuoWBdwgoi+g4xxxsTfJSQ+oKR61Kd71qe6N2d60nKeteT60PN8O4oCGdWRI4h4JuLlECJhoC6+pyqqpeg5OdMHnegBwAwJEBoIeGgAbHSiB6gdYxKyOE0lY53w6WGKmt+qE3VqRd0aYY9S2D0jYcxI1gdoSHoWxF3zwrZ5YduMoE031qoZbdFwaWpOs5rbqOY26rgNimGicoioHCKulVr0Iad7EZPddZL2aklrhZheLqSVjjeXQBLSSoW0UlFLmailDDwSNBULmoo/jHV/SFBDSI835gEYG0a2gWkGnDbMUvPrM9ct+JoEDfkAyR8Pd//iA0OfGfrk0KGktULSWgFcNaT1Lx/lhiFxSJOdMElnraSzdqKrbqKrbrIbDjTVg4BuwFCzNQFI961NC5cxsNI+jKwHK+vBjjdVcsgFfYjUpuIwXNpTYqYXAxEr7SxZHKl7zUHoBTi9mKQXk/QC3CoLOT8E0/ZX6kZgywLsW1mDfqZVP9f+brb1rYb2TlE/w4aNNiX3wp93wYL6EWEsbByXkCCh5U3SC6fbK6RddbIepLQPM9WLn+7Bynqwsi4UkLQLLu2Cg18NfDWZaKtcSxi3lwOLDFEZEngEkCyil4joJcKWYqBxWoGwJV9Iz/vwOtaUM9ac/SvXX0pAywEabcz8UPz6NGFTOof8kklK7sMmVqU9fep03vjM9kvHtx7b88WRnZ9fOLr1yrHtFw995257oTIlpKEmBUC6CZFKhSU2wBIaYAnk8hhUXgg2NwiTE4hM96lNfopM9UalPatNeFQS7lwa5VwW7VIR4wr8dFXcvcool/KIO/n+Nvn+NpleZsmPric9vJrsfu2l2+UY57PhdidCrI4EmOz3u7kn0Pj7QOPdQca7gm7s9L+8ye/SN34Xv/S7+GXgxS9DrnwD/HTI5a8jbmyONtkWcWNzyMWvQi5+FX1zc6LV7iSLXSlWe9Js92Q57s902JdstTP6+jch5/8Zfu2riBvfRJtsijXbEm2yJfT6N0EXv/A9+1nAhS9DrnwbePGbx8f/fvfAf907+Inb4b/eO/iJ64G/3D30ifP+Pzvt/aPb4U/8LnwdabYj1mpPnMWuGLMdcZY7XtruSbTZ9dJ6Z7Ldnuw7+8vcDtd5nsD7n28Iu06LMmuNtWyNt25PsB3KvTdW8XQKHSzHhymJUSpStBwfMYEKEaMChUhfCNKjZfcHMx3bEiwGc13qo60wz81rgixyPK7FOJ99enO/5YFPTXb/6faJf9od/fvDy5vr4l3FzXkzQ7VLHPTHID3PRf9clsVF6zgoLQej5WCUIyjlCApAWs0javlk3RhlRkDVCki6cfLseP28qHFeSJsX0haFtEUhbWGsaW60foZL0XJwOjZmhoue5aEXeJhFHmaRh1rhYZdG0a9Gcct8zKtR3MoYdpWPX+ZjVnjYRR5qmYsB16VR7KKAsDBOWBQSF4XEJREJaFlMXhgnLIwT5gX4eQEevAGcr4gbVyaaXk+3/CRrfadof6dofytveytv+0nW+kZKX52ivZpsXploWpY0LksaX0maVsUNq+KG1YnG1YnG15NNrydpq1O011Otr6bbV6Udr6Vdb2TdazlpEPSGaA1sNFhYmetjmutjCqLfKY8uA/RCAW2QkwYrrcDoEhD9NjDZv5AhrQF9oaB3ka9ZeZB1kb85KPDO9b4JEthr7wfjxnzMytZRDXLSRevbsQyHkZX7W5b4mH0I6YoAK4Bn4JIBnksDzUsCzDZUk4GXsAj76lB7iNPgio5zxb64R0x6CERKdqemPW7MfErLedaa79ee79NVGsioDGdUhveUPe+tDBuGx3FwyaPEDB4hnY1NGUC86CiPrM/xxyZ7wuMfQMFtQ8Fi7lVHucLjH6ATPVAvH0G1Y2xCFru+aKytZnIAr+I2q8foakGbWtChEnSox7rUgg61oE09RteMtmh4TVpOvYZN1Y42a3hNKnaTgkWVMykqJlnNoqhZFCkDu5ZAZaAgQk911QBCi1rKAIbHGouAAJIhBIJH/IbCDQb6V/ujDAq+cj4GaREtT9icCyAN1XjzKOmAzaOUnFFKDoA0mCn2MUh/7ANDeAb3ovWBJxsiBIDQ481lH0bFgeeeaIeJO2Dijl/QGgL2BkhL+1DTvb8O6bGGcjYpvw+R2lD4HJ38GJv6uBsWOUkvUHSXzPRXrLDhegFOP45/w0XOMapUHcUTtJyp9gJlf8WCAPNW1vBe2/JG1fRKRn0zRZrqKmAgw9qr/HtgwYOoCC4hYbw+dYpeMNVaNN1eMd1ZO90Fn+pBAUhLuzFrhO5ESrvg0L7n9WBDuZhebuiMgXsW0UvGaUXjtCIRvQS46l+yuWicViRoLhQ05wuacyHQGorXkPGr4jdl8ZuyPqT1hrdBnBY2Z3FISUxiSg82qSL5ySP709d+2Hz+2ObTRzadPPjd5ZM7zx/ZdGbfFx6OF2EZofiyF/W1KQ2IlIa6ZErNy/qaFw2wBGJpFCIniFgYSih4js0OQKQ9Q6U9Q6Z6V8W65QU5VMTerYi9Wx1/H5bwoPblw8rYu0UhDtm+li/uX3px/1KMy7kwx5PhjiejnM5E3j4dYnvs6Y3dT67s8Li49fGFrZ4Xt3lf3uZ1abP3pU2uh//mdvRv7if+/uT0pz7nvwCcDr36bdDFL8OufRd5c0vo1W8Dz30ReO6LiGvfvjDfkW67L912X5bj/pzbB3NuH0yx3hVz7Zugs58GnPs05PIXUcbfxVpsjTbbGnL1K+/Tnz489snjHz59cuYz92P/cNz9e6vNv7Ha9jurbb8z22Rk+p2RxdbfmW/5rel3RhZbfnN735/cjv/D4+SnT8585n32s8Ar30SYbosx3xZluiXGfMtLm+3ZjruLnPdUuB2GeZxAPD2N9T1PCLpCCb0xku82XuUtxT5XEMKVxAglMUKKDRMjA6bxoWJsoBjpI0Z4S+q8BJUPmbl3+lJte9McUYGXa3wu1waa5T2+FnP71HPbUwFWxy33feL0w2dWBz9xPftVWZj9MDpB2lmyysfPc1DzHNQ8BzHPQWyA9K8WjimGkYphpJKJVbPxmlGSbowyO14/O16vGyfPCClzwoZ5UeOCqGVB1LIkalkStSyMNc3zG2Z5VLD7GYL00ih6hYd+NYp5NYpZ5WOBXo/hwM0KD73MRQGt8NBLo+ilcaIhoZfFZCDwEjpfkVBeTVBXJxqXJY2vJpt/krW+V3boVZ16VSfgNLi+kdJfT7e8mmyGtDrR/FrSuDrR/HqSBgLjr6daX0+1vpZ1vpF3/STveavoNQILr6DqMOCeM55cB3PH0j2vZTy5nvHkerrnNWC1oUmf0N5J4KQ3nENNWQDMkCEGBWKgz7jQx7Q0wDLfey0kXuRr9qGTLvI1A6XgoNlpbSGVt0mxt0mJl0mRl3H5+roqwxJu0BOV53k9z/M66KIGg8zK/CxAnzQAc5GfSYHPzQKfm4W+xhuy1NVhtvDoW+h457pop7poJ3jMHUSsMyreFZNwD5fohk96gEt0I6a4UzM86zOfADVmezXnPusuC+opD+6rCOuviRyGx7JQLziYRDY2iU/K5BDSRjBJ/fD4zoqo+rwAVJJHdcxdyEwDAw1hG5SMIV48BMzGJnu2loQNolJY5Dxec8VEN1IxTFaxm9S8FtUoXcmnT400TjMb5KxGBbNBzaoHu4FVwyTlCEkxTFQMkxXDRPkQYa12aRA71YOY6oEDME92Vk90VEnaK9eMFL0UWFXDTqoNUIS4CHpjPjTTG1LI68r5WOHYWnD7Q63ntg15//EWLIgWhWNNBWCg99pMb3rJr6ilzDAA/mH22hDVIEUNWtE+1JRBBzZoXZN2A2ADIad7kbIetKwHDSAtbqnhUgpHMFm9tQn1eQGYFA96SdAYNUPUnDXVlq9hVCwx4a+YiNm+yqnmHD4hqQ8W3lcXMYyLFdAzlSOV8+OouXGUbrSO05DcUxdKyXtEyXHvqgpg42PHKcl8ctJ0a6G0vUTeVS3vQch6kJPdSFEHarytbroLPd2BmO5ATLXDJ9thE2016x4axBIqJa0VhhFs4KQBkn+eGNNWBmw0+GuPNRWsD5bJFTTnAsoC+gKy8hoyuPXphuJQ01jkFCYpmU1NZ1PTWZS0DRohpQAxyamQWOQUHiWlHxMvbi+h1cSkBDk8vXPpwrFvTu7/8tq5vedObDO9eNDqymGLC3uD3C1wxbE0VGYzMo1al0SqekGsjKdWx9fXvKiviqdUxGJzg9DZAYi0Z7CkJ9UvHlXEPiiLdC2LdC2JdCmNvQd7+QiR8gT28lFB6O2ERzee3z4TdvtMoO1xX8vDflZHgmyOB1of8zLe9/DS9rtnN7mc+ubWsS8cDv3D7sDf7Pf/xfHQX+4c/uvdY/+4c+A/nQ/92ePk35+d/8L3wr98L/wr8OJXvmc/D778Tdj1zc+vfhd44V/Bl76KN9uZ4Xgw3XZfut33mXZ7824fKr13vMjlyEvj77yP/tHv3N8CLn4aev2rKNNN0WZbQ29+53P+c4+Tf3fe/8dbe//ouOsP1tv/zXzzb4y/NbrxtdG1r41ufPObm9/+1vi735lu+q3F1n+33fUHp4Of3D/298c/fuZ19rPg65tibfaEGW96cvpvnqf+Gnzp84DTn6RYfFvsfKDYZV/5/UNY3/PN0eat8datCTYj+W4SRIAcH6YkRiiJYTJcqAQVqKJGS8lhkxh/McJbWOM5VvGAW+jCzL3TnWKPC7pa8+wCNd4pxflU0r1zCa6Xkh/euHf229sn/uny45fXd/ybl8nOnprIqfaimaHaBS56gYsGkJ7j1s3z4AujiEU+eo6DgkqxPmzBUrPxOh5pRkCdEzYsiJsWJc0zQopOTJ2XNC1O0pYm25an2lcm21cm2xeFtIXxprmxhhk+UcfF6nhoLRep4yCX+RhAaENIr/Kx4ARAeomDXOIgl7moRR5qno+bG8NBdnlRSAQeGtxDBhoEq19PNv0ka30j7/hJ0flO1f1e3QPpjbzjjbxjVdr2arp1ebJlaYK2KGleEje8nqS9maC9nqSvTrSsTrS8ktBWJPQVCX1V2rEq7Xgj6/5J3mOU+OCCIaTXJpas++YNA8hSHl0GA0Ehu7wByZAMgt5r7hkSgHTOk+vFfuZlgVaFPqagrAxQHPRfFfqZFfqZQbVmBc/Wx3d/AOnS9X5lwOkyP4viZ6aAx9CosooAKzDzpDLQujzYEqruNuy5ApAGZhp4aABpROyaIEITkh8SU9yJKe6U9McAzM25z2h5PvQCv7aigP7qsIGa8MHa6BFEHBudwMUmcvEpPEIqj5QBQbqjMqohPxCd/BgWdx+Z4I5McDckNKCyIaRrou8iE9wbcgO6quOGCdmchmJxB0zWj1MMk+Uj9XJWo4zdND1MlY5QZcNU5QhFNUxSDeGVgzjFAHayFzHRi5roRU10Iye6kZLuOkl33URX7WR33XQ3DCL0RHs5+N95srVM0lKyAdJQzHkDswEdIWxDBP2wzuv/d0gbohr6AMKmwv8dpOklH4P0h1VmANKTHbW/qg8JvaY+pLQPKe1DSftQ8l6MvBcj78XJe3ESOozfUMIl5o9g09vKI4iZXs2F/kOoFxJ6/lR7gbKnVMOoUHaViKjpA7CI1kJfQtpDXIobJuUuNv0+NvshKvsBLN21MvF2eYxdTawDMtGpIc+jrzaET3whaUyfbM6UtRfLOkoVndWybri0GzHRjRR3okUdCADpqXb4BkivqwI4aejvA+4huwwEGWhBc+Evh8HlcKkZ3Pp0LjWDQ01jk9PYlFQ2OY1FTmGT0zjUNA4lHZyzyClMYsoIIXmYCJS64cokpzPJqUwy4HcGm5rOpmayqem8howRYtL/oe0so5tKv7afMZhh0MEHZhiYAQZ3Gxwq1FvaUoW6u7u31F2StE2aNHWLe9LU3T1N3QtF6wbvh7ucf6bA8z7Pep93rWuddXKfk5O0X3659t733h2seGKic4iTmqn6vbuXDty5evjRvTMPb/4t8+C8nMh5VYnLAQ6aFFwwOyeKlRuxDtL01AAa1p+EdCPAXQpiHXIibbJCLdKDTNOfG+GeG6YFGuGCjdODjFMDDBBuGsHm0i7qNy3lzlvJnrOQPmMqcdJI7Lj+/T+1bx/SuP6r6pW9ksd/enR0o/iRH0T/+E78j28eHf5W6si30n99o/j3DwpHv1U58YPula0Wt/da39tne3+/g8hBu7u/Oj383VnkkMP9X21u7ra7s8fr0eEQxZPRKudi1c/BNS8inl5I1rmSpHMpSvGYl+hex3s7HB7sdBHb6y5x0F3ioP3DfWb/7NC/vFn70uZn5zern96kfGKDwl/fyRyBSf0Bk/z9m/v7YA9/hYkfgD06CJP6A6Zw7Hu1M5u0L241+men2c2djmK/+yr87SF92PbuL7Z3f/GQ+DVA6rfYJ8dxhtdIDmLF/srV4RplIaocX/myMLXWJOP+HMcRvMsowXWU4DqU79SbYzdMdO8nOPcXOPbn2vRmWHRhDFrgT+ui1SpClIguYuk2D/LdFRBmIhF69/w0b/tp3bWVPa1756DKlV9EjsCe3tyTG6w/WJw405Y/3VHwvj3/fXvu+/bc95057ztzprtyZ/gFkJMGxdJTrbnASYOc9Ms20utO6utu+rte1vs+9vsBzrt+5psB5vQgd2aocHaoBEB6dqBYGNKvOwivOvJfdeS9bs+b7SoAnJ7j4xe68HN8/CKfMN9NAMeFLjy4OtOZP99ZMNtV8J5P/DzcDTy0MKeBk54fZIFNU8vjZSsT5YDTq5MVq5MVS2Oli6Ml6yHdy/4SpLlz/dy1cPdo2dJYOQxUhwl3AAWQBu1NID8NoVp4k7QwpNclpCF93q4ErMRbSACHDV4Ck42wlkbayQIhbNci5OCNawM2hISykkm2lkF/GlsJQRplKwfYDIZaQv3CgNVeF+4GrUuyfNQxLo9x7sqZ3mpZPupAOX6aeQHP8gN1c4N084L18kP08WGGxAhjcpQpJdqMGmPOiLfiIO0Kkxx4yY5FKKdSjGt5qntDlk9jtm9z7vOWvMAWfHAbMbSDFNFJjuygRLcSIxryQ6qzAkpTfVhI5/xIi6xAw7xgEwBpYUKDxiZgkzS4ig8zZ8GdSlN96gsiW2mInsLUgfKc4WrCUA1hsJY8WE8ZqqMM11NH66ljdeSxWsJ4df5oVc5IZTagcn9FFgjP9pWm95WmD5TiBsvSBktwgyW4tTogXjJoHzHARfVzkntZiQIGopsO59MSgNpJMR3k2A5ybBc1nk9L6KbDBQyEgPHl/VFf1/8Y0p9Xigl/0DpaC1jI/0VIQxLOT0OO+XMBQkOQBk1gwPDHsaq8sao8UFY9XkkYryQMFWX2sjECOopPQ9TnhHCTnNlwu+IU1xZSWBM5tIUU2owPrs3y5SDtCoJ0Ut2V0S5yiU4yCAepeHuJaFuRMOv7wZZ3A81vR9uKYTwUSVF6pWjb+iz39gK/Xlr4EDd2vAw9VpYyVooD37m/PKe/vKC/PG+oLG/NRhdnDRSn9xel/bukLqWHixZGMvQ/hP6rgMrgpIOR0E6Pb6PFQWqhRLVQIprJkc3k8GZyZBMprIkU0UQKayZHtlAiwNUWSlQzORzMUmsghdeRwutIkfXkiHpyFHRspsc102NaGPEtjNhWZkIrM66NBe9gxXdz47s5CfXkqJxYu0j3Z0Zqd25dOCB+9+Sje2ckHpyTFbsgJ3JWV/FWfIA5OyeKmRXGyA6jZYYASNNwATRcAA3rT8X4FcQ75cc5gpx0RrAZ7rkxzt8A66+fFmiCCTBK9NKJtH/iayBu9+S6sdQZXdHjOg+Oat//S+v2YZUr+2VObRP760fRIxtEj2y4ugt2dRfsxh7YzX2wO7/C7h2EifwGE/sdJnMEJnMEpvT3d9qXt5je3mN+d5/V3b22D351Fjvs+uhPF/Ej9g8P2N3d53T/gJ/00TDl0xFKp+M0ziOeXoBrnkdqnk98ej5B5VS4/GG3h784i+xyEd3tIrbXWXSf7f09pje261/erH9tu+7l7U8vbFU7s0n5742Pj2+U/2ujzF8bJH6DSf7+jfQf38kc/l7uyHdKxzdonPlZ++JWkxs7LW7tcnl0KFDpRKDScR+Z3/3lD0epn8Ia3UjWuojWuUy0Fy0LVK0K1eT4ypOcxUpCVJoQBoIM6/4c+/4c+8F8+4E8u55s2z68Sx/eaQDvNJhvN5Bt3Z1q1AJ/WhulWhelzvGTxbtIZjtKkXzVEy0lgrXv+Wne9NK4YSr2l+KFrdInN0qf/MH72Y1WctjbpmzgpKc78qY78qa7cmf4eTP8PABpqFuIcOHYVBvhVTvxVQflTRcNZKCn+znTg9zpQfb7Yc70MG9mpGhuuHRuuHR2qGRmsPh9b+G7Xs67btYbPuVVJ+FVZwGA9Ay/YIZfMNtVMNuNn+Pj5wSE+W7CfA9xsYe00Eta7CHN9xAXBESwPicgTPeQ3/eQ3/eQp3sp072UmT4qEFh8JyCBk5k+6mw/bW6AuTBSDMi6MlG5OlkFaWmsfHG0bGGkdH64ZG6oeHawaGaAN9vHWRoqXB4sBGVli4PchYG1MPjcEG9+uGhhpHhxtAQGERri9NpIyk/zNkDEO8ZSEmhdQ9AvDs+AOpkkWEoBQsOtpEBDUGifdIypGNiaBSWe4VZS0SaiEKEhSK8ls0FXL1s51KcZzygrGZCiRv+7dgz0BQMxcIjc0FgOsAUL7SSf7CAL4t6AzaluShleqgDMeQHPcv2f5gU8y3uuRQgxKAg1wIcZEsKNSJEmlGgzepwlI96KHmfJgtvwkh2L0c6lGNcyrFtlmmd1hndjtm9jtm9TTkBLXmBzQVALPrgVH9pKDGsnR7UQwuvzggGk2Yku+Gir7FATEOtel5bOCjBI99UFbCZFWpGjrJkJjqUY79qsoIb8iBZyXDcb3VeU1l+W3VeW21eR11uJH6wmDlbjh6rwQ5V5w+XZw2WZgyW4geLUvtL03rKM3pL03pK0nmJcTwm2rxjbW/Sf1GMv7z/9Ino5yF5WYg8TCRG6ixoP1EaMbiNGA1RDnO6mw/97bP5/grQwp6GPW+fs/4Pq/zGkU74IaajM+/8TpEdLc/q5qX0sTB8b1UGOrcrw4yU5cZMcGQhbSoI1Mdo0P9wwO1An1Ust0V4mzlIcaS+Z6CCV6CAFt5dMcHiU4CSBcJdBecqnuD/Ofa7JiDUqTrauxDg0Znl0k0OGObGTpejx0pTRktS1PHpZNoD0QEnOYHHWQFFmPy+jvyitj4cDf/6n/eWobnYy9N/js5Ht9PgORgJokA6o3EaLa6XGgmMLJaaZHN1EigJqJkc3kyMhNZEihNVMjgTD0/4z8JQU1UKNbaLFNtMTmulxzfSEFkZ8CwPewohvZye2sxEdnKQODrKTm9xVmMTnoQWFyb085GgltoESTUx0TQ61MNG4d/viQVmxC4/un1WWvammcEtZ8rLpMzFUpD0nP4qRGUrLDKFmBFNwgRRcIDXVn5rqT8X4UVJ88+Mcc2PssyOs00PM0wJNUgOMsL56Kb66Sd66CW5Pw2wUPXRFrBWvGEqc0hE5pv3w6NM7h9X++U3p4h6pE1se/PH9zf2w67thV3fBzm+FXdoBu74bdvtX2IPfYKKHv5E48o3EkW+UTv/05NSPmud/Nvxnt/ndfWZ39prf2mV1d7+bxDE3iWPOYn86PPzd6eHv7o8OBz4+Ga1+IUb1PPzZpUStS4naF9E6lzF6l1Fa5+NU/g6QOegrc8Bbar+X1AEPiV+dRffZ3NlpemO70bVt+te2a1/epnl+i+qZn5VPbnp84meFvzcpn9j85OQWlVNbVU9tVj21CRDa8Op2i1u77O/t85Y6HK56OkbzbLTG6UTdS2nmN/EO4midy7FPTqToXimweUB1lmB4SvMCFHmBSnVxOh1YM36apSDTsi/HZiDPri/XdpDkOkB0GyK6DOMdh3Jte9NNOxN1muM0muKfloepMH0eZ9iIlseZZ7ooxxiJ+mvc9NO8aSt7WuPGHq3bv4ofhalf38lOsh8pQ4Gc9Pv23HWQnu5c6xPyvmOtcPpNJ/FNJ/FNJ/lNJ/ktn/6umwFs9MwAd3qQOzNaODNaODtaPDtaPD9SBkF6uo/3vo/7XsB+20193UV83YV/3Zn/ujP/XRf+fXfBTBdhWoCf6ybN9hLnBeS5PtJiL3W+nwyOCz2UuT7SvIA884nB6zg920+DIA04DdanBxjzw0XAAS+PV6xMVEICkAacBpCeHSya6+cuD/NWhnhLQ4VAoHBsYYg7O8gB7cYWRngwqFIMmn8FUA3VkUWZP4qxlIy1koqzlo63WT8wAwpuQznpdYIIDbXjBlQGkAaXoK7dkUYPISeNtJMFJnstSG4lnWwjm2Inj7aVA5BGW8uCYc8AxkAQrYWZDVqOgG4kGV6qGV6q6Z4qUIFYlo96XsAzKL6ND9IpCNReU5AOOdyYGGFMijQhR5lSY8wBm9kIW3qcJRthy0t2LElxAR66Kt2rJtOnKR4buiwAACAASURBVMevKcevMe95U/4apFsIoS2E0DZSZBM+rC43qCrTvxjnw0p2JcXZ5kWYQ5VigM05gUZ5wSb5IaaA0JRoG0a8AwvuxEt2r8D51WUHN+aFtZHjupjJPYWpgiKcoDijpyS7pyyntxQoq680ow/YIy66l4Pic9CdHDSfg+5io7rYqC52UhczsYuFEEohI3rZiB5WPFA3Y018elwXLbaLFttJjQGx+jZSZDs5qoMS3UmN6aLF8ulxfHrcuqYlkIRLsoUU9z+FtHDHMeHtWF+H9Np4TT4bzmfDwbmACzb8fK7/CtJf4XTWFwW6jQKBqmkwJ2q0Kme06tMsqYr8sYr8iXL8RDl+vDR3qDCtn43t56B7GIiWgrDqdJ9SrHt+pEl6sC7KSw3h/DjBXhZuL4uwlULYSqEcZZKdZJIcJRGOEgn24gkOj5Auksluskh7SYyLfI6fKi1SvyzRuiXLs48SNsKNmyhBjRajhoswA8Vp/cXpPSWZvaV5fWW5fUVZ/byMvsL0Xm5aDxcr4GAEnJRuNprPQvFZqC5mYhczEQpfdzASAI8BqgGhWygxAMmNxMgGQkQDIaIeH16PDwfnjcRIYUH8BuPAgdsG5ruVGttCje1gIttYyDZmUjs7sYON6uAkdXLQndxkfiGmuyhFUJTaU4LtLUnrK8P1laYPlqUNlqa8as5rZyNK88JykB4mGvcfXDv8WPKK5MPzOurihs8ktJRvOZjIYWKc6Fmh9KxgclogJT2ImhZEwQVSsH5kjC8Z7UNG+5AT3UHHsewI68wQc9xz41Q/fYyfHtz9WaSjiq+RhJ3qP4ZSZ7RFj+uIHNMROaZ5+w/Fy3slTm558OeG+4e+u30Adm037MI22MXtsEu7YDf3w+4dgon9+cOjoz9IHvte5tgPGpe2a1zapnNth/GdfWZ395nc3mN6e4/Fvf0293+zunvA8s6vVrf3Odw/6CFxJPDxyUjVc4na15P1rqP1ruEMb+Sa3yuwvp9pdCPp6WnEs9NxmiciVf4KUjzsI/Obi9he69vbja9tNry6VffKVq1LWzXPb1E7u1n1zM/Kpzcrn96scX77swu/6FzerXdll8G13ab/7LG+u9fxwa9uYge9pQ4FKx6N0zyTqH0epXchzfR6nu29DJNbKbpXMXpXcyzuEexEyI7iRc+fNMMNysLUmpB6/DRLQYb1J0jb9uXajlA9BknuA3in/jy7gWzr3nTTbrRuB1K7IVq9MlSZ7aOQZn2/It68wEc90VIq+NktH/UbDgrndO/9Ziz2p/hRmOifMJyfZj8P8aYl521rLoA0IPR0V+50V/5M11q3kJkuItj+BLp0ve+mve+mvRcwp3tY0/2cmQHu7GDhzFDhzGjhzBhvdrR4bqxkdrRsdvQTp/uL3vdx3/Vy3ghob/ikN3zCa37Bm66Ct3z8u27Cez7xvYA420OZ7aPM9VLn+qnguNBPnx+gLfTTZ/sosz2U6R7ydC/lbS/5bS/5TQ/pbS/5XR/lfT91eoD2ro/yrm/tktA6Y26INzdcMj9SujhWvjReAWlxrHxhtGxhtGx+pHRuuGR2qHh2qHh2sHBlpGh1uHB5mLs8zF0a4iwNcRaHOYvDnNkh1twwe36EszDKhUVbSECcBkgGyWkoxA05acBpkJMWTksDfW0dmqgBIA2N2YgzfwQMNGSm4VZSsWbiCFsZCNL/ymRbSaNs5bAOj1Ps5JOtZRItpdDWshh7hURLKWjaNCjzFu7TmeGmCuq6QeORdFeVLB/1bF+NbF+NLB/1DC/VTG+1HD/N/Oda4EgI1iWG6BGCdcEJKcyAGmkKxbfpcZbMBGs2wpabaM9MsOYg7YpQTgDSkJNuyvFrzvWHCN1KCGklhrWRwltJkU34sNqcwKpM/5I0Xw7anZJgj4+2ygr8z/6rvGATYJ0p0TbUGFuAZw7ShZvoykt2L8P6VKb5N+WHtxGj+QxkNxvdzcF0cTH8Qhyfl9FVmN5ViOMXYgVcrICT0sNO7mEiu5kIPie58xOhO1mJnay1JCLwtWszMBixkACYAYMhQreTowChgToo0ZA+79T9vw5pYU7/Vx56Ldz9vwNpqEOZMKQHS9IHSzL+a0HtwdcEWquWZ4+UZ4+U5Y6U5Y6V5o+V5o+X5o4UZQxycQPclH52UjctrqUgpDbbn460y4sywfhqxjspxNvJwB3kUE7yKS6P0U6yKEcZpP0jhJ04wk4c7vAI4fgI6SQRY/EQaSuR7qlIjdCrRNm15/r0kEJ6aeFjhYnDvKQhXkp/Ea6vKE1QnNFdkiMozhJw03s4OAE7tZuF5bPQXUxUFzO5k5HUyUjqoCd20BEddAQYBgqAum6Mt7B1hiD9BTwTohuJkU3EmCZSFDh20BGdTHgXM5HPRvJZSXw2souZ2MlKBD8iu7gYfiGGX4jt5mEFRThBUWpfaUZ/WcZAedZgRdZQZc5Ide5oTf5obc5ETcbbNjyfh25kILIR7jqKN8RvHVOUuSYvcdVYT8ZUX9ZQS9TbUQMT70RMDaBnBRNTA8hpgRCkiWhvEsqbjPahJHkQEa75MfaZYZa458Yob90k96cINw24+7NQW0U37QcWjy/rS5zSFj2u/fCo1oO/VK4fkDu/U+z4JpGjPz46tknsrx/v/vbN9T2wO4e+vXf4e7G/fpT8e7PsqS1yp7cqnNmicOZnlQtbVM9veXZpu8HN3UY39xj+s9P09h7rhwctbx+0uHXA/NY+63sHXcSP+MufCFe5EK15EfHsKlL7Ekr7Mlb/Wp7lXZK9aJ75LYzuhRybW2kW15L1L8SoHw+Q/93p4U6Tqxu1zn2je+FH7fM/Pj3/k/rZn9TOblY7u1nl7Fa1s1t1Lu82vL7X7PZBm3uHHMWOuEseDVA4EfrkdITq6Vj1Mwjtcyi9CzijK9lm1/E2dyiOD1N0r+RbixT5PakO0yoLVGe6y9A9ZAr9H9fGanekmPRl2/Xn2vbl2PTn2vblWAuyrIbIbr0El55cO0GWVU+6uQBn3I3W7UzSaohWr4lQ5QUoE1yliyINOWGG+V4aCAtJX41/nBQvGDz8Q/febzKnNogcgQUZ32+nRrxuzn7bmjvdkTfbVTDbnQ80wy+Y5RNn+aRZPmmue21H8qf+XMzZXuZsH2e2b43QANLTI9z3I9yZkaLZ0WII0nPDpTP9RdP9he/7uG976G+7yW/4hDfd+DfdeOEqsLVNU/20+QH6Wnn2IGNxiLkwyJgfoM/2Ud/3kKcHaO/7qYDHgMQzg/S5Yeb0AA26BJF7ZpA5M1Q4O1Q8N1yyMFq2OFYOCRAaQBpwem64ZG6Itzpa/GGEtzJSuDLyCdUj3MVh1twwc36EtTDKXhzjwGIsJQGYQWRbGNKQqxau9AYJaagbKNh/9flcLCgGDo3AggSGbcSZPwI5acBmCN5wG2kgEO4GZjrRVhZpKYW2kwdTIyFIYx0eJ38aNQ0mXoAkNOizneWhnuWhDnqbgIYk6a4qoEwMZJ1BBhrgGR+kQwjWJYXqA0gTQ/TIYQbUSGNalBkgNC3WghFvxYLbgDw0G2FbmOQAEboM61aB86hK96rN8q7L9qnP8W/IDWjMD2z+5KRbiBGNBaHVuYHlmX4A0lSEIzHWhhBpSQi3wIeZ48PMiRGWkHUuTHLjJbsXoTyK0Z7FaM8yrE9VekBtVlBTXlgrIaqTBu9kJHUyUW3M5HZWSicH28ZEtzHRnUxUJxPVxUzmM5Agl9zNTuZzkrvYSV3sJLBpam3yIy22c43H0UB8ajSfGt1Jju4kR3dRYvjUWD41FuwcaydGArURIoBa8eGt+PAWQjgYgAFtkYKADS3+W19tC/o1SK97LDSr4+uFY/9rkBbubQJ1PoHGaq0TGLoFzd36D7NBX1UA7NKc4dKc0ZK80ZK80eLssZKs0eLM4aLUoUJ0HwvRSY5szA8qTPWgIOwygnSTPFQQjgoIR/lkRzmUkzzaSTbJXgppK57oIIF2kU7xkEO5ySS5SCU5Sqe6Pc73U2NGGpQn2TSkubbn+nUSAodYCQMcxAAX1V+E6ylO4/PSOnmZHYVpXaxUPhPTxUjppKM76EnttMR2GrKNiminIdtpyDZqQhs1QRjJwmFtYa1bBEa5lRoLntBGRbTT4J+on9jJQIJYem8hto+H+bTXK7WHh+0vTu8tSe8rzeovyxwoB9vNc4cqc4ar8oerckeqC8ZqC8briJMNxBeNlBeNxLcthFfNee3cpDo6Av7cVO7+cal7J5Xlbqgq3DHRlzXSkTLTl4zwN8lI8shH+9Ayg/AYPxLuOYA0GeNLQHkRk71IKG8A6dwoW1yQKcpbN8FFI8ZOKcJGIdxWydNA3Fzxis6jk1oix589PKZ+98iTm78rXNord2G37Lmdsud2yl/YLXd+l+zpHZJ/b5E9t1P2/C75C7sULu5WurRL6dIu5Yu/PLm4Xfncz0pnN6ld2PLs2nadazt0ru0wvrXbWuQ3e7G/bEWOOIgedpM6/lzpXMyza3Cdm0j9f+LULyK0LqJ1rmD1r+WY36bYi9EcxYh2D6guogUOdzIsrifqngt98peb+F7Taz8+OwvTPPWt+slvVU99r3Jqg8rpTapnflY5u1X93Da9K7tMru+1vH3Q/sEhZ7HD3tJHAx//HfbkZOSTE3Hqp5FPT6G1z6QZXSiwukFzus92F8+1uMP1VmqMMWxNMKmL1C0JUKW6SeXZ3isNVW1C6vHTzXuyrHqyrPpyrPtyrLszLfsJrj145948+94cm/4sqzUnnfisIVq9Lkq9JOgJL1id7q9WCbfiRVvkeGk+17rj+uSy6aOjz27tf3Zrr8K5TXoPD5JizN625r5vz5/tKlgQEBf7iIt9xIVewnwPca6bNNdNnhdQ5gWUuV7qXC91ro8x18eY72fP97PnBwrnBwpnBwvnhnhzQ7zZYd67IfbbIfb7Ed70aBGA9Oxo2cxI6cxg8fQAD0D6TQ/ltYD4VkB4KyC84RPedpPfCSjve6gzffTZfsbcAHN+kDU/yFoYYi+NcJdHC5dGuAtD7LkB5kwffX6ENTfMnBmkAyrPDjEAOGeHGDODdGh9eoA2M0ifHWJND/BmBovnhkvnR8oWRss/1/xIGdDccOn8cMmHsaIPo9zVMe7qGHdllLMyylkaYS+NsuZHmAujrMUx9tI4BxZrJSUMabD5CnQDhTZlQdOmI0zFooCMRSOMRSIMH4YZPgg3eBBqcD/aRCzaTDzW7FGcpSTcShphK5toK5dkJx9tIgqQDBnoWDNxMOQRjKGMM38UbnA/0ughhOp4q7Xs9X9GY9nICEM6yUo60VIKZSObKtRMG0SzU52UMtxUc7w0MQ6PM9xUM9xUwSIANs5ZGZRwZ/tq5Po/BYnngkDtNd8cqi8MaWqEESPalBZlRo0xp0eb02ItWHFWbIQtD2lfmOTAQ9oXoZzKU1zLsG4VGLcyrFtVqkdVulcFzq0ybS30XZvtV58b0JAX2Jgf1EoMa8QH12Q/r8zwK8N589BudKQDKc6akWBHi7OhxlpTYqyosdaMBDs20pGb5FyK9SzFepalepXjvKsy/OpyApvxYW2kyMbc4GZ8WAc5tpMW306Dt9OQ7YzEDmZSKw3RSkO005AddEQXPYFPSwCGuIP6Lz/UQolpI0e1kaPaKdEdtKhO6n/URYnqokR1kCI6SBFdlBg+NbqLEtNJBmwOayNEtBHCWvHhLQUhzfmhTXlBTXkhDXnB7dDTwIQrwH563Nosjc/0tX7dX4d0bBc97pPvB1nthE5arICFFLDA/ErQ3gTZy0nq5fyvOel1DcggSEMwXido3Na6EZlDpZmDZWv2GtRUj5Rkj5RkDxdnjZVlT5bnjpdlDRel9nOSO6kxjQWhnBQPItw2I8Qg2VMd7qQQbycTbyudYC2BdVVIspeCW4sibcXRzlJoF+lEh0dxVg9SXKTT3eXz/FRIwU/p0fqlyTbNOV58SkgPM7qXndBfmNTHw/QWpXbzUjs42HZWSiczpZORDBG6jYpspcBbKfA2KqKNimilwFuo8BZyXDMlroUc10SObaPDW6jxTeTYRlJMAzG6kRTTRI5tpsS1MxBtdHgbHd5KS2ilJbTR4e0MRAcT2c1N6eamCAoxgkJMDw/bW5QqrP6StIHSdGhSy0BpOmj5MlKdByYXjTcQJuoJE43E0Zr80bqC8Tr8RCPxRSPpZQvlVQv1dSt1tov2oj63kR5fQYx57qB27+I+6funVOVvPn3y0ERPRkdD1NxAChFmm5/im4fypKUHFqT4knDPaenB1LQgAGlCkicF5cnC+tFQXoR4p4xQixRffbirZoydUoSNoreumJXSNS2R4yq3DqndOaxx70+1W78rXt0nd3GX4uW96tcPatz4TfPGb5rXDmpeO/j0+m/Kl3crX96tdGmX4sUdiue3K17YqnR+q9L5zaoXt6hc2Kx+afPTq9u0rmzRurLF4OZOq4cHnaSOOUoedZY85qVwJkzzarzBXaTxvUTDO3Dd61jjm5kWd3Ms7hBs73M8JKueK9WEPmG4PaA43cm3voEzupCgefK57CH7O9tNLm9SPQ5TOf6N8vEflP/e+OTEJpXTm1XOblc/t03z7Bad89sNLu8yvrbH9MY+q9u/Otw/6Czym4vIQa9HhwJlD4crHkVqnsk0u0F2EGG4StBcpEsC1KrDtKtCn9VG6DTHGVRHanH9FCge4iWhys2J+u1YY0GaeW+29UC2TU+mzUCBSx/eZZDgPEJwGi1wGMy2FGAMO5DaVaFKlaHK3IDHpeHPsh0lqhFWZXBrQoBusN5dd9WrNnKnde4etJY98fTmHtE/YWHmojNt+bNdhAUBeamfsjJIWxqiLQxQ5vvJMwLyrIA2K6DN9dDneuifGl+z1+qqBnkLgzxAaKA3A8w3g6z3Q4XTw7yZkZLZ0dLZ0bLZ0dLZoZLpAd50P+ddL+NND+W1gPxaQHzbTXzDJ73hkz6DNGdxuHBhhLc0Vrw8XrI8XrI4WjQ3xJ0ZYC+N8xZGufMja/HnhVHu8kTRymTx3DB7bpg9O8SaGWTOrHXx5MwOcgCkZ4dKvgbpubHy+ZGy2dGy2ZGK+ZHS1fGSD2NFq6O8lTHeykjh8ihneZSzNMJeGGUvjLKWxrnLE1wYmEcpPK0Smict3HoMUoylZLiJaISxSKSZeLSZeLiJaLSZeJy1dKjB/WgLiThLyVCjh6EG96PMH8FtZBKspcHkK8BaMGkD0BrAG5quAbZEg+1YCGvpxE8tSiAl28hCo52hBtrpriqAviCaneWhDhxzjpcmaN4pLHAn6BqW7fMUdCbJ9dPK89fO89cmBOnjA/UKnusWPNfFB+oRgw3IoUbUcBNyqBE53JgWYUqPNmfFWLLirNixVqw4q5JEx6JEh2KkQ3GSY2mSU3mKaxXGvRrnCfx0TaZPdYZ3VbpXVbpXdYZ3bZZvY97z+tyA2mz/qgyfcpxnCcatCO3CQzkzEmyYcFsWwo6b5MhDORenuJZi3ctSPUqx7uU4z8p079ps/8b8oBZCaDs5ooMS2UYKbyOFt5Mj2skR7dTIdgqYuBwDSAko2M2I5dNjumjRgL7QnOY2SkQrORw8gU+P6aRGtpHCWomhrcTQDkoEnx7dw4prJ4e3k8Hz/3XsoES2kcKa8SGN+YGN+UFNBUEthNBWYhikf30xcgT06Wu/AGjRfPraFxP+btClTmoUuEHAjBMw48CdndQoATtewI4XsODrjr0cZA8noZuZ0MWI6aLHdbPietiIXs4auT8X1L50nQaLsINF2AEeZoCH6V9rRZ7Sx0WD9fXi4QZ5aYO8jEFexkBhej83rZ+b1sfB9XFwYHGdhOG9TmCS5kAheCCuh4XuoCAa8DFFGQF0lHtepFWKjxbCSSnBXhbhIJfsKBdvKRpv+RBpJYq2l8S5yqa6y6U4y6DsH6U6i6W5iWf7yOBDnjDidItTrGqy3BoL/FrJIe3UiA5GTBcrgc9GdjLhbdSEFnJcCzmhlQJvoyLbaYnttMRWCqKZDG8iJTST4UCNFHgTKaGBnACOzQxkCzMRqJWVBNTGTgbr4Lydg+osTOniYbp4mM5CTBcPyy9KFZSk9ZZl9FdkgRaqfeWZ0DnomTpSmz9SmzfRSBhvIkw0EsYa8RONhIlm4otm0otW8ssW8ss2yqs26qsO2psO+utO+psO+usOyus24qtWQisbScX4uJkpiN44LHXvpJL0NR11cRszZV11UVdrlXS4e26yFxnjy8wIImEDyKnPyan+5FR/MsaXjPGlpHjTMT6MFB9qskdOpA3aRy/RTRPtpY3y1II7a3g+E7WUvfLszlGNW3/oi54wlTlnInlKT+SoyaPjJmLHDB/8YXj3d1uxE64y5+1E/ta7ulfv5j79O7/q3/lV5+Yezas71C5tVr+8RfPqNuWzP6hf2vT06s+aVzY9vfqzzs2tere369/cZv7gVwepo55KZ/3ULgVrXYsxvJtgci/e8BbS+Hac9gW04RWSsxjXW5LtKlLsJdoQJt8WpVDpJ0KxvZpjdD7T+EqK9uUAySPmF7c8+3uD8pHvFI98r3Jyi8aZnSqntiv8vVnh782Kx36S++N7qYMw8f2w+ztht7bC7myHie2HSR2EPfwFJr4Lpn70B6MLW6xu7HwuewJn8pDt/aQ85FldjH59rEEz3Kgj2bQVaVQdpUF1F+c9V6iJ1mxI0GtBGLajzLvQlp0ploIMa0GWTV+OzXCe/Wi+/XCubX+aeXeKUV20WmGAPMtXjuGryAhQrUwwa8G5VCbZ85D2/rq37RROGzz83eD+bwb3f5M//aP2nf0thNCPL8oWBdSZLsLHSd67HuLsAHVugD7dyxDurLk4XLg0wlsaLl4eKYG0NFy8MMib6+dO93PmRoqmh3kzQ4VAs8O8ueGSuZGiueGS2WHe9CD3XT/7bR/jTS/9dQ/tjYD2tpv8tpv4CdLM+UHO/HDh4mjJ0ljp0kTZ0njF8kTl8kTV0njl0njl4ljF/HDR/HDh3BB3bogLlVsvjpYIF4LND5WCfV+zA8VzQ2ua/5SZXp6oWpmsXhivXhivXpyoWZisWZqsXXxRu/iifmmy9uNU7ccXVR8ny1YmSlfHS8BPhOWJouWJouWJQnCEfY5hoC+OsAw3EY21kgIFZaDYG5jveBuZcBPReBsZuJ0cWARVZrFWUusgDdV4gxg4KBlbl3sGVBauAsM4PIYyzcAxA38Mss6gpTbUVRvAGKwLr6x12/6EZ4jQ+QE6+QE6pBBDYrABECnEEBCaHmlGizClR5oxoy1YMZacOGtIJYmOkMqSnSvQa5CuxnlWZ3jXZPpAnK7J9KnL9mvMe96QG1CX7Ved4V2Z5lmGdStJcSlGO7ORdpxE+8JkxyK0cwnGtSzVvRznUZHmWZ3pU5PlW5fj35D3vKkgqIUQ0koMbSOFtRBCwDl4CdRODgeL7eTwDkpEJzWygwL4Gt5BiQACL8H9rcRQcA8E6XZyeBctik+Php65TuC9zfjgxvzAxvxA6CtBgm4D6qJFdVIjIYGHdzNivgZpiOLCkO6iRa9B+jOBPmVfWPwSof+bkBbm9Nc0UIgbKEwHApAGghbXCZps/TUB5y3gYNqoyAZCXGlWCBPrlRdjk+KrneCsFGcvG2crnWAnhbSXRNiIrTlpe0m0s1SKgxTKXgztcB/r/CDdQyLn+WNKrDYvxbo6x72BGNDOiOpgxXRx4vlcBJ8N72TGd1Dj2sgxnyANgi5J7bTEViqyhYJopye105NaGSggkD1pZaLb2KhWDqqNi27jotsLUzp4mA4eprMI216YAl52FmG7ilO7S9O6S9MEZemCsvSe8ozeisy+yqz+quyB6pzBmtyh2jxwHK7LH6lfmwk21kgYbyJMtpAmWwgTzXigyRYCGDv4so001U5+1UF53Ul900V700V73Ul900me5tNed5CaGAnEZA9XU3nJO8cei1/QULxjbvDY0VrdUEPc3VoVF++am+hOxvjS0/xpuAAKLpCc6k/C+pFSfIhobwrKk4LyzI2xK4h3LIi2Sws0QXtpJzipBptKuWnedlG5ZSVz0eDh3wYPj5tJn7FWuGgpf9ZE6ripxDEn5fM+Gtc8n1xykz3nKnXG7dEpR9GjNmJ/WoodMX3wu96t3ZpXtqpd/Fn90mbNK5ufXt2ieWWT+qUf1S5ufHr1Z73b243u7zJ+sNtG8rDL4xPeahcDnl0LN7wdbymKtBRJMLmLNL0D17+CMr6ab3+X7vqQ5XK32OthfbBka4RU7fOHHMfrBSbn03XOI1RP+4n+YXnhF7U/vlM+9IPyn5tUTux4cuIXqcM/PTzw7f39sKubYde2wO7uhkke/ln2750Kp/YonzuoceUP/ZvHTe6e0Lt6SOq3765sgN3cBFM//qOryJFk3VssL8X6GMO6GP0WhPFAhr0Aa1UdpVEaolwRrloXo92KNOpEWQiwdgPpLsO57t04C366eW+G5WCO7Uie3VCOzUC6hQBj3JqoVx6hWhz8hBeqURKh1YSx7c72rsU4lqFdAg3uuahctFM4bSNzwlLymOK5nxXO/JQdqDvdmr8ooM72UFZGOVN8/Nte8ts+2kwfc7aPM9fPnR8oXBj8D55XRkshLY+ULA4VLQzyZgcL54eLZtdBeqRobqRofrR4bqRoZqjwE6dZb3qZb3rp7wSU9z3k9z3U6V7abD9rYYgLuAvwvDhZtfSiemmydnGiZnGibmG8emFkrQMJVLa9NFa+PF6xPFa5PFa5NFq1OFK5MFwxP1Q+P1Q5N1g2O1g0O1i4Vrw9XLIwWrY0Xrk8UbU4UbM4UbP4onbxRe3Sy4allw2LLxuWp+o/TtV9fFm1OlmxMlG+PF72b0ivCQYNkBaerhFscB+q7oZqvCGBFDWoIwMrIGaeYCub6PgYbicXbyMTbyMDroJuYhCkQRAb2lglvHl6zVILbXoGdjnN5Um6qwog11UxdwAAIABJREFUNJiTITwyEpr0DN0JwCyMbWCvc72f5nqvxzNknSlhxpQwY9DmkxpuAhpxAzYDPIN23IUJttx4G268TWmSU0miY2mSU2mSUznKBUC6KtUDBL0BpIGTBpBuyA2oz/Gvy/YD6xU4jzKsWynGtTjFpQTjWop1A2yuyvAGeAYgBGrGBzfjgwGev7gIrQuDE6wLsxlC8joJ8xV64DqBhwh/AfBZ0A3rfjcANoPfB+sg/TmhhSENCSx+taCMEQPGWfYVIvoKEVBLUeH8tLCglmTrNFiUAjTAQ4Od4kBfuR/Vz00V1kAhDmjdOqQeLvZrEnAwPVwsMNYCDqadlthIjC/LDmWlehfE2aUG6CHdVOBOCgmOcggnWYyHMtpFLslROtFBItlBEuUsjXGRxbjKoF1EU1zFsB5SGf5KhCgdFsqmLNuzmhDYxopvZyd0cJCd3MQuNrKDCW+nwduoCS1UeCsV2U5P6mAkgwqGTiaqg5HczkK1s1AdbEwnB9vJwXZxU/mFuK5CXBcPCzDML8F1l6b1lGcABoMjBGPA44HqnKHaPABjwGOA5NEG/HgTcbyJuDZXu4X8opXyso36so0y1UoRnuD7qp38uoMChvuCk7ddtHd8+tsu2tsu2tsuyrtOykRTXnl+aFqktZ2ehOSdY0oSl54q33Oz13Fz0DJ+KuFho4aNdc5GuFKwftRUX1ZmMD0jiJr2nJzqT8Z4k1K8AKSpyR5EhEtOuEWyl1asvXK4pVyAkaiH1m0HpUtW0qeNxY+ZS/1t/+Sih9ZNd+0brppXXTSueGvf8NG64aJ41lLsT5M7B43/2a9/bY/hzf16N/dpX9+teXmH+sVtmpe369zYbXjnV/1b+7Su71C7+LPK+Y3qlzZp39hudG+vuehBR7ljbkpnfNQvBen8E2suinKUwTpKo6zFsLZiaTYPMmzu5tndobk8KPYWqwmSbomQawmXbgh+VOpxn2B5Gat1JkbxuNfD362v7FY6+M3j3zco/rlF+dgvsoe33tkJu/wz7MLPsKs7YJe2w67+8u3tgz8/OLJT5K/dYsf2Sp48IHlin9atE2ai503vnzK7c9z01hHVE1sebIOpHIIFyRxle6u2Ia34KTb8FKuOZNNmuEFNtGZR4GOun0JFmHpDnH5jvEEr0qwLY9WFNevEmQrSzPuzrIdzbQGke7AmrYl6ZeEqvEClwhD10kjtJoxtZ4ZHRZJNXYZPuJmYp/pVd9XLDgpnHB+f1bm9X+7URje1y5306JU+xtIgc2mY9VpABJCe7WetI/TKaOnqWNnqWNmH8XKg1bEy4KcBO+dGvsDphbESwGngp98PcN71s9/1M2f66DN9a4FuEOUGvUeWJypXJquWX9ZAWpqsXZysWhorXRpbc8/AcIMtVasT1asT1SvjVRCqF0cqF4bLZgZ4MwPcmQHe7GDR7FDx/Ejp4ljF0njl8ou65Rd1Sy/rlqfql6caV141Lb9qWnnV8HGq9uPLqg8vKlcmSpeFnPTKZPHKJA8IBnllAOkg/XuBencD9e5C+6chSIP+oGCcZZixCCj5hvqfRFtIxFlLJ9jKAjzHWUvHWknFWEqCbPQ6JIMOoKCTifAiGKQB9jQDrwxNtQJIBiMpofSz8GzKL0Ia2GhA6HxfrXxfLSi+DQiND9QjBOkTgvQBpCFC0yPNAKTZsVbsWCsAaSDISQNClyU7A0hXprhVYt0rMGsVZJVpnhU4jwqcB6j6rsv2q8v2q83yBZCGrlakeVame0Fsrs32q8vxr88NgFi4TpCRhTgNUA2tQ4tAwjAWhi7khiGsfg3PQADwLYSQZnyw8E+Edb8VoM+CCL2O06BI7WthcIjT/3n5tf3TQpM5oOEcfGbs1yD9NQE2CxMaOOyvvoWF7mWn9LIxfRxMPze1n4sdKMQNFKb2sjFg/d9HTDc75YsCldV8FrqbnSLgYPgsdBsV2UiKK80OYqV64+NtccGGKB/NRHfVRPcnKI8nGE9VtIcSyvVxsoscylU+xf0x1lMp1VsR6yWH9ZJL9VXMCFTLizSgJNkWZniX5QU1MeHNrMQWdlIrJ7mNndzGTm5nJbezkjsYyQDPfHZKNwcj4GIFXGxPYWoHG93JSenkYPmFuG5emqAovac4o6c4rbfsC7YYMBjCsDCMAYaBAJiBAJg/sZk61U6baqe96qC97qC8aidDgsAM4RkSgPSbdtJIXVZhhj8qyMRGR1z2wUl1uRtaKg+ee5m7O2qbPJP0ttdERzlkxDvRcAEUrA8nO5SRGUzBBZBT/ampvvRUPwbWl47xZqR4ExOc04OME1zUIqzkg02l/A1F/HTvuqpeslM4bSl9zF7pjI/+rVBLsRBLsQCT++7a160en9S6u0/lynbVy9vVLu5QPLlJ8vA3skc3yh7dKPPXBuk/f5A9+oPC3z8qn96sem6b1rVdT6/8onFpm+r5zcpnflI597PuzV0WYofsZY65PD7lpXohUPtGvKU41lUxw1Ux1UEKZ/8o21E82/5Bjs0tsuPdMj+JpojHbVGK7VFyTWFSFb6iFJt/cHqX4p+c8hE9bH1t/5M/Nige+knh8BaZQ9vu79lweRPszAbY2U2w+3/tubR/8/HN3xzZCPvtB9j+b2D7v4Ed+h52bufGq3s23j74s9zJvVYSl0N1JII0HzqKn5LfB9M4BHO9sz/HSrwm0qAVadaeZCbAWg1lOdbGPOUFKNZGa3WhLbvQlu1JZu0oc0GaJT/dvCfdoj/LeijHZjDbuj/NvAdr0ozQKQ5R4vgrsANVisKeNqCtW1NdiuLNmnOfwx3kfZ7ecH1y0VLymIPCGXv509q39pmIH6nI8F7tZ66OcBYGGXMD9Nkhxswgc36Q8zmhAZs/TlQAAU4DS70wUvw5pGeHeQtjJUDClnq6nzU3wJwboINiMTAGY6072Ivq1RfVK1O1q6/qVl/VrUzVAlSvTJQvj5csj5cBrUyUr05WfXhR/fFF7ccXtR8ma1YnqlfGa5bHqpfHqpdGKyAnPfepxhs46dWphtWphpVXDauvG1dfN39407L6puXDm6aPr+o+TlV+eFG+Olm2MlEK4Xn1RdEnfdonDSAdbHA/UO/uc907ATq3gav+vO8YgHS4iSgId4PiskgzcRDcjraQgHZUw+3kkA4K8RYSYIcVgDREaIyz0rpplWAKFghlQ7lnSCADDSLbOGdlaMwzFNYWDneDsZIZbqrgPNf7aZ7PswI/7QI/7XWEhiANQtwQpAGnoUA34DQQO9aKFWNZjHQAnAaQXlOKaynKGar3LsW4lqS4gMJvKAAO5aor0zwr0zxrsnyBAJ4BoSE15D1vyHsOAAyw+n912NAlsL6O2ZDAY6EoeisxFND3a+FuYUgL64u2voUQIhxjF4a0cKIaQBqEuIXBLAzsL06b5jNjhcH8L2D/DyHdX5gE9K+OLhxQj/a5EgWsJAErScBE9bCTe9kpvRxUHwfTx0ULmCiw/q8jE9X1ya2uUzs9qY2W2EZLBMjsYCS3UBANxNjy3BBOmjcBYZ8eapzko4lwV4G7PYG7KcU5ysc7y8NdHyPdHye7K6I9lTFeT7C+T3D+qqkBGmmBWpkRhni4HTPVuzgvvIIc38hBN7IxjWxMEwfbWojtKEzlF6V2F+P4hVh+IbablyoowvUUp/WWpINWdNBLMDsEjAwZqgT549zhmtyR2rzRuvyx+oLxBvx4A36yiTjRSBAWWH/RTII02USEBC2+bCEDTbVSplopX4M00DpIv+kkv+0gjzfmFmcHpoSYORpKq0pf1ld7aPhMIsTP2sXuqZm29HNX3eQIu7RYB2ZGEDXVl5EeSML6EdGeBJQHJcWbnurHTPVlYH1yom0zw83TAo3QPjrxTsrPjcVcVK9Zy532fnrFU+OC17NLQSa3o+0lo+wkfA3v2Kqd15U4rHxrl9S5HyXP/qRwaduTK7seX9gud3KL5JEfJf/Y+Oj3H0QPfPtgH+zOLtg/O2DXtsKk//xB/vhPKme3qp7b9vjET3LHNjy9vMv60VEHmROuiqe9VC8EPLsWZfIg2UEW6yCLtnmUbPEw1eoBzuIOzuRavvUNnqdITZB0Y6hsR4xiS4RcuZ84zeF2tsmNxKcX/CT+sri6V/3YVqXDW6UObhbZ89O1Ld+c3QC78BPsys5N5/ZsO7z1x73fw3bAYFtgsC0w2FYYbDsM9gsMdgAGO7kFdmE77OoOmORf22wlLiFMH0ep3bS6uFN+F+zZEViCxqX6GOP+dKcutOVorktdjDbXX646SkOAtepPt+tCmzcjDQey7fpybAaybQZzbIdzbQezrftwZgKMcQfKsDJKHYS7y6J0mrF2wEnXpHllBmiHGYt4aVyzljxmI3XcVem8mfifFlLHmEi7hW7KUh99RkBeGmHPDTNnh1jzg5yFQd7iUNHScPEXCD1ZuaZPqAa9NueGeGBTFiTI+IJ+nJ+acbKhQu6FIfYnSJesTJSuvqz8MFW1MlWz+qp29VXtylTNylTN8svq1cmKlYnST1rr9PnxZdXHV3Ufp2o/vqwTRvXKeNX8cMn88NoMq4XRsqXxipXJ6tUXNR9eNX541bj6uvHDm6YPb1o+vGn58Lb149vmD69rPr4q/zBVtvKiZHmyeE0veKtTxatTRatTRatThTCoGygIdEOQDtS7G6R/L9jgPtTcG2psAk4AiYG9jrOWTnR8HGctDfLTCHt5hL18kpMi2vUJFOuGpmChHBQwzkoQpEFLMmCjU5wUoayzcO8wtJ28MJKBb4aM8ueFY7neT6E8dI6XZp7Ps3xfLQDprzlpQpA+KBaDOE0NNwFpaSjuDVw1CIAXIeyLEPaQnwYqSXYqSnQAm6dLUlyKUE7gHOyiFhbgdFW6F0TodYIWAbbX0fpzM73OZwNkthJDP38LuAqeJmy1/2tIr/Pi0Id+zdlDhF7H6bVaNkokOIHy0MIhbuHQ99cgLRziFg59fy0n/TUJI1nAgv9fxWfA+Qwkn4HsZiZCErCSwOI6dTKQ7YxEkO5dJ5AJbqUiAafb6UktFEQ9Ka6qILwoy5+c5JQRYZrkpxXnrhrtohzlrBTuIBft9Dje7QnCSyXZWw3tq5Ea8BQXqJURbpAVZYqH29Ex3kX54bUsdHt5rqCW1FtPE9RS+NWEzsoCfnled0V+T2Vef2Vuf3lOf0UWNLwLzOwCrcVHa/JHa/LHagvG6/DjdfiJesJEPX68rmCsIW+iHj/emD9Rj59oKphsIEw0FbxoJE424180EieaCibq8WMNeeBOcHWygQDuh47QOjiC904246faSF8MdwtzGhjr1x2U1x2kqZb80fpsXmZA0nMjW91HKlKXDDVETXSkQ/1tnG01bY0Uo/zN0VEOuBh7dlYIPdWPjPHNS/LITnDMgTvhE93IaC9aihcN5clAe+TH2qYFGiV5PouylffRu++sctVR6VyA1vVw41sJ9uIod4V4Z1kfg9sG0n8p3NipcGO3ws09yrcPKN8+IHd5j/jprRKntslf2C19bJvsX1tl/twifWSz5B+bRA98d3c37J/tsFu/wB7sg8n89aPSqW2yR3+SPPyD2vldlqLHXRTOeKle8H969bnW9VD927HmokgLMYTZA5SlSIr53VTz21mWtwh2t9iuD8p8H9UFSrdFKTaGy5f7S9KdH2Sb/YNQv+Apcsjw3A6N49vkDv0sunvj7R0brv78/fmN31za/MO1PTv2fgvb+f03e3784dfNP+3btHHn97Bd38L2b4DtgMFO/rJB4vTvMqcPXN8J+/tb2LVtMMWjW2LV7ic9e+D14KjqQZjRqY2Z5iL1MYbVkTodyeZVEZpsX5miwMdNCfoCrBU/xaIJqTecZz+QZzeYYzuYYzuUYzOQZdWHM+tOMWpPNqiK1igLUysK0ywOf9aYYsPP8qrDOrHjrZlwW5SLcqjRQy+1K1YSR22kjps8PGQvfzo3WP9NY/Ysn/Smo2BxiLnWsevfTlo4yv0vTk9UgEXhhtigJzY4AUVeANJgssXcEG9mgA3w/EVIr76sXJmqWn1VvfqqdmWqavll9fLLSmBwvwzpV3XCkF6dqF0ZrwI5bJC9XhwrX56oXH1R8+Fl7TpIf3zb+uFt68e3jR/f1H58XfFhqmz1ZenKi5LlF7yVl0UrL3kfXhV/eFX84RXvwyvefwrHIEgDTgMF6d9bB2lhMMfbyIAmJ3A7uUTHx8BJw+3kkpwUEfbyYHFdEhpMvsK6KKMdH4N+3SAVjXJQQDs+TnFSFHbSwmYaBLeFy8RAsjnbU2OtbFuIyrneT0GNN8hDA0hD4W7hejFhPw3ViwEnDXEa5KfX+WkwLhpwGqgY6cBD2kOQLkY7A0hDfUPLsG7lqe5QDHyt9jvT54uCCL3OXgufC5Mb8BKsgFozAMsv3vm54f7vSDhsDv0sWGf0IVRDeAbZbgjSHZRISADGAmZcDyteuFhMuIjsa1u2hIvFhIvIvtaR9Itt0bqZYKdWfBcrrosV18mMBepgxEDn/9Za4y3Qs1pY0Pq/REe00ZHAMX+uVioSpIchb91EhdcSI0pzA+hY99x469Qwo+QAPYS/HsJfLznICB1ihA03TY0wS480zY61JCBsqSgXdqY/Ly+smoZoLckYaKJP9VbNjLctvBLMveS/H29/NVA/1l023MoZaGL211MH6ymj9eSROsJIDX64umC4umCkBj9WRxyvJ002EF80kj6J+KKROLUm/Ium/KlG/GRj3suGgsnGvBf1+RMNudD5eH3ORG3uaG3WWHX2cHXGWHX2SE3mWHX2aG3WeE0OdATvEj5O1uWN1+e8bC542Vzwoikf6GVzwatWwqtWwtsO8tsO8rtOyrtOytsO8pt2EqjrnmzMGa7NZKV6R7s/NVK5LS9y2kBdxFxfLiLQ3s1By93mKTrGNTXOBRdjz80Jo6f6UVN98cnuOfGOOfGOBKQLBeVBTfYgJ7qV5QRT4E4YX+1YB8UQk0feWnd8tG4F6N0J0r0Jt32E836S7PbYW/eWrthh6cu/iJzZIn1t36NLe0TP7753avuVQxtP7oKd2Q27duCHBwd/Etn/o9iBTZKHtsr9tePx8V2Pj++SP7b9/t5v7u6Gifz6rfSRTVKHfxQ7+J3c0c3a1w44yZ32UbsSpH0rSPtWsM7tKJMHSAuxZCsxnL0kxuJemuVdopMow02U4XSX63a/yu9RTZBUfahsdZAsw+UhzuByiNxRq2u/aBzbqHho46N939/75bs7v/z0z7afLm3acP7HDae3bNr9LWzPjz/8vn3LkV07Dm75cef3sN3fw3776dt/juyTuvCX5u1TundPaf/zp/r5vY8OfnN9A0zt0MZwueupBhJeD/7UPfa90809OOM7vAAVfopVT6p1W5JhVaR6bcxTQarFSK7jUK7DYI5tX45Nf5Z1f5b1YLY1gLQAY9yYoAUKx9iBKqznKlUI084Mj8Y0V3ywflWad4a3Zoz5o2gTMUfZU5Zif5o8PGQjcyLRWXG8EjsvoLztxC8MMl534ecGmHMD7PlBzsIQF9R1gyGPQNDwx48vyj9Oln2YKP0wARLGawXYYCsUEOipuThatDRWvDRWvDDCAzesg/TSp21XKy/KVl+WL0+Vr7yqWJmqWp4qX35ZufSybGWidGVybV/WykTp6mTZvyA9VfvxZc0nSFevc9Kg6Rhw0qtTDQDSq68bhZz0GqQ/vi5dnSpeeVn0SbyPr0s+vi4CgoFabqheDMpJC0MaGocF2Axqx0BOGnhruJ0c3E4OxMOBhwa3RX+Kdf9nmJWdXIqTYqrrE2hyJTgBhE5xWqMyVL8NKsJAsRjOWVk4sg2SzV9z0hCehZXvq/W1wjFQ1E0JM4YC3RCnIUgLZ6ZBHVkRwr4Y6VCMdChC2PPgdly4bXGSYzHaGThpwGngpEHbE0BrgOo1Tmd4Q6pM9wKqSPMEWIXADCTssNeFxwGhIYpDnIZugDi9zvVCnIb89BclfM86SH+OfwjSUEnafx/S6xz21yANuedeLlx4FvVXOp0lfA3SXawEYTZ3MGLa6dFfVyyEZ2j3eQslpoUSs47Za/fQ4a00BIDxOgH3DAjNZ6fw2SmdTFQrI7GWGFGWF8RO9yYku+QkOGTG2afHOabFOxKwvmvCeBEwXvQ0v+L8sEpKbGtJRmd1wWArc2qgZuGV4OPC+McP7z5+mP74Yfrj6tuV6ZHp8c4XvTXDncWDLeyBJvpYC3O0iTrWQBmtJ47UEQChJxrIEKEnGwhALxsILxsKXjfjXzUVvGoqmGrMf9mQ96I+d7IuZ7IuB5xM1GaP12SNVWeOVKYPV6QJa6QyfaQyfbQqAwi8a50marNfNuRNNuZNNuZNNORONuYBTk+14N+0kwCnhQk91YJ/1Vow3pjLSfONdNXQU7whL3LaVEvC3lwlOsTJ01nX38UgM8kvA+EBQZqdFUTB+hQgXfORzuRkdzrGm472oia5kuId0oMMkz014S4qUVayfrp33dWveapfDTW4l+yokO6lHmkhaSj+t/jpbSInt0lePih6/sDZ/Rv2fQfbBYPt/Ra27zvY/u9hf/wAu7wNdvVn2LXNsFs7vhH99SeZIzvkj+6SP/qL/NFfRPZvuLcHJv7bxke///hgH0z0wHcKx7faSpzwfHIxWOd2iO6dUL27MaZiKXayGS7yOHvJZJNbWLNbJGcxhpso0fofktV1nuv9Uh/RuhDZulBFhotI8rMzng/36p/eqPg7TGrv/6HsvKOiOrtwP/nSo0Zj1Jho/JIYY2Ji712xICogVUBEiiJFeu9dpUrvDJ2h9zYNmBmGYYbee2f60BSBqef+8cJxgvrde9d61llnXpDwV348ez97vwiZrYhLWz65su3ry9s2ndz41d+ffrL3E8TuzxC7N3z2y+av9mz6Yvt/EN8iENsRiF+/RuzfgLj994+mt455Prgab66SbKlsf2PflQ2Iq58jtHZ/7nLx9+dy/1id/P7JX5/5K/yO81btijOezLEdybAg+qtWut2ihGgOpZmNZVuPoiwGs8yGM81GsszHsy3GUOagJ90apUMO0SAFamBf3K/2VWuINhrI9ujJ9sjzedSe/zLDXSvE6HqclYKb2jEruT9s7/5lJrv3ldktOjlZMol9O1zOn0TP9BWuTKKlOS2YrhXS6z7M6f8bpN+uzla9g/TbCdwHIQ2+R8gmiTj1Qh4ZloBbz+cQRGwCDGnAaXD15IchzaKsDXCvH8H6aE8aQHqG/L8gLT1/JZ3uBhVvQGg4PgYu3oCj3SAaBjeh4VC3tKT7zbCS7JTSnNWTHVQSbe8BeINrK9Oc1UG5G05rw4LPpdNhwEwDSMMNabjcnef5sNBHt8hXDxS6i3z1Sp4bwAYa1LeBewaSbkiDCenSAEPpBJm0ga6NsQGCOU2Mtyck2INVJ3DFGxS9wT0cMLxhWtenutSnuQKR091AwBuIlOpSn+ZKyfQAgTJatjdw2DCqwUfpavk62w1bapjfLe+WoAVIV8Vh6L5fLYdL3B8Lh8P/SvqPAPifwzNgANhdJYHS3Wg42v0/9DFC91WF9VeHw91o2FVLryeT3koG70Rbt1K0uzK8uzqiBx3Zi4nqxUT1oCO7qsI7K8N60JFA3dUR0uqqjOyqjOyuiuquiuqpjgbqRceA8/cU3VkR01kV341O7MUie7HIHkxSNzqxqzphmJAxVJcurcHatMHa1F5cQnt1ZENRMBb1vCLTF5v/ioJGtpFyhtoqBtrKe5qKWwgoChrZiEnqIGb20wpYw/WzUy382eE1PC9C4mVI+BaSrEDiRUg4B61wl2dHuOPNU321Uz1YRg+W1Y1md6PZ3WhWVzWns5rdUcHuqOB2lnM7y7ntpZy2Em5rMaelgN2cz27O5zTncpqzOc3Z7CYUuwnFomUBMamZTGomozGDTkmfIqdO1qdMkJLHicjJ+pQPik5JZzRmMKmZLFoW+FHsJhSzKYvblstty+W05nBac7htubz2vJmO/NnOgvnuovnuooWe4te9Ja97SxZ6ildP+konaVnE3JcvrFVUrv2lfPPQU+2bxnp3o0JcXvnbRLy0TY5wyUnwzE9wK0F6ojP8KtO8SpFuhfFOBXGOpQkuVSnu+Eyfuiw/fIpnQah5ort2hLVisOkt/6fXA41vhpvfTrJXy/HWS7TTsLh7RPHwDtm/t8vs33F898bdXyC2f4LYhlh9bkMg9nzzyeFtX8v+uk3ht+0Ke7+X3b3x0vefnt+CuLrjc7k9mxT2blH643vZ3V9f2YG4sgNx5lvEmW8Rsj9/9uTCblfVoy91L/pqnw16fDXZQSXTSTXu2Y0069spZjJIo3PpxmcLLC6U21wstThTbHqsyvo0zvkS2fdundfdLKPTHjI7Hu1DKO1CyG5DyGxFyP30lfyv267t3Hz4C8SB/yCObPpy75eIvRsRv21A/PTp6u+5A4H4GYH49RPEqa0Ia7mDgTqXPRX+TjG5Weqs5q/wz+1NiNsbEXc3I578+bXL5V3Wpzf7yv2M81ZuCnvUhzTujHtc46dQ5S5LDdUcSDEGbB5CmY+iLMayLcdQ5iOZz4ZTjQeTn07mWJNDNKhhOkUud/Id5RqijaixFm1pTphwc3KyS0umd9Djq25qx/z1Lume2W55a5+n1qkAQxlCsrNguBKi18z1Fy0MlQrpONAw5k/hhPQaEaNWzKwDkrAIYmadiFELBE4gNlF6O9ibkco3I5VryW3Mv9vPqzuxlydwS+PYpXHs2zHM8gSGP4XjM2qErDo+s1bAquNzCAIuUcgjCbhEIBGbsDavXCdiE8QcooRDhrgN4ALKNb277WplmgDK3e/3pKHZdmi+A5rvgOa7oPku8VyneLZNyKUIuEQ+h7DCrltm1S6z8Mss/DIbx+fWwELABnqdh/bVvQA7aRAfgxeefBDS0dYKHxQod4MNoLB7TrS9l+qkluygkmSnBMajQUM61Untg5BeLFLAAAAgAElEQVQGYbF1hIbr27CTlp62WgfpAu9HRb56xX7/CovBregS/yfSfhrMTIP1JsBVw+XudYNY4B2mdW2c7eo+skR7UOiGi94wm6VL3+Q1Qn8M0vBQFlBjlieANOC0dBr8fW8NOC3txcEJ4Kj0uzTI14F2XVLsfwTO33fq0pyWKn2vbjsBZnpdjuwDqgr7HwKchtVfHf6xKvf73nqgOqYPHdNVGdldHdFTHd2LiepFx/SgI7urorqqwrurorqrI9Y/q6JgQsOQ7kXHfEzdmLgeTCIITvfjU2D14ZJHiJlAo6QsKWUOEVJ6axLb0XEtmMR2QsZgazlrhDLH7FyaG16aG37DG+Ax2hmjFNYoeX66eYnXJXg9Ino7Ba1wIdE8JHkLQQJILJKIhZBEDIlXINESJJxbWZjgTLZM9hEmevCMXjyrG8vqxrK60ayualbXO0hzOso4bSXstkJAaFZTHouWzaJlManp7MZMJjWdRclgNKYxG9LplFR6fepkPXKalDJBSpokIMcICRN1SaN18ZME5Dgx8f0nvT51uiGFRclgUtO5NBS7KZNLQ7GbUJzWHHZLNhDgNID0XFchgDSs+e6iua7C+d4SZltefX6Aj7mi0tX9anJHzfTvWjxVDvKz9vcxC/WzSgpzQsW55ye4laV4YzKfozN9y5LdC+Ic82MdShOcqlPcsameuDSP0iibjOePo+2Ug5/J+T+9/tLwWpDJjUhLBaSDRqrzw5e6spon/3v1l03X/thxZvd3uz9F7PwE8eNniB8/+2THJ4htCMTOTxG/bfrqyPZvNY//qX96/5NzB3RP/q7+967b//32+o9fXd3xqfxvm1X++v7evq3yezfJ79109QfE+e8QN3d/anb9dy/NU4EGV17qXnz19Hqqk3qOm1aqrXy6zZ00i+spJhcyTM7lm58vt7lYYX2+0uoM0e16vcdNsvcdkpd8hf21GK2/rU5tVNmDUNmDUNv7ldLejTd++PLkBsShLxDHvv701JYvz//09dXfvpX9c5vsn9uu791y/ffN8ge2qR39QePIjkfHd7jI/+OvdsRX/o+UJ+fL7G/HPThhdeKHR799obwd8eC/CP0/PtH4GfFoH8JVZmu2xblihytEf+XOOP3eJMPuhMeDqSbTBXY9SMO+dJNRlAXoSU/kWE7nWDHybMZRlg2vNBtDH5a4yec7ytVHGjbGmLekODRneDamubdn+0WZ3XZTO/ZS96LB+Z1PLv5keWufg8rhPP/H3BYUxCaKp3HL41XLE9UAqIJpPMxjmMoA0kJ6jTS/BdN4/hRueQLzdqx6cbQKEPp/QxrmtDSkVxg1fGbtCruOz6kVcIkCbh2fQ+BzakXsWhjSgNMSDlnCIf+/QFq63P1BSIvm2oQzNNFMA3DtfA6JzyHwOQQBt07ArRPwasETAW8pWbfVRDo4Ju2zAaQBm8PNb4Oid6TlXVDx/oDWetLwZjEgUNwGrlq63A3Xt2E8S0t6P8nqcpKP9KRBqFsa0oU+usV++gDJAM8A2DC2pYNjFcHGYCILTnpLt6XhQSzpAnhNtDUod9ck2MGCaf1BQpPTXEmpLkDSqCanu8GQpvy7JP4+oQEaP1YGlwa5dGNbOo8Gl9bBT4MzZf8DzO8H1t5vkMMjXtIJMun1ZNIbyqTL4P9SZejHBHMavIDFah8rd6/bIt5bEbm6MLUysrM6qgsd242J6cbEdaGjwVWJ7z+70LFd6NjO6pjO6hjw3o2JA+rBxvfhEz+oIZCprlsNVw8RM4ZJmfAqLngDF1jCNUXLm6Jmj5KzBuozR5qLucNkwdwQJOZC0AIEvYGgNxC0AIlnJSssyTIdErEhiAdBcxC0AEGLkHhJIuZDYgkkgSAIgiQQJJZAkACSvBW8meJMtY/3Eyb6auh9eGYvjtmLA5aa2VXN6qrkdFay20vZ7aXs1mJmSz6TlsugohiNWXRKJqMhhdGQzKhPppORdBJyuj6JTkJOkRLHa+LGamOln2P42NGamPfPwXOamDRdn8Qkp7AaU7nUDG5TBo+WyW3KZNEymE2rYjVnclpRvPacmY7cua78ua78+e7V24XnuwvAyUxX4UxPCbkg0PnJTfmLe7UUTtkaqzhYaHk5P/VxexrsbR4fYp8Z45oX71qe6oPNeoHL9KtAuhfG2BVE25YnOlenuKOTXdGJzkVhFineOhHWikEmsvBmiGjre0gHrTBjRbPrh67t2XB259eXf91xeOvGrQjETgRi74YN+zZt2v3ZZz9+8sm+TRuO/bTj/J6d94/+bnBmv/m1Yza3TlreOPH47B9qB364/cs3t/Z8pbhvk/zeTfJ7Nyju23Rj13+u/oCQ//0rZ6WjLx5dCH58PVBfJvKZXKabVqH3o2xn9VSrO2nmN1NMLqUZnUMZnykyO1tudQFte77RS47mc4fifafe6y7ZR7HSUTZMdd/To58bHPzS+PQO3aPbb/306emNiAtb/yOzc+Pl7V8q7Nusfmib9undj879V/fMHt0zewwv/mp+ba/Njd9tZH51vP5fz5t7ghT3JuueyH92Ic/0cr7Z7WzTu0U2SihTWV+5X02PfGZ2/FP7C98k6B8sdrjSHKE9kvlsLMtiKM20P9moP9W4L8VoMMtsItd6Ms9mIsdyDGU+ibKYyrYcyTBrDHtAeaVd5qFY4HS7LlSfEm3WmGDdluFVHWpWn+iUYHPPQ/VYiMFVu9t/6p3dYXrtl2c3f3tlKtteHCAZx0BckoiOW5moFkxjhXSciIEXM2vEzBoRAy9i4MEJeBFMY8H3gEPhNFYwheFPosElGbBWJqqB+JNo/iRaMIURTGEEk7iVSTwM6aVx9Mokls+oETBrlxnYFSZumYVf4eD5nFo+t2aFXbPCrlmDNNCameaSxOx6Mbv+fVSvTVTXg+AYgLSITQWQlswBTneBcrdork081yyapQpnGgU8soBHEfDIAh5ZOFsvmCEJZgjgiQCNZFDK/uCKsXUUB5AGbAYJMgDpKCv5fxnoNUiv21UCkAyoDIMZBjbSXvl9Dw3HxKS3ewI8wz1p6RMY0vleOkW+etKQLvLVkwaztKQXjcFt6apXptITWYDT6xJk/xqhjrYCkMbF2QCB0rd0rXtduZuY4gyWmUijWtpeA2MNt6thWsMryQBr4VGuddVv6c1lAKXAi0uXxKX739JOWprE67JjcOobrpPDP0faWMM7T+C698fWiH5M/wPS0gIbTztLgwB9gXrKI4C6y8LXfQTqLA/vqozurI7prIrrQsd2Vce//wQXKQJP3IONh5+9uIRebFIfPhFcrThYmzpYl7z+WZs61pA9SkaN1GcNkzKHSZmjZNQ4JWcNyfnTTQX05kJmazGrrQRgktteOt1UMN5UzOjFv2X1QEI2BL2BoCWxZEkCrUDQCgQtQeIFSDwPSebX4L0IiZfEohWRSCIRQ5AEgiSQRAxQLYagJcEigzPVPjFAnOyvpffhGb14Zg+e0QP76UpWVyWro5TVVsxsyac35dIbs6YaMqbI6dOklClC4hQhYYqQMFkXP1kXP1EbBzSMiRzBRo1go0Zx0aO46DF8DBD4+L4mauOmCAl0UhKrIYXTmMalpvNoGdymDDoldboxdboxlU5NYzZlsFuyuG3ZvPac2c48AGlYc135s5153I78+f5yYu5LC63zt8/9oqN8zt5UzdX2kZu9gber4Stfy7hgu7RIp5xY59JkL3SGX3WqV0m8c16kNYA0JsUDi3Stincsi7LK8tOPtVcJNb8DBlBDn92KtbqXaKfupnZe9dAPl3/66uLuTed2b/1r4xc7EIh9GzYe/fHHIzt+2PUJYisC8cuXnx7ZtuX49g33/tqpdXj3k/P7rGSP2t4+YXbtoM6JPcp/brn9y1cKv2+4tefzm7s/vbv3y9u/fn5v/wb9s7ueP7z4UvfiC51LAXpX46wUcrx0inx0s53VUyxvp5rdSDa+iHx8KkX/aNbjI4Wmp6osz5GcrzX73G32U6R436G9UG7yVyuxufJKbZ/tpa02l3cand6h8dcGxb3f3Ptjy719W2//8o3Svm80/t6oc/x73ZPbdY9v0zux3fDsTrPLP9tc3eMm97vrjT1+t39JfHg0RfdImu6hMstrSY/O5JjJ0UKMWyNMc8xlwu7vfyG/y/rsZz63vy92vEwN08D73cV63+mI1RtMNWmJ1ulPNe5LN5Gekx7PNBtJMxlKM22K1CEHa1V6Kxc638EEaFOizUjRZm0ZXgV++jXRNjleOi+0z0Uay/ppndE/vd1O/oCF3D43zZMlYabcFhRErxFP40RSeJawamFOr4M0fwrzDtXTWJjT4PYqQOv/d0iv0PECJn6JjllmYJZY2GU2boWDX+Hgl9m4ZTZOxF4ltICJFzBrYU5/DNJrQ1/vIA160iDdLZlrh0ewRLMdork20UyzaLZJOEMT8KgCHlXAowhnGkWzFOFMw6pm6xHrFnQDuxxgKLMO2PBObzhEBtAOgmNgSBrUvdcBG1SzgXsGNe1kB5UUR1VpPEvrfTzDE8/reAzb6HV4Xt0s5qENQ7rA+xFIjRX56q3LdUuXu6VPPjg2DZrTYBxLOkEmDem6eDt8vC021hoIH28LzHRtoj0QHPleVbITWDomjep1tF5XCYcFOtaAx3BJfB2qwQvoRgOaAscsjdL357ukU98fXFcivY70g5yW5j3spwGk19noj3ro/+mkwTZyWIDQHSWBMIC7SsOkBZ9Lq7Mssqc6vqs6vqs6oas6vhud2I1O6MEk9WKTerFI8AQXKfbjkwdqUsF1igM1KaB/DC5VHKpLHyakg2L1e8+sKVr+RGPuOCUH3lwNwMxoKYLZzOko43aW87oqeF0VC71obkcloxM9M9womB2FRPMQtCKULPMlAj4kFEFiESSGIMEqraElSLwokSxJxHyJRARJIAmsVVqLIcnKyutp1kTrxGDd1EANo6+O0V/D6MUzVv00mtVTxe6uYraXMFuLmC3507ScqYaMCXLKOBE5QUiYqI2bqIkGGsdHjeOjxnCRY7jIEUz4KDZiFBsxhoscx0eBb5isjQFffV/gq3RiPLM+kd2A5Dam8KipXGo6nZw8RU6ebkihU1KZ1HROcxavNXu2PXe+M3++M3+hq+B1d+Hr7sKFroL5zvy5rnxOe97CQAUmzdNQ6did878+Ujlv/VTJ2fqhh+OTl97PIv3t4oLtkl7ZZkTYFSa4lSd7lsQ750fZ5IZbFkbbViY6YVLcsEjX6gSn4nDzTF+9OAflcMs74H9lkeZycTaKMZaKJtf+kP3tq5u/bZT5dcuRLZ//8RXi780bTu/aefH3X07+uOOntUbvb18g9n2O0Dy+R/vYT49O/vz43G+GF37XPfWz6oHv7vz2hcqBb9UPfqew78u7ez9XObBR9e9ND0/ssJb7K8jgmp/2BS+NM4H6Mkg7tTwf3XzPhxn2yhm2ChmWt1JMLiUZnETqHs7QP5RndLzc7HSNzYV2P4W+ILVmn7sNXrdpL+4RfeTLHK4Gqvxme+U7vSNfPjr8tc6RzVoHt6gf2Kzxz3caB77WOfSN/rFvH5/Y8vjUNuPzP1pf/83lzn7X2/tCtU680jgco30k1+xKusHxFJ1/qhxkcR4qFc73GoMNRtLtJrMdmYVO7TG6yU8POV39Kt30CMZbttD+YpH95bboR+xiF265e1+KUSfySQ/ScDjTjFFoxyp2mM6xGkkzGUgxbo3RIwVqVHor5zvKlfmoUaLNasONe3JfFL98Qoq1x4aahz2+FmF4I1Dn4qMTW23v/mWrcMBJ7Wiat/ZkPVIyiRVOYiBWLcCzhFULsevAC+A0TGsAaZjToo9w+mOQ5k/VrEzUrnEaQBrLZ+CkII1Z4WBXONhlNmaZjRGxa4Qs/Bqk8QImfrXu/W4uiyRikWGBnScCBlnAIEtDGk53A0iLZztEsx3CmXYhr0XIaxJwaXwOVcClCXhU4QxNNEsVz9HW1Li+3C3de5beFQoXvWFIA+cNSt9gFmtdiAxAGrbO74asnNTSnNXBqDRsoAG5UxxV10Ea3lUiDel1WpfoBoQGK8bWQRrMSYNo9zokw4u73yc07KphSKPDzKQ703D1GxtlWRNrAxMaG2sNzHRNgh0+3hYfbwvXwGFa1yEd6/6NanhLaP2/i+FwJRyW9LYyaYe9DtXS3WjpGa33IQ2ntd8vaEuXsqXD3h+E9Ps/FvbT/7/l7u7ykP8hGNKwk+4sCZWmMuyegYDDhkNkvVWxA9jkPlxyLzalD5fcj08bqEkdrM0YqksfrM0YrE0bqsscJmQME7LAdYpg0QcQmDOeaMgBmqTkflD05kJ6c+F0U8H7bIbxDAg901050135ph8/14ObGSC8ZXRBb9kQtARBQoFEvAxBKxDEhyAhBIkgSAIJIUi4RmsBBIlBhVsigcQiSCiAJKJVSw2Jlt7OTTDGmqcG6uhDddP9dYy+OmZfDaMXvwrpbjSrp4LVUcpsL2a25E/TUFOUtPH65NG6xLHauPGa2HV4lhY4BwAGAifvC3zPNCGOQUpgkZPYDUh2A5JFQU6RkibrkVPkZABpbgtqpi1nriMPxvObnqI3PUXgfb67YLazYK6vrDTe0UDhsNLV/Y9Uzps8krM31/RxNQ55aR0X4hwTaBP90iwpyDw7yqEowTk3wiY3wiovwqooxq483qEqyRmT5IJBOqGeGyS6aERay4db3lm9bsBcLs5Gwd/gsvaZHVd2Ia79+sXl3V/9+RXi702fXvtjz9Xf91z789fzv/xw4NtPf/8KcXAL4syPX57f9cXDM3sentipdeQHraPbtY5u1zj8vcqBbxX2falyYKPG4c0qB75RPvCl5tFvNY9+++j0Nuvb+4MMrvk+OO/74Hy4sVy6s1aOp262i1aGvXKOkwrK5k7asysphmfSn5zIeXq80PR0udnpWpvLXc/vjYRqdb64R3K9TnK/Qfa9Xf9CAWV+2lv+R8Njn+oc/M/Dg1+q7f9U7c8vdY5ueXxii+GJzYYnNj85/u2Tk98Zn91ucXmX3Y1fHW/+GqRx9JXG4Qitw+lGF9KenMp8chLvcY8WrFvrd7/WT60hSKsj1mA007wn6THW51ac3h+pxoeKHC5Ue94od7le7nKdGvpgItd2FGUxkPlsMN10LNuSUWhHL7AdTTftidcfSDHuTHhS91Kt0ls51162wE2REm2GD31KjLHNcNWsDDSuCjIJNZAJenQpRO+KyeWfH5/9wfL2Hw4qh5HuGlPkZGgazx+vljBrJMwaQGhYANUwreGKNwxpWMJpLMzpj0FaMF3Ln6yDIb08gQHXNi8zMCvMVULzuTg+F7PCQa9w0CIOTsReJTSfgeMzcAJmrYBZ+zFIr6G6QchsEDAbpCEt5rVKQ1o40y6caRfy2gTcZlhCXpNoplk81yyZb1lTEwKudcPl7ve3ecPZMfAlwGb4qul1ThrgebXWbXsPTooBgV1jac7q6S734ewYnBpLd7n/vof+1x1WUgNX68au4DkraUgX++nDkAZLx6SdtPSQNEh0f3A5KCyY0OgwM+kFZPCGE3SEOTbKEhNjBfCMj7eVrnt/gNBJDrVrnF6HahjSMLkBp+EZLekyuPT4ljSq4TS4dLtaGtjvZ8rWrU+BK+EfDG/D8e91GfL3/wiAOd1RFNBRFADu2F5X+v6gOkoCP6iusuCusuB1nO4uDwF4Bjzuq4yCs2MgKQbC3sPY+FF84lhN0khN8hghc4SIGq7LHiZkjRJzx+pzJsgFU40Fo8TcUVL2GClvnJw7QS6YpORPUYqmGgumqYVAdFoRnVbEaCoGYrWUflhtJfC2aljrPsL7MnldFXPd6LmemoVhCp89AK3MQpIVCSQWrrpmaAmCliFIAEEiCBJDEgkkgFYlhqBVDy0WQSIhBK3VvSHB4gJ3ZGqYOtlfyxwh0gcI9AHCmp/GMXsx7B4Mq6eC3VnG6igBkJ5sSB0jIUfr4kdrYgGk3+c0jF5YMKc/KBjSdGI8g5TArE9k1icyyIlTpKQJUhKANIuWwW1BARsN8LzYWwzrTU/RQk/hYn/ZbG9pXoSVgcLhB3eO6qpe0FO/Ymmk4uduGhZoF//KJeKFRYjnk2i/p2mvrHKj7VChlrkRVkUxNiVxdqWxdmVx9lUJ9ugkxzQvnXhn1Uhr+Uhr+UirO6FmsmGmNyPN5WwV9qse3XBhJ+LUdsSJrYijWxEy+7ZrXzmhdvagyum/FY/vkz/yi8LhXUrHd6md3K15epfmse2aR7ZqHtmmeWSr5pGtmke2aBzerH5wk/JfX6sd/EZx/2cKf/xH48hG7RNbnl7e5aZ29LnO+ecPL4Y+lU1xuJ/l9jDdWSvT8X6e2wOUg0qGpVyy0eWUJ2dRxmcKn50pMT9XbnaaZC/T5nF7IEC511+pyUeO7HGd7CNL8VcgPL+bZXH6udLP5hc26Bz+9P6BT+7/9bnm31/qH9nw+MjX+kc26B3+5tHhDY8Ob9A9tuXxiS2Gp7baXdvjdGOP2609gWp/RWkfTtI9nvPscoXLnfoAjYZgDaK/cn2QSkOICi38fk+SLs5XttD+bIHduSqP66VOMmnGxzKfna7yvN2d9KQn1QiUu8dQ5kPpJgNIw94Eg4EU495kY7yfcoWXUrbtDZSDXGOMOe6VYZGvXqKtUrbbg3yvR4E6F33vn4owvOGhekzz0EbTG79a3NkfaS0/QUiApvErY1USZo2YgQdmGuIQIA4B4hJXXzgEiF23jtNCOk5Ex4mncRI6XkLHi6dxwkkMf7x6ZayKP14NJJhACybQwkmMcPJ/QXqFieWzcIDQAh5WwMPyuRg+F7MGaRyfgQWQ5jNwsJ9+t217bXUoKH2LWBThKqEpANIibguANBjBApAW8NoAqgW8NvAummsTz7dLFtqk1Ir44PwViFHAy8hWb5J+divMTO5jkJYudAM8x9kpxdsrJ9jdi7dVjLdWiLNRSLBRTLRXSnZQSXFWy3DVSHVRR9orJ9jdS7S9l+SgnOasnuGqke7ygZjYx7Ru8SeAMQxpkBSThnSB9yP4PkogAOwCPz1wuwYc6oZ3m6zDM4Cx9PYxcA6+rTLUFBNpgY62BIVuIGysNSbG6mPl7lopTgNIA04DSBNTnOET4KfhmPc6Kn8M0qspM5RXY5YnNcuTlu3dAtJhAM+gHg5K4rm+LXl+67aIw3SHvTWodUv1mD8A6ZY8P2CvpRPjAO2thS/bivyB2osD2osDPoZhoNaCgObCgPefnSUhHWWvustCuyrCeivCuyvDeyvCuyrCusqjuiuieypj+qrjBjAJg9jEYTxyGI8E70O4pJGa5LG61HFC2iQpY5KMmqTkT1AKxxsKxhsKJiiFU9RiRnMZs6V8jJwPTiYbi6aoxdO0EnpTKb2plNlcwmwuAQBmt5bB4nVUvi9uRyW7o4LTWTnTg57txcz1YWf7qme6K3ldayNPneW8jjIgbnspt72M3VrG7cLODzWssPqht1xIwhdDkrdiaAmC3kLQIgQtrXlnISQRQyIJJBBL+GKxUCiSiMSQWAxJJFKElghFK3Pz7IHJQfJkP5419mFIc3oqOV3l7I4iVmsBg4qaoqSNE5EjtXGjNTETtXEAsdKoBngerwWKlHpGTxJiP6iJuhhpSDNIcXRi/DQpfpoUP0VKpJORTEoKtymD14YCNvpNT9GbvuLF/pLF/jKgN32l871lS8PomZ4yVKjVY6XjeipndNUvaimff2Z4z9fDODzIPuaV4ysf4wBn3QhP/fQgs9wIG9Qrs4Ioq9J4+7IEh6IYm6Io69JYu6oE+4zn+kg3rVhH5Vh7pWgb+TDTmyFG10KMrhlc3Kly8OtzOxAHvkQc/Bpx7devdK/8bad61U5dxkzhrLHcCVO5I0Y3D+ic/1njxDb1Y1u0jm/TPr5d5+QPD0/s0Dr63f1D36r+87XygS81jmy6f3jjnb2IW78g1A99Y3D+B8d7/0Sb3/bROBWkdxVpo5LnrZ/jqYu0U8twul/q9zjdRjHR5Ea8wYUk/TMoowuF5pdKzS+WmZ4l2ctQHK+0eN7qCbjXHaTU/Px2g69s48vbbRFq1BDVQofLz5V+Njv79ZNjn+sc/I/qXoTarwjNfQjtA5/rHvr68bFNhic2G53ZanJu2+Njm8zPfW99aYfNpW2uN396qfjbS4VfvG/tDFb6b5bJiSLbCzgv2e64R10JOk2Rqv2peoPpBh1x2pQwFfIrFVqEVmvMo5ZoXVrEgwr3G8RA5Y54vYFUo4EU44FUozGUOb3AdjDNuD/VGOOnWO51N9P6WpbNzcYYc9wro+oQozwfsO1RL1D3kofqsQijm4G6Vx4c2/rsxu+GMr/4GVzqqQoTT2D4I5UQqw60pVchzSVCPBLEI0FcIqC1tJ9ezY7RcWIGXsKoA4AXTWEFE+iPQVo4iQHV8uUJzNpANmZpCrs8jeGz8AI2ns+tEfDwwpk6Pq+Wz6sV8GqFnBoY0iv01do4CIRL7/SGJeFQwJVWUhdfUgScRhGvSTTTLJppFs+2iGfbhLOtwtlWwUyLGG5Or+K5A3rdCb3pgl53il93gifixZMrLw2v+j+VCTS+Hmx6M+SZbKi5XKi5XKDx9SCTGyHPZEOeyQab3gwwuvb88WVf/Yt+ehdfPr4S+PQanPEGAnNZwECDcjfYOJbkrJrgqJxgdy/GViHOBlyOq5TgqBxvqxhrp5hgdy/BUTnFWS3F7X6mh1aW5wPgsIGrRnk8yHLXSnVSS7JTynTT/Jiy3LVQHg/ALdHguuhsT+0sd60cr4egsp3rrQOup8z31S14/ggo309HWiUBBkUv9QqePyp6qVcebFgdZlIValz5yqg08HFZ0JOKkKdVocZAla+MKkKeVoeZAKHDTdHhppiIZ5iIZ+iIZ9XhZpURZpURZlWR5lWR5tVRFkAwpGsT/xX/hm03HDGDk2XSa8vgL61LlsGS7mdLX6hFyQo5C9gAACAASURBVHClZLhS010bM92aMt2pWe7NWR40lEcLyhM8W/N8ugtfdBa9aM/1oaE8aDmetFyvpjzv5nyflgLflgLf5nyf5nyf9uIX7cUv2oqeA7UXv+goedlR8m7+Cs6NS8fW1jn4loLnbSWBsNpLg2B1lod0lAW3lwa1lQS2Fge0Fge0lQS2lQS3Foe0FIe2FYe1lYZ3lEZ0lEd2lkV2VkT1VMZ0V8XAz57q2N6q2J7q2D5cMphIBlNP8JJquCgNtmCC/Zf0pmJWeyWrvfp9MduqwAu7A83uQHM6MdwuLLcLze2oBOK0V8Bit5XPdFXPdFXzOqt4nVXwV9lt5TM9eF43jteN4XahuR3VnPYKTls5p610pq2M11bCaymeaS7gNeXzmvJnmvO4zQWcthJWezm3r/Y1vVuyxIUggRCC3oigxbV49yIEvYWgZUgsgERCSCCChCLQq5aIRWJIslr1hsR8ASQWQJIl8VvWLLNnepg8NVBDH65lDBJZA0T2QB2rv5bdX8Pqw3J6sdzeKl5PJberhN1WyKRlTzekTZGSxuviR2tiRrBR77rOdTETdTETdVHjtZGj+PCRmvCRmvDR2rBxQtQkKWqSHDfVED9GjJ+oT5xqQDKoqWxqGpuaxmpMZlKQDEoCi5LIbkwCYjbEMUhx08QoVkMcqyGO2RDHbkziNaXMtmbOd+W97i5c6ClcHKxYHkMvjWLmB6pm+yrmB9CLI/jX/fg3A3WpQVbKMn+q3z2qrX5BXfW8ublqUIBVVJh9VIh1gIeBv51WlJteZoBZUbhtur9hbrh5caxtSZxdabxjRZJLeaJzcax9st/jKEf1JFfNZDeNWDvFNNf7sVa3LWT3ap/cIfMT4k8E4tAXCPVD2z01LgUbyb80uOWqdsbs5n79s7v0z/3w9PIuk2u7n8n8ZHbt56eXdz+98l/dsztV/tmg+OeXqgc3qh/+VvnvbxT2f3Hn909v7/2P4l+fPzz9vdWd/b4650KNbgTqXIw2vpXhoJ7jrp3mpBlvpZRgrZzuqJ5gdifW6HqcweXkJ5czDC+iDC8Um15FW1+vsbtCdLhEcrna4H6t0ftm04tbbSEKneHKneGqzSFK9S/vVrnKZJieCFLZY3X2C50/Edr7EQ//+kznwKcP9iM09yEe/f3ps9Ob7a/+4HrzJ8/bu73u/Owhu9P1+vfet3aG3d+XbHA4WvO3yPt7kPp/lDueI/vfob5SbIpUaYu9P4x60oXUJoQolrrLFLhcqfK90xil051iyCmzGUrVbwpVbwrV6E80nMi2GkdZ9qca9acZNkap1wXdK3a7Hm90Eml6qSbAoCvdoy7SLMfjfoLVnXRHtSTre473Dlrc2h9sKPvk6q+qR78zvrXfVv1YYegziEmE5hqBmYakCT1T/47THALEql2FMahv03Frg9TE1Snq6RrhFF4wiVstd49VroxVCkYrhWNVovFqwWQln162NF26OFn+eqxiYaT69Sj29Sj2zZgUpLl1ghkSf4bC59H4PKqQRxBx8QI2doWJBR5azKyTsEira0rZVIhNhTg0iE2VcKhidqOQTRaySQIWUcAiCtlkAadByKUIeJS1RBhVNE8TzdMECzTBAk042ySeb5XMtYrnW8XzrZKFNuhNF7TYDb3tgxZ7JW/7ocV+yeIAwv+pjP9TmQCja0EmNwCkX5ndCjWXg9+Bgk1vBhpf938qA0azwCwWfFNWiMnNaGuFODulBAcV+LbK1aK3rUKMrUKsnWKc/b14ByVY4DDBURnpopbsqp7sqo50UUtyVgWQTnFUXa1+u2qs2uuPEDrDVUOa09me2iiPB4Du70M6z+dR0Uu9D6o82LA08HHRS71if31AZXACQ7rylREgNIA0ALY0p9HhpgDSAM8wodHRluhoS9hYA8FlcLgwvm66GoY0rNVk+MdjZesa1atuOMujOcujBeUJqzXbqzXbqwXlCc7bc3068/068/1as72oWe60HE/qGqeBaLletFyv5nwf+ARGeGvhv2a64Nkw8J9eFzhvzvVtzvdrKnhBK3xBK3zRVPSyqehlc7E/UEtJQEtJQHOxP3zeUhLQWhrcVhreXhbVXhbVUR7dWRHTVRnbXRXXXRXXi04A6sMk9mOT+rFJAzhkHw45TMgaWtMwETVanzPekDdByZ9sLABbMOlNq2u2mC2lzLYyTmc1qxPzvthdWCBON+6dejDSMAY8Blp3sgbpSl43jtuF5XRiOJ3VnPYqdls5t6WM21LCaynmNhfM0PJ51BxeYzavMWuGiuLRUAxqzmRTPqMT/Wa6A1rmQNCKCIKWJKuQfrvmpPmQWAgJRJBAAK0IID5fsiIUC4RigUQCCuFCSMyHRIvQMu8tb4g90To9QJoerGUO17GHCOwhAnugjj1Qy+6v4fbheH2Y2b7qme6Kma5SXlsBqymHTkmfrkdOEBLGamPHcNFwRxlAerw2crw2EhB6uC5shBA+RoqcIEdPUmKnGhMmyEmTDcl0aiqzKZ3dnMFuzmA1pTJpKUwKkkVN4lCRHCqS3ZjAbIhj1MfQSdEcciyrIZbVEMtuTOA1pcy1Z8x35S30FLzuLVkcrlwZxy2NY+eGMDMD1bND2DejhDcDdW8GiKgIF517px4ondFQPauqes7SRiMszC48zCb4uYmfg9YLG41YD73cQIuScJuicMuyONtKpHMl0rkC6V6d6lWV4lmW6JoRYBzpoBbrrJHsphFpeTf82Q3/R2dNZPbc3fvllZ2I67s+1zv7i9f9S8GPb4U8kQ1+fN1X87TLvUMOd/50UTzgofKPy70/bGX3WFzbbXB+5+OLux+d+UHt0Cblv79RO7RJ/fC3Sge+vvfXVwDSqgc3Gl39xVXtRODja+EmsjEmcsk291DOmihXLaSdWoy5QqyFYrKtcqqtSpKZXILh9aQnV1INLqXqn0UZXCg0uYixuUx0vtLoLUvzvdXgfYPsJUP2vd74QrbtlWJHmEpHhHprqBrRTyHf4my4+i/u17dZn9/67NQWw6Nf6x/83OCfTw0Pf2F67Mtnx7+wOb/R9fr3LxX2hKj+9kptb7jm70l6B7NMThRZnck3P15idaLS6Rza9XyV6zms92VCgGx3klZr3H1SqCI+8C4pTJUa+5AUer/KR649Wp2RZ8yv8V7G+dJzbPoSnvYhn45lW/Sm6LcmaBFf3SvxuJ5kcjLm8ekyD63+LB9ynHWao8JLnTNRpjfSXTRePb3uqHTMTfOspfxh1aPf617eo3/9tyDz29ON6RCLIKHjPwppwGl2HcxpMQMvZtbBi8BELJI0p0GUTDBRLZioFo1XiyfQkqlq0XSlgFGyRC96O1X2ZrzyzRjmzRhuaQy/OIHmM3B8FkbAxvK5NXwekc+j8rmtfF6zYIYg4GEFbCyfhQMBbzGTKGGSIWYjxGyE2DRwHRbEpknYtHWQ5nNIAm69gEcWzjSAp3COIppvFCysij9PFc+3wJIstEnedEGLvdBSn+Rtv2RxQLI4JFkcQgSZ3AAKNr0JwAy75w9KOgcOR8yCjW9EWyuAEnecnZI0pMMt5CKt7gAeJzqpJDqpJDgqx9nfi7aRj7VTTHRSAZBOclaNd1CKtVNMc1ZPc1YH7WrQqM5008z21Aa0/qBgSMPKctfKctfK9tQGMTFpSBe+0AVaB+nSwMfF/vrwe3mwYXmwYVnQEyAAaZjQ8EdpVFeHmVSHm6IjPkBodLQlJsZKWtLJMgBpmNNA6yD9zl6vhcDXzWh9LFDWgvIGas7y+qBas33acnxbs32aMj0b0t0aUe6N2R6N2R7UHE9qjmdjtgcF5d6Q5QbeYVFzPAGtqTne1ByfxmxvWBSUFwXlte6QmuPTlOfXnP+clv+SVuhPK/RvKgpoKgpoLg4EaikJgtVaGtxWFtJREdpRHt5VGQ2o3FMdvw7Jg/jkoZqU4drUkbq0UUL6GDFjlJQ5TS2cWhNA8iqPW0rB/ktWaxm7rZzTXsHtqOR0VvK6MZyeD2imHw+L14eDNdeDme1Gz3ajP0ZraXvNbqvkdGKAF2e1V7JaK5gtpeymInZzIYuaz6Lmcig5LHImm5zOJqdyGtLYlIxpSuY4JXuqtWx+rAlaYkLQEgSJ+RKID60OYPEhSABJBBBfBC2taUW8GikTQhIgASRZgZZmFjmj3PHW6QHydH8dY6iWO0LkDBO5Q0TuAIE7WDczUMfrx8/0Y+f60bM9lTNdpTPthezmXEZjxhQ5dZKYOEGIn6iJBU3lqbrYNUhHj9VEjdZGjNZGjNRFjhKixkkxk+S4aWoinZY8RUulN8OTVNncNhS3NYvTks6mpnBoqZymZDYNyW5MYlESGeRYen3MKqEp8TCkF7rzX/cWLvaXvR2pApBeGMHNDWHmhrFvRmvfDBEWBgglSX4WerJ69y+pKZ26r3bB2Vk3NNQ2wN/Uy1nH+Zmil5lylKtOtr9ZUahVWbRtRYJ9JdK5PNGxPMmtMtmjAuleHOdUGGmT4K4d56KZ4q4ZZSXvb3DBTeXg08u7bv33U4U/NlrIHoq31sj1fJpocz/C5G6c5b3wpzdePjzvrX7c5/4xL7Ujjnf3mV/96en5HVrHNj848f2DE9/fP7JZ/fC3Gke3aBzdonpwo9KBr+X/+PzeX1/pnt3pqHQk8PG1cNPbEaa3Uu1VUS4aOa4PMpzux1spRT27G/PsbryFPAzpxMeXE3XPJ+mcTH90JufJmSrLCwRnmWY/+Y7Aey3+dxt9Zck+Nxt8Zet9b1L977SGqnRHP+iM0qEEqKJdbhVYXo3RPhKg9If7jZ+cr+5wk9nhenW77bmNz479x/zEZw4XN/je2hGouCtY6edw9V8SdP5Me3Io++nhXOPDRWZHiy2P5T/7J+PpH1mm+/OsD7ZGKbdEqxGD7pZ5XkX7ydFiH7Yl6DeGq6cY/lHqcLIxWGkAaTiRaTGRaTWWZTGWY9aTrNeTpkcKVSp2v5ZmcS70weF0i1v9WT60JPtcD7UA3XPhRjIoD+1EWyVPzXP2ysccVE+pHv1e6+xOjXM7nykcqElxXRmugJi1EkadhEWAOCSIWw/xyNBMA8Qjr4pbD3FIEhYBbB8DL0ImUcQig63a4Erm1eUngOLTONEUVjSFEU9jxdNYMbNawChbZpSuTJUvT6xd5jGOWZlEC+iVfGaFgFUp4FTxuTg+j8jnNgp4FOFMnXAGJ+TgBGw8GJVetdFs6iqhuVLXbLAbRZwGIZsE9DFIC19Tha+pgoVGwQJNPN8CbLRwoVW00LEG6QHo7aB4aVC8NCx+O4r4GJIDjK4FGF2DfTaofgeb3gRBMzgNDvrTYWZycNJ7XXYs0upOlPXdGFsFaScNIA0OAbwTHJXBOYiVZbhqpDmrg+B3mrN6lrvW/5XQcKEbmGmAdgBmUAYHxjrP9yEs6XI3fFL4QrckwAB45eowE0Dr8mBDwGbgsKU/StO6MtR4HaSlOf0+rWFIw5yG9b6NBqPV0vNa0jYa7l4DwV9tzPSgZXhQ090b09wa09woqa7g0uumTE9p0TI8GtPc6lNdGjJdG7LcYJEzXeszXEjpzhSUO6A1eFlz274AydKCqQw4DV4AoZsK/FtKglpLXrWWvGorDW0vC2svC+soD+8oD++siADqqozsqY7uw8QO4OIH8QkDuERpHsNIBlQeJ2VOklHTlBx6Yy6Dmken5bPbS9lt5bCAx53pqpb2uzNd1QC0s93ouT68NI9hzQ3WAs0O1MConu3FzPVgAKdhSP/bOpevE6u9ktVeyWyrYLSWMppL6M2FrKYCJi2XQcmmUzKZ9RmM+lQGEckgIpmkZEZ9Mqc5e4qaPdVUxBskiuZGIckbCBKIIZFAAvEBoSVioXhFIF4UiBaEwrm1PNkKBK1AkhVIsgKJlyHhG/Eid5Ezyhltneol0XtrWYN1nOHamVECb5jIGybyhgi8odqZgZrZAdz8AGauv3quu3K2u2ymvZDTksekZk43pE3XIyeJCVN18dOEOCDQWh6vjR6tiRonRI0TosaI0YDQ9MZEZnMyqyWN1YZit2fDU85zXXlznbmzHTm85kxeczq3KY3TlMyhIlmURGZDAoMcy6bEsyjxLEo8m5bIbU6Zac9a6M5/3Vv0ZqD87UgV2A/1ehQ/P4ydH8G9Ga19O0Ka66utSg90MVU20Lyieu/kwwcyz58/8/Mz9nbXc7FWczC64/r0drCtepqPYUGIRUWsfWWiQ0WSU1mCQ3mSW1WKJ4B0VZJrdqBxort2vKNKjI3iK2MZN5WDjy/uuLf/66dX9oY8vZ3rY5jjqR9roRRhcjveSinW7M7Lh+ed5A9Y3fjN5NIu/VPf6RzZqH1kg/KB1RL3/SObNY99p3V8q9bxrRpHt6j8s+H+kc0GF3bZKx7y178aaXY3ylw+wvRWmoMqylUz2+1BmoNavJVSrIVinLlCrNmdBLO7MU+vRetdjtU9n/DoXKLOyVTdM7lPz1VZXapzutbkq9ATot4fodEfeb87XL0zVKXx5R2q/11akFJTsCot+H5jwP3652oEH9Vye9kc0wvIR8fjtQ8mPDwU9+CfV0q/PL/1g+/N731vfu9zY6vntU0eMhv9bn0XrrIn8eH+POPD5RYnapwvEjxkat0vVdqfKrI+nG91kBxwqyv+fku0epnb5Ryb0zi/u50JBkOZxl1xmg2BcjivG+QA5UGkESvffjLHuj/lSX/a46HMJ4QQxSKXy7l2V189+CdG73xbkmNDnGV1sEGK/b04C7lkW2XgpG3lD9koHFU+/J3W2Z26l/foyuxJ8dZhNWeKprAfhTS3HuKQIDYREBpAGr6ZSsxuWFsEVi9hkcTMOohJWDXc0zjxNG4V0gyMkFmxwigX0KsFUxj+BF4wjhdMoAWT5QJ6sZBRJGAW8FnFAnaFkIsRcOuEPJJwpkY8gxNxa0XcurXx6AYxu/EdnnktMKQlHKqI0yDi1ANIC7j1QsDmmQbhTINoliKabxQvUAGkha+pggWacKFFuNAqXGgVzreLFjrEiz2St/3ipXeEFi29B2nYWAM8S0N61WevpclgSIN9JnCgDOTI4DlpgN4YW4VoG3kAZlD6jrVThA9j7RTjHZSSnFWRLmowlTPdNMFlWSAQ/jFISzekYWV7ame6aaI8HoDrNGBI53rr5Hg/yPXRzvXRXsdpcAIgXeyvXxr4GHAahjTsquGP6/hd+cqo4pXRx3rSMLDXOel1lhoW3IqWvkqLJEVi4r9dNSHZCU6Jgwwa+GpDutvq/tFUF7jVTUx2gi/jAt8Af5WU6kJKd63PcAMipbuS0l2JaS7we32GGznTnYLybMz2ouZ4k1FeZJRPQ7ZvQ7YvJcevMfc5EDXvBRAt/2VTgX9zYUBrcVBbSXBHeWRbRWR7ZVRHVTRY3QUv7erBxvfiEvrwiQO1yCFCyggpbbQ+fZiQPkLMGCVljpIyx+qzxsmoiYbsiYbsSUrOVGPuNDWP0VTAbC5ktxZz2kq47aUglgVrprtytqdqrrd6tqcKvADN96FX1Y/7oBYG8AsD+Pl+3Fwfdq4PO9uLmelBz/Sg53ow4EfNdFeurtLsKGO3l7LaStYJ/LnAbCtjtpUxWkvprUX05sLppnwmLZ9BzZluyJgip9JJKdPEJDohiU5MpBMT6aQkTkvmdGP6OCWb2Vn1drodWmJBkkUIEvBXlvj8ZZF4RQLxIWhpdfsYtCBc5or5M5BgFhLMQss80SKbP0df4o0v0Ps4I830XtJUN57ZV8MbqeON1PCG8DPDxJlh4uwgYXawdlYK0rNdFcBJS0N6ipQ4TUh4l/Aixk0SYsfrYsZqoyeJcRP18ZPkhKmGRDotmdWSxmnL4HVkzXTnz/QUzfeWLPQXvx4oWegvXugpnO/On2nP5rVlclsz2M1pbGoKi5rEbExkNiayKImrvWoaktecPtuBWujOf9NXvDhY8XakCiydeDNW83oUvzCKfz1SszxG4nVjqjMCPSzU9e5fUr93yvjJ7ZBgKydHbRd7TVcbdZdnim5Gd/zNlZAe+kWhVtUJTuhk5+oU1+oUV0y6Tw3qBTbDtzzJrSzOMf+VWYzT/SCTG5GWd6Mt5dxVDz06853Wsc2uaifirJXirJVCntx4oXPpuc55X+2zzx+cdZT/2+Tibv2T23SObnlweKP2oY06xzZrHd50//BGjSObtI5tfnB8i9axzZpHv9U6tvnhya0mMv91VT0a/EQm2vxOrKV8tPmdyGdyiVYK6Y5qmc4ayQ6qSDu1ZHv1ZFvVOPO7Mca3Igwuhz88H/XwTMzD0/Hax5N1T2cZnquykcHZy5Dc5NoDVUdiH00hDcaSDIbiHg7F6w7F6/bF6XZGPGwK0iT5qODd5NFOcjhH2Wq7q2UWl4rNzhY9O1NgcirH8Fim/qEM/UPJD/+KUfs1RP4H/1tbA+W3xaj/kvJof6TijqT7u/MND+Adzre8kOsNV+mOUGoPU6hxv9QVrTaa9rgtUoP4Qp4UqEwN1WwMVZsps2EXWUxkmQwgDXviDPoTDUczzekF1kOZT4ZRTwiBdwqdLxU4ykQ8PBT+4ERt4GNyrEVNhHGOm0aC1Z1Yszu+2mfNZf80ltlrfH2/0qEtqse36l/95eHlXS+Mb/RWhwtGq8TMOhGLBPZjQzwKNNMI8SgQjwIADLyydIlbxGkAt0xKeI0SXqOE1yDhkCVc0rtd32uD1CI6TkTHipgYAQsjpOOEU3jhBE40jhaOVwgnCoWTOYLJtJWplBV6uoCRI2QVC9lVYi5WxMGIOBgxp1bCJUh49RJeg4RLk3CbIF4LNNMGzbRDs+3QTAvEa5ZwaWIOVcyliDj1QDCkwXISGNKiNzTRG5rwNVX4ukm40CpYaBcstAsWOoWvu8SLfQDSkuUR8fKYeHlMtDzxrtwdZHIj0Pi6tOAyOAA5aE5/cC4rxOQmnCADe7xBxTvC4g6wyDG2ClHWd4GrBpAGnI6yvhtlfTfaRj7eQQnpopbqriGN5HSX++DaaaS9crrL/Q9qXXAMzo5luGrAkAbeetVYr7G54PmjdXXvYn99UPEGybKil3rAUleEPC0LegL606BF/f7HVXIHG1aGmpaHmZaHmVaEP6sIfwaALc1s2E8DNq/7CLvqD+4WJf6bxNKCh7Wk0+AkcIfHmuDVpADVwJqTUpxBPI2AdCSmONelOBFSnYlprqR0V1K6G/wkpLoQUp0JqS7ENBdSOuC0V0O2NwxmGMYtRYEtRYGtxUFAbSXB7aUhneWh3ZXh3VVRnVVxnVVxXdUJa0utkf34FHg9yGBt2lBd2ggxc6w+a6IhZ5KyKsBjOi2f0VQAqMxqKWK1FAE28zrKZjrLZ7sqZrsqAI/BzDFM6H9R+d8CDP7fmu3FrKpvlfGzPVUgoQ0TGgxAA0mjmtlewmwvYbQV01sL6c0F0825YOnmdEPadEMKnYScBngmxtOJ8fT6BEZD0mQ9coycNtVcwB0g8Dl90DIXEi9CkrV1Y9AiBM1DIq6EzxAtT80wemeZfXOMvjlG39xUD3esgzXYwhigMvrqp7prJzuxjB4sZwA/N1wzO4TlDaBnB2tnB1c99OwAbqYfPdePnu+rnukq5XWW8NoK2M25UpBOmiLGAULT6xOmSfGTxLgJQuwYMXaqIXGakkRvRDKaUtit6byOrLmuvLnegrm+kvn+0teD5YuDFYuDFW8GS18PlLzpK57tzJvtyOG1oTgt6aymVDY1hdWYzKImvXs2pXJa0mc6chZ6Chf6i98MVSwOVy6Oot+O4l6PYl+P4udHcAvD+JXxek5ndXVGoJuZyiOVs9pq5y1M7wU8N7WzUnewVnOzVve0UvZ6Ju9vfg/poVsSYVURaw/K3VXJLph0H3zW8+pUr6JYx7wwy4wXTwLN7njrng8zkws1ueYgv9/gwnbLW7+HGF1LdlILfybr9/Ccr/ZZd/XjVnJ/WFz/zfjS7qfnfjS5uPvZ5T3GF3YZn//J5OJuw/M/6p7Z/vDkVp1T3z88ufXB8S3aJ74Dd0i4qR0LMbwWb62YaKsUb60Yaykfaykfb62Q6qSW7qKR7KCa5qSZ7fEI5aqdbK0UZ3o78vGV8IfnIx6citA8Hn7/YIzmkeRHx0vNL1ZaXsQ7XKf6KPaFPxiN0x1J0BuM1RlO0JtIMZrKMJ9MNx+MN2kN0SX5qNW6yVdbXkJbnq+yPFdhfqbU9CRQmfnpYtMTRSbH858eydA7kPLwj5SHf6Tr/pXz+G+ql2yDy1W89Zlys8PlZocrLA8XP/sbZfg70esqLeB2e4Rqd6zWIFJ/JOVpf8Lj1ghNWui93kTtiSyTSZTFcIpJf6LhYKrJeLbZQLrBYKYBOVShzO1yvt3FGP0jUQ+OFzgodWe41kWZZjqpJlndTbVXffVYxuLmn/rnd+td+K/ake9v7//ywbkfdS/vtlE7WpvqsjRYIV69aeoDkIY5vdqBZteLuRQhlyrkUkU8GjRDhWZp0CwN4lHB90Psd2kyOGgmZOHFLLyYgRdP1YgnMKKxCtFIoWAkc2U4YXk4ankkfGksYmksbnkylU/PFTKKhMwKIRst5uIhHhGabYDmmqDZVmi2HZrreKfZVmimRcKlgT8XxFyyNKRFsxQg8VyjeIEqeU0DkBa9oQlfNwleA0h3ChY6ha97hIt9orcDoqVhmNCi5QkEKGtLSxrSMJuB2w4yeeehpWep/Z9cBZdJh5nJRVjcgSEdbn4bBMdgGw2cNGhRgyY0ULyDEuhPg23eYL0JGKcGUbKPQRqEywCqYYFAGcrjAYxtmOLSHhpwGoZ0SYAByHgDY53vp1P0Ug80oQGVSwIMYDCDb5Y+KQt6Uhr0pDzEuPSVcVmoSVmoCaA1ALY0tmFaY2KsYLctPV0tnSyDmQ04CpBcm+RQk2iPT7DDJ9jh4m1x8bYwodeNXNcmOQLVIZ2khU+wr01yJCQ7g3fwkZjiUoN0xCc71aS41qW5EjM8iRnu0k9SYZATcgAAIABJREFUphcp04OM8qHk+ACXTMt/SSsIbCoMaikOaS15BcrX0rVrcBHFWvk6qR+f0leT0l+TPkhIHyJkjdRnjdbnjJJR4w1545Qc8JxsLJii5dObihktRfTmAnpzAaOlkNlaxGorZreXsNtLOB2l3M4yXlc5r6t8prtiprtitqdytqdyrrdqvq96rrdqrrcKnMCH8Pl7qv6g1rF8oR8jJTT4+byucm5nGaejlN1eAv+e4FcFvy2rrZjZXsxsL2a0FQFI01vymLRsZlMWnZJO/z+EnXVUW3ne/3l2Z59nd2fWZ8dWZke2M9NOhXqpCxXaIoVCseLurm0p7l7c3Z0oXjwBQjwhwSHuwQn398eX3rLtzP7OeZ97Ljc3paE9vO77oyOlnKHi1aEC0JLEGczjDOYtDWQvDxYuj5Yv4WpXCJ0CxmvlMnlLNAdti6FtEbQp2F1b2RCzpVwKf3FidXZkkTa0TBteoY+s0EdWaYPLlIElYt/idPfSNHZpGr1KRHMpSAEdJWKgRAyUkI58w2ashI4W01BvHjuQgukWPqGZP1HPxdWCnPTC6+LFgYLF/pylgezl13nLg/lAS6/zFgbzVsdKV8fLOLhy/mSVaLpWTGnYt86MTtkMQsFGrbHRa2y0koWQMzvkjFYxpVFCahASankTlRxcOWe8jDNexhkvWR0rXR0rXh0r5eLKBZNVYmK9jNIkp7crZpCKGaR8Bq1gYeSzWBkbI2VhJUzs5vwgh4hEVyaGuj4y1ztna3LVy0UvxM/U1+ORl7N2gJN2qMvDCNeH8R56BS8smtM8WjO923J82vMDOgoCkSVhqNKXLblBFUluTZk+RS8toh1vJzpr5vk/inx6zkPzy0C97zNcNQsDdEuCH2d7aaU63kq0vfbS+Izfwx+8bn/rfvMrr1vfBGj9EHj/R5/b33le/8bjxleu17+0ufipxbm/WF34q83FT20ufup0/R/eWodiLS8l2V1/5XYv781AJ9hs1ISbV74wLQ56XB5s0hhp2xRhUxFgmOd6P8v2err5xXSTM2lG6ikGh9MMf8w1OVZmeaLB6Qza/8ZQ+EN8nAEx5Qkt05yZbUnJNGPl2y2Vuq2Ue80VupHTbHGx5iMRhhivK10eF9CuZ5HOpzucTnY4nWx3PtXpeqbF4USLk3qr88lmZ/UmpxONjscbHY+3OKl3OJ1AuZ5EuqgjXY73+V+Yir07k2nAyjaYir83EnFrKOL2VMojRs5TdrH9Yrnbaq0nq8x6rtJuqcaV2+jHawxYqPSYzrEaSnpELjSjlZgTcg2xkbcqXc/kWB7Ptzxf4nSDUfuyL8O5IlC/1E+3Isgo3uKy49WvLM5/bnz6U9Ozn2t+/QtTjc9d73/vev/72gQ7wVSdijOwwxsCznifu6Ix+OSNXR6FL+4IxsAAkD0xHpJMQJIJSITff5dgeI8/tMt9DWq/91d08Hr3uL17q32q5a69BfQuu3mHWbHDyFujJCopUTLKSxktXM6IU7BS1+dy1xfKtldadlaRu/wuSPQako5D0ilIRoLkFEhKhmRkSEqGpERIOrUn/glI72+nFo+oJKMHIa1S4t5wGg8IvSknbsqJWwcgvbc5r9qaV20uqjaX1WLtrwPBkW3A6Ri7a3EONwCnAZ7jHG7E2F0D3dJAIDkdb38DNGUBb53icgfs28jy1s70fJDmfjfDUyvL5yGckwYeOj/w0cFSMnA911+3yP9Rvo8OWJxVGvQYrgj7OUKDOnCAc9h/g3NQ4P0OpKvDjKvDjGtemoC4N4h1N0Zb1EeaA2A3xViCFDWoIIMhfZDK7Yl2LXHW73O6LdGuPcmxNdmxLeUtqoHgKx1pLgeNNeyzQXc1jOR38tawn4YhDfCMzfXB5Hijs71AvzVM7u58v54C/54Cf3S2NybHB5Pjg8317crz68rzA0jG5voCMPcUBIDrvYWBA2WhmILArqLgnpLQvrLnAxVhrytfDlaFD1aFHwxi4xrjJpoTplqTptpS8c1J+Oakyda0qbbU6Q6wxjGbgsqionOp6GwqOpeGyWF0Fcz0FLD7SlgDpYDKc0N188P1i6ONoLbr/fIuOJ3MmWwBtHuHzTCDAYZhyejod5D8k4Q++HYxBSGmIN85SqgoKQ0lpaFldLScgZUzMApml4KJVTCxcgYGfBcxBSEidwqI7QJiO4A0/DwBQ5o73QpzenWyYWWiFkB6dbRsdayUO1yyOlQA8MwdyucO5S+/zuGOFvPxVVxc7eJY/fx42zKxi8ccEbLwgtkJwfykYB4vmBvjsgaX6X2L1J5FUs8yqXeZ1LtC7uNQejmU3lVyF5eMXSZ0rk4juCQEj9zJo3QIKZ1CSruIipDQ0UBiGsgCIMQUhJjawSc086aaePg6zngN2D658Lp4fqBgoT9nsT9r6XXe8mD+ylDBylDB0nDB4lA+B1fOxVfwJiqFhFoRuUFKa1YwOpQshIyJks+glWzs2hxmbQ6jZKHkTISM0S6ltoopjQJiHX+ymouv5ODKgVbHSlfGSjlj5RxcBX+yWkiql1BaZIx2ORMhZ+7/aTI2RsbGSGYwYiZ6Y76fS0JgqhJCXR9ZPjrvaHbDy1nXzV7L103PzfaOi/k1H+tbLxzvxbnr5oaa1SQ4deT5IQoCkMUh6NJn2IpITHlEc05gWYILsjC06KVFnMu9olCj6giLZ0Yn3G7+I9XpWkPU05Jg/Rzv+9leWlked5Psr0aYnntueDLS+NxzffVQnWMh2kcDtI543PjG5dI/nS//3eXaPyzPf2x+5k/WGp84Xvu7m+ZXQXpHo59q5Ho9zHLXynS9m+Wule+jA9uMxhjrpgS72giLokCD8mCT5mj7tij72hCTXMe7GVZXUk0vpBifSjY6kWTwQ6rRjzmmx1J1/1VpdQITcHM4QmcsWg8fZ0DNMJsrsGPl280WOswVujCy7aYSLYYjDPue6fcHaw8Fab72vdTtfhbjcgrpfBLlcgrhcrLTWR3hcrLD9WSb84kW5+OtTsfbXNU73c+ivc4hnE/0eZ1/7Xuh20Md435iIPDceNjV8Yjr0/FaE7F3iMk6jGwTcrrhWKw2Mc14qdJ1tsxmtsJ2vtJpocp9vsJ9ptiJlG89lW0ymW1IKTKllz7tj79X7HAs2/xIqY1GgfWlqSJ/bLJdVaBBia9OtvM9n7uHnvz4BxP1v+j/+AcLjX/c/fYDuxtfvzDXcHvwQ0Go4dzroh3O4A5vSMUf2xOOQkIcJB6HhDhINAZJJiEJDhJPQOJxSDwBSXCQZBKSTW0LxneEOJV4Yk8yuSeZhKSTkGQCEk/s3ykcA/5bxRuEeIMq/oCKPwDxBiBOP7SEheY7VKzaXXrBDjVFMflMPuUnI3hJCD5SYqCcGq5kxCtZWVtLdVvLnSouFhK9hmQ4SDENKSmQkgHJqG9EhqTTe+IJSIjbE46qBENA/x3SbziNh230f4M0gDFowYKD3vGON6NsrsTYXQPABngGHdWZng/S3bXAYml4+Mk7AXAw+QQUkWV63Qex7jT3u6lud0BwO9PrPkAyELDRcE4anuMNBoWCtukCX104DA7Kv0FpGPjff7ApCxho2EmD/DRgdk2YWeVzo+ow49pw04MJ6fe9NYzehqinoCmrJc66PtK85qUJ4De4DdSBwwVlcLgbpnJrsmNLkkNLkgMw0we9NYxnYKPRWZ6IDLfOdFdwBZxgsr1gQoMGa3S2FzrbC5Xl+Y7AdXS2FybH+6BQWV7obF90ti8mxw+b69+VF9CdH9idHwhOegqC+opCBkqeDZa9GCoPG6p4OVARPlAZMVgdNVwbM1ofB1wyvjkJHGG7DFwyCZFJRedSsHlUbCG9p5DRUzLTX8LqL2cNlM4PVc8PV84PVS+MVC0M1yyOVu8HrseawGAQMDOEO9nJm0LwphB8AhJIMI0SEtFCIlpEwohIKCkNLaEiReRO2DcDKsMeGmBYRkfLGRg5A/MOtgFH34H6u6J2vH8UkTvBuZSOkNHRciYKEHqN1a2c6VLOdMkZGMBpYKYBmGEnDT9V8EntfFI7j9jGIbSsTjYs42tWRquWRsoWB4uWhotWB4s4w4W84QLecAF/pJA/UsgZzuUM53NHSzljlav4+pWJ1uVJxCIBs0ruW6X0r9IGOPR+DqOXw+hZpXdzaN0rJOwysWuZiFmaRq9Mo5YJyGVC5/JUG4fYzid1CCmdYhpSQkdI6QgJrVNM7Xj7pELr3C8WI7UJia1cXD1nvGZ1rHpltApeEb04WLQ6XLgynLc8lLs8lLs4lL84lL80XLQ8Urw6Xs7BVXCnqoXERgmlRUZr28cqGyOf7ZbPdu93oLIw8hm0bAYhprYJyU18YgN3snYFV7U0XrY4Vro4VsrFV65OVHLx1ZyJGu5kLZ/YICS3iChvHDkLszbbBbRvpuloDrGzszTaz/au+cNTVoYabjZ3gzwMvBweuNvcCXC8H+p0P8j6ZqybTmmkbU2CU/MrT0xJSG91BLr0WUtuUGteMLIkDFMeUZfqEe10J8bpTrafbqzttQS7KyX+uoX+D5tjLapeGhUH62Z6aIabnva+/62/zveR5mfTHW4l21yLMbnwXO9EgNYPvncO+d055Hf3O9fr/3S78aWn5tf+979/rn8iyuRcvMWlJOurBV7aafY3E62uZDrdLvLRLfXXrwgyrAkzq4uxqowwLwl9UhJsWB9u3ZHg0hJhW+arn251Pd3ycpqZRorxqUSj4/EG38c+OhSv+3WKzpeFpj80u13of3GfkGJMyXxKSDEaidYei9abTDCcSjChplvRMx16gh9WWJytMFevNT/SbnOsw0G9ze54p+NJrPt5jNuZNodjWM9zSNdTSNdTKM+zKLfTrU7Hmh2Otjse6/U81+95ftD3wlDAhdHgS2PPL+PCruLCr0zF3p5OvE9NfcTMMmbnmDNzntIyzYlpRnPldvQiC0aR7Xyl21y5G73AnlXqxGnwZJfbLNbaMkpMJzMN6j3PZpkcqna8XGx7CRVphi/2bwozS7W9WuSlG216wfjoHw2P/uHhod/oHP6d0am/3P33r1y1visIeVITa01EpG0u92/xRlQi/J4YrxLhVSIcOIekU5B08r3jFCQjQvIDkhEgGQGSTb111SKQJx7e5Q7tcAZUvEGI/xrivoZWsNBcyw69ZIuYskF4KRxy5vQ/Xe41Wu43Xhmy5oy6SImhGzNp6+yKzcXWfUiLxyHJJCQj78npQJCCASnokIIMyach2RQkxUOikT3hMOykVeIRSDYOKfCQHAfJcZASDynxgNAgJ70rn9qRT4O09I6ctK2g7ijpO+sM1QZbtTEHbS1B28tq8CQTkH6GM9PgIshGJzprwmHwNLd7qa533ykfA8B+n9NpbvdS3e5keGpleGqlut1J97gHItuguhtkqd8p/z4IZtCOBVwyHPqG534DPJcEGsCQhkvJAKQBlUGlNwiJ14SZlQbrl4UYVDwzrHrxBKjyuVHlc6P3w+AAw7ClBpCuDTcF2Ab3gBIzOEvdmmALnPRBAVoDSAN4Az8NMAyMNeqVBzLTHY6KIzPdD3puEA9HZrojMtw60l3/v+rMcIOFyfE7iOeegqCegqDewmBw7C8OBYQerng5Uhk+UhUxXBM9XBszUhc/1hCPa0qeaEmeakufaksFR0I7CGKDPcq5ZEwuvbuY3lvC7C1l9pexByrYg5Vzg1Vzw9WruMYVfCMH37Q60cTBN3Emm7kgazvRxp3sBGyGqQyD+Q2bMWIyVkzGisnon4P0+1FugOqDF2FCC4jt4P53RWn/LxJTOyS0TikdIWMg5UyUYgatZGHWWN2A0womVkZHw0Hv/eD2Gw/91vdTOgXkDgG5g0ds4061rE42cMZrVsYqloZKl4dLOEPFnOFC7tA+p3nDBdyRPN5oIW+shDtewcPXcSeaOVPtq9MIDgm7Su7iULu4tG4urZtDx3JpaA4VxSFhOCQMl4jhEJEcInJ1umN1um1luoVHbBOQ20TUDjGtEyb0/uci7wvgGQS6OeM1ByG9PFy2NFS6NFS8Oly4OpK/Mpy3OJQLysSWR4qXRoq5+ErOZBWfUC8iNUmp7XImQjGDVLAwoAxbyu6Ssbtk7C4pCy2ZQUkZSCGlXUhu4U03cqZqVyaqV3BVy+OVy+OVq/jq1ckazkQNZ6qWS6jjE5sApKXMTjkLqWRj12a71ue6QWZaxu4SUhDzuKaGnGduZtcMb//4VPeMk/lNfxcdb4f7Hla3AuzvBjvcCbC8FumqVRj2tCLGrj3XF1EQ0FEQ2Jbn314Qiih+0VH4rCk7ICPoSYa/QbKndpqHVn6AfmGAbr7X/QK/BzGW50pDH9VFmWZ6aIYZnwwzPhlpfjbM+ORLw1NB2ke8NL92v/Gl582v/e4dCrp/OPjBYZ873/reOxT48PBz/RPRpucTra6k2t1Id7iVancj7unFeItLr5zvFPnoFvnoFnrrFPjq5gfp54cYFIYYlj03aYqxRya6NrywLPTQznG4k2V7PePppSTjk3EGP0bqfBN2/8uX976I1fo8+/FXjS7nxmIfLZQ4c6s9ZgvtplOf9D+/M/jyweuwB2NRBoRE8/5nuhUWZ7J1v026+ec87S/Kjb4pN/qmyuRQk/Wxdkf1dkd1pOsZ4KexnuewnmdRbqeQriexHmd63M4MeJ4d8js/EqAxEnRhLOQiLuzyROQ1UtxdYsI9coo2Pd1wJst0NteSnWfDyrei5JpOvTKcyjShFdjOlrnPlrnOlDjOlNjOVdks1dkxSkynswxa/S4UWh5u8rhZ6XytI+zJcJZ7U5hZms3VVw63Y0017DX+Ya7+8cNvf613+HcGJ/6oc+RDx9vf5AYY9BQFLo+WbywNbHBHdoE5Fk/sivB74ok9yRskv6tpSEZWycmQjHyA029QDVy1CA8C0bv84R3e0BtI90HLKGi2XkXL3SZEb034c7uMl9AP5xG3F9Ba81i9xV5TwairjBi+zirdnG/Z42Ah0WtIgoOk05CctqecUSmYKgVzTzkDKemQEkB6ApLiIfEoJBrZN9Oi4T3JKCTHQcqJ/wZp2eSOlLAtI+xICaB2bHeNoVpnqjbY0MY8tLWg9k6HFVzgHe94M8nlNjzJ5G0v9Zsq7ncmfh+cLXqwoCzF9Xa6x70MTy0Q9waBbrhwDKAaBMP3e6bfGOh3UF35zLgs2BAs5AD900BwyxYc6Ib7qoGrhtu3QN664plh5XMjgOfqMOODkP45NUZbgIIy4Lkboy1a421glh+MezfHWTfH2TbG2zYl2DUn2rckOcCcBnhuSXIAL7UmOwIGtyQ5tKU4AX7DNx/03ECwKW9Pc/lJHfTTwENjc32wuT7dBUHdBUE9hcG9RSF9xaF9xaH9Jc8GSp8PlD5/XfZisDxsuDJ8tDpyvDYaVxcz3hCPb07BtabiWzMmOzIIndnTyKyDaxzJ6HxqVz6tqwj4ZmZvKXuwkj1cPTdcMzdauzBatzBevzTesIRv5BHaeMR2/nQ7j9guIHbwSR1CUqeA3CkgIQ9KSEbBAuXTYILmwVotMQ0poiKElE4hpVNERYhpSAkdJaIiDkpMQ+6L2nFQIkq7gNQqILUKyW0/KTG5XUxu/UlJKG1SaruM1qFgIJRM5NoMap2FXp/tWmNj19hYJQsjZ6KkdISY2iEkt/GJLXxiC2+6mTfdzCe27H9HUoeIigQSkDsExHYuoYmHbwADQ1ZGSrnDpdzhEu5QMXeokDtUyB3K543mc8cKeWMlXFw5b6KGO9nIm2zhEdp400guCcUjo3lUFJ+G5tKRPCqCR0XwKRgeGIVGQvJJHXxSO5/Uyic388nNAkqLiNYmprdL6AgxrVNI6RSS24TEVvF0s4jQJJxqFEw28Cfqefg6EOVeHasGkF4eqVweqVwarlgaKVkZLVoZy1seyV8azlsaLlgaLVweLVkeLeFNVPGm6oTEZjG1TcZAgicYGbtLPIMVsrAidpeE1SWewYqYaCEDJaR38ihtfFIrd7qZM92wSqjnTL3V/pfTDVxiI5/UKqS0i6gdcNh8fa4bSMnGKlhdEiZ2bry+KsPP6YmG0d0jlo/OuFncCnbVc7fUdDG76m1109/qhrfpxRcOmjkhxsURT5tfeTa/8mzK8m7PD8CUR3RVRjVm+edH2ib76heHW2YFGhaGGHakupY/M0yxu1oarFfz0qTiuVGK040AvcMhBkdTHK+nOd8MNz3td//fHppfulz9wuPmPwMf/PBC/1jYoxPPdI6EGRwPN1SPMT2bYKGRYnMlze5auv31DIcbMaZn48zPp9ldy/fQKvbRzvfQynLWTHO+meHzIMNfOyfwUclz48Zou/ZYx7pnTwGkX9lcSzPTiHt8LELnu+f3/xly928hmp/E3PskVe/vFXYnBqN0FsqdhU0+q5UujJyn0ymPCUmGEzH6+Gj96Xiz0ZePK5+efKnxe//j/xN56aPk25+k3v0sXeuzfP2vqswPN9icaLI70WDzY7Pt0U5ndYSLervjsXbHYyjXkxjn4wOeZ0cCNEYDLw4FnBsJOocLu0yIuUlOuENK1CIlP6Sk6DMyjefyrBaLHVcqnCn5ZtN5JlPZZqR864VKL26D/1yF63SWyWK13XKtDbPYmJSljwi8WGZztMXzRqXDlfYXRr0pDp1RVlmOt+LNLsaYXPC796O5+sd3v/ylzvcfPvj+13pHf2dy/q9RNtcmG2IEU3Vri/1Kzsi2AL8jnlSJp3YlU3sSwj56f+qokpN3FVSVnKqSk4H2ga0gQfJpSEaAJJN74gmVCLcrHFcJRlS8QYjXB632QIvt0EzFLilteyJ0Y8xltfPBQtuVuRaNubbL7PabbMTD1T4LMS5ok1m0NdusWsVAwiFIMgHJyJCCAa3N7ShYu0r27trMnpIBKaiQfBqS4iHZOCQeBZzeEw6rxCOQdAxS4P8LpMEYk13JxLZ0YlcysSMl7MpIuwrq3hp9d40BrbH2NthqMKFhSMN90vAVEAAHXVjwFiyQloZd9cG1HAeHnKS53wUl3Gnud9M97oHysQxPrYN+GkC6MNigONTwJ7dNA2AX+umB1dTFAfoHy79hSAOcAw8Ngxl22PvYDntXANgwkmvDTWvDTWtemtS8NAHZa8BpeJIoaKQGkH6n9Kwp1qop1qYhzqYhzqYxfp/WgMrNifaN8bb1sdZ1MVb1sdaN8batyY7tqc4NcTYHbwBvAeFxWADhAPOITHdYyFcesEAGGowBP9CjFQJgDHg8VPFyuDJ8pCpipCpirCZqrCYKVxeDr4+dbIwnNCdOtyQR2lJJiBwiMpeEyqNgCqjYQnp3MaOnBIjZWzrTVwb3RM0NVs0OVS3iGpbwjUv4xuWJptWpFlDMzJ1ug8Ujth/cJwGTGNY7hP4PVNNQ75NYQkdJ6Ki3VKYh/+MeaoeE1gkE8CkgtQJq/pSaRaSWnxTgNAxpQOgNNmZ9tgtojY1VzKBlDCRsUsH3gp8JRJR2Ebnz7cekIATEDh6hVTDZwsM3cMaqOWOV/NFK3kgZb6iUO1TMHSrmDBdyRgveQhpXycPX8ScauRPN+w89RASfghBQkXwagk9D8CkIEQW7Lyr4OXQIqa1CarOQ2iyitYjp7RJGx1tIkzoAngGbYfd8UCujVW81VsYZL1kdz18ZLVgZLVgeK1oeK1oZK13GlXMna3lTdQLSPqTlTJR8BitjdYuYXQJml3CmW8jCipgYIQMtoKP4NASX3M4lt/KILdzpZu50M4/UJCA188nNPFITj9TEI7bwiC0wocW0TlAytjbbtTHfA7Q226VkY5XzvayRmuJEd3v9M0/uHLHWP+tpeTvU9ZHDk4u2+mfcTC55ml10MzwdanstM/hxUbh5ZYJ9Y4Z7R0Egpux5d1U0uiy8OtXz1fOnpTH25dG2ZZHWbakuiHT3bC+tROtLVS8Ma8NN013vRFlopDjdyPW+n2R/1U/7O5tLfw199OMz/aMvHx+LMT2daHkhweJ8jMmp8MfHEi0vpthcAWBOs7uWbH05wUIj/umFWLNz6fbXi7wflvrp5rnfS7e/nmZ3Ld3lVk6g3qsgvewg/eJnT2rDrRrDrWtCzMq89FLMLieanIvVVw/X/u651tchd/8WcvdvoXc/i3v4eZL2Z/lmhzoDruCT9Wm5Zoycp9QsY3a+1VyhzXy+LTPTkp5uRU6yaHW+9OzCR97HP/A/8+EzjT+EXf5j5LW/JNz5LEv3y/zHX5ebfV/65Jtyk3/XWXxfb/ldtdnXNWZfNz79N8L+SK/HSWCjB/1PDwScxoVdJsZpTifcnk68R0p+SEl7RM80YuU9XSp14FS5ssttWZV29BI7coHNXLkHgPREhsFcheVC9VNmkSE1zwD7/GqNw/Fmt8sF5idbQw3QcVbdSU5l3trhBqeijM6G6pw0OvL7e//6QP/w7x/8+38fq/9J58hvvHR+nGqM5eJqlQv9Ss7IlhAPZlmrpIR94v6U9hQUlZIGa09B21NQIDkFklMgJQ1SkiE5CZIRQGGXSoRXicZUgtd7vB5oGQnNN0KMop3puI1Rz/UBc16n5mqbxlLr6aX2c3Ntl+c67/B6jaXjfpv0/O3Z5j0AaekkJKdB62xoc2lnbW5nbW53fXZ3jQEpqZCcAMnwkHRsH9JA0rH9WPfPQFol219JuSse2xXjdsW4XcnErmRqR0pUycl7ChqkYEBrTLX3265gMMNVYwDS+8Xebwid7q4F146BerF3dnLsDw110YSdNAzsdI97r7wfZHhqpXvcA/AGqWtQOHaQ0LCrLg7QhwvKQOE3yEzDO7Xgod/vGOt3C8qeGVY8MywPffyO6iPNYUgDPMP8BpyGu6tBdxY8AxxGdVOM5UFI18daAyTXxVjVRluCY3Xk0+rIpzVRFvWx1gDGtdGWgNkA4eC8OdEeLg4HnH7bwfXGKwOjDEq7u/J8QaUYDOk3LVihYzVRI7Uxo3WxY/Vx4w24hqrnAAAgAElEQVTxuMYEXGMCvilxojlpsiV5qjVluj2N1JlBQb6iorJo6GxmdzG9u4TRUwpGXrMHKt/Zz3hwCPbiWP3qZNsKoX2F0L463cEhdnJJCKDV6Q4gDrHz4HUBFXlQfAoC6J0v34raKaAhhHSkkI4EJcrvC7wqpCPFNKSUjpDSO4AktHYRpVVAauYTmwSk5p+UmNwqJTf/nOTUViW9fZ3ZuclCbrFRm7PojTks0PosZo2NVswg5UyElN4hpraJqW0iSquQ3AIkorSKKQgRBS2iYIVkjJCMEhKR/Ol2wWQLf6KRN17Pw9UKRmsEY1WCkXL+cBl/uIw3UsoZLVgZLVgdK+aMl3HHKzjjNVxc/SqukT/Vyp9uE5A74R+IgI4U0BASWreU2i2ldktpaAkdJaEjpMxOKbNdwmiTMNokMwjJDELMRArpSD4FISR1CKcahZN1fHwNd7xqdbRiZaR8ZaR8dbQCaGW06j+YPV7OxZVy8YWruKKV8cKV8eJVXMkKvnwFX8GdrOUSGvjEFhGlXUxDShloGRMrYWL5DCx/pgtIwOziM9E8BopLR3ApHVxKB0A1l9zKp7aLqB0iaoeA3MajtPEoHTxKB/hoIgZCzEQqWBhgozcXejcXejfme9bnsWuzXcr5XnJ/afoLK3OtH/VvHLLQPulsfNXf7r7No7PWOurORhc8TDU8npx94XAz94VJaYx1VaJDe64vtvwFuvRZW35IY5Z/XYZPVYpHbYp7RYxdS7pnS7JTlrd2uqtmaYBeob9OquOtRPsbyY630lxux1ldDtI76vvwUNCjI4nWGmkOV185X3vlfC3N/mKyzfkU6/OpNhrJ1hfT7a9mOl7PcLiWbH0xzvxstMmpaJNTiZYX8tzvlAfo5nvcjX96LvKJerL1xWzPe/nPDfOeGxa/NK2OsqyPtKl5Zl7s+SjfWSv28dloveNh938Ivv2l780vfG994qf5adCdj59r/j7q7h9ePfmywfN01/PrfRG3hqPv4RIe0l4Zs/MteBUuKyVOc9l2ywWuE5FGuQaHfU//3vXER67HfuN58sPAC398ceXjqBufxmj+9ZXev17p/D1P7++lT76qNPmqwvhfVSb/ajD/tt3m+y7X44O+54YCzg34nuz3PzX+4iIx7hY++vpU/B1Kqg498zEzy3gm13y+yHa+zIFdbjtf48KudCYX2NDyHebK3WZLHck5JowCY1bJE2a+AbvIeDRWq8NLo8Pzar7ZiQoPzcZQg+4kp5pAg7BH6i/0ToRoqz/+4SOdQ781OvZnvcMfmpz9RPfH37prfT9RH83D1ymXXyt5uE3R1I6UuCsjqeTkPQUFWqPtKSg/KZWStqOk7yjpO++gep0OrVEgJRlSkCAZcU8yqRJP7InH94SDKi5WtdSmmq1W0bK2JsOUr+2lXTrCziuCjjO8jpOcjtPL7RpLnZqi/ifrkwE7jLxddhO0ioWEQ5B0ClLQobU5aHNlZ31xZ31xd31Wtc7aU1AgOWFPituTjL4LaTnuv0N6TzKqEo/sioZ3BCM7gpEd0fiOaHxHjFdJCXtSEiQj7yloaj83WQwe4g1y0oDQaR5aqa53YcGjxxIcbsIbpmFXDaLiMbZXEp1uprjeTnbRTHO/C5x0ptd9kKjO8NQCOWl4zsnPhbvBUkuw7xK47QJfXQBskJx+J1cN15fBhd+A4iC4DTgNgA2i3+8Y6Hcy1iA2DteEg9Q1zPW3V6KeNsbss7k22rImygJQuSrCHJwAQsNgbkqwq4uxAlSGnXRzov3BJi5AaHSW53531pvK7Xd2Zx1cOw3PBB2rjSA0JwIYE9pSp9vTiB3pxI50UmcGGZFJRmQCMDOwuTPd+ayeAlZv8Wx/OQzmg0gGVAbbKcCCipXxxmVcI5fwEzDmkZEwlXlkJI+M5FNQb/QfVH5f8A08cieoTOZTOwGhxUz0f5dkBiVnovYrmBidgJ2A0zA735GM8tOSkJregfT2LHprDrM117U5v6+NOSzMaQmt/X1Ii8idIgpWROkWUbqFZIyQiBZMI4STbYLJFgG+GczuFo3XicdrxONVorFK4XgFd7SYM14COpS441U8XDUXV8vF1QsI+5XtIipi/9GEiRAxUFJ6j5zeK6f3yhlY+QxWzkLKWZ1yVqec1a5gd8jYKFBvJWZgBFSkkNIpJjZKpmr5+BrOWCUgNID0/nG0anWsGjhsLq6Wi6/kT5TzJoo4+GIOvpiDL+XgS1cnKjmTVZypei6hQUBqBZCW0FFSBkbM6BIwe/gzPfyZLgGrW8Ds4jOwPAaKS0fyaUgetZO/r3YBrUNCR4gYCCEdKaAhgN78KyMlMyiQjd6Y79la7Nta7Ntc6N1Y6FLOYzeWBqZ7ChODjE3u/GBw8ztLnVMOhpc8LTRtdE5baZ9wMTznY3bJ2+R8hMudokiL6iTHliwvdHEwpux5S45vZbJ7dapna14wqvRlcZRtXZJLZ7ZfXqB+sOHJokA9TKpzhqtmpuu9XG+9ZIfbAXpHA3WPpjlploUYlAbr57jfzvO8neN2I83+QtxT9TiL4+n2F/I9bsSan0qy0ki1vZxicynB4nyM6elYszPxT8/FmZ/NcLj2yulGtMmpgPvfBmt/l2Slke97v+CFUX64cVWsdXOSY2O0XYnf43QbzUTTi7H6pyO0fwzW/Mbn6meuF//scvF3Lpd+73nlQ49zaqHXPsh88vcW37PdYdfRoZcxwZf6wm4wc0wZ2SbccsfVUkdmhsVKoctsln2r6w2P03+2Ovyhydf/Y/HdB84nPvQ+/Tu/s78LPP9R3J1P4zQ/Tr//aaHBl5Um39SYf9tgeajD7nCL1SGU45EezxP9Pqd6fdX7Ak6NvtCYiLk+En55Mu4WJU2Xnv2YmWPKzDObLbSZK7Wfr3JYqndfqvdkV7qySlznyt2Wq92Xa5woOY/pBQb0PL2FMlNyhn7/C83e0LvlNudyrM6Xe2uhYm0bQp/EGJ59pnMs+OEJq9OfPjr0ocGRP+gd/tDg6O/1jn7oo3O0vzhYONW4wRneEE7uSIkwhiElFVqnQ0rq+wIxYVh7a3SwlAJS0qF1OrRGOwBpgko8sSfG74kGVFz0zkLTNqtkh5yyiQuW9pgLELeFbWcEbccFbUe57cdX2s6stF+T9httTwaoGPl7cy0QpwsSDUNSAqSg760v7G2tbK0vbW0s7qzPq9ZZKiVlVz61J8WpJKN7wmFINAKJRt46aYDnn3PS4qE94aBK8Hq/tXp/IcfYrgi/v3xaStpfsBFrf/3gOqyDHdLASYMisjQPrXdIDO/YgMPdcBc1gHSEpUac/bVEp5sA1bCTBngG48bgMu8cPx0A4Pcj3rleDwt8dcF5oZ9evo9Onrd2rtdDAOmD477hADi4AirLALNLAg1gSAMBo1wbbgrzGBZ8z0GWw0Fy2HCDN4I/p/qlSW3EU5jHMKGBqiOf1sVYgUg4CIPD+WnAYwBmmMrwnJOuXJ/eAn8wdOzgyO63MK5+Ce97BhshwTZJckcytTOdjMiEjTIdk0PH5DCwueDI7Mpj9RTM9hXND5QsvC5dGKxYGHwXz++zGayQWsU1reCbVgjty4TOlWnEyjRilYiExSGhgLhkNJeM5lEwPAqGR0XB5hj+pQzoe9ATg1fBL3QY0mImWjKDATpAZYxkBiNlYUGZknwWq2RhlCyUkoU66HFFlNafk5zaKqc2vy8w1VJObVbSWzdmOrbYiJ051PY8dmuua2uhG2hzvgv4aSUL9T6kheQWIalDTO2S0HoltF4xtUtC6RKRUJJppJjQIZxoEU40SfBNEnyDbKJRNlEvm6iXTtby8BXciTLeRCVvopI3UcOfrOVP1PMn6gXTLUJym5iCkNBR4IOLWSjxDEbO7FMw+uTMPgWrW8HqUs6ilbPItTmEYh6hXEAq57HK+W7ZbLd4BitkYEVUpJTUKpuuF01U88cruKNl3NGy1dGKt8B+A2kurpaHr+NNVAkmK/iTxdyJEu5ECXeijDtRxpms4k5V86Yb+cQmIblNQkVK6GgZEytjdEuY3fyZHj6rV7Cvbv7MPqcFdBSIe/PfxEXETCC0kIEWMlACOlLIQImYaPAPKp/FKue7Nxd6txb7tpd7t5Z6Nhe71xa6tlYGJ7F5Mb4GTzS/M7r5vdXDk3Z6Z12fXLZ6oG6hddRZ/7THk/MeRmfCHG/lvzSrSLDpzPdHFgZ2FAQ2vvKqy/BpzgnsKHzWUfisPM6xOd2zOs4hxe1uouOtukjzzgS7Aj/tdKd7eT4GeT4Gr9wflgUbtcXb14abpjnfLPDWyve6AyCdYKUeb3ks1fZMlvPlWNOTiRbnU6wvJltpxJmdiTE5FW9+NtlK46XB0UijE890f/C48TfXq5890/3hleP14kCd8uinRVFm5VEWVdGWpcHGGY5340wuxT05H6Wr/kLre//rX7qe/5Pd6Q9tT/+v3dlfO174lfs5tcAraqkGnzT7nO4Nv4l9fhkddKEr9BIp/dFA2E18zIOJWJ3+4NvkRBN2hjXS957bmY/NjvzO4KtfPPnml2aHPrA89D92h3/hfvyDYI2Pnl34bczV32Xe/6TY4B/lT76sNf+m1fq7Zst/t9t9h3Y50u1xvMfnRH/g6ZHnF8YiLg+FXZyIvUlJ02XkGM7kmrELLRZLHZZrXLlNHqtNXtwWP15rIKc+YLHKc7nand/kMVNkyiwypObozJUYkzP0B8PvDj6/X2l3odD+ck2ATneCY0ekZYb1DeCk/e/9aHz0z/qHf693+MPbX6o9OvZRiNGZ9hQXKal1m4fbkpJUShq0zoDWGXtrdGidAW3OgC/f1+4aY3dt5idQDSCtoEJyyp5sWiUl7EqmdsU4SPx6l4vYmq/bYhRsE+PXR30kWENe2xVBywl+y2Fh22F+xzFO6ylOx1V5/xPVdCA0UwjNt0Lcbkg8AkkJkJymWpvf3Vja3lje3lje3VjYfQNplWR8V7xfMvYW0oDTMKrfd9LCQUg4oOL37fL6d3n9O7zXO7yhLd7IrnB8V4jbE03tSQhqcQ63Yu2vx9jdiLa9Gm17Pdb+erwjKPAGbL4d53Aj1v5mrP31BKfbya534AEmoEAsyUkTRL9/rnAs2uZyguONZBfNRKebSc63QCNWotPNZBdNUPgNbDToy0r3uJfleT/L836214Nsrwc53g+Bcn20U501szzvFwY8Kg4yKAx4lO+nm++nW+CvVxSoXxL8uCzYsCT4cXGAfmHAI3hfNbhSHGRQHmJU/uxJWbBhUaB+caBeYYBuUYBuYYBucaBeSbB+eejjiudG5aGPy0Ifv3MEbrs89HFZiEF56OOD/AZsBi+BV/dBHmZc8dK4MtysKsK0KsK8OtKsJsqiJsq8KsK8NvppQ5xNS5Jda7Jja7J9S5IDCGt3prmhMj1RmZ7IDA9Epgc62xub69NXFARan3sLA4BRHq54Plz1YrwuAlcfiauPxDdETTbFTDXHTjXHElriplsTiG2JpPYkSmcKrTOVgUxnojKYmEwG6hUMZrBQGexXZnYXzvQUsXqLZ/tL51+XLw6VLw1XLI5Wzw9Vzw3XLAzXzo/ULo7ULY7VL43WL403AN8MjgDPMKQPClQXr063rRBaV6fb3jfZQgoCrv+SMtAyJkY+g5XPYGVMjIyJkTLQB1POIiriIKSlLKyUhX0H0lIWVj7brZjrUc73rs91r89iADiBx5UxOgE+f1ISSouC1qagtbyvn4T07jx2e777IKThuPdBSMOxdCGpQ0rvktL7ZIxeKb1HRuuSUDASMlpMQggmWwSTLaLJZulUi3SqRUZolhGapcQmwVQNj1DDI9TwCfV8Qj2f0MgnNPIJzUJiq5DcJqIiJHQU+NQSNlrKwsqZPUpmv5LZq2T3rLG612a71mcx+9vsFzCbi90b8z2KuR7pTJeIjhXTUApKq5zYIJ6sEeAqeWPl3NEyzlg5d7xiebhsP+49Xskdr+JN1AgmagUT1YLJCsFkGX+iFBCaN1HJnarmTtYKSM1v/j5oGRMrnemRzvRIWf0Az0J2n5Dd9xbSdIyI2QXy00BCBlrMRIuYaPEMVsTEiJgYQOg3kEYr5rqU893ri72by/3bS/0bS32bC71rC33Kub7R9swwF229K//Su/y16Z1j5vdOWGufMbt73ETzsJ32cWf9U056x4MtL78KMigKN23J8mrJ8mrO9mnPD8CUv+yuimzLD6lIcukoCG7K9Mr0N3jlq9eS7FQbbVngq9scY1PxzKwsxKzqxdPacKuSwMcZLncy3W4XBWgXeN8t9L5b4HW7wPNmjuvlDIfziZbqMabHki3OpNpopNleTLbSiDE5FWV0Ks70XJLFxVDtwwH3/u186TPLk793vvxJ1BP1Qs97FcGPWlLsK6OeFoUa5fjqpjjeiTS9HGV8KdHiRujD44F3vvO4/Hf703+wOvF/1ur/a3v6f53OfRBy87chV38Zr/3HGtdjmOfXMKFXUcFXu55rdvpeyTX6psjkhxpr9QqzHwcC79ETzLG+Wj7nP7M99mez735t/O2vDL9UM/i7mulXavaHf+Wh/msv9V8Fn/tt7I0/pWl98urBpwV6X5Qb/rPB8lCr9XedDj+g3H7s8Tn5OvDM8LMLoy8uDoddxMfcoqQ9omUbM3Mt2MX2y9We/OYAflvAYoPncqOvoCOU2xw8U+bCKLKfK7dbrLabLTMjZevNFBhPJmv3hN7oCrpVbHG8wV8LHWU+lOnak+hQ5K4VbnDyue7xaKMLLpf+aXnqYzP1P936m5rxyT9FWl+tj7Nfm8HsiiZ35JR9MG8woXUGtMH8L5AGSD6ofZ+9RtuHtIz8H5AWDag4nVuz1Zv0/E1ignLEV4A2WWq6tdqswWk9w2s/x+3QWG6/vIK8Kx96qqKEqdhlewudEK8PEo9BMgIkp+2uzexu7s8C292cU60zVUrKnmxaJcHvisf2p4yJhlXikT3J6J50bE86ppKNQQocpMBBSvze2qRKObGjwG/LcfuQ5ver+AO7vH6woxrsuFQJRnaF45AQvyeeUIuzvx1rfzPG9lak9dVwi6uR1ldj7TQTne/EO9yJc7gVa6cZa38T3BNtczPS+ipsu2HnDcLjsfbXk1xup3lopbrfA23W0bZXQYM1SHKDm0EIPd7xZm7Ao2w/3Uzvh+me98EG6zQPrTQPLTCwLMtbGyyrBpu1sry1X3k9zPN/lOunB4aP5vrp5fk/euX1EJA+10c7118X7KjO89XJC9DL9nqQ46dTGPCoKORxSfBjsMH6lfeDokD9/MBHBf56uf66YJt1UaB+UchjsOW6MOBRQZB+cZABeFdpiGF5iFHtc9OaZyYVQYblgY+rQp5UBhuV+uuXBRiUBz6uCDKsCnlSFfKkOtS4KuRJxTPDyhdPKsMMq8KMq8Of1EaY1UWZ1kc9bYgxb46zbkuyQaQ6IdIcOlMcEWkO6AxXbI4nJssbtEjt90cVBvcUBvcUBQ6Whw1WPB8AqnoxWPNyuC5ipD5yvClmtDlmtDlmrCUW3xI32ZZA6Eia7kwmdabBonam05GZTHTWDCZ7BpPLwuaxuwpnu4vYPaWzveWzfRVz/dUzfZUzfZUzAxWs15WsoUr2cAV7uGJ2pHJ+rHZ+rG5htG5+rG5xrH5hvB4cl3GNS/jGFXzTymQzZ7KFQ2jlEdq4020rk81v1LQ61cwhNPFITXxyMyjW5RFb+KR2AblDSEHs1zmTO8UUhJSGAj3H6+yejdnejdnerfn+jdneNVY3aG2Cx49IGUgpAwlqfRUsDOi7lc+gwcW3ozNmu/Z7ddjodRbyfclobUBSaquU2iqhtAD9XLhbRml5J9a9O49VLXRtz3dvz/cCbc31bM52r7OwazMYBQMlpyNlNISE0gFLTO2QMbFSBubN/BCUhA7ml6HfzlqhIKUUpJTaKaXuF7v9hCgIKQ0loaPgxxoFq0s+270227PO7t1g9W6wetfZPZvs3o3Z3s3Z7o257s35nu3Fvt3lgd2lwZ3F1xuzvQpml4yGkJGapYRaAa5idbh4ebBwebBwZahodbiYN1YOxB2v4I9X8HCVAlylAFchJVRLCdWSqSrhVKVwqlowBZ4eGgWkVgG5Q0BFChlY8Uy3ZKZPxOoTsfokswOS2QExu1/E6hPO9AqYPQJmD5/RzaN38egYPgPLZ2AFzC4Bs0vE7BIxu2SzfW/UI5vtls12y+awsjm0fB6jWOheW+rdWH69vTK8wx3d5Yzvcsa3F0cHatJCbO4b3zxidPOI7qVvtS99a6VzzvSeutPjS/Z6py3v/OD6SD3M5vqrAP36JKfqeMemTC9kcQi2/AWyNLSjKKij5Bm6/DmyNLQi0bEwwrI+2bU5za083KL0mWltlFV1hEV15NPKcLPyMJOyUKOSoEeF/jqFPvdL/O7neWi+crySbnMh1epMiuXppKcnE83V0yzPJJqrx5mciDc5mWh2PtFUI8bwbLjeKd+b/3bR+LvFsd+b/PBr69N/DNQ6lOlwrSroUanvwwLP+1kud5Osbzx/fM73wUl/vXNhptcjTG88f3zB5/YPtmc/tjz2G3v13zif/rXLqQ9cjqp5n1JL1P5rhcOxRs8LrX7Xq5wuxT/4xvhzNaOP1cw+VfM89JvUW982WWpgXa+j3G6+uPyFu/qfbQ79n/nXvzD4m5r2X9V0P1d78tUvTL7+H8tD/+N87DdBGn+KuPbXmJsfp93/osDg62KDf1QYfVlv8e82+8MY1x97vdSH/c+NBmuQY7UoybrMVyZzRY5Lld7LdcErjc+Xm14wK734nS9WWoIXGvzl2Chh54u5Ko+VRm9agSWrxHq+wn6+3JaSbTIcfa/N61y5/Yki+3MNAfeH0h3qQnSqg3XjzU9FGB5NMj8X//iUz5V/el/78vZnavf+pZbtrz9aHyekI7cl05sy8raCurtG3wN43pyBNmdU6wyg3TU60I6SplJSIDkRkk9DCiKkJEFrFEhBguTEPdk0pCRDSvKegqKSk3dlpG3J9KZoakswustB7a00q+ZrthgFG8RkBf6ldNhXOuC8ijFdQRsuox4vYwxXe8wEIw7yKR8FKRpaat1bHYAEw5AUD8mnISV5b426s0bZ22ACQeuMPQVlT0pSiad3Rfht4ci26PWOeHBHMgS2Uu7IcbsK/K4Cv6PA7yondtYJO+uE7bWpLeXkrnxyTzIKiX5i4ukef0glGNnjj6gEI2pJzlqxdpqRVtcjLK9FWd+Isb0VbXMzyvpGnP3tOPvb8Q534h3uxNnfjrXTBMBOdL4DuqjhCDnIZANIgxx2rP11eBZKtO1VEC0HNwNgxzncyPR+mOH1ABAa3lqd4nY33fP+Kx/tTO+HgNmvfLSzfHUyvB5keD3I9tPN9tMF18F5htcDMM4MzBYFteLAmsMG/eBc0lfeDw62foH+bLh1G56sAgSYXeinVxr0uCLIsCTQoCLIsOq5Sd0Ls8pnxpXBRhWhT2qemVS/MK17YVYTZgaOAMmNsU+b4ixaEqxaE63bkmzak21bE607UuyQ6Y6oDCdUhhM607kr2607z7srL6A7L7i3IHSg+MXrspdDFREHJ3yN1EeO1EcON0YBKo+3xuE6EoDwnYmTnUlTiORpZDoRlUHDZtGwWbBpnunOn+0umOspZKFzWehcFrbgAKSr2P217P5a1kAta7CGPVzNGqlhj9WwxqvYuOq50dr5sTqghfF6WKB+e3miaWWyGVRxg+LtNwOrmzlTjVxCE2+6nk9sEJDrecRaPqkOVGy96W9GSqgoCRkho6IUdMwas2uD1bPJ7t2a7dua7duZH9ia7dtg9awxuxR0jJyGloGZXwcIrWRjlWwsQDVMaHB9H9Lz2PVZzAYbBXQQ0nJ6u5zefpDTANVyauvPSUFr+ylI9/53SEupnYDQALoK5tsgAdA7X74jEEh4XwfxrGR3r832rM32rM/1bsz2brJ/Wttz/bsLr3cXXu/MD2ywehR0jIyGkJObZNN1ookq7mjp6nDxylARZ6SEO1oKizdWxh8vF+AqgGSEaulUlWSqSjxZLZysERJqRYQmAalZRO4U0BAiOlo80y1i9YnZ/SL2axH79TuQhjkNBK4AnIvZ/WJ2v4w9IGMPvIX0HFY2hwZSLGABpLdWh7c5Yzsc/C4Hvzk7gi1J8DS6rn3+q0eXv3+g8a2WxjdP7qobaR610j1r9UDd8t5hd/0zIU8vpbg/rI62aUrzaMnyac31a831a871bc337ygJQVeGVae5FkRbFUZYViU6Naa4VcXaV0XY1MXaVUc+rY40q4owrXhpXP7MsCRYv8Rfu9jvYan/gwKvO3ku17Mdr2TZXXplezHD+kKa5bl0q7NJZuoxT45FGx6LNjwZ8ejkswfHAjQPO5z5wvzIHw2++ZXRof+1P/9J2KNj2c43KwP1UszPJxifjnh8KlTnhOedIw43vne7d8pf/3L407vPja/63j9uf+ELq+MfOah/6HHmd15nf+tz6pf+536Rqvf3KqdTDZ6Xaj2uBl/99Jia2nk1NQ01NU01NZM/qz078XGhzpE2y/MdDhdfXvzU78yf3Y9/5HzsI5vvf2v8r18+/qfak28+sD7yO+sjHzkd+8jrzJ/8z/4x6PzvX175S9LtzzK0Pi3Q+6LS5Ksm6+8Rjod73I+P+J/Dh16lRN+nJT6aybKYL3JeqgpYrn++3By11BIxVx+00vZssTl4vtGf0xa62ha01ODLafZnlTqwSh3YpXasEltqjulo/ENk0KU6t9OFNqdqvG91x5lU+d+tDnmQbn/ulb1GodP1WN0j3hqf+lz+m9bnagZHPqyJsSd35ckWercl01tyyv8X0jtK2j6kpVOQbApSTEOKaUhB3G+7kk4BSENK6p6CAiC9IZ7eFozvcbDQchu0UL/DKt+i5W1MpyomouW4MOVEmBwXKhkPEuOCZJOhCvLLLWbs1myuagW9w0dWdSoAACAASURBVBneE4xD0klIPg0pidAaUbU2Da1ToHUKtE7bW6PuQ1pE2hVNbolGtsWD2+LhHckIIPSOAr+zT+ipnXXCztr09vr09vr01hphRzG1Jx6HhCNggingNJiPBmaVA6klu9yPsb0VbnE1wvJarJ1mnP3tSKvrz0w0Iq2ux9jeAoQG2I6xvZXgdDvZ9R5o0DqYxoZnloEEdrTtVQDpBKdbUTZXwNjRaNur0bZXQZ0abK/fmQ2e5HI73fM+4De4DvCc6n4Phjew3ZneD1/5aKd73odBC+rR4HJxgGFQQA5S4HB5Ggitw2Vr8NLM9yGdH/goz1e3OOhxaZBhcdDjsmCj6pfmtS+fVoWZ1YSZ14Q/rQu3qI+yaoyyboi2boyyboi2ak2wbUmya022b0tx6Ehz6kx3RmS4IDNd21MdERku6Cx3bI5nV65Xd553X6Hf65Lg16WhYJbIaFXEeG30REMcaIiaak2Yak2YbEuYbEuYak8kdCQRkCkEZAoBnUpAp06jUonoNBImnYRJp2IyqJgMZlcOLHZX7mx33nxvwUJf4Qw6i4XJBmb6LaQHqude188NNcwO182N1s6O1c3h6uYmaucmaudGa2FOL4zXL+IagACeDxIa9FbxCG08Qht3qoVLaDoIaSC4fgoM2gSzNuUMjHKma53dsznXtzXfv70wsL0wsLP4enthYHOub53dA0aFgAli72AYSMnGAkK/D+nN+a6NOfTGHHp9FrXGRq6xkUoWYn+CNLNDxmiXMdql9LZ9UVsVtLaflJLeDgi9MYPYYqN25jC789jdeew7kN5gd70PaSAZDSGlI5QzXQrWf0jJ7layu9+5CAsE/98X/F7A5vW53o35vo35PhCHeF8Hf7ybc31rrG45AyOjIRSUVimxQThZwx2vWB0tA+KMlS8Pl6yMlK6MlK6OlnHHK3i4Sh6uUoivlE5VSaeqxJPVkqka0VStmFgvIbaIKK0SKlLEQEmYWAmrB4BZMv9aMv9aOvcupwGeYSqL2f3gBunca+ncaymrX8rql7J7pexuKbtLOouRzqKksyhgpt+HtJI1iCiKdtA+f+vYp/dOf3nnzJe3Tv9D5+r3OlcPPb512PjWDzYPjnobXQgy04h1vlseZdWS4dX8yrspy7s52wdAurUwsK0oqCjWpiTerirRqTbFtSnVvTHFrTHe+SCkK8NNKp4blYU+LgvULQ3QKfK5l+95O9/1Rq7ztTynazkOV17ZXky3Op9meSbR9ESUwZGXOoefPfwh4PYhjyv/cjz3udnRPz365v/ufaGm/S81y5N/9L/7bbTJqWQrjTjjU88e/uB48YvHP3x09VO1Ex+pHf9I7fTHarbXjzjfPuZ667DTpX84nP2ry7k/e5z/k+e5jzzVf+V9+pcp+l+V2J+u9bj8OsGs2e+h3eHf3vyV2u1fqel8qGbxuZrf4Q/jrnya9/CrEsPvwq98Gnrps5BLnwde+sLr7Cc2hz8y/voDo3/9wuSbXxl//UuLbz9wOPIb9xMf+pz86NmFP8fe/Dz6ykdpd/9SbPCPWrNvW62/Q7scHfI7P/n8OjlKi5rwiPnq6UKxy3J14Gpj2GpL5Gpr1Grri7k63/l6v4UG/9lqr8V6H0FbCK81cKHKlV3myCyyZhRa0XLNJlP1e1/eavO7lG9xtML1cucL3WpfzYbQB7lOF4tcrmRanHl552uvsx/7Xvm7zt/VbM5/1pMfsjrZsM0f25ESd+SU/Zz0AUgfDG6/bbuSk/chLZ/e99PyaUhGhGRESEGFFFQAaZWcuiMlb0qI26KJPW4/xMFCy53QQrNqtkbFLNuh5W7TsiFm7h7j1RYtdZ2SvEFN22Bm7szm7SxUqVa7drkjewIcJJ3ah7SSvLdG3l2n7q5T99aoKiVFJaeqJGSViLQjnNoWje9IRrakY9uy8R05blc+uauc2lVOba9N7axN764Td9fJOxvk/0faW0dHlW1Rv3X79m1aabxxaaBp3CEkBELQCBIIcfcQI+7u7gkhQtzdK+7uVl4VNyRJpdzO+2NXDtXpvvd733tjzLHHyalTNaDo0b/Mtdeei00fY9FGOesj0NoAtNILYsn5yWjLHfBoLyCEn+5Dby1xD/W73lriANKeGmIuyiKuKrfBHYBwd7U7Ptr3Aw0fBRs9AVEngqHfgpM5gI320hL107sHgA1q4wDSgOs+OnfhUjngNJwQHm4mCRw2+BEgGRTSI95KhZtJAnjDP8L0Bf1oYSaPQbQZiDMThDQcbfY/IC0YUPrBSS7ZWT7R/nWKs2K6i1Kyk0Kas2KGu2q2h1qaq3Ket2auj1ahn06Bv25JoH5RoD5YS0MNS8MNysONyiPfVEWZVsWYIGPeVsea1r6zqIu3aEywaU62bUtxbE937M50685y783x6s3x6cv1Hcj3HyoMHC4OHi0NHSsLG60IHa0IHSkPGa4IGakMHa36SuXRusjxuihYqNooVG0UChkNC1MdjUXG4GvfEerisNXROGQMriaOUBePr0+GIT3Zlk9qzyd15k125ZN68ib78kh9eZP9+YIe+r+dgQbnnj+OVXwcq9gYBlUKojyWR/IBpD9PFHyeKPg8XvJlonQjQxu5ikKuY2thQgM2c2baODNt3Nl2zkwba6oFFL1B9OY6thZmMI1UT59sgKMt4Oo3sNdwuZsxWceYrBHkNID0Oq4CSJDWa5iydUw59Z9Ew1YAQgMbzYc0qZ5JamCSGmAbTSfUUXE1FCxyHVMNcxqIjK4iY6up+M1YBdf/TcAi/13wA/TJJsZUM2OqmTndwpxuYZCaYG2CNJ3YCN+HIU2eKFkdyf88mLPcl7nYkw42pBd70gGk5ze2qJf7Mj/2Z33sz1oZzF4ZzFwZzP48lP1lKHdltHBlvHQFVbaGqVrD1qzh69eIDWRS89pk29pk2+pUG0Dv3830PxOa1LqCa1rBN6zg61bwtSv42hUCcoVQtUKoApCmTDfQ55oZc+2shU7WQjd7vpeMb0OmBZrIi92/+JvYhb2i5/eInt8jJfK7lMixp7ePvhL7XffFZTt1MXv1275GjzL8dfJDTfIjzEpirSoS7atSnCo+OBTEWWVHmaWHGBa/s6pMsC+LsSqJNK+IsiwJMc320QaQzvJSyfBQynBVSHeWS3d4mWr3Is70wTsj8XeGd2MN7rzTvxOjeztCUyhU7XqwymVfufOuz/5weHLc+uExU9GDutf2qJ7bKnvyh6eHv3myDyF9CKF49sc3dw7YP/3T/fUlk7sHVC78/HA/4tIWxGEE4iACsQ+BOIxAnP8Fce/IdwqX9ugIHdC/tfeN0G6DKz9rn/v32+s/2d/+9b3GpRRDoQil0wW2Eh2hBnlvn4W8vBH8XCj06c0QqUshj0+FPDwYKbE/VuZwqPSxIOk/AqRPeT05YX/noMGlX5WOf/vqIOLlAYTMfoTcYYTmH9+9Ofuj2cWfba/vcBPd6Xzje3/xre+eH0xTOJarerJc90yT+Y0eR7EBjyejfs8xUaqTSW9ms+wWitwWSrznSz0XSl1QqcbEHMuZIhtUsgE+w/hjmcN8ofVMtikh1QCTqIlJ1MQmqI9Eybd4PS63EU3SuJhjfLfaTabU5Vml16sko9vJxqKekkdsRfZY3Njh/PCE3PFv39w90p3pt4qqhj73c1f+CukNwVvOMKE56xN8SK8O8CPGAKrJoxB5A9JUFESZ4K2jOGvjrLUxzpdhzlIXb7GVN9/Ena2FpiuhqVJoqhCazocmcyFSJpeQzsKlMvHpDGIGczKbOV3MW2zmLnVBn/r4kKbyIc2mjrOp41zKOIA0e3WM82WU/XmIs9LPWeljr/VzyAPc9SEOZYhLHeZShzm0MQ5tjEtHcRloLgPNoaPYNDSHNsGPKvvSD33u5o/oWO7mfuzkfezhfeoCK8JV5ba72h0vzXs+2veBYwalb0Blf71HMKR9dR4EGz3ZaDQTA4K7weEucWCj4XI3ePjvqAYryDUD4aOA0/wecpMn4HA2uBNgcB8U0uGHwUWYqUSo8SNAZdCSBq6jzKXAfeCq4VdDjR/B5AYvAcYDcsPDuD44yaW6Kqa7K2d4qKQ4K6Z7qGd6aKS5q2V6aOT66eb76WX7aBf46xcEGhQHvSkJNS4PMy2PMKsINyuPMKmMMquMMauOMa9+Z14bZ1Ubb1Ufb1OfaNOa4tSa5tSe5tKR6dqb49WX7z2Q7ztY4DdcFDBSGDBc4D9U6D9cFDBaEjQKurIrw8YqN1BdGTpaFTZWHT5aEzFWyyf0RH00ui4aVRs1jowYR0aMV4WPVYZNVIaNV4ROVIahqsIxVRFA2OpILDIGX/v+/w2kBfEMF7fnB4vhQJKPYxVggxmeofRlvOrzWMVGjkfBx9GCj2N5K+iiFXTRCqpsFV0OMjvBLCkKro6Kr6cTG1lTLYDN3Nl23lwHb66DO9vOnm4FZhpO3wQMBoQGgvOnYAmabMHzUaCJDO4jA13foPEb9H6TsZVUXPU/ioZHgvQSBrGWQaxlkuqYpDrWJB/SQHCtm4JFAk6T0VVA65hqCha5jkPSCA2ArICpfLJONf9/FvwhrJlW1kwra6qFOdnMnGwW5DSN0AAE/wg2+9cx1WtjpSujhZ+H85cHchb7smDN92Qs9GYu9mWBlvKPg7kfB3M/D+asDgHlfhnKXRkuWB0rWp0oW0WXr+OQ6/g6MqGBTGpcn2xZ+6p/5vTfC9184epXsPUr2NqN1v1qcLZ7jVBNJiKpUw30mSbmbDtrroM9382e76UQOzrL3rubvH52+4To2Z1Xj/9489RWCZFjL8T+eHnvpPyDPwxkrzrqiDtq3/U2epTup1kUaVoYZVb6zrIi0bYy2b48ybYoziIv2jQ/xgyZ4lif5lL53ro06m1VjGVZuGmOtyZo88zxVMlyV8p0VUhzep1mL5Nq9yLWWDzGUCxGXzRa7zbw0GEq14IVL/u8Puf2/A+7x0cs7x00u3vAUOg3tYvb5U798HgvQmI/QvIQ4tmxb+TP/KAr/Jut9GkvxRtGdw7Jn/v5zm7EuW8RRxCIAwjEEQTijy2IgwjE5e0IqT9+Vr6yR/vGb9rXd6qf/17xOMLwyk9O4vtzrZ7U+MgnGgon6IuUuciVOym2Bpi0+Bi3eBjWO6mVmkqla1xNVTmdoXU+Q/dmms6tBLXrobLn3B4dNbu5Q+PM93JHEPJH//X6MEL+MELj5BbdP3/QO/W9wenvTc7/YHvtB487v4RL7It/eSRN4Vi++inkm8vNFre6ne/3ez2dCFciJhjMZFnPF7rOF3vNlXhMF9iPJeoSs8zmCm1QSfqoD3rzeZbTWSYz2abENEPcB218sg4+WWckRqnZ81GplUiWwfUic3Gk09Nqt+c13q+yLMSqXF8EvzhhdvEHO+HdgS8uqJ/50eTeiYG8YAquDvo0wFsd5ZIneOsoiIqBaFi+qBhwsIq3Do5Bo7jkCS55Alob460MQfzRGiAldCP5hIKCqCiIioGoGIB29toEe3WM9XGAs9TLXuziLHbyFluhxRZoqQlaboQWG6CFemi+DpqvhebreQv10GIjtNQCLXVDy73Qpz5oZQBaG+FX0WnjANLgk8EvAdyVcc6XUe7qEHttgEMe5K4PcSmjPOoYRBvn0se5dBSPgeYxcUBcFo7DwHFpGIgyDq2DZLR+7uc+0NS9aUU4Kd5yUxX10rwH4xkA20/3YYD+40CDJ8Bqe2uJB+g/DjGWAH3gAMPAEINCN0xugGGYyv764uBh8ICXlqiXlqivrpjg2zeFqAAGA5sOjmiDjjMY26DeHmj4INTkSaCBePCbByFGD4FACmm0hXSggTjoIQ81fgROaQcZ3g80EIdZDhAOHwMDZjre7iUYa53urpzpqZrlqZ7mrpbto53rp5vjq5MfoF8WbloR+bY0zKQ0zARcV8dYgs6v2jibmjibhiS7hiS7xg/2zSmOLalOrWnObeku7Rmu3TmeXdkeXdkevXneA4V+wyWBwyWBQ8UBE6Uh46VBo0WBI4UBANJjpcFj5SGoqnBUVTjMaQDpcSQf0hP10RP1fEKPVoWNVIaCJ8crQsfKQ8bKQ8YrQlAVYejKMHRlOKYqAoOMxNXE4uuTiI2pxKZ0QkvWVHvBZEfBZFc+H9K9+ZP9+ZP9m60z7JtB2xe/9QlTs4qpWcPWknF1a+gafrw2P3KLD+k1bMkatmQNU7GGqVhDI9fQ/GmPoFkM2GgAaUDof4Q0FV+/yUnDkBYEs6DgsJFN+m/AphNq/lGCbBYUg1jPINbDNpqGrwV4hs00EAWLpOJqqIRaAGnGVDNrppU928aebWPNtAoCe5P46P2b/tuTYJsAoFoQ0n+vflNwdRR8zepEGTgF/nk4/9NQ3sfB3OWBnOWBnE9DeUCfh/OBvowUfBkpWB3JXxnJXRnO+zKSB86OC0C6hkysp5CaKKSW9cmW9cmWVdhSC0BasOi9aVv6M77pC6buC6bmCwZ07Fd9wVYAAUhTJuvpM03MuTbWXAdrros110Wd6hhpzor2NFKTvnb34p6LR767evInCZFjihIXVaQuqkic1X152VrzjoOOqKfx/XgPpcr31uXvLIui3xZEmuZHmRa+My9LtKlKcSiKs6hMsqtKtCuNelsabloVbVEeZprnq53jowFDOsNFPtVRNsX2ebLV03jTh7Fv7kXr3Y7QvhWucTNE9VqQwiU/2XOuUsftHh8xv7vfRGTvm1t7da7uUDr3k+zJLY/3IqSPfPPy5HcvT2159ed3Shd/MRA9YC7xh/6dw3LnfxXfj7i+DXHhZ8Sf3yNO/4g4vxUhduxnqbO75K/uU7m5X+vWPl2h3zSv/qpyZovh9W0ODw4nGIiVusrm2EgkGN5OMXmYZy1TZKdUYqdc46zZ4qlV5yRXZHavyFSo3EYU6ShZ5fA03/xhgubNQJnTLg8Om97YqXXuR/mj/3p5APFqP0Lx6L81TnyvdfIHnVM/Gp75werqT063tvqI746Q3J/w6mim8olCzdNlehdabO90ujweDnqNi9OdTLeYyXOYKXCdKXAhZL4dT9LFpxlP55qjk/WH49QwSTrENMPpLBNS+htiqh4pTR9AutX7SaXd3SITkRKzu0Vmd4ss75Y5PCywvDf+zjDbUNTgFMLl9r44pVsGl3dYPT6DKn/Hnm7jfOwH8R0QBc2HNBXD198IzVkb562O8laG+EElKwP8ANH1UYgyxu/upmFBiziPiuauozlkFOvLGPvzCPvjMOvjAOdjP5++K4PQpx7oUw/0qQ/61Ad9BBqAlvsBofn54eQR3voogO5GuZt/Mpu3joLWUJy1cRDAwiWPcSnjPOoERMPw+8sYeB4TDzFJEGsSYk/yWCQuk8hj4iEaBqKOQeQxaHWQ93mQ87mP+2mA87mP87Gf/akXrAg3VVEgD/W7Xpr3gDw1xMButK/OAwBvUPoOMHgIIO2lJeqpedtLSxQ4ZlDiBtwVNM2AzZ6atz00RMAdd3VhN7VboB4O3g5/AtyABmAMPge26aAfDcY2uA4xfhygfw9wGhzFBqe8oi2kAYYBngGqwR24AA7wDMeRprgopLoqprkpZXiogMiRXF/NXB+tPH+9wmDj4lDTohCT0vC31bE2yHe2VTHW4KL2vX1DolPTB5fmZNeWFLeWFBfQkt2a4dqe5d6R7dGZ49mV69Wd591b4Nud5w2u+4v8B0sCB4oDBgr9JsqCUSUBo8UBI0X+o8UBY6VBqIpQdGUYtiYKg4zEICMnqiOAUMhoVG3MWE30eG0Mui4aUx+DroseR0aMVoQOlwWPlQePlgWNlgWNlAaOlgSOlvqPlQaNlweCT8MgI3C10bj6eGJjMqk5g9iaOdNVMN1VMN1TONNbNN1fON1fOD1YOD34deMZ4Bn2zYJgXsfXUwgNFEIDldi4jq0jY2pXUdUb0ZiFANJkXCkZx5+MxN9dxtSSMbXr+DoqsQE4S/ZsG2eunTvfAcSZa2dOt9Anm6jEBoFd2xpBTv8PPPO3q4lIMCSRNllLn6pjTNczpuuZMw20yVog/ghFIhLov0EdPmcFjlp9FbEWFp1QQ8VVU7BVINwbXGwO+sbX00iN8F+WM9cOiPvfYAxA/nf9b6gDdw7X0sE3DAu+SSPWrWMqyeiKNVT5ynjpl7GSz6PFn0aKPo0UrU6UrU6UrYyXAvFTUceKyGOFa6MFa6NFK6OFK6OFX8aKQLmbwv93qV8nNVBITeuTTWRSI1kA0ps4/X8HaVzZKqGCTKqiTNbSphsZs62A08z5LvJUO7o7PznMxkDhzsPrBy8d3XLl9x8e3Tik8Pi82tOLKhKnVaVOmSpdd9S94/P28Tt3hfJ3lmWxFoVRZjmhbzJDDHIjjMsSbWozXKqTHcoTbIqi3xaGGZeEmZSFm5aGGBcG6OX7aOZ5q+V6qmS5KWY6yaXavfxgKZ1oLhlv+vCdgViEplCQ8pVA+Yt+sue8X/zp/vSk3YNDlnf3G93apX99h87VHRoXt8r9ueXF7/96/vu/X//5g8rFbWpXd6pc3q5w8VfFS9uUru6QPPm9+KFv7hxAPPh9i+SZ7VLnd0uf3yt1cd+ra0fkbx5VvHlY6eYBTeEDOiIH1K/tkD+9RefqTuv7v1veO/j27h77J4dsHx2weXjQ99WFMEXhKOU76YZSVY7ydS6vS20elFrfrnF+0ODxrMH9ZbmDZPqb29EqlwNe/On04Mhbod3Kx795tR/xbDdCZi9C/vC/VY5+p/XHVoNz20wv/mx++Sd7oa0+936Lfnrog9zxTKU/slRO1pkLNzuI9/vJoKI1ickmU1m20zlOk7mOuFQjbKo+9oM+LlkPl6zXH6HQHyZPStOfzTaeznwzlWFIStPHfdAejVXuDpZp8ZKqs39YZ/+w3OJOubVYhZ14hZ34cp5drZ2U4QmEx519Saqiptd/c3t1Y6E9F1oZhb6MQGsTEBkFraMhCuar1tEQGcXX2gS0NsFbHeet8iHN/dIPUr43MkQn+B4arpbTcFwalkPFsCloHgXDXUcDV81eHYPWwNY1GloZh1YnoNUJaGUc+jzO+TTKWh5lLQ5Bnwehz/3gvPIGpFE8BppLw3DoGwCmYnkUDJiLxSVP8IPPqGiIhuHRcRADDzHwEJMEMUkQaxrizECcGYg9zWFNQUwSxMBDdBREQUHkEd7KCGdlkPN5iP1lQHBF+Oo8cFe746wk7KpyGzSLeWqIOSsJ++s98tYSd1e746Yq6q52B3SWeWre8dO7D3wwQK+HhgigNQxdQFyAbU/N25vA7KJy00XlJniL4CcAnPvri4ODW8B/g85wAOlgo0cA82DnGyA82OgRcMxA4Jp/KMvmRYzlUzB9C9wBSAZ94KCyneggC0xzlpcayPLclDRSGKRfHmFWFWNdFWNdHmlREWWJfGeLfGdbGW1VF+8A8NyS4tae7tmR4dWZ6d2Z6dma4dqa4dqW6QYI3Z3n3ZPv05PvAyAN7vQV+g0UB/QV+vXle4+XBkyU+I4W+40U+Y6V+KPKQzBV4fiaKGJdLL4uBlcbjauNRtdEYWqjQVMYqjZmoi4WUx+DbYj9CunyoOGSgKFi/8Eiv4FC78FC76Eir6Ein+Fi74mKIFRlMLo6FFcbhauPIzYlkVrSia2Zcz1Fsz1Fs33Fc/0ls4PFs4PFs8PFs8PFggYaEBqUtcm4OhjPVGIjldhIIzXRJ5spuPp1bN0aGrmCqhCE9Dq+bB1fBgrLG11g/wvSnLl2gCIAaYFGqn9uHIM3pzdhe51QDTgNIM2caWDNNrJmG+lTdf/I6b8AWECs6QbWdMM/cPp/QhoWFVdNJ9TQSbUUfA2V2PD/H9L/zX+Dl8Cr/w3SghvhVEItBV9NwSLJ2EoyumoFVbY6UfFlonQdUw3urGEq1lCVK6iylfHylfFSEPayNl68Olb0ZawIQPrLROk6/9+lnkpsWCc2rhMbyYSGNWIDear1H800jGfBovcqofEzuvYzGkTZVH7GlH/GlgIJQLqeMdu8AemOtckWTE9BWqS9sYq4xK2jV4//ePnY9/ev7H1x97iKxFn5Byde3z9i+PqSk+G9IJunCd4quSGGxRGmpTHmhVFmuWFGOeFGxe8sKpPtW/O8q5PsiyJNC0KNSsJMSkKNiwINCwP0Cny1YEhnOL5OtnmRaC6ZYPYk3uh+tK5osMpVn9fnPJ+fcpU67vzkqMODw1ZiB8yE9+pf36Fz5VfNS7+qnP3x1clvpQ8jZE99r3TxV51b+4zEfzd79IfRg+M6oodVhPaq3z6qePOAktAhzXt/6j25pCF+Rlbo92dXDt77/ZcHf2yVOLX1+blt8ld2K1/bLfPn9w/3I27/glC7uF32j28f7UGoX/ru7b3f7B4fCVO7FaYoHKkimm4sVeeh2uSrVOn8pMxRDOn+COksUe/+vMJRKtP4TpzG1XCF895SJ23v7je+tlPt5BaZvYinuxDSuxDPf0PIHvyP8rEf9M9tfXP2x7eXfna+vStE4kiC7IlkuZMf5I5Vmd5qsL3X4/ViPFIdn2REyrCczLafyrHDpxhOZhii3muOxaniknR7Ql52BDybTDeYyzGZzTaeyjAkpuphEjXH3qkMRsr3h8qNBCmMBSt2+8j0+Mu0+z5rcpeiV7g3O0sbnUB43vktSU3EXGi/v/I92hgSYk9C5A0YC0J6Hf0V0htTnGFIc78Mcr/0s78MsL8McFYGeWvD/EPS8JY2A8ej8yHNoWIgJoHLwHGoGNY6irWO4lEwEA0H0QkQjQjRiBCVCFEIEJnAW8GyP2GYy6O8z8O8L/28lSHu6hCXPMKljIJ9ZQ4dw2Vg+f3nNBxEw0EULLSO4a6juetoHgUDUbE8Og5iECEGEWJOQcwpiDUNsedgcdnzPNYUxCRCDCxEw/LWxzlr46yVYdbKKGtlmPllhPllCKwIsN/spirqoizirCQM5KIs8hXMGmKwvfbUvOOtLeal3BYr4QAAIABJREFUJequLuyqKuSictNN7Zan5m14j9lH566n5m13dWEPDRGAWy8tUTe1W+BJV1UhR8VrjorXXFWFgNzVhQGwQenbT+8eID38I+zI4f1vWGBIF7y1DPrCwOzLyLeSoDebP1lrwyinuioK3ocJDXI6QZg2SOgsDtavjDRBxlqAInZNnE3te9u6eDt4nFR7untbmhs8uwLMkurO9u4r9OvK9erI9ujI9oANdGeOZ2+Bb1euV2eOZ2eOZ0++T1+hX2+Bb1++93Ch12ihx2ih12ih10iR91iJ/3hpwHh5ILY6AlsdgUFGYmuisMgYLDIGXRODrolB18Wi62IxtbGY2lh0TRQKGYmqCkNVhY0UBwwX+w4V+QwWeg4VeA4XeYwW+4yVeo+U+IyX+6OqQrA1kdi6d8SmpOn2rNnu/Pne4vm+krn+kvmBjeCR0bL50TLBkRgfxyq+oKqBgYbxDNhMIzUBMUjNNEIjBVdHxlavoCq+TBR/Hi/6PFGwiilew5bwJxhuQHoNXbOKQa7gasjEespkI226mT7TAsSYbQUX1KkmymTjOqmBP5b4nyANu2q4AA7IvY6vIRNrQQ4G2M5kzDaz5ltZ86206UYg6lQDdaqBMllPmaynkerZM83smWbObAt3rpU718qZbQF3gFjTTcypRuZUI2OygU6qp5NqaXgkfMQLnPKi4iop2IpNx7L5rxJr6KR60OoFAMyd7+AtdEKLXTB04Z1m8ABrppUz1w4tdkHLPdByD7TUzVvo5M53CDpm+HnWTCtzrg2IMdtKm26mTDaSifVrhDrKZCMQdaoJFviT0Ccb6MRGCqGWgqsj45Dr2FoyDgka6flxKIQGCqF2HVtLxlaDg2p/mQ82wXfSlI2uPfhI2DqxcX2yZdOGNGyaBXej+S9h6z6h+IPOvqAqvqDLvqBLvqBLvqCLPqMKV7ElFGIVfaqONdPMmmllTrfSploW0MiZicrkcCsFiXNSwkfFL/92/cSPDy/vVXx4Rk/m2kvRw3ovL1pr3jZTuRbs8CI5UKMizqIqzrLyvWVxrFlOmEFmqF5BjElVsm1DhnNhtElOsF5JpElFtFlhkH6Bv25lmHGOu2qWm2K6s1yqo2ya/SsA6fcmj6J0bodpCAUqXfaTPef1/JSLxDGbe/vMRXZbix02vvmb1qVf1c//rPjnlpfHENKHEdKHEQpnf9S8sctI/HdL6bPOcjfdVUWdFUSsX16zlLlu9fqWvaKYs+oDe+X7ZjK3NMTPyAkdlTi78/HpXx+f/PHh7989OPLNw8OIR0cQjw8jHh9APN6PkD6CUDjznea1nwyFt1nc2+cocSJMSSjo9Y0EnftVrkqN/qrlThIlDvdqvSWqXSUrnSTLHSQLrR6l6AlHKF4Ienkm9PVF27sHDS79qnDs389/Q0juQkjuRDzf+2+5o99rndlueH676eUdFle22l37xevu7jiZY1nq5wv0rrQ6Pen3fTUYrIiO00MnvBmNM0QlGmEStDGJ6uj36uNxyuj36ugEjcFI+TY/6akMw6kMQ2CmsUlaIzFKQ1EK41FKpHdaK5nm04k6w6GvC42vVFoJr+ZZfcwwd7zyn4CHBxNVb3k/u1gXZr06VAWtoSE6AS5ub9Lfa92gtgxORfNWR3mroxtZ3yiIgoboeIiOh5gEiEmAmCQencCh4Tl0LIeOYdEn2LQJNm0DtEw8xCJA7CmIPQUxpiHGNESbhChEHhkPrWKg1TFodQQij/MNOh3No2N5TByPieeCN7IIEIMI0QgQBQ9R8DwKjkfBcag4Lg3PoxMgxhTEnoE48xBrFmLPQZxFiLsEQcsQtAzxPkLcBYg1CTFwEBULds1Za2Os1XHm6ihzZQxeEa4qtwGenRRvAQFOe2qIeajfdVMVdVW5DZrLPDXEvLTuemreAc4YeGJ3dWFggkHhGvAbfgnYZVdVIWflGwDqDgpXHRWvuajcdFa+4aJyE+Y0ADMMezhIHJS+AZ7h0ZmgdyzMVCLSXBouXANzDBgcb/cSIBkozU0JVrKzfLKzfIqLAqhsg1kXBQE68MhIeKxFTax5Q7x1Y6JdQ5IdCBhpTHJsTnFsTXVtS3fpyPDoyHRrT3dvz3DtyPDoyvboyfHpzfPuzvFsz3ZrSXdpzXRpz3LvzPVoz3JvzXTpLfDtyvPsyPbozPXozvPuKfDuyffpzfPoz3UbyHEezHUZzHUZynMfKvAcKfIdLfbDVIVjq/mpYSCWBIAZVx+HbYjD1cfh6uOwdTHomih0dTiqKmykxG+42HuoyGugwG2o0H24yGOk2HOs1GukxGu83BeNDMbWhOPqY4lNCTMdmXM9+Yv9xQv9pQuDZYtD5QsjZYuj5YvjFYvjFZu6w0CeFBlXJ0hoWJsgvYqu/DJR/GWi+O+QXsfWkjG1q5iaNSw/I2wTpIFo082bIC3Yvy3ongGev05fgDlNqoPDqugzTcy5FtZ8K3uhjTnXwpxrYcw2M2ab6TNNQLTpRvZsC3eulTffBgugmjXdBAQTmj/8ClcJM5hBRMKnsTeRG4hKQMKQFqwc8BY6BYkLt4PBZpq30AktdUNL3dBiF1xm+Oe3zLcDMefawK844KsDEWwwpGnTzeDbBp/DmGre1EkOKhyCLejgJhn7tTzOr4QLQHrjX+e/QnoTmzedzvqCq//0F0IDSBcBrWJL1gmVtEkkPxx0ppUx07Y+3TaHrk4KtVCSOC8lfPTe+V03j/3w6PIemVuH1B7/+VLkgIHMRUddMVsd4VAnmSR/tap4q+r3VlVxlqUxZgXhb3LDDUvjzGvSHCoSrPJCDXICdUsjjCsiTQv8dfN9tEoC9fK8VLM3dqNT7V4mWz1PMHvyzuhBiNqNQKUrvq/Oej4/5Sr5u+Ojw9Zie81Fdr8V2WdwdafG+a3Kp7+XPf7Ns0MIqUOI57//S1toj9H9o9bPzjvI3fBQFfPXexJoIOmrK+GjL+WjL+WtK+2hJeGgIm7y/Lqa2B+yNw4+Pb9L6tw2iVM/Pzq+5cGRb+4f/teDQ4gHhxCSR7dIHfn2+YlvlS/+qCv0q7HoTusHB12lToQq3gyRF3qvda/QRqbSTbbESbLE+X61l2RbsHyj9+tad5lqlxdFVk9S9ISjVS5HKFzykj5lc+eQ7oVtSie+f37g3493Ix7uQDzZjZA/+pP6qa0GF3e8vbrL5sYOd9E9oU8OAk7X297v9HreHyQ3Easz8V5vKEZnLF5vOFpxLFYBFas08U4ZE6+GiVcbipBv9ZWaeK+GSdTEfdDGJGqi4tUn3quNx6lORCsTYtRm43XQEfJdXo9TVI9map1cSNFbz7cJfrgz6PGhRNVbEaqi/el+TEI7RMVDNAJExUI0DETFbF4p/N1ffqMWfzzlBJc8BpFHAKEBpPlPfiU0AWKSeAwil07g0LFsBorNGGfRx1j0CTYDxWFiuUw8j0WA2JMQaxJiTUJMEkQnQlQ8j4yF1lDQ2l8gzWOguQwsj4nj/hXSPDoBouIh6l8hTSNBzCmIPfcXSPOWIN7HDS1BrGmIReDRCSwqmrWOYaxPMMnoTSvCUUHIUUHIQf4mkKOCEOA0aPB2VhIGDzgrCbupinpq3nFTEwGIdVK6DpMYbiWDIQ2oDPy0h4aIm9otUNkG/PbQEHFVFXJTuwUT+h+PXAuGnICj0lEWT8Ep6iiLpzFWz9/ZyIDe7Pe2MsAZA/RmeKjk+GgAwVMu4EEX2d7qYMs5318bRGeXhhpWRppUR5uBrOyaWPPadxaNCTYtH+ybP9g3Jdk1Jdk3Jdk1f3BoTXFsS3VuT3NuT3NpS3UC1x3prp0Zrt1ZHt05Hh2Zru0ZTq1pTm3pjh2Zrh2Zzu0ZLm3pjn353t05bp1Zbp1ZLt05Hj257t05Ht3Zzr2ZDv1ZDv1ZDv3ZjoO5LsP5bsOFXiNFvpjKMExVOLY6EoeMwtXEEuriiPUJIGeb2JREaIzHN7wn1MfiaqMxyAhUVdhoqf9wsfdwoddggdtggdtQodtYkcdoiftomddEpS8aGYirC8M1xJCa42c60ud68pcHS5eGSpeGK5ZHKpfGKpbHK5cmKpdRVZ/GQXInv397FVMDqtyCJW7GVAtjqoWPamITgPQapgqG9BdU4Qq6aBVTvIapgCG9jq0j4+rIuNo1Qt06qQGQYxOhBSENYPOP1hmeu8CcbmLNNPMHMEw20Ej1AEvgkxmzraz5dvZCB3uhg7PYCQR+hNkGiu3A3UKLXcC2cuc7YBzCxKIQ6qmEWgq2goovpxEq6MRKBqkKFnOyGlzQiZU0QgWNUEHFl1PwlQDSoLwPAAw4Ddto8OomVHPm2nkLnUCA0PDO9Ka3CEIaNtOCnBb8Nhizrez5TtZcB3O2nT7dSptqAaJPt1Inm2lTLYyZNuZsO3O2nTHTRptqoU82CQ7lXEVXwmNAwQBpIDBgm0asoxIbBCEtCGbBY1fggc/4phV8wwoauYqqFphdVrqKKV7FFK1hi9ewJeu4CvAdsqabODNt7PlO5mLP+mx7XV6wi8nzN6+F5e+eFP/z1/untz29ulfp3vFXwgf0n5911b/nYXw/0uVVoo9SdbwlMsGqMs68OMq4INywMNq4MtGqLs0hP8wgw18zO1C7NMKoLNwoz08r20M130sjz10520Uh3UE2xVbmg+Wz96YSMYbiUTp3AhQve8uec5M+4fT4iMP9g7Zi+yxv7za7tdPw2i6di9vU/vxZ7vi3zw4hJPchnh5BvD79neGdgxaSpxxeXXGUv+mqcsdH50nQm2eBxi+CTV8GGD330pVwVhO3lhM2kr6kce+kwq1Dry7vkbm489m5bdKnf5I8+b3Eyf9InPyP1Iktsud2vDqzVf7czxrXthuI7DC5s8vq/n5nid9DFG5EKgvHa4unGT3JtZQsspcsdn5U6vKwM1SlwUe+2k2m2k2m3P5plrFYnNq1MLkLQbIXXR4dNxPap31+u+zvPzzYhbi9FSH8E+Lxrn/JHPpe/fR2oyu7rW/sdhDa7SG6y+/ezkT5Pyrfira4Snb7vRyL1hqN1e6L0BiJ0egOfDYU9mIs4vVEjAL2vQomQXU4Uq7TX3owXBb9XhWbpDUepzoep4pN0sIk6YzHqswkahGilSbCZLu9HyUq7o2X34OPUeBVOmWpnY2QOpKifTvX+vVcUxr0cQRiTnHpJB4dx9soU/9FYPeXjuXSMBANw4UDQdfH4UnSYD94I+6bj2fAXR6DyKWT2HQslznBYYyymaMs+hiTiWIxsWwWns3CczmTfE4zCRANB1GxvHVQXR+DVsc2II3h0bFcBpbL4kOaxyJBTBIf0hQiRCECQgNIc+kCkAYrb4nvoaGPEG8Z4i1B7Gkei8Slk1g0HIuCZ1KxzHUck4plUwksGg6sCLvX12HZy92AIQ3bawBv/k2VW66qws7KN0DV2ln5BgCth4YI3DXmpSXqoSECwxtkjQlWs8ERavjMtCCSw0wl4GtwEhqElgDFWr+Is30ZZ/vynY3MOxuZ93avEh3lQO062Vk+zU0p01MVDIWEhz/CO81gCmSenxaoZoOCNrDOlZEmYKAFYDMYNgUGWrR8sG9MsGpItGqIt6xPsGxMsGpMsm5OsmlOtgXXTYnWTR9sWpPtWlPt21Md2tMdOzOdO7IcOzMdO7Icu7KcOrOdOjMd2zMdenNdu3KcOzIc2jMdurKcunKcu7KcOjLsejPt+zJt+7McBrIdB3NdRgrcx4q8x0p80RXBmMowbHUkviaayA8nSZpq+kBq/kBsSiI2JRAa4wUgHTJW5jda6j1S7DlU6DZU6DZc5DpW7DZa4j5e5omq8sHUBOLrQ/GN0ZMtCbOdGfN9ecuDJcvDZYKQXkZVLaOq+OGdG73ccLPYJkLDnKYRGqn4hnVs7cb/xEtWUCUwpIGT3mjVbqAQGmBybPLQf+c0kGBHN7DOgM3s2Rb2bAtnrpUz18qebYFRDYN/E6F5y93cpS4gQVr/b0gLEhpskK9hyii4Miq+nE6sZE5Ws6aQggKoBpym4svXcRV0Uj18uBnmtCBuBQ9Ab3oMxjNcCReENP/52VZYf98sAL8MgW+DOdfGmm9nz3ey5zsBhjeJOdvOnu/kLHRxFrq+PjPVzJhsoBHrNnF6HYf8O6cphHoyqRnOMwFgXptsI0+1CwresV4lNK5iatYwVWuYqjVMxRqmbA1bsoYtXsMWk3ElZFzJGraEjC2nEpDMqUbeXAe02MVc6oLWxzFduVHu2hZKYjqSl1/fOvbs0l7N+6cNJC9o3D+pJ33aSUvUz/xxhOPz957yVe8tkHEW5bFmheGGBeGGZbFmVUnWyGTbVB+1VB+13ADtsnCjsrA3ed4amS5KWa7KWc7y6Q6yH6yfx5tLvTN+HKUnHqYhHKh83U/+oteL085PjtqK77cS3WMuvNP05jbja9t1L2xTP/2L0onvXx39t/Q+xON9CJnj/1K98quB2CHLp6cd5a87yN+ylxdxVhP31Hnioy/layDtof3YUUXMRl7E4tXNt8+uGEmcN3z0p9LNfQrXf5O7uvv15e2yl7bJXtr2+vJ2ucu71G8eUr66T/3aLh2hnQYiO4yEt5uL7ra9d8Bf5kKUiki8tniCzr0044eFdpLFzk/y7O43+Cki3V5VOD2vcHpeYiOZZSyWqCX0Xv16tPJ1n2enbcV/f3Nzr9LZX6UO/VtsJ+LOdsTtXxAPd/1b9uhPWme2m1zZZX19h+PNbc63fo56dqjQ4Hqd/cN2z+fDEaojUZq9oaqDkapdflIDwU+Hw16MhMugohVw8arod8oDYa/6QmTwSZpTGYboBI2RGCV0ggb2gy76vfpsktZ4yAtclBwm6lWu/vF4hV1D/hLsMrt6q7sxL48XmUt2RltxMPUQGQuxZrjMSR4Tz2PiIAYOYuEhJh5igVo0AWIRvt5h4HhMHD+YEwR+bYyt3GjXwvI99IY55jGIHAaJw8BxmRNc5hiHMcqij7EZKCYDw2Li2Cwih03aIC4eomMhKgoij/MJvTYGkcEwrn+ANI9F4m1AmkslAkJzqDjO3yHN3YA0n9DLPO4ilz3LY01xGdNsOpFNm4RXHnOGx5oCK8Lm1VUgW9lrdq+vwzy2lb0myGwnxVuOCkIOCtfd1ESclW84KFx1ULgKIA1K3x4aIoDKsEBWCXx0Cj5MBbrABPeVBV0yYLOgV46zffne7lWc7ct4e9lER7lER7kEh9eJjnIfnBVSXJXglmxgjvP8tACVvzZ/BerCVC4O1geTpgSnQAIDDVZkzNvadxb1760a4q0b4q0b4i0b4s3r379tfP8WrA3x5s0JFk2Jlg1xZnVxZk3x5o0JFq1JVi0frNuTbdpSrdvTbDoy7Loy7buyHLoy7Tsy7DrSbdvTbbuzHDoy7NpSrVtTrTvSbTsy7Doz7DrSbbrTrPrSLXszbPqz7AZznIbzXceKPCdKfDGVIdiqcFxVJL4mmlT/fqoxYbrxw3RzMnDSk40JpIZ4YsM7fF0MDhmJqQ5FlQdMlPuOlniNFHuMFrqPFbuNl7iPlblNVHigqrywtUGEhjBCU8xUW8Jcd/pCf/7yYAlw0kvDFfyBkhOVSxOVsJMWNNNr2FrBcregk/5HSPNtNLZkHVdFJSA3UjWa6ZPN9JkW+mwrfbaVMdcGBH6kz7bSZlqAqNPNQLTpry4ZJjRrppk928Kdb+MttMPizrcBWjM2Ppk5385a6GAvdrIXOzlLXbDAHfZiJ2uhg7XQwUfXQgcsuHQMfmkAzFsj1K3ia9ew1WuYsnVsKY1QwSBVsaaQ7OkaWH+HNAVfSSPWCYaQwF550y8Bgoklgk8KdnELvuUrpze+NPC9UaaayCR+CDaZ1LA+2UiZaqLNtIAvhDnfzpzvYMx10mc7aDPtQPTZDvpsB3O+i7XQzVnq5S73cZf7OEu9rIVu1lwHe7aNOd1En2ygCPjpVXQlgPQ6roqC/3qynEqoBZCGRZ5qX5/uoMx0Ume7gCgznevTHeSp9lVS6xqxaQ1bQ8bCA0bLybhSgGcyDtAahnQ9b74NWu5hLXRCTPTscFmog6r6w3M6jy6Yywibywi7qj5wV79v9fqGodQpe9UbQZaSYfZP4z3lK6JNK2PMiiONcoN180L1y2LNKhIsS+PeJrorpvqoFQTrlYa9KQ7Wz/FUy3BWzHRRAh3dSRZP40yexBg8CNO6E6Ryw1f+MoC00+Mj1mJ7zYV3mtz41ejyT/oXf9Y8vVXlxE/yx7bIHP6X9D6E5EGEwpnvdUV2G947ZP38rIuSkKvKHRcVMTfNh9660j4Gz/wMn3rqPHZWvmv7+pbVyxuWL66YP7tg/vS8pughdZF9KkJ7VK7vUrq6A0j52m7NW0dUrx/QuL5b99auNyLb39za+lZku83dvS73jwW/vBKrcidO7U6K4YMSB5lytxf5do+qPeQqXeWqXWWRbq/L7Z8WWDwqsnhUYiOdon83Qvmax9OzluLHtG/89urUz08Of/fo4He3tiLEtn0jsec/ckd+1Dq99e3lHbY3tjne+Dno4W+ZGucrLO40Okv0BSsMhCt3BysOhCv1+ksPBUkNBUn1B0mOhMtg4hTxCWrY9yptPhKYeLWZLCNsktZApOJQtDI6UZuUooePUWpzFsVGvppLVq2zv5qhdbDVSfhjul6Pp9QH5TMtvqrT5RHQYi9ERvOYM2z2DJeJ57JwPCaOx8ZDbALEIUAcIsQl8ldwh03gsQG/8Twqf2bl5oZq4KGB2NM81hSXOcmlEyAmBqJPcOkoDh3DomHYdDyLQWIxSBwGicuc5DGIEB0P0bDQ+gS0NgqtjmxAGgVR0BuQxnGZeDaLyGYRNyA9yaWTuFQ+pNk0DJsPaQKPRYI4MxB3FuLOQ7wFiLcAQYsQtAzxlji8RS5ngcue57Bm2MxZNnOaxZhhM6fZzFkOawbiLkLcebAirGQuw7J+eQWg2l7uhsXzi9Yvr9jL3YBdtaOCkL38NXf12y4qN4GNBmAGnWJwhzacPgZiSSLeSoFzz3B2GIgPgzNBQcQYyOiGvTLQe7tXCQ6vk5zkPzgrJDnJJ7sopropp7opp7gqpbgqpbmrZHqpg/HMoHYtCGaA5JIQA1DNhic0V0QYC248AxtdHW1WGWlSEWFcEWFcHW0GLHVNrHl1tElTvHnje9OmONOGOJPGdyaN702b35s1xZs1xBo3xJk0vzdrTbJoT7JsT7bqTLbuSLFqTTJvS7XqzLDtzLBtT7NuS7VqTbFsS7VqT7NuTbFs/mDekmzRlmrVkW7TkW7TmWbZ/sG084NpZ4pFd5pVX6b9UK7zSIH7aKEHtioUVx2Gr44i1sQASM80Jc82pwAzPdWUONWUONn0ntgQS6yLIdSFY6uC0ZX+E+U+Y6Ue4yXu4yWuqDJ3VJn7RIUbutobVx9IbAwnNkdPtyfO92QsDhTAkF4eqQTznkG5+/PE5oo3OBj93xrHqPgGCq4ehjQ/bhNsSONKqQQknVS7kSzWzp5tZwuAE5ASwANm9iYJumTGVCNrppkz18qdb4MWO6Clzq9a7OAttLMX2ljz7YC+f8fz/xWkQfVYcJd3FV9LxiHJ2HIKruzvkIadNMxpOrGSSqgCReBNXhkwGN4YBkGhQJtoDT8vWHuHQc6vPfyV0+uTjbAoU03U6WbaTAv4rQgm9CZIM+Y6mfNd7MUeQUizF3uY8x3Mub9AmoytBsYXkBV0738NgfkrpAGhqbNdtLlu+nwPEG2umzrbtT7dsTbZRiY1k3G1APb8SDh82Tq+dB1fCvw0/F8Ra7oBWmiHlrsoU80QbYI111Wd7OWsKWH9+o6P9tNgQ5kIU9nIt7JBhlIWMhccVW9G2b0Is5NO8FIoCX9TEWlSHGaYHaidF6pf/u5tyTuznDD9BDeFdF/1whD94hCDXF/NDFclAOkMx9cptjKJ5tJxJk+i9e+Had0JVL7uI3fJ99U596d/ODw8ZHlnj5nQ9jdXf9Y/v0XrzBa1kz8qHP3h5cFvnh9EPDuAePE7QuXSL4Z39xneO2T+9LSDwnVnFVEXdXFPXSkfgxc+Bs+CTGS89SRcVMSsZa+/fXrR+Mmf+veP6d09rHf3sM6d/RrCe1Rv7lS6tk3hMtAOtRsHla/sUbu6XfvmNkPhrca3frYQ2eEgtt9KaI/7g1PBL65FKgh/0H9QZCdT4f6y1OV5oe2zYvuXVc7yte6KSBfZcvunNc4yTd6K2SYP47RE/GQv2j85pS984NWZnx8f+c/9/d+K7dpyd9t3Yr/+S2LXN/JHvtM/84vl5a12139yF92WKP9HvuH1Kut7nd4y3UFynf5yfaEK/YHPhoOlBwMl+/weDwZKo2LkiAnqhET1RvcHA2GvQCxof4RCT+jrsTj1mYw3E2Evy03ODgU+WUhV7Q+4X2d/pdP99kKyxniobI7+9YlEC2Z/LrQ6wl0ZZ9In6exZJpPAYmK5LByHjeex8VwOAeISeVwixCPxuET+NYfA5WxwmgbOQ28MtaRjIQb+q4cG7WCCkGbgIDoGHMpiUwlsOpFNm2YxZti0aS59ikcjQTQCRMFA5M2QBp/PZfwfIM0WgDSHIQDpr4T+Cmk2d4HDnuey5zmsOSAue57HWeBxFvjNZdAyBC0j3j49D8v82QWL5xctX1yykrls/uyC5YtLtrLXHORvwl3fzspCHhqioBHMXV0YDMwA/himMgj1BNwF0AWZ22AkBihfx9m+jHgrBdwzzOZ4e9l4e9kUV6VkF8VkF8UPzgrJLooAxukeqmnuKhmealneGlneGple6ple6jm+Wnn+OqCyDai8CcawYCoLjm0GTwJUV0QYgzuloYaA08iYt5WRJpVhhg2xxvWxbxqiDetiDMHaGPOmPvZNfZRBfeyb5nfGLQlmHYnm7R8sOpMs2j9YtCS+7Ui16Mm06cm06Uq3ak8xb08x70i1aP1g1pJk2pRg3JJk2p5i3pVu1ZVu1Zlm2ZZk0pFk1JVFqLMbAAAgAElEQVRs1ptm0ZdpO5TrPFroMV7sRawOJ1aHE2tiSLWxkw3x002JM03JM03J083JMy0pMy0fZluT51qTZlsSZprjZ1pi8chQHDIIW+GHLvdClXmiytwxZR6YCndUpTsG6YNvCCI2hpFaYmY6khZ6M5cGCz8Nl30cKf84WvVprPrjBPLjBH+MIBjWBAsQWvB4NNicBqIQGgCkyZiaTZAm40ophHI6qZY13cCZaePNdUDzXbyFLuhjD+9jD/Spl/exh/exh7vcLYjMvwv4YwBpUOXmE3q5C/rY/VXLXdBiB3epg7PYyV7sYi92cZa6gbjLPZsE7oPHQPmXs9DFXezmLnaDSi/YuGXNdYCtWQqpiUxoWMPXk3G167gKwVo3DGmAZxjS/P1pEhJAenPgNr/LuolGatyU470J2PC7vp51JjWCdBTmNL+IDbtkUJYAtAZ4pm4gfKN60U6b6wSYhN0tTFDGQi9zsY+11M9a6mcu9jEWepnzXaDiDf6cZBxyje96+YLPngFIU/A1a8QmQGhQ5abMdNLmusEng89kLPTS5ropM53kqfb1yRYKro6Kq6Hiqqm4Siqukoovp+LLqPiyVVThGrqIjCmh4MoYxFrOdCM03w4tdTJm2qDP/RAFTUbXl0Tau6o/cla8F6DzNMxIJtZCPsFWyVVV2EtPLMlDKdLxebK3QnGYfkWUUUm4QU6QVn64XmX825IYozQ/1QR3uUx/9cIQ3bwAzTQ3BTCyNttFIdnmRaLl0ziTJ1EG98O17wapCfvKX/Z4ec5N+qTTk2O24vstRHeb3txmeOUn3bP/UT/1rfKxH14d+Pbpb4in+xEyh/8l+8e36le3vRHbbyH5h7XMeTu5q7ZyN+2VRF01H3voSLtrg3L3I0clEcuXV00kz+jfP6Z9+4D6zV06t/dpi/ymIbRL7cYO1evbVa/vUL25U+3mHk3hQ2rX92lc36krtN1Q6BejGz+aC/1ie3uX3e39zmLHvZ+cC5a5Hqt+J934cYGddInTiwzTx1lmkqV2L+s8lJq8lRvdFRrcXzd4yueYPkrQvROqfM3j5QXzB8eVLu+UPP7dvQPfPj60XWzXT7d/Rtzbinj+G0L9+Bajs9+bX/jW4cYPkc8Pp2mcKzC62egs0erzotXnRXfQqx5/iaHAJ4MBj3v9HvT7PxmLlMHGKWLfq3QFPO0OfDYcrYhJ1Bx9p9YdIjsYpTSZqj8YKJ2itLfG+tJYuORQ8KOh4EcTYZKrOfqkOLUyc9H5Ag8Ij4SoKPbKOJ05s0Yj0Zh4BhPDYmJZbByHjedwCVwOgcsj8rhEeOVyCBwuAVAcooNUMjC5EsfvF2MRNwg9A7H555J5zBkeYxKikyAaHqKSIAqRQ5liU6bY1Dk2dY5NmeZQZyDKJEQlQetYiDwBrY5CKwDSE3xIU7FcBu6vkJ7isaY2ID35FdI0DIeO5TBwPBaBx52CeNMQbw6C5gGkudAChzfP5s6xOLMc9ryguJwFiLcE8ZYg6CMshJnUWRPJM18lfdb06TmzZ+fNX1y0kLlk9eqKzetr9grXnZWF3NRE3NVvg54vV1UhLy3REOPHoI0r3Ewyxuo5AG2Cw2uAW2CCk10UExxeJzi8/uCs8MFZAVSqU1yVYq1fgFI2KGLDSAYMTvdQBQJgzvbRzPLW4FPZXyfPVzvPT6vAX7coSA8mNAAzcMZVUabACoM6NnDJAnjWLwvWKwnRKwvWKw3VLw/RLwszKA/RLw7WLQ3SLQszQEYaV0ebVIW/KQvRqQ3XrwnXrQ3TRYbp1ITqIMN0asN0a8J1a0J1aiP0GqMMm98Zt8WZtsWbtb83a4s360i27E63HchxGsh16M2yBTDuzrBuTjRpjDdqjDdqTjRqSzbtTDPvSrfoTrPoSjbpTjHtTbMYyLQeznYYLXCZKPFCl/mSasIINRHE2mhS/TtSQ/xkY8JU04fp5uTZ1vS5toz59vSFjoyFjrSFjrSF9uSF9g+EukhcTSi2OhBd6TdR7jNR7oWp8EZX+qCqfDBIP3x9CKkpgtTybqb9w0Jv5seBws8j5Z/HKj+NV34eR35C1XxG14JMCTBacQ1ds4JGghNTZEwtGVdLxtSQcbUUXB2FUE/F1/NXXB0FV0fF1q1jqtcwVXDjzxq2hIwvg8/PcOc7uIvd0GIfb6mP93mQ+2WQtzLE/TLI/TTA+djP/tjDWu5mLnWxF7/aXPZiJ38Leb6NM9cKzDSANG+hHVrqhj71Qp96oc99fH3q5S1385Z6YDZvwjPIEuJ97OV97OUu93CXu2FUc5a6eUs93OUesHIXu9mLPez5btZCN3O2kzbTTp1sJZOayYSmNXw9BV8NbDRzspo1WcucqgUrSAunk5CMyRpY9ClAaPA7TQON9HUHehOkv87SINaDM1SbxmlsJvd0M3+beaGTsdjJXOoCYix20hc6aPPtlNlWQVHn2qhzbdTZDvp8D22hhzbXTZnros11U+e76fM99MVe2lw3baGHudjHXO5nLfUzlvro8z20uU7mdAt9soFOqgdOeh1XBVZQoBY8IA4gTSY0rBGbyKTm9ckWYKPp8z3MxQHm0iBzaZCxOMBY6KfP9wEzvQHpaj6kNwhNxZetTBSsogrJmBIqrpJJqmPPNENzbdBiF7Q2Sp5qhZb7uTNdyHhXU+lLendOeCiK+muIx5q+yHJRC9ITDzeTyA7Ufuf8MsVHuShUrzzKqDTCMDdYuyjCoDrevCTqTYqXUpK7fLafemGwTra3arLDqyTbZ2n2r7Jd5OLNnsQaPYjUFwvVEglSF/JRvOLx8ozz05N2j4/Y3j9oeXevmcguk5s7Da5s1TqzRfWPLXJHv3/22zePdyKk9iJkjn4jf/p79Wvb9cX2eaoKuaveclYWspMXslO87aLxyE1L0ln9sbf2E3f1+85Kd+xe37SWuWwuedr4/nH9uwfVb+7SuL5D4/oOzRs7dW7t0b+9z0Ds0BvxI0biJ3RvH9S5tUdfeKe+0Fa9q98ZXt1idv0Xj0e/uz343evhH/7S5yPkrrzXEEo3Eiuwksg0fpRt/KTURqbFV703TK8rWLvJW7HW43Wu1ZNUk/vx+ncjtG57vr5sfO+I0sVfX5z6Sfr4dvG9Pwr/jBD5GfFkF0L+yLeaJ/6je+ob8ys/BEgefq90JkPvapXd/QZ3yUYPqa6A550+j/r9nwwESPT5Pe4NkBwJl5mIfj0eLY+KU+kLkRmIkMMn6+A+aPeGyfaFymETNFvdHwQ/2ZKisq/e9nKn+y1shCQpRoZaaDyXrFtp93C5KgiabYJYOA4ZxWBNf17HUBkYOmOCyUQxWVg2C8fm4LkcApdH4nFJYAXYZnPwf4E0mDz9f4b0NESfgmiTEHWKS53kUKbYlGk2ZZpNm2FTprnUaYhChCj4r056bRRanYDWUDwyOPqM59EJXDqByyQC8VhTEHNqU7kbHMjm0LFcBo7HIkCcKYj7F0hD0AKPN8/lznE4sxzOLIczDS64nAUedxGCPkLQJwj6BEFfgBDmkqfNpE6bSZ8zkz5n+vSC8dMLRs8uGD278PbVVePn599InzF5ftby9UUHpatOKledlK7564sH6D0IMngU8uZJuIlUtPnzd1Yv46xffXBUTHFWTndTy3BXT3NVTXNVTXdTy/TQSHFWTHdTyfbSyPbSyHBXTXdTyfRQy/HWTHdTSXVRSnFWTHNVzvbSyPPVzvXRyvLWyPHVyfTWSvfUSPfUyPTSzPHVyQ/QLQo2yPPTyvXVBCrw1Sr00ywO0C0J1Mv31y4K1C8NeVMa8qYk2LA05E1lhGlNjAUy2rwq0qw8zBjcBy+Vhb0pDdItDtQsDdQqC9EpCdDM81Ep8lOvCNOrDjeoDNevDNUrD9UtD9YpC9EpD9apCNGuCdWpDFQr81Uq9VWqClSrCdWqC9MGa32EbnO0QXOMYUuMYUvsm473Jp0J5s3vzbpTbQeynHoz7LpSrbtSrbtSLTuSzbtSzduSTJrj37QkGrYnG3elmXWlmXWmmvammvalmfWnmQNIj+Q7jxV5jBd7YSqDcDXhxIZYYtN7QnMCoTmB1Jo01ZY63Zo5254935m72J2/2J0735k9354+25pMqI/F10VjkBETlcHjFUFjFf7jlQHjlQHjFUETlcEYZBixIXaqNXG+K325P+/zUOGnkZJPo+X/D2dnHRVl+v7/2d2Pmx93Xbu7O7DWAFFKpLtTLEDFQOkuRUHsVgTpRkI6Bxi6u5lkZmD6qfv3xz3M8t341Tnvc59nHpQ/PB5evK/7ut6XrKDN7s5ndxdMduXBjE9uew67/Qun7QunM3uqI5fb9QUmUfN7cni9OTNnNr8ne6otg9+ZLezJ5nVnTXVmSCO7u9N4Q7n8oa+CkVLJRBVCr8MmmwC7DUx14rwelNeHT/fhvB58qhvjduCcNozdjDAbEHqd1OBSq5CJStgaRlArAbVSOh9FrQY0MoQxmKwH7AbAaQacZsBtBdxWgtNCTDYDZhNg1BN0ikyAUQeYFCnUmbWwgwyjVaLSqjhZQiejtFqEXoczKBiznmDWY8xGwGrGmI0YrV40USsareWNkPlD1fzhctFQkWyBh2jwq2i4QDJcKB4phNX4mWnsUv5QMbwb5g+WzaiEP1gGcz94A9LJKNgcB8fGpge+Tg985fYXsAcKuP0FU/3SjdGioRJpOjfk+sjMvT61UkyrljDqEUYTwmhCmc3wAbJQOEH5Z1FrBdTav58iWp2ITkGYDQirEWU1ihn1QmqtYKxKPFwMI1wE/Xkzfnf2+RflivoLRAPFoqES4XCZeLxaQqNgzGaM1SphNiOsFoTVgjJbEEaziFovGK8TjlaK+gvEfTmi3i/CnkxhT6awJ4PfmyHol95Jc7vTproz+X25oqEibLQCo9YirGYg6AX8LvFwWW3i/QDrk1Zyv186vijIcPfziwqvnFXe3jz32FnlhatO2iPH6ECrz6F2aVFXkiMuxobapEVdKXl/NzPq8rPbGu+99ZNCreL8Td66ar6/qx19V+v9bc0YN+0315SfXDx5z2p/sPHOQMPtAQbbfHW3empudDu7/rbSqqsnljv+sezy4aX2+xaabP5Fe+V/NFd8r7H8B7Vl36kt+/bcmm8Nd/xid2TRZcXVzqobbuvu9jA97Gl+wtvilK+Nqp+tuq+lqrepgpvuUVetQ3e0D7mo7jl/fK213BLbw0us5BZa7ptnvudXq/2/nz+6+Ir8ymuKa6+dWXf1zLrzJ5dYH5pne+i3yycW3FBccvPUYpdj872VVgWfWx+pt/Op0e4XpnveW8slXD6e4aKcdlUt382w3N+iIsiqJNCsMMDoi49uipt6gqtq9A2lN46nnl86EWl7xE93u+Pxxaa7f9Hf9avaxp9OLSMdn086OY+ktICktfIb0w1zLuz59frh+f6qq19b7c28rVDif7Y8WK0sULncX6kqSLUmVL0+XKspQrflkX5rlEFzlGH3K8u2pya197UoD3Q6X5i3PDVuiDDofmVdF6YbrvpbhNovscaLvzisq7qxq879EOeT3WTSzeIwY6QpFkxRECYFIAMcTitKDCNIF4K04UgnhvVIy93YIIEPA2wYnjg2ANABHBuQlrslfUDUK0sWA8JeabkbJnxJhoFkWOp3JaOQ07hoGBMNo8IhRDCI8AckvH4Jr1c6RS3oxvmdBK8dn24hphoJbiuY6iGmBojpPoI3078tHCRE/UA8gENgwwlsYR8q6MUEvUDQA4ULewjRTHs5OgzwcUCMA2wCNpHh6BiOTuDoCCLpRZFeDB8giDEAqAAwCTBJAA4A0wTgAcAjAI90RWndJaUNF5U2XVDedF55i73KFluVbbYq2xzO7bigsd1Ra5eL4Z675nJeNod9bQ/52hy5f/FM+CWVh1fUIKFf3NJ7fcfwrZsxJHSsn3Wsn3WMrxV8/uxvAwmdEGSbEGQbF2D92d8KfowLsI71s/zkYx7jaxEXYB0faBMXYP3JzyIh5HxcsENsoG1MgE1sgM3nQNv4YNuEEDuI56Qgm6Qgm+Rg65QQm/Qwu/R79snBtilhDhDDafcvpt2/mBXhmBN1FWIbKvPhlawIx6wIx5xIx/Qwm9QQi7RQy/Qwq5Rg8wR/4+Qgs8z7Nlnhtpn3bf6iL+E2eQ9scu5ZZoWYZYWY5dyz/PrQtiDC7utD268PbQsj7UseX4Aqe3qp8oVj1SvnylfXa6PvNMZ5UmLv1kTfrv10qyb6ZvWHa+SP1yvfO5a9uVT25lLVB0dytDM52rnmg9NsSLfEu7cme7Wn+bdnBvXkPegriOoveT5Y+mqg7E1f2ZuBindDVdGjFZ/HKuOp5CRaTTKtJolKThyrjB2tiBksfddf/Kqn4HlnXlR7TmR7bkR7bkRHXmRnTmRX7qPer08Gip4Pl7+bIH+iUxKYDUmTrRnstkx2+xdZFje7u4DbnT/VlTfVkcttz+G0fZHtReZ2ZE53ZU93ZcOtzFJ1p093p/M7MkTd2eK+bFFvFq8nA14icvszBcMFgtFi4USFmF6LsJpxTjuY6gG8flQwiAhglWkQn+7DpnpRTifCbkOZzSirEWdQMHoNRiXPxJCVgxlI4xMVBLUap5OlrneyEbCbpHjmthPcdrgtDjCbAKPxHyDNrP2fhK5AqRUSajlCrZLQyRJaLUKvQxkUjFmPMRtxVhNgt+GsFpTRJKE1CMco/JFa3nANf6hSNFQkxfPgV2ny6HCxaFQ6iDxzMVzGHy6dGi7hDpbyByv4gxWQ07yBUt5AKQznkgWMyCDNGyyYGvzKHiiYHCzg9hdw+wvgNLls46S0cWy0TDRWLpyoENOqxHSymNEoYTbLEChhNosZTWJGk5DW8E+qF9LqhbS6f5SITpEwGxBWI8JqFDPqBTOQlgzmiwe+CvtyZuNZ2Jcn7Mv525kn6csXD3wVD5aIh8skY9USGgVhNKGTrSJmq5jVhjDbEGYbwmgWURsgpMUDhUhfLvz/I+zJEPZkCPrTIaSne9OnujOnurN5ffmioRJ0rBKl1Uo4HbiwD/B7CHptR+7T+5dO2x2ed+X4/FDjXe+cT0e7qL2/cTby8umoa2fjgu1feZrE3T+fGuWYEnkp/r591mOn4nd30iMuPLmp/snbIP2+bbyfyaub6h/vaMZ56ce668S6az+7eDLC5mCo6c5Aw60BBlv89DZ5aq6/o7bKRXH59VMrrsqvuHx0mf3+JRY75htt/E1/3X+VFn2jvOQ71eXfnVv9vc6mH832zjt/YrmT0jonlfU3tHbcNThwx+Cgm9Exb7NTPpZKPuZnvAxPuGrI3VDbd11lt7PiNvsjq6zlltgdWWojt8hGboHdwYX2hxZdOLrkyokVLqfW3lZe76y44tKJxfZHfnc4Ot/55OKbp5e7nl5x59RSt1OL/VRWPNDa+MRg23ODrW9MdkZb7Y+3/yPO7o+sa2rFXoblAWalQabFQSY5/vqpHhoJbmc/3Tzz2vHkU4cjkZYHgvS2up5ecfHIPJ1tc5TWkeSXko4vIiksJCktIWmv/cl86zy7Xb87yi3wOrP6qfnuFJfjhb5KZYFnSgNOlwUqlweqlgeqVgafJYdpUB7oNEbqN0cZdjw363hu1hipX/9Qt/WJMeWBTl24dtdLq9p7hmEqC/yPkB4pfvdZe2625bJcu/UtQapTGR61zy8QvelA3IpxGgHaz+U0o1gfhrRhSCuOdBJoF4H2AXQAYMMAG5amaWLDAB0C6ABA/z8hjUrGUMkYIh6WiIYQYb9E0IfweyT8TlTYDddSoYJ2nN+K81txQTPGayOm+4ipAWJqgOANErxByGk40k2I+glRPy7swYU9qLALE3Rjgi6C3w34XQS/G4aOAeEMp7ERqa1HxgAyJv2NARlGJD0o2o3hAwQxMgNpDgGmCCAggIAAIgKISPYKq+0VVtsprLU9tdb61HorxfUWihstFDeanV5np7b5qu5eVzM5b9s//B2Oh14+ee+KYoSjaqSTetRVjWc3dF65GrxzN4n2tojxtYrxtfrsbxMfaBcXYPvZ3ybWzzouwDYhyD4hyDYpxD4lzCElzCEpxB7SOjHYLjn0fGKwHWSzzGd/9DFLCDkfF2z/OcguNtA2NsAqxt8S1r3h0HNCgEVioGVSkFVKiE1aqHVamF1ysG1ymD1s3p49WAW7xuCtMyx0Zzy8lBnukBpikRJokhJokhZslhxgHO+jn+hnmBZsBpUeYp4eYp4RapEZZpl1zyrrnlVuuPWX++ZZYaZZYaY54Rb5EdZfI22+RtrkR1gXPLItemwPVfLUofzFpapXztVvblBi3JrivRri3Cmxd+s/36HEupI/Xq+Jdqn64FTx7krFu8sQ0jWfnGqhk/54rT76RuPn260JHu2pPp0ZgZ3ZIb35D/sLHw+WvRwqez1Y/nao4t1g5cfh6tjRis/jVQlUchK9NoVem0wlJ45XfR6tiBmtjB4ufzdQ8rq38Fn3TJJo99cnfQVP+wqe9hW9HCh5PVz+brw6mlobR6ckQEhzOnK4nbkQ0lDT3fnTnXlTnVJCw2xITnvGVGfWVGeGVF1pMgm7ssQ9X5CBHEn/F2F/Nq8vk9+fNT2YLRotEk+UiWnVCJOCc9rAdBfg9wHBIC4YwgQjmHAIEw4RvH5sqhfjdqGcdnyyFZtsAqwGgllH0GtxOpmgVkubt2nlOLUMp5YR1EqcXkUwanBGDcGuBzBSn9tMcFtxTgvOacHZzQSjETppnFaH02oIei1g1AFG3cwIVhUkNDJRLhkvEU+UIdQqWC5GGDUQ0jirAWc1wCRhyGkxtV44XicYrROOVAsHiyGeBYP50u2ZI8WiUWmXtWisQjRWIRiv4I+V80YqpofLBUOVgqHK2ZCe7i/6C6Rh/BlvsGB6qIAzWMgeKoTt2XBcDRIaHZHmhkrb12lVEnq1hFEDIY2wWtDJVnSyFXJahuq/qVFEbxDRKX+XDNJQIjpFQJWWuyXDheKhIuEAnLPKg6dwoEA4kP/3U5qZOih10mJqHcJoQlgtENKSyXYxq03CbBbSpJAWDRYiA3kQ0rDQLRzIEA5k8PszeX0ZU71ZU71f+P1fRUMlyHiVhFYrZLXyJ1vxyVbAqh+u+Pj4urrtod/s5H6OsJJL9dJL9zH67KbzzEnpsbNajL/1ay/Tz/fskyIuJUdcTAg/nxnlmPfCJT7EKuKq8idvg4xwu1hvw0dXFN/cUEv0NYr30v/oeu6B1cEQk13++pt9dTf66m701l7vpr7mlvLyq/JLrp9acV1hzcXDy8y3/6a37kftVT/qrP5JcT5JaQlJfdUcrQ0/Gm6fa3lgwfkTy6+cXnPz3FY3/b1eRofcjQ57GP3ha34qwEop0OKMr9FJD+2Drur7b6ruuqa49fKJtZeOr3GUX2u9b4HNgfl2++fb7f/d/sD8C4cWOR1bel1+5bWTy66eWOp8fMn1E0tvyC+9c3qFp/Iaf9W1gSprH2htfm605535/g/mBz5ZHPhsfSjB7mii3bEv11XLfQyrg8yrwywqwsy/Bhpmemsl3VH7dF3x1cVjUdYHHpruDdHb4aO+wVV5tf7OH1U2kE4tJ8kvJSkuJiktIWmt/d5s61yr7b9c3Dv3zsnFDw02fb5yMNdDodjvdLHfqbJA5VJ/5RI/pRI/pfJAVXKYRv1D3eYow5bHRp0vzFseGzVE6DVG6pPDNKpDz3W+sO5+eeG18Ra/w6TAg6SXit/GaP4Sqzu/4JocO9Wt7dNNMJIHJG3EVDNA+6enWhC0+18gPfqn/g5psRTShKh3prW7nxAPEOIBXDIkEyoZQSUjGDI+00o9jIoGEGE/wu9BBF2IoAsRdM7stmojBG2EsIUQdBDTPcR0HxTg9QNeL+D1An4P4EsdMxzXRgXtOL9Tult6ug3jdWC8DpzfSfBnus0R6e8NhHgIlwxh4kFMPIiJ+/+Hkybo/xPSIgJICCAh2cmvslVYZaOwxurUGguFtWan1poprDdTWG8kv8padbOT3t475oe9bY4FXjwZ7nQmykXtyXWNpy7az2/qvr5j+MHTLMbXKj7QLinEIT7QLiHIPjH4fEKQPeR0fKBdYvD51HsXoMFNu38x9d6F5NDzSSH2ENuQ0wlBthDVsX6Wn/wsPgfafg6yk0H6k5/FRx+zD94msf4Wsf4WcX5m8f7mCQEWSUFWqSFWqWHWKSF2MkjDRm5Zd5hsBjr7kWP6g4vJYfZJQVapgWaJfvqJPgZJ/gaJPgaxnlpxnrrwTaKffoq/cWqQcUaweUaoWVaoZVaoeU64xZf75lA54RZ5D60gpL9G2hRG2c2GdMXLy9XvnMkfbzXEuTcnejXGuzXE3W1KcG+Ic62JdqmNuU6Ovlr1wbHy/ZWqD47VH51qPjnVfLpaF32N8ulGQ+ythri7LUme7Wn+ndkhXTn3e/Ii+gqeDJS8HCp7PVD2ZrD8LYT0SOU/Q3qCHDtW9Wm4/MNAyeu+opd9Rc+hhktfDZe+Gip7O1z+bqTi/Xh19ETNZ2pt3L9Bmtf1PyDNbpMuXfi7h4YSdmVJenOQgRxkIEfYn83vzxIMZPOH88QTJSJquZhORliNBLcD8HqBYBCIRoFojBCNwaIT4A/g032w6I1OtmKsFozZSDAhYmswKpmgVhO0cghplFqG0SoxRhU+A2liZvUNzm3CuU0Yuxlny/56HYS0lNPM2pnZaIhnmD5WLBovlUxU/h3SxGQj4LYBTqvMT4up9cIximiULBwsFg7kS3d4DBZCGy0eK50ZKquUTFTBW2HBWBV/tFIwXCUcrhIMlcs4LYX0UOksThdKOT1cyB0q4gwXTQ8WTc8MlMu2bksHrGGbGL0aYZARZq2E2SSDNMZuk6H63yRhNslIPFtiRr2YUT/7o5BWJ6SSJeMVyGgpMlwGw0SFg4XwFPYXwQDR2adwoEA8VCQeKhIPl4pGyoXjNWJag4TZLGa1QEIj7A7JZE/wO2cAACAASURBVDvCahHRG4QTFNFYlXioCOn/KunPFfdlC/uzhf1Zwv4s4WCmYCCL35813Zc93ZfD7/8qHi5FxqskNIqA2TRFbZDQG8F0+1Rb1ic/i4snl1ru+zHC6lBusHlOiGWcu+7La6pPrqrG+FtG+1t8DrWLD3dICD+f+MAhPfJyeuTl996G9y6f+uRtkBpm/dZVM9j68FNHxTgv/U93tZ45ngox2xdouN1HZ4OX1jpv7fXe2us9NNbdUVtz4/SKG6dXXT25yv7AIsONP6kv+1ZlIUlpEUlpCUllxbfn1s7R3viDwfafzfb+anN00QX5FTfPbfXQ3+trcsjX+Iiv8R+B5gqBZor+Jgp+hse89Q65a8m5qu++qbL9+plNVxU3XD+93uHIElu5+dZ7frXZ+9t5uQWXjyy5cnSx4+FFLseX3jy53FV+pav8yjsnl7kprPBVWhdydlPY2c0RWtteGOx9ayz33kwu2uxgrPnheKsjKRdO5LiolnnqlfsblQcYlwabFPgbZnvrxN1Q+eh06oX9HxFmB8J0d/mrb/ZSXnf7zBrrg/O1dvygspakvIqktIykuJCkspSkv+57y20/2+/86cbR30M0V3+w351x+4+vXvKFPvIQz8W+ZyCkq0LUa+9r1T/UbYjQa3tq0hipX3tfqyFCr/a+FjlMo/WJOT3ePfemygPFeQEHSI+Ok16d/s8Hjd8yL+4ejr7Wm+gJRvOBqAVMNwGkRyBoRaWQbsORTgLt+RdIj0BOE7LJ6b9DGvlXSM+0Uo+ikhFMPIiKpK1eEn6nhN+BCtoxYQfcLwnEbUDYAaa7wFQPmOohpuHZBXjdgN8FeLKkUpim0oJNtWJTzSi3BeU2SbjNyFQLOt2K8TowQRcu7MZhK5moBxP2oaI/hUh6UaQPw4ZmID1JgCmCmAazIW19coX1yRVWJ1eZn1xpemKV8Yk1RsdXG55YbSy/1lp18xWd3bdM5Dwsj/g7HH/grPT01rnnt7Re3NJ5fUf/nbvRJx/z+ECb5NDzqfcuQPRCr/zZ3yrWzxLeNMsI/RdOJwbbwXO2n/4caB3jb/3J3zrG31Jmo6N9TD96m8R4m8Z4G8d4G8f6mMT5Gif4myYFmieHWMogLUsmgW1isI9MNl6V/uBiUqhdYqBlSqBJgo92vKd2go92ordurMe5z+6a8d5acR5a8d5ayb76qYEGGUEmmaEmWSFmmaEmX+6b54Sb5YSb5T4wz31gnvfQ4mukVcEj66LHtsVP7Eqe2kOVPXeofnOl9uP1upjbDQluTUkejYnuTUkeLSkejYl3a2Ju1MRcr4m5Xv3JuSraqfKjY1W0EznGqS72en3MzYYY18bYO00Jnq3JPh3pgV1fQrty7nfnPuz9+riv6LnsTrq//P1g5afRqrjx6kRqbRKdkkKnpFBrk8bJcaNVsRM18WPVMSOV0YPlbwfK3kANlr8dr44eq/ooVXXMODkWQprVkj7ZmsFu/yLldGcupyuP05U33Zk33ZXD7ciWeWhOewa3I5PXncXrzuL1ZMxSOq8nQ9CZKe75Iun/AiEtGMgWDuTOQLpSwqhDJ5swbgfB7wXCISAeBZIJIJkAyBiQjALBIMHrh5BGWC0osxllNCD0OpRWi9LICLUapVZhtHKMXopKIV2OMSpwZjXKrMYn6wg2BedQCE4D3FWHcRqxyQacQZExHvZsE4waglEDCf2nhx4rFo0WCcdKJBOV8HIXYdSgzFp8kkJMNkohLeV0C8ZsltAaRBMU0SiZN1gkGMyX7vkYKpTtaIJ4lvZw0WrF1BoRrUY0QRaNkkWjZOFItWC4ij9czhsqmx4snR4s5g+X8odL+cMlf2qkiD9SNDVczB0phiPOMCwMEhofq5Tu55ioRKhVEno1yqxBWXUSZpOM0DgHLrVt+98InWz5RyGs5tmSMJvEjEYxnQJbBLDxKvFYuWSkXDRaBk/hYAl/qPgvJ9z3JRkpE42WiccrRRO1EnojwmqRTLYj7C6E041xu1BOJ8ZukzCbxLQGyQRZMlyMDhSIB/Lg0JpoIFs4mC0a+iIayhEMfuH1f+H15/IGC0SjZch4FUKvx7gdQlYzxmoBSD+gk0ve3vXQ3Wl3aG6A3vYsf9M0X6M311SeXTkT5aj00dskNsAqMfxCfLhD4gOH1EeXM6Mck8MdXrvr3r+iGOdvkhhk/sRZydd03+PLCjHuOm9cVB/YHQmzOOBvtN1TZ6O71npPnY3eeps9dTa6a250UVrpJL/i/OFFpjvmaq/7QXXpN4rzSfK/kZSWkZRWktTW/ufchjl6W3802/ur/dHFVxRWXVNaf1dzh4/BAR+Dgz56h3z1jnrrHHbXOOChtd9Te5+H1v476jtvKW91ObPBSX6147EVNxTXXz661G7fPPv9vzn+seTGyZVX/1h6WW7+jSOLXY8tczu50u3kSrdjy92PL/NTXBOivNFXflWQ4pqQM+vuKW0IV9kUcXbrU42dL7R3fTDdG3/+SLqTQoaLcvbts3leul/9jHJ9jZPvaMffPPfhitITq2OhOns9lTbeOr7a6dhyh2PL9Pb8or7xO/X136quJJ1aSDqziKSz+hur7T/b7fj+6qFf/FSXvrTYknz9YK778ULPE4XeikU+pyGhK4PPVoeeI4dpwLp30yODmnuaVSHqTY8MmqMMKQ90miLNJhO8m0KtXpxb7b+fFH6YFPEH6fXZeakOe7pfXabm3ge0MiBuBfwWAulERG0I0vGvkIZ7Kf4K6X4IaYhnqcQDsNAtrXIjwxgyKhOBUXF0AkfHMGRU6miFfZioR+akMWEHELYDUccMpDvBVBeY6gLT8OwE3A4w1SYTMdVMTDXj3Aac24RzGyTsBgmHImE3SNgNEm4jOt2K8dqgQUf5nYigExF0wfZvBErSK807wycAwQBgEhBSSAMZpM2OLjY9utj4j6WGR5fpHVmuc2SZ9uGl2oeXmp5ab6Wy6aLmrhtG+z0sjwQ5yD90Vnp84+xLV51Xrnpv7hq89zCO8bWYDWnojGUNYp/9reIDbaBjhl9NvXcB/knonmHdW+ak4ZsYf+toPys4cwWnomH+9gd3faiPHgYxXgaffYzi/UwSA8ySgqzgboyMh5dgcJiMypkRl2HYp8xMp9+3TQ8ySfTWjvPQSPTWhg+xbupxHhpxHhoJXlrJvrrpgYaZwcZZISZZISZZIUbZ90xyws3yHlrI9DXSqjDKpuSpfemz86XPzkNIl7+4QH7rWBd9jRJ7C+K5MdG9Odm9NdUTQro21qU21qX28/XqT84zkL5a9/lGQ9zdhjj3pgTP5iSf1hS/9oyQzqywrpwHnTkRPflRfUXP+4tf9JW8+j9CmlqbAB9GKqOHKz6OVH0Yrfo0Ro5mUOLodZ9ptbG02lhqbRytLp5OSaBTEhhNqczmNFZr1mRbNkQ1pyOH3f5lqvPLDKGzIJ5hoRu2ifF7M2cpQ9iTIehMF/d8QftzkIEc0cAX4eAX4VCecKRQQi0X0askLArCacWmu3HBgJTQKA2gNIBNAMkYEA8D/gAx3YNPdSOsFoTVjDCaZuZ/ahBqjWSiEqWXo/RSlFqG0MpQejnCrEBnII1P1uEcCsGtJ7j1OIeCsinYJAVn1OK0OkhoKafpZIJRg9Eq/0ehe6xYPFYsHCsST5T9HdKA3QQ4rTJO46wWhN4oHK8TjlRPDxTyB/JglrgM0uLxCoRajVD/dOQIvU7CqBPTa5GJOsl4rXisRorqkQqIat5QmYzTsvAW3mjx9EgJd0Q64gx7xCCh8bGZ9DGYSTLLSSOsFkhogtsh079BGuf8qzB2K8ZunY1tlNmMsxoIZh1Gr0NpZIRaI5mAsSfVwtFK4Wj53084uiaZqBJTpTZaMtku4XRgU73YVC8x3UNMdxHcDozdijAbMHodMlKCDRZKBgvEA3nSubWhL+LhHNFwrnAoTzCYz+//yh8qFo2UoxM1CL0e5bSLJltQZjMQdYPp5o7sR/fs5G0P/eattSU7wCzRQ/fxhRNPLis8c1L65GWUGGKbHuUEy92ZT51znl1Lun/+jYdelItaUrBFjI/h/fPHfU33PXc+88lN+7nT6fs2h0PM9vkZbvPU2eihvcFbb7OP/hYv3U1uGhuunFx0/vACiz1z9Tf9oLlmjtqy75QXf3t6EUlxMen0cpLKapLGxv8Y7vjJSm7+ZfmVLiobXZQ3uGnu8NHb76u330fngJ/2QR/NA27qe7y09vno7ffWPXD33I7bqltuKG28enL1xcNLriusuXBokdWun612/XzxwO9XDi28sH+e7c6fnfb9dkNuwe3Di12PLHE9ssTt6DJv+ZX+p9f6n1rjp7A6QH5tgPzqQIV1IafX31Pe8kB18wO1NU/1Nr8y2/PWSu6Tw4kkl7PpbnoZHsbpHqapbqZxN/RfnlcO0z3sfnqryx/rHI+utDmyVGvHD2c3fKu1+XuNdf9RXkI6u4xktHGO3a5fzu/60fnADz5n5j81WZ/guC/H9WiBx8l8D/kCr1PFvmfKAlQqgtQqg89C1d7XaozUrw49VxGk1hxl2P7MtCFCr+GhCTvRd+TlzY8GOwL2f/vwyHcPjpLenFuY7LC38+UVcc07wKMAtANIOgikE5N0iMUtGNKGSTpwpJtAZyK1pQZatj9qBHL6/wDpWeabwMZlAjiNwKgENi6N+pIM4aJ+XAznprpwUScu6gTC9llOuhNMdYKpTjDd/ieeuc2A2wy4jXCbNcGuxzkUgl2PsetQNkXCqROz6yQcCsKtR6YbMF4Lzm/FeC0Ivw3htyGCdkTQiQg6UWEXIuzGxL0oMoCjIwCfADgDEBxATAFiGhAiAESAkBBAQjI+vNjg8CL9w0t0Di/WPrhE8+BiDbnF5w4uNlFYZ6G04YLGzlsmcr52J+47KkVcVY68pgLXV7xx04dJnJ8DLOGkMsz5Sgi2ifWXel+4YErG4IQg2+TQ8zKQwzeznTeEOpy2ivG1+Ohl+t7T6J2H4Qd3w48eRm9dtd+6ar+7o/X+rvYnN91YD/14b4M4X2NY/U4Ots4Md8iLcix4evXrE+e8KMcvEZdyIi/nRTnmP3bKi3LMibyc/fBiVrh9ZrBpio9Woue5ZG9N+BDvfjbBQx2+SffXzQoyyAk1hsoKMcoKM/7ywDQv0iL/kWVuhHluhHn+I8uCx9ZFT22Ln9kVP7Mrempb9NS29MX56ndX6qKv1X++3Zh4tzHxbkPCneZk97Y0r6akO+RP1+o+36DE3az7fKMm5nrVR+fKD07kT9cocbebEr2aEr2bk3yakv1bUgPbM8I6s+53Zj/syo3s/fqkv/jVQMnr/pK3A6Xvhso/jFTGjFXHj5MTaHXJENK0uuRxcsJYdTytLplamzBREz9Ojhsnx1Fr4+iUJEZ9IqsxmdmQxGxIYtQnMuoTmQ1J9MYURlMqPJnNadIOshnNVLnTZVfR011/t9HpUILudFF3JtL3BR/Mw4bykOE88XCuZLRANF6MMKoQZi200YA/AMSjAKECjA5wBsCpAKMCdAJIRgjhIMHvxXk9iMzkMZsRRpOEUS+hUSR0soReKWGUI7QyMb1MwihHmBUoqxJhVaKTZIxdg3NqZcLYdRirFqPPGnemVmGyUS46nKIuR6llyESpZLxEPF4oGi8WjZfCJiwJvRpj1eGTFMBpANzGmb5xCOkmhF4vHK8TDFdNDxTy+7/CXVvScNOxcslEpZTQdLinHaoRYTZgtEaM1ohSGyCqoaUWjFTMgnSpYEQaRcIfK5seKZkalXprOGcltdGjMwsrxyskE5ViWtVfIE1wO6Q/TaY6wVTnv5ppbsc/Cp/qxKc6MW4HymlHOe0Iuw3ltOOcNsBtBewmnNWEMeuldQ5GA8qgSGgUCa327ydKq5VAMeolzCbJZCvC7ZRM9WD8flwAlwX1AF43wW3H2c0Esx4dKUeHi5ChQslgvmgoRzSUIx7OFQ/nikfyRMP5/CHpv7N4tAKh1iD0RhGzWTTZIqI3AE4zmG4br4h+fk3DWu43P93teaE2cXe1wq0PRV08+czpdIy7XlKQVfYT54QHFxIfOGQ+dc5+4hwXYvPaXffprXMJgWbPb6j5mOz1Mdn76rrKB1eNqIsn71kf8tbf5qm7xUNns5feVh+DrV56m+9orHdRWWl35Febg/PM9/yqu+lHtRXfnFlMUlr8reqK/8gvJp1eSVLf+J3uzh9N9/9m+8cSJ8U1Liob72ps99bZ46u331tzt+e5nb6a+/y09vtq7vPTPxBodNBXb7+r2pYbiutcTq11PrHS4eDC8wfm2+z51XLbD2ab/2O66TvTTd+ZbvzWbMO3dlu/v7Djpyt75jrvn+dyaOGdo0s9T67yObU2UHlToPKmAKXN/mc2+J3e6Ku4zufUeh+FVT6nlgarrgo7tyHo3MZAja1h+nvvGx0ONTz6wPzUfYvToSaKXpqHr5/cdkFuzfl9K+3lVlkeXKK55fuz677R2fqjzubv1ZaTNFeRzLf/dGHf3Iv7frwq96OX4rwowzWfL+3+cvvoV/cTBR7yhZ4KRV6nir0VS33PlPsrVwaqVgWp1YZptD02anyoSw5Rb47Uh8/NEaacxABWtE+0wW7//XOiTvz30Ykf3moui7HaWR91HmuMBYJGgHYCSTsuaSOwf4c0Og5Q6r9Auh+I+6Q9XKJ+XNRPiIeAZBjgVIBTpREicPIYCqcBnDYb0oR4QDr9LO4hxF1/QlrUCgTtYHpGUy1SPHOaAbcRcBoAp55g1xNsCmDV4ZM1gFWHscgouw7l1CCTtRJOHcKloFP1OK8JFzRj/CaE34LwW1BBKypoR4UdqLADEXVh4l5cMgDQEYDTpJDGZ0EaiAAQkQyPLDY4slj3yBLtI4u1Di3ROLT43MHF5w4uNjyxxkxxg8O5HXfMjgZfUoq8rv7o2tmHzkoySL/zMPzobTI7LjsxxDY+yDrGz/yDlzFEeIyfOQRwjK/FZ38rWOKGVI4PtIHtYwlBtrI278/+Vklh5+ODbWN8LT54Gb9x0399V+/dXf13d3Vf39J8fevcm9sab101P97RjnHX+eypF+el/9nH6LOvaUKARfo9+9xHVyCkcx9dKXx2rfDZNdnH7IcXM+6fTw+zyg41TfXVTvQ8l+KjleqrneSlASGd5KWR4qOVEaD3JcQoN8wkN8xECul7RjkPzfIfWf4F0oVPbIqe2hY+sSl4bF3w2Lr4mV3lm0vk6KuUuNsNCXdmQ7ox8W519NW6z7cocTcpcbdrYq5XfbxW+cGJ/MmFEnenJdm3KTmwKTmwKTWoJTW4Nf1ee2Z4e/bDnvzH/YXPBkpeD5W9HSx7P1j2frji42jVp7Hq+ImaRFpdMqM+lVGfSqtLnqhJHKuOlzGbVpdIp6QwG1ImmzI4LRns5vTJphRWY7JMzOY0Vks6rSEZcprVkg5L35OtGTMP0tWE3I5MSGh+b+asZrFUmXidqZLebGIgFwx/JUa+EiNfkdF8dLxIQi3FWLUom4JyWwh+NxANAYQKMAYgWIBgAoIGcBqENBANQUijnE6U0w7rsfDqFGE0SRh1Yka1mFEuplWI6GUSeqWEWYHMgrSM0/AZY5ExOlkK6ZnUbkhoglGN0yswWrmU09RiyUSReKIIQlpErYSQhv1ogAvNdDPgtEJIS2gUwVgthDSclYLwgImbImqlzEOjrHpssgGbbMAmm1BWI8ZsxulNf+G0cKSaN1TGHy6HhBaMlAlHy4WjZYLx8umx0ukxqb2Gmdv4WCUxXvVvjWMIqxnWuv8vIQ1h/HcBXjcx3QU5PVtwiS/02bKq+L/VzNHJFoTZAAUJLeF0SKZ6kOleQjhICAeBaACI+gC/B0x3EpwWYrIRGS1Hh0uQIbixO19GaMlovnD0K3/oK3+oWDBUKhqrQibqJPRGMbsV53UhrGbAbgKirqnW9GhPE7ujC7x1d+QEW328oRZouDPc+lCkw7HX11U+eepnRjnGhtnFhtqkPrqcHnk52t/8uasm7O4Ov3jypsZGT8Ndr66rvLmh9sDuaJjVwTsa6+9orHfX3uRjsN3PaLun7qYbqqsuyy+yOfir/ZEFNnIL9Lf8fGYx6cRvJMUFJLWVcxSXkVTXkXR2/GBy4DfrI4vsjy+7LL/KSXHt3XM7PDR3eajvuHVm481T6+8qb/E5u9v73C4/nb1++vvdNXY4ya+6dGTJpSNLLhxaZL3nV6td/7XZ86vtrrnmW+borSZpryAZriGZbfrOdP035hu/sd0yx2H3L1fl5t84ttRNfpXHqTVu8lLdPbna9fhKl8NLHPf9fnHXL7ePLXBTWHpHYcW1PxZf2D/fes/vJtvn6W78r9H2Raa7lpvuXKm3aZH6qrlqy3/WXPOb/qbfrQ4t19zyvfr6bw22/6y/5Ue1FSTNlSSrHd9fOfCr44Efr8v94KXwW5T+6tiLu7JvHfnqfqLQU6HAQz7f7US+24kCD/lib8Vyf+WqIDVyiHrXc7P2J8Z19zQbHug0RejVh2u3RJqx4nxZ0X5vtLZ67iRFnvxvxImfnqsvea6/oSTYVFwfDaZqgagViNtwSSsgOiXI3yEt28FMlXIaGYOcJpBBKafFfTJCQ0gTyDAgaDNDybTZ6V0znJ4gsHGYREaIBwhJnzQzXNJNiLuAsB02jgFBC+C1gulWMN0Kplqge57BM4Vgw5CGGjBZQ7DIUBi7BuVINQPpRoLfhPIaIadRQSsqaMWEbZioExN14xDSyBjAZkEanwaEABACAEQACEjn9vymvm+e5oFF0EOr7V+gtOv3UzvnGpxcY356o/3Zbc46e1xNDvrbnQi/ovTE5RzcNwUTs+GS5lh/i8QQ2xg/c7hgKtbf4qO3yTsPQ7jIOdrbDA5GxwfafPa3gpXwGF+LaG+zj16m8Kuw7h0XYP3JxzzW3yLGzxx+8/duBm/v6Ly+rfXqlubDi6ceXVF85qT04qrSy2vKb2+ejb6jGeuhC4veqSFWmfftciIu5EddLnjiWPjUqfj5VZmKnjl/fXwl79Gl/AiH7FDTrCADyGlooFN8tNL8dNL8dJK9NVN9tbODDXNCjb+EGOWEGuc/sMh5aJ7zyDLvsXX+E5v8JzZfn9oWv3Qoe3Op4Jnd16e28GXhc/uSVxcq3l2p+uBUE3OjNv52Q7Jbc5pnS7pXc5pnY4p7fdJdSoJbXYJrXfzd2vjbdfF3KYl36hPd6xM9m5IDm1ND2zPD27MftGeGt2U9aM9+2Pklqu/r856C572Fr/qL3wyUvhuukN4oj5ITxmoSx2uTxmuTJuqSqZQUWn0qrT5V9pHekMZsymS3Zk915E135smatNltmZOtGczmNHpjCiQ0vTGF1ZjMbk7ltKRxW9On2jKm2zNnl7ihuB3pnI4UbmcqpyOZ3Z7Ebk/idCRPdSfzelNFvZniniys7ws+mIcP5+PD+choPjJWKKGWSphklN2A8ToIUT9AxgBGBxgLYCyA0QE6AZBxIBkDoiFCOAhXx+C8HpzXIy2HTvdg3A6c046xm1E2BeXUoJO1kslqCZMsZlSKGZUieoWEWSVhViGsanSSjE6SEVa1hFmFMKqw/7lFQzZthdOrIKRRWglKK8HopTijDGOUIbQKMa1CTKuQ0CsRBhlj1RJsCuDUA1jFYjXA2rWYWiOaqBWPVwuHZ5ZYDBXzh0uFo+Xi8UoRtQqh1yFMCsJsQFmNOLsZ57TgnDbAaQeT7QSrDRbMYZc4f7SaP1rNH638U7NTR6gVAupMcNhIqXCkFBkuQ4bLwEQ13Fn5FycNIQ1r3bMhDYve8JYaSvpmqlO2lF4mgt+NTXdCybbWS8dI+H2woxWfkt4oI+wO2P8FG8EQdgfK6YSCU+8otw3htEo4bZLpLoTfhwkHYJ8gLhrEhX1AACve7Ti7GWc1oGMV6GgpMlIEIS0ZLUDGvqLjBdhEsWSiSDRaBHvmJRNkjFaPMpuBsJdHbwBTHQAZBFOtSG9ByWu3qyobgkwPZgZZpPka3bc48MDq4Otrpz+5asT7GWU9dkp5dCX+vn1K5KXMKMcPvqZPbqq/8zKI8TH0NN59+fRyX9N9r66rPHVUDLE44G+8+7b6OufTy9y1N923ORRsvs9Lb+sdjQ3Op5dZHfivxb5fjXf8V3Pdf04tIB2bSzo1n6S2co76xjka2+bo7Zlremih7bHlDidWXZZfc0Vh7VXFDTdVtt5W2XbjzObbSlu8NPYE6h4IMjh4U3njhWNLreV+tzu80FZuvtmuXyx3/ffCoUW2+34/L7fQaudcw43fmW763m73rxZbf9JcRjJYSzLa9K3lth/OH5h3S2G117ltXmpbXBXXuqusf2p7ov7FTfLjq27K68y3fuehuuG+8YGEm5p2u36w3zP31pmNpxeStpFI+38krSeRtpJIe38iHZz7ze7vSZtJpB3fkOR+Jh3/nXR27Q8qq0m6W36w2D/fdNd/NdeS9NaR7Pf+5HTotzvy8z0Vfg9UWfjUaN0H682Jl3YVeSgUeSjk3zmef+d4qffpSn8VKHLQ2fp7Wo3hOk0PdJse6MKH1kiD9kcW3ES/5pDzQUd+998/J0rhV5/dpAeK814ab62MsJ+u+wimKEDQDCTtAOvAkFYMaQV4J8C6AdYLsH6ADvxpo3E6wOkAowFsYvY41iw2DwDJMEBHAD4GiPEZSM/CMwzwklpqKiCoAB8D2CiQDEJI4+Kev5a7xe1A2AEE7YDfBnjNgNuIs+vxSQo+WQcmKYBdC/EMmGTAqgaTZDBJBtwanENGOdUIuwrl1OBTdTi/nhA04IImXNBECFsIYQsmbMFFrbioHRN1EhIYMz4DaYwNMC7AoJmeBjgfENMkrYMLNQ8t1Dy4+NzBRepyi1QPLFTZv0hl/yKTU5usVLdd1tp3y/iIt4182CXlJ9c1Xt3RhWub37jpQwbLHHO0j+knXzP48M7DUPYHPnqZwklo2WA0hDS017JsEwjpWp8KMwAAIABJREFUWD9LGaTfexq9u6v7+rbWy5saL26ejXI8/cRZSuiX15Rfu6h+uK3+6a5mgo9xgr9pSrBlxj3bLw8dZJAueuZc9MxZBun8qMs5ERdywu1mQ3q2h4auOsVHKyvI4EuIEUR1Xrh51n2T7AjznEjr3Cir3Ec2eY+tC56eL37pUPjMoeCZXcHT8wXP7IqeXyh9fbHynXPVx2vVsTdq4m7VJ7o3p3m2pPk0p3o3Jns2JHnVJ3pSEjxkqk/0bEjyakj2aU4Nbc0M78h+1PEloiP7UXtWZOeXqK6cxz0F/wjpuNGaOBmnIZUhp2ce0hiNGazmLE5bznRnAa/r61RH7lTnnzfNkNOycvdkUwqENCS0DNLcjnQZobmdqZyOFBmhJ9sS2R0J3K4kXm+qsDdN1JMhgzQynCcZyUPGiiXUcoRVg3AacX4nIR4CKBVgTICzAT4L0uJRGaQBf0AKaX4v4PXCW2qM24Vy21BuEzrVgHHqUTYFmaxDJmsRVo2ESZYwyTJCyziNMKpwhrRTTDZwhdEqMVo5wajE6RU4owyjl0JC44wSnFmO0ssl9EoohEFGmTXS2+5JCj5JwZj1CL1OQqsVTZCF4zXC8WrBSJlgptVLMFImGqsQwSEuRh3CpKCsRpTViLGbMXYzzmkjuO0Eu51gteHMVjhyLZqgCMZqZZwWjFVJNV4hGK8QTlQKaZX/CGliXLpVGuaA/sVJ/19CGuN2yBgMBDNzpYIeIOj5Z0IL+oBoCIiGCOEwLhjA+IMorw+Z7keme2UnyutDeQMYvx/jDxK8fpzXBb8VwutG+H2oaAAXjxCSUVw8QoiHCPEQIeol+N0Er53gtgJOA0ElE+NV2FgZMlIkGS1CxgrR8SKEWohQiyXjJaLxUuFomXi8EqHWoIwGjNVC8LunafU4px0IusFUC6BWN6Xc8zaSC7M8mhVsneptdM98/0NruTfOCq+d5F9cO5MeeTE58vLnMNuE8PMpDy688TR8clP9g4/ROzdtD6Ndziqrw+z+iHHXeXdL/YHd0SCzfdeVV149s9xTd2uo5QF/412eulvuaGxwVFhmf2SB1YF5htt+Vl/13akFpBO/kk4v/FZt5RzlNSS1Td/o7v6v6aGFdsdXOcivvXBy/aUT650Vt9xS3XH33B43jb2emnu9tPa5n93pcmaDjdwC410/G27/wXT3Lya7fjbc+r3x9p+s9s0z3fnLebnFDgeXWGyfa7rlZ6udv1lsn2uw/jvDTf+x2jfX8eRKV7VNgQb7HtsrvHFSe3dVzevcloqoK2D0K1r7MdL6iNPxha8uKxbcs6uMdAw3O/LignKCu4Xjyc27viNtIpE2kkjrSaQNJNJaEmklibSKRNryDWn/z6TDc0knF5IUlpB0t/zgcHT5+cOLjTbPMd5Ist/zw61jC7zPLPVTWhymvvS12aYY++0pjvtLvBTLfM4UussXusuX+ypVB6pB1QSrVwWo1gSrU8I06+9pNdzXbn6o1x5l1P3UBssJz7uudnsbyW/ft6/Uljw4+dP90/Oi9DZURTnwGj4BXgMQtQKkAxBdAGslsHYC6yDQHimhZ9e6/4Q0TdpBho0CbBh2cUuFDM8EZY//3UMTgEn8O6RxcS8m6saEHbC7mxC0QYsvhbSgBfCaialG2KOKT9YBTj1g10JO/0lodg3g1hAznMa4tfhUHeDVE4IGgt+EC5pwQTPkNIQ0LuqU7gJBRwE2AXAGwCelnManACEVSfvIYs3Di84dlOJZ+cAilQNL1eSW6BxdZaK4wUF91w3DQ55WJ0IunHnkfPbZTc1nNzWf3lB/ekP9+S2N13d13rrrvXXXe+Om+8HLEOqtu97ruzqv7mi/ddf74GUME8di/SwhoaO9zaK9zWJ8LWR5JrD0Deen4wNtEgKs4vwsYn1MPnoYvL+r+/qW5ssbZ59fV315TfW1i+rbG2pvXFRfX1d+fV35nYvqh9vqcV6GCT7GKQHmmaE2uQ8cvkZeKnrsWPzECZ6lz66WPrta/MTpa+SlL/ftM0OtskPNM4KMkn114z01Y93UP7ufi/fUTPDSSvLRSfDSSvTWho1jGUFGWSEmOeEW2eHm2Q8tcx/Z5UXZ5kXZ5z+2K3x2seTlpeIXl4tfXIRn6SvHirdO1R9cyJ9uVsfcIse5UpI8G1O9mtJ8m9J8G1N9GpJ9GpJ96pO8oRqS/RpT/JtSA5rTglszw9u+POrMe9aZ96Qj92lH7tPOvGdd+c97Cl72Fr7qK3rdX/xmqPTjaEXMeNXniZr40Zq40br40drEsbqkcUryRH0KtSGN2pBGa0ynNabTG7MYTdmTrbmc9vzprmJedxGvpwCuc57uzp/qyuN05EBLDUvfk00pnJa0qdbU6bY0Xns6rzOD057G7UiXQrorjduZOhvSk+3xk+3xENLTPUnC3jRJdwbam4UN5mAwtnokTzxWLKZVoGwKOt2KCbqBZJRAaYBgAZwLcDbA6AAdkxa6hdIsPVwAf8r344IBaawPrx+f7sOmO3F+O8ZrwadbsKlmlNuEcOtRNgVlUySsWmSyFmPX/SlWLcqciQtlkgGTTDCqCUY1xDNgVhHMcoJZDvFMMEsJZinBqsAYFQizAmFUIYwq2JKGMmtQZg3GqpPllYomyMLxakhTaV16pEw4Wg6xKqbWSGi10jIvqxGdbEInWzB2K8ptwzltBLsdn2zDWK0Io1lCbxJR64UTFMFEDW+smj9O5o+TBRPVgolqIZUspJJFtOrZkIabuOAIlqxxDEJaRK2EYSb/75DukW6kF/UD8QBchUuI+lF+D9Sf23CFfbiwT1pslEwAyah0dk44iouG4TM8gXgcSEZh0z78boSoHxcNYuJBDBmFOwNwdAygI0AyLN3Xy+8A0+2A2wgYdYBKxicq0PESdLwEHS9CqMUorQSZKBVPlIgnysTjFWJaNcqg4Kwmgt0GBD2iyRaM2wE4rWCyGUy1DhW/fXBB+Z71iaxg6xQvwwibgy8uHft088yzC4dDLPZmRV3OeHo1JfJScsTF1IcX3/uYvLyrHRds+fS6iqvu1quqa+6fPx7rofv25tlQSzlP3a1XTi27qrTC22BHoNk+T71t7jpbXDU2XTy5+MKJJdYHF+ht/VFlBUlhAenUQtKZJf9RXvm92vo557Z+b7Dvd8s/ljvIr7+gsOGC/CaH4xsuK2xxUd51++w+V/W9d9R331TZ6nB0udH2n8z2/qq340e9rd8bbP/RYPuPepvn6Gyco7NxjvmeeU4n17uq7nRR2OR0bO11+Y2uStvvKO8w3/Ors+IaH739oRZ/RJ0/FX1LJyvYuvjRlVRvo9pX16lfwuteXo+0PBBisP3lhT8iLQ9keBlFX9ckP701lv0s9o61wmLSGhJpFYm0kUTaQCKtI5E2kUgH/ktSWPbzmeU/yy/+9sQCGaSXOhxZbLJtjtkW0oX9P96RX+ivtiLo7NJ755a8Md/8+fyOtCv7i+6erPA+U+wmX+wmX+mjVBOgVu2nUu2nUht4tspXuSZAjRJ8riFUszFMqyVct/ORUe9TK0G632uDbbe2kXz2kh6c+P6B/A/3zvz6xmo3+fllQUsCEEEb3QVADyDaAdFOoF3/0NcNXSbO+JuZHoVxJbhkiECGATI2sxGSOts9E1JN/m8gjYl6UGEXbMOGYSaEsAWIWoGoA4g6gLAd8NtgDBnObYD9qlJOT9YAVg2YrAXsOsCuA1wKwa0juHU4p5bg1hHTFDDdSPCbcF4TwW8meK04v1X6S4CwHRd1AkkfQAekkWQ4AxBMgE8CgjNbJHW5+apyC1T2L1DaP//MvgWn984/vWfh6T0LVfYv0vljhaXSFmedfXfNjgbYKYRfUnp0Ve35LY0nLmejrqk+vaH+6o72Gzfd13d1XtzWfO9p8N7T4J2HPiT067s67z0Non2M33saQSpDQsMSd4yvxewwEwhpOMGVHGybGGgd52cW4238wU3vrav2q5vqL1zUXruovr159t3Ns29vqL1xUXnjovL+htpH13OfPXTjvAyT/c0yQqy/3LfPj7hYGHWl6LEjPEueOpc+u1r02DE/4mJWmG16sEVWqHl6sFGKn0G8t9Znd81Yj3NxHlpxXppJPnrx3lqJ3rppQYZZIWbpwUZZIWY5961yIm3zH18ofHa5+IVj0fMrxS8cS185V7y9Xvb6KlT5m2uV71yqP9ysib5d88m1OsaVHHeXkujVmOLblOrXnObflBrQmOLflBokU3NqaEtaWGv6vdbM8I7cp135z3sL3vQWvurOf9WV/7w7/xUkNIT0QMlbCOmJ6riJmvjxuoQxSsIMnlNpjWn0pgwoRnMmoymb1ZLDbvvK7Sic7irm95Tyeot5fYWQ07MhPdmUAm00tzUdEprfkSHozJxqT5PZaHgJDQvd/wLpFAhpvP8LOpgjGcoVj3yVjJdI6JXEVCPOb5fWunEGTrBxfOpPSIuHIaEhmKFmri2H/iyD8/oJfjfcQ4fx2rCpVpTbgnNaME4jym5A2RScXU9w6wlOA86hQAc8k+ZdC1g1gFUDmGTArALMKjBZCVgVkNOQ0IBVBtjlOLMcZVViLDIkNMKoktCrxbQqiGcJnSyiVskIzR+tFI1VwE0VsMotplVLaLUSRh0sdM+GNMJpRTnt+GQHPtmBsVphHKaE3iSmNYio9fyxWv44WTBRI6TWimg1YnqtmF4rppOF1CohTboqA0IaHSn/y5y0DNIiWvX/K6ThUnoZoWWQlu3BhWyWgRZgsIGARmBUgFAxZJyQTGDIOECoODohfY/RAU4DGB3gdICOAmQIICMAHZH108JWHQKDiUsDQNwLBJ2A3wamWgCjDtBqCGo1Nl4OOS2FNK0M5sGhNDJCr4MZcIDbCcSDBL8XCHpxdjNgNQJhF6Mm4cl1rXBb+bQAixQvw5eXTsbfVkvxUH92Xs7XYHPaQ4fMZ9cynjilRV1JfXjxg6/pa3fd+BCrJ9eU7+pvv352Xajt0Q+uGs+dz/gZ7bqptubiycXXlFf7Gu0KMN3robvVQ3frXa0tl+SX2B9dbLF/nvamOUrLSKcXk5SXfa+89EfFpd+qb/xBY9tP+nvnmR5canN0jd2x9XZ/bLQ9usHpzO6rKrudlHZekN9kf2yN1aGlBjt/VVv/jf6OX7S2zdHY9K3utp/MDyywObLcdN8C3c0/eWgfDDU79cBaNchYwUvzsI/20SBD+VBTBUf5tXfP7QgwPOhvIOdvcOCexdGXl89Eu5x9bPdHupde/XPHvADjUL1NPmdXPLPZ//7y8cSb6tneJh3vvRi5z4rDXWwOrNhBIu3+jnTkV5L8ojln184z2bv60skdzmd2nz+yznD772pr/6O6kqS76XvLffOsds812EAy30q6euQ3H5XlD3TWP9BeE6Gz8oP19qRL+zOc5Apcj5d6nCpwPQ4fKn2UKrzPlHudrvJVrg08KyN0Q6hm0z3ttof6nY9MBl5deG244ZXWikdKc/3lSOGnfnhtsKbIT7PmpaOwNRGImgHSDrBOADoB3va/ODvvqCjP9P1PdjeJMcausST2roAKiAUsgAioKAiIIl1A0CB2Bem92TuKYKd3RJEuvQ9lmBl6n2GYXt/2/P54hgGT7O73t+dcZ844cDgnnF0+73WX6wZ4C45QcIT+zcgYdM/EKCBG/4bTSB/8HxtA+wAyALChiXOQfw9p5t9CGhVT4QoWImyB89jQ9QIZBZe14ZJWTNyCC5uhWyB4DRinDv7NgT3pcU5XA04N4NQoplkJbh3OrcO5dYDfiAsaCUHzZE4TojaA0ADSCbBugPcDfHic00z5fy8xCohR0v4tM/dvnXVAba6++rwDavO1t8zZozx7z8aZBmq/HtP83U5/g/sx1ZvWmiFOOnfO6T+8eCj6+tEnVw4+umTw5MrB5zeOxHgaP79x5OnVQ3HepnHeprFex+AnMZ7Gr3zM3gVYxnlbvPI+qSA0fP8+wAYuSUP3DCENd7TSwh1TQu2Sgqzj/S3feJnGeRjHXjWKuXzoxUX9mEsGsVcMX142iL1kEHvJ4PU1w7ceR955Gn/wNk3yt0gLPpUdYZd763TeXecv9858uXcm/75L4cOzhQ/P5t93+XTbMTvCLiPUOjPcOj30ZEqARYLfsXjvYx98jOO9j8X7miT7H0/wO5bkZ54eejI73CYjzDI73Cb3tsOne855j1wLn7kVP3eHKo25WBZ7WaHyuCsVr65Wvble/fZGzTuPqvce1fE3axN9G1ICmtKCyOnB5PRQcnpoc3pEc3pEc3pkc3pkS8bttqy7lOx7lJyH7XnR9IKYzqJXHYUvafkvqV+eU7/E0PJf0PJf0AtiOgtedhXG9pa8Hih7N1TxYbg6YbguabghebgheaQxhdGYzmzKGCVnjZKzRptyRptyRptyWeRP7JZ8blshv71YSCvmUfN5tDx4NoNLyWW35sABMXZTKrsplUtO4TWnQkJLKOni9gwBJQPGlcBBbj41nU9N47WncikpHEoiuy2B3ZbAocTzqIkCerKkIxWhZWId2UTXRwhpWf8XdLgEHa0CwhYgoQFZL8BH4IY+Dvg4wQUYAyADQNqLi7pQQQcq6MCE3biohxD3AkkfkMlj84CsH0j7gaQPBtajwnZEQEF5bSi/FeW2oFwyxm7CuY0Ep3F8ErsecOoJdi1g14GxarlYFYBV8S2kixUCrGIIaWysHApCWjryVTJcClGtuFcBr1MI+8sm70MjjJrxVnTtOKHJ6BhZxibL2GSE3YKwW8Yh3YqxWiGnEWaTjNEAk7QlIzWSkRopo1bGrJMxa2TMKmimIaSlA6XSgXFC95UqVrCQ4XLpSPn/BmlcIB+0hs9D8MFocknjm0claR+BjuDYCIEyMXQYRxjwFUWGCJQJPydwBsBGCZwBcJZ8dJ8YHB+sZRD4CIHDu7kDONoHkD4g65RDWtAMeGSCUQ1GKvGhcnSgRDpQKBssQoaK0eESlFGKMcsRZiU6Wo2z6gGbDDitgEcBog5CSAeSToLdAlhNQErjNGbGeVvfddFL9juV4GHy0k0n2ePgh8u6USfWeh9d+j7YMuXe2dR7rkm3nRMjTsNy90tvs2dXDvqc3Hz58KoQW40XlwyeuOkGW265YbTKZc+v5/b/5mWuFGil5mW+8abZhhsm6111Fllvm31iy3Sj1T/qLCTpLPzuwG8/7V/00+45JJ3F3+kuIxms+vHIhhlmKgtOqP52attyK40VrroqZ7SVrHeuOrpprsGaqQfXTT28YeqhDT8eXPu94Zp/HVr9L3OVmef2r/Ey33H1yFYnreURdvqRtgcCj++9or/FVXP16W1L7VWX2qn+dnT5j2Zrppiv/vHIEtKhRaQjv5PMlpPMl5EMZpDcNaa9dd2dc+PQI4v1vtqzHpqvzLqs23jXsfmRa/0dl9Kw02nXTgQdUXXcsvDMtqUOqr+7793ge3RHpJXOA4f9t621vA6vd9m18MiKfxou+c541fdWm2dYK081X02yVfrH5d2zw01WPjm14fGJNY+Or3jvtDnTfcfHizvyr+8p9Njz+crOz1d2FnnuhYQu9dYp890PCd0YcbQx4mhD+JGmSGMI6aZIs5zzGvUBBl/c1V6b/ZruvKHQYx8l2rk6+g9RSyKQNAJpM0BaAdZCoGQCJWOytm8gjQ0BnCGvA8s5DeveQwAfmBA6CFD4RDgECMbf4XkM//+HNCZuIWRUTNaOS9sxCQUTt0FUE8ImuPCJsmrQ0SqcWQUv+wFWDRwog8I5tTi7DhurRdm1gE8GfDLObyEErXKJ2ghRG5BRxzndA/B+gA8CfHiisI8PAXyItH/rrANqcww1fj24fYG+xsL9avP3bZ67W2mWofoCU81ltgfWnzdR87DUDHHUvnPO8NGlwy88TJ7fOBJ93QiSOMbT+IXH0ec3jrzyMYOK8zZ9edPk5U2TVz5mb/1PxnlbvPaxnGyjYRMarmDBMBP4JiXcKS3KOT3CKTXMPiXENiHg1Hvf469vHnt9wzju2uHnFw5ASMdeMYy7bPj66qF3Hoc/eB19f9Pkg7dpot/x1CDLzDCbnEj73FunP912zL/vkn/fpeCBa8ED1y/3zny+4/QxyiEn0j4rwiYz3DotxDIl6ERSwPGkgOPJgRbJgRYwJTQ1+GRWhM3HW/Y5UXYfb9l/vn8m977Ll8d/FEVfKHlxCao05nJZ7NXK1zcqX9+oeuNR/daz5t3N2vdedR+8az54V8d71yT41Cf7N6WFNGeEtWREtmZGtWXdbs281Zp5pzXzTlvm/fbsh9ScR/TcZ/TP0fSCWHrRq+6SN13Fr+kFsdQvMdQvMbT8l/SCGAjp7qK4/w3SPEoRn1YEIQ3TxDhtH8daslnk9NGmNHkrujmV35IGPbS0PUNCzRRRs+A+tKgjS9SRBfehBbR0Pi2FR03mtidx25MgoUWdqdLONKwjE+/MAd25GDzdOFhAMMsIdi0QtwFZB0D7AWACwCWAAANCnOACnAlk/UDSgwk7ET5dAWkg7QfSfnnBChsC6CBAhgEyoOAHJqLjAhrGp2DcNozXinNaCG4z4LUAHhlwyYBLlqMa2mi5kx4nNOvruI0uxplF4+XuImKsBGOWoKwybKwcZ1dgrEoFpCEFFZAWD5VBPy0bKkeG5UvVMJ5MvnA11gg9tALSsrFm2VgzNgnSGKtZIXgVSsasmyQ5pCWM8smQxvq/yjVYhg/BW5wVMkaFjFHxP0Aa48Hf+UQBA9YzFLSGeAbSXiDtBbJ+HBnGUAaGjP7tK46ycIxJYGMEPkpgY4BgAmJ4oiNIMHBsGMGGZOggIhtAZX24rAeX0oGYigtbCV4TwWnER6qI4crxdnsJMlQMI2sIVjkYq8LHagh2HWCTAacZcNoAjyLjtEnZrUBIA9w2wGoCMjpCL/j06OqLKybxXhax7vpPz2i9Pr/3zqkNNw/M8T26LCnMJv2hW9r9swlRjokRp1/6WDy6cui5p8nji/peFsruBst8LFQendN+/IdOuI26t+mGc9qLnPbMv2K0Osha3d9ys/fxTTdM1rsdWGa7fa71tjkm63/WXfTdvl9JENJas0l7fiXt+42kt/yHw+umH1NaYL5liYXqshNqK4w3LTq4bu6e36ZsnU3aOoekteS7/eumGGz8yUbzN/s9S+13Lzm9d9mVo6rBdrreJ3af091go7Hk5OYFR9fM1Pvth31zSZozSDumkTSmkHZOIe2ZRtKeRtL5mWQwm2T6G8lyGenkElKU0eqoQytirTbnex6sCjDJu7Lvo7tm6U39qoCjZX4m2e567xx3JbjqvXPVf2az7+GpPY+sdV6eMXzrduTt+YOxLtqPbNWCjiy/ov3r4aUkg99Jpmunnt42z1F9ltWmfzlu/fG69txI09XRNkpPLdc9NF/2/rRSxvntWee3ZbtrFHrsybu6K+/qrhIv7XI/PaiqQIPJte7GiKOw3E17eLIm+GBVwIGOe8eotw63hep3PTCjPjjR8Mim8vkfopZEIG4A4iYgIQOkBZU2YLJGTNaOyWi4rGMSpKGtZP89p8HQxOGK/1To/i+Q/ttyNy5pxREqitARGQ2TtaNSCkQ1IWpBOA2w74ayajDYYmPVgLHa8bHTOsCpk4csjdWirBp55gm/RcFpXEghRO24pJWQQlR3Aqx74nIXMgDQPhztw7Ee0gG1Ofrqc/W2zdPbNm+/2nxd1V+1t8zbqzLHQG2h8Y7fT+msdj2sctVsm7+tVuQZvYfnDWM8j8V6yQUJHeNpHOt1LM7b9JWP2Ru/4699zeFX47xNX/tavPI5ASfFIKfhvY3EEAfop+FSliIoNP3WmdSw0ymhdsnBVgkBJ9/7Hn/jZfrG4+jrG0cgoV9dO/Tq2qFXVw1eXzOEkP7gdUwB6YxQ66xw2+wIu5xI+4IHrvn3XaClzrvrrFBmpF1GhG16uE1qqBVUWpg1vLcB3+fcPp171+njHcdP95zzH53Ne3Su8OnFrzHXymNvKFQR51H9xqvmrXftO5+69771H/zqP/g1xPvXJfjXJvrXJgXUpwQ1pYe3ZEW15dyhfLzb/vFBW/a9tuwHlJyHlJzH1Nyn9M/RnXkvO/JjO4tedZa87Sp911nyllb4ivLl5TikYzsK4yCk+0rfDJS9G66MH65OGKxLHKhLHKxPGmpIHmpIHW5MG2nKGGnKYJJzmORcJvkzk/yZ1ZzPbi3ktBVx24t41EIOTc5p9iQnDSe6YaFbQkmXtmfIqJkSaqaEniXuzFbEP0m6ssWdWaKOTAE9VUBP5dOSeNREPi1J2JEi6U5FujOIrmzQnQt6PuG9n7D+PHy4CIxVAH4DkLYDtAsQgwCMAsCTQxrnySEt6sb5HXA5BxN2E+LecQ89DDCGXPBxUtYP5LdruiGqCSEdBmIAXps8ZIDXOn6hvQGwar7B83grmhgthXjGGIUYowBnFuLMQpxVjDKKkdESCGmcXYGyymSMskmQLpeOlEuGJwQ9NMqsxVn1OLsBZzfg7Cbs7/AsZTfLxppRVivKasXG2rCxbwJGxgNDGhBWA4zhlDCrJcxKKaNSwiiHx6EnQxofKMOHyuERMJxZhY5WIczK/6EnjXCo8NcOUY0J4eRXxwSeJwjdB5ABHGOiGAvF2P/uFcPHMJyD4WM4wQUEC+Ajis1UAmcg2LAUGZTI+qWSPpmkB5V0oWIqJmhDeGSM04CN1UJIy++eDX/FGeUEqxywK2HZEHDrAbcBnlEBnDaC24ZwKaJRMsFvBzwKGG0EIiror2hMvfPez+qNh+l9h123rLbetVK+rjv7otZPd2xVch+e/fTiavqDcx8iHBIjTr8JtHruaRLrY/7owgHvEyruBstumm26d2b3w7P7IKTP7//dWmP6Wd3FQdbqIbYaXuZK146uvWC48qzOUpe9y05snq2zkKQ5m6Sz4Hu9xVP3zvvHnl9Jur+T9FdOObxuutGGuQfXzDkmHVwYAAAgAElEQVSwYrb2kulbfiGt+5G0lERa8S/S5nkk7bU/HVCaprv2R7fDyjcsdlw303DRW+eoveacgdLpvWuOKc/dNY+kOYekNZe0b8G/dBf+sH/RT3qLpxou/slm4/wzmxe6qf12ZcdSX521t45sfmSu+th88zu77Ymndybaq6ecVk132JpgtTbTQbnKQzv7zNZUB5UU+y2ZrlpfLh/Kv2H6+bp59mXTz54n870t87zMM68aJvyx+6WDym2T327qzjmx7kfj1VMsNk531JjvrDHHVuXHs9t/8TX87fbxNS8dVJ7brH9sseKDo3LWhZ2ZbuqZ59Tyr2vlXtr+6fKO4pv7IKFhT1pR7oaSl7vvm9eGHmyMMKz01qLfOcx/Y894aU1/alV992R1zHlRWwKQNgJJE5CQCVkzJmnAZI2olAIhTSDdckjLq75sQLDH3zMBzpBvQoNhAIbG96GHJ0N6nNCjOBjD/xuk/3ZwjJC2oQgdQekISkcROiajQUuNS1oxARnjwWJePSzjAW4D4DXKxW8CAjJc3IJneQluM8Ftxngw3LuNEFBwQTsupMB1rHFOT0R847IeXNaFIl0o0kE6oDZXT3WO7pZZe1Vm7VGevUd59l6VOdrKcw5p/HZs11Ir3TUuh5SvmKr62WhGueyHkI7zNn3ta/7Kx0xR2YaFbgWkFWY61stMMfX9xs/yjZ8lDClLCj0NA8vgqvQEpKNcEkPtE0JsEgKtPgSceOtj8drb9JWnSZyHcezVQ3HXDr+6bvTqulHc1YOvrh16c8Po/U3j917H4n3MEv2OpwSeTA+xygyzyQyzyQq3VUD68x2nz3ec8u465993+fLQNSvKPiPKLj3SPj3SFr5mRDlk3rLPiHJIi7DJiHL4eM/p88OzufedPz88W/jMvfDpxdIXVytfeVa9865561351qvqnXf1e5+qd97V7/1qPvjXJQTWJQTWJwbVJwbVJgTWJgXVp4Q0poWTMyLhqDY19yHt0xNKzkNKzsP2j0+ouU9puc87Psd0fYntKnzVWfSqs+RN79d3nSVvaIVxlAknHdtRGNdZFNtVHNf79c1Axfuhqvih2sT+mvi+mvj+2oT+2oSBuuTB+pShhrShhjRGUzajKZvR9JFJzh1tzhtrzWe3FXDbC/i0Aj79C5+ex6PJy93slkwWOZXbnM5tTue1pgla00WUdHF7hoSaKaVlSTuyJV05MPtJ2v1R2p0j6cqBnBbSMyCqBfRUcVeGtCcD7YGE/gx687D+PGygABspJdi1QEgGCB3gPQCMADAGAA8AodxJE0yA9BPiboRPl/JpMgEdFXXjkt4JDy1vzIzI/6+IDENLPTENLu4Ewg7ApY4H9cHEvlbAawVcMmDVKNYW8dEyKIxZAoUyipGRImSkCGUUY/IVrBIZs5RgVeJjVWCsCmNVoiMV0pFy6FbRkUrpSIX8ZvNQuWS4XJFYQozBvKFGCGlM7qT/7KfRMXlm53jgVyuqELcFYzd/A+mRCimjUjoyAWnZoLwVjQ+VE8MVBLMKjFYDVg0xWo2OVsmYVSirAR0jE+z/A6Q57fIdKi4F5bVjfCqcqMd4dIRPnyC0rBfIeuWtPmQAYKMENgYFcLZCOMrCUdafPwdj8v40wQAEE8dGUGRIKumXiHsloh6ZsAsRdiACCspvlXGbpGN1yGg1Nr4sBy+IA1YNYNcBnuLvXTNMeiK4bQS7Fee0AjFdMkYm+O2A344y6wG/FQxVdeTHJIY5vbhiHHxSNch8U/CxNee2T7m0e9rrS9r50W55MVeTbju+8j/xJtDylZ9FtMeRWK9jsZ7GoQ4aHsc2BJza8uic9hM33Ug7DR+zje56S45v/tFx15xAK7VI++03zTZcPbTi4sEV1w6vvWi41m7bfJ1FpJ2/kPbO+4f+oqnav/6wYw5Ja+F3usumHlgxQ3vpNI253238kbSCRFpGIi0kkRaQSKt/JO1b8/NxzaXHti/SW/+Tze6ll45uvWysfkrjt4NrfjZaM+3gyp+05pGMVv1stn6mrdris1pr3LU3XtDZdGW/yk0DNU+dTYH6yqEHVYL0NwYfWBdhuOHWofW3D656ZLzundXWd6eU4q02fT63q/SqdsU17Vofg1rfQ7nnNT+d313ubVTmbVLiY1YTbt9871xFiF1lmO3XoJMFvsa5HgeS3Xc+PbnKX3/+H7vmW2+ZaaXyi4PqDDuVqTYb/+m+a0aoycpn9iqJ53e9c9kaa78+7bxGvue+L9d2f7q8I/fS9ix31ZyL6vk3NEt9tL/66pT56VYG7q8PP9wQYdQQYVQffrgmxLAmxLAu9HBDhFHzrcOUO0af3DZSwg6I3jt2PTCjP7Vqe+FU89JN0hYPZPVA3ACL3oS4AUjIuISCS2nyxSSsH+DDE5AGbABYf4E0AwAGACN/C+nJqJ40ODYsr/fgAwDrJ5BuuCqNS2m4mDqxhSVpAzIKilIhoVGUiiN0WPrGpe2YuA0XNuPCVpxPBnwyEDQDQTMQtgBBGxBSgKgdiNuAqB0IWwCfDG00wWsaL/61AF4LzP3GBGRc1ATErYS0HcioQEoH0g5C2oVLOjFpJyalY1I6SVdltrbSzL0bp+/e+MvuDTP2bpqlrTxHd/O8g9sWmuxcckpn1bkjKh6ntoc47o1y1b11VifO2/yN34k3fide3jR9edP0lc/xOG/zFx4mb/1PwtHulzdNX/tavA889T7w1Fv/k699LV75HIffFudtDjM+5TkngfLlK8VZjnf+1olhDgmh9vHBtu8CLF/7nozzNo/zNI31OPbyuvHL68axN0xeeZq+u2ke73Mi0c8yOcDynY/5Bz+LxEDLlBDr9HC7jAh7qKyo0zm3nT7dc/l83xUuSX+845xz2+nTo3MfH7hm33PNvnfm44NzHx+45tw/m3XXOfuea859l0+P3PKeuOU/u1j4/GLh88tFL66UvLz2Ne5GxZubVR98auMDahMCaxMCa+IDapOCapOC65JD6lNC61LD6tPC69MiG9KjmrPvN2ffb8l50PpxYlqbkvuU+jm6/dMzKFre886Clz3Fr/pK3/SUxPaUxvWWxvWUxnWXvOosiqUXxFC/PG/Ne9b2Jbo9/yW96FVX6duesve9lfF9VQndlR96quJ7qxP6ahLHIZ061JAK/fRIUwaDnMlszmK15rApuZz2XAH9k4D+UUD/yKfl8NuzuW2Z7Jb0seYUFjl5rDmF3ZLKa00TUDJE1CwxLVtMy5Z2fZJ1f0Z68tDeL2jvF7TvM9KTh/R+knTliDvhCYRsSVcO0vsJH/gCBvJBfz4YLAZDxWC4FB3+ijArEU4DKqQAvAcQgwAwAWATgEsAPgEEBOABMAqIQYD1yzP54Fgm3G6U704MAWIEEIMAHxqvew8CdAjIBoG0D4h7gKCT4NMAnw4EVCCgAn474FKA4o4Wu5Fg12GsGoRZKWOUSRklUCirDBn9KmOWjm9FV8BkTXSkEmNUwfOXgFmDM6sJRjXGqEKHKpDhCnSoCh2pxkdqMEYNwajFoYFmNeKsRmKsCbAbxzNPmmDdGxmtljGrpIxKKaNSxoQQrcPGGgkOmeC2ApjqxadifCrCpSDcVpizJhutlzHrpIxqeat7uEI2VA5n05Dhism3vACrdkJjdQS7DhttgJEpGIuMjzUDTivgtQM+FcBLAPBoj3yrjY5x2wEP/rraoDEluG04j4oLaKiQhos7cEm3fI8F64f9MEAw5IO1GINARzDZECIZkIn7MdkQjgzjyDCBjsiD5OAfU4QpFzpCyIZw6SAq7kNEvYiwSyagS3kUKbtVzGoSsRrEow3S0Rp0tAJjfoWLcOgILFE04mPNQEADQhoQdABhJxB0AUEn4HXgPCrOb4MPN4BPAaJ2wGmRDVTwqXl5Md7PPY57HlO5dGDZ+b3zHbd+73fw96xA04Kn5z49O5f10Dn1ll1C2Kn3QRavfI+98DR6elk/yFb12tHV3hYbI5123HbRDLNV87dQvqi/zGHHLLtt0y4c+D3AQsn/hJKXyVoP49XXD688v3+pw7Z5Jmt+0l/0D535JL1fv9db/PPmaaQtM/6pOut7lV++W/sDaRmJtJhEWkQiLSaRlpNIy0ikZSSS6izSEaXZVruWWu1c4rxntZvuxov6m911N7porXLesfSP3Ssu71/vfVjFz0gl6OiWkKNbgo9sDjysHGC4KUB/3c19y310lgfqrwo5uDZYf2XQ/qVRRqufnVC5a7Qy2mLjK2uVd7YqSU6qny7sKbyu++WqzhcvwwLfI1+Dj1dHWjXcc2x+5NLy9I/WZ271953r7jmVR1rnB5hlex5MvLDvma1yuMlKd63ZZ7bPPK061VblB5tN351W+efF3dMDjH6Lcd4S67z5revWhD/U4s+pJrmpfrq+uyxI/+OlbUln1ie7bMi/sb0iQLvUV7PYe2d5gFZDpH7b/SPk2wdrQw80Rh6sDz9YF3ao9bZxlf/ePHelootbu24d4cWdHnlu2/nEhhLjXB97Ttb+FojLgaACCKqBpBEIGwC3AQjbgJgKxHQg7QJIH0AHAcYABBOAfwNpdHA8jnuIwIblD4gwtOTPYgKCAcAwAINyEYMA9APQD4h+AumEZ7UIGZ2Q0QlpOyFtJ6RtBEKZkIxKyKgQ0jAyDBW3K4RI2lExFRN3yA9Oi+lATCVEbYpZMzgZDm8CERwYPNwE+GR8cq9a1E6I2jERFcg65UI6SQe2ztu/eY6O8ixtpZkKQu/fMl9XZfYh9fnHdy91Nlx31UIt2GnPfXfDp1eNYjyPxXmbx3qZPb9h/PyG8cubpjGex6KvH33lcxwOeL/yOf7W/+S7AMs3fifivM2h54a96jhv81c+xyGk3/hZvguwmgzp+CCH90G2iWGn48PsPwTbvg2weu1nGettoQgHhfmgr70s3nqd+OB7KsHfOjHQ6oPfyXj/E0lBp1JDbTIi7DMjHbKiTkNCw2yTvAdnvzw8J+f0vTN5T9xzH7t9fPRH7mO3z0/d855d+PzUPfexG/znl+iLBS8uF728WhJ3Hepr3I2yVx4V77yq431rEwLrEoMgnmtTQmtTQutSI+rTIuvSI+vTbzdk3GnIuNOc9bA562FL9qPWnMdtH59Qcp9Scp+2f3pG/RxN/RxNy3tOy3tO//IC1rF7SmJ7SmJ7S19CdZfEdhbF0Aue0/KjKfnP2wtetBfG0kted359213+vqcqoacqoacq/q+QHm5MG2lKh2KQM5jNmazWbDblI6c9h0/LkYd6UrP47ZnctnR2S+pkSHNa03iUDHmy2F8h3fsF7f2C9ORJuz5JOnOhpF2f0N4vxEAhGCwCg0VgqBgMfyWGy9CRCmS0FuGREVE7wOXnUQFgE4A/DmkOAExADBJYP4b0orIeVNaDIb34nyAN+0yKkRBkEMgG5ZAWdQNBJ8HvAHy6nNNySLdBSBMcMs5uwMZqEVaVlFkhZZZJmaUKSRhfxSOl4uFyyUiFZKQKxljiIzUEoxYw66DgFWpsuBobrobXtMbvUtcRo3WQ0N9Amt0IOE34WC3GqoFV6PEngHKEWQ6jRgkOmeA2Ax4MDKEiAqqM3y7lURB2i4xNhtlqspFq6UgFOlIJj4vA5jc6Uokzq4nRb/E8SdhoA5ScbX8P6U6C3wGvggIOBXDbAKeVYLdA/43zKBifQgjpmLgDpjURWD/ABwhiiCCG5P0/2HpAhwnZICbpR8V9uHQAlw4QskGADMnToOCeDMIECEvOaRmDkAzi4n5M1IcKuhA+HeHKIS1mNUFISxklUkaRlFEiHfmKMGqwsUbAaQM8GhD1AHH/uAaBuA8Ie4GwgxBQUC4ZYzfjnHFHMlqHDZbnvwqM9rL0MN3srrfMdeds640kz/0LM/xNi6PPfXrqmnHPITnKOjnCKjHM8rXfsWfXDZ9c0gt12OZptu6m+fpQe/U7rlqRDhr+J5Qu6y932jnHRm2q6565N43XBJ1UCrDY6Gu27obRqsv6y120FlkqzzBa9oP+on8YLPrBYMl01Rn/3DLzx80zflD65R8bppI2TiWpTCepz/pu2xzS7sXf71syRXvJD0c2zjq9b7WbgbLr/g1XD6l5HN7mfXSHj/EOP5Pt/sc0Qsx2hh/fHmaqHn5MLeLY1khjlbAjG4IN1/jrLffVXeqvt9xff0XIwTXhR9YGH1wZdGBJ+KGVD803Pjq+McZ6c5yd6ivbzR+ctuVc3Fd082CBz6GyCMvyWzbV9xzqHjrVP3Kue+hU+8Cx5v7p5uhzjU9cqu7aF4edzAswzfA4GHtmR6T5ukt755zdOeOM+hTHrd+f3vzdGbV/XdOeGWKy5LWr+ptzqgnnNZIvbk9yV0tw25x+aduXm7s/X9+VeX5z9oWtX3331IXrVQXvLQ/QrA7ZW+ytURGoVReuWx+xvyFSv/m2UUPEoXJf7ZxzGzOc1xSe30wNOzQabct4frr7uSM11qX5wxWU/gFIygH/K+BXAXET4DcCHhkI2oCIKj8LDSGNjxA4Q05oMCo3yvgwwAcBMfj3kP4P+ltIg35FfhmENC6lERIaIW0HMopCCk4TMjomo2EyGiKjITI6lEzWKZN14tI+XDpASPsIaRchoeNiKi5sxYSNBK+B4NXDQwPy8jgMHuaRAZ8Mk0cJQSsQtkFOA2knkMo5PQHpfZtm7N00a++mWfuUZmsrz9m7cbrB1jlmmr+fPrD6wjEVP7ud990N4Uo0hLEC0i9vmkZfPwrfQJ/9LsBSYaz/A6Tf+p8aHx9zhIoPsVdA+l2g9Rv/U698T8Z5W8R5W7zztXzna/nW5+Q7X8sPvqfi/awSA2ySgqwTAk4lBZ2CNjoz0iH7lmPObaec2065d898uueS9+AsDDbJf/THl4fnPj88WxB96Uv0xbxnF/KfXyqMuVIce63o5dXCmCsFLy7Df3597VH2xrPinZdcb7wr3/pUvferiQ+oSwyuTwqpTwmtTw6vS42oS42oT7vVkH67IeNOY+b9xsz7TVkPIKEnQ1rhnulfXnTkywe2oToLX/SUxMI7kjD+s7MopqPwBb3gOa3oJa3oJb3kdUfpGwjp7sp4CGlI6P7apMmEZpAzoJjNmaMtWWNtOZz2XC71I4+azaNm8mlZfFoWj5rJoaSz29LGWlNZLSljranstjQOJZ3bngG/R0DPlnR/kvZ8lvXmIX1f0P58tD8f6fuC9H2R9nyW9nyWdH+SdH+S9eah/fnEUBEYLgGDpWDoKxipADADa6wO5TejYirA5edRFZAGkyAN0D54gmbCTCtSCBSCHSMIaXlCWa/8cBa/g+DTgGDCTBPcNoLdgrObALd5MqQljK8SRomEUSIeKRaPFIuGS4RDxcLBr6KhMvFwpXS4Ch2pxhg1OLOWGK0DrHrAqidG6yYLfghY9WCsAYw1KAhNjDXJT3GwGwG78d9BGh+rJdh1BIcMeC2A344L2qFtnQxpdLQJQlrGqMSZ1RijSqEJQrPrAbsejNVBNhOjNTizGmdWT4Y0wW6ZgDT8zQg7gLDjG0hzKYDTCtgtENI4pxXjtk2GNED7/gJpplzoCCEbwiQDqLgfEfWh4n5MMoBJBnDpICEbgo0JAmUCbAygYwAdBQiTkA0RkgFc3A8hLeVRxJxWyRgZclrCqhcNl4iGi8QjpVJmBcpqILitgE8H4h4gGwKyESAbASgDyBgAGQbSISDpJYRUTNCGcJplbDLGbgbcZsBrBvzm+syHb0McvS3ULhxY7rJjlsVq0iWtWUk3DhU+dc194pJ51yE5wgrqnZ/psyv6jy/o3nbR9D2pdN1kdaClyj0XrTvOuwItVTyPrHPTXmyjNtVG7acLeosDT2wKtdrsf3zDDaNVNw6vuXRghdOOBcc3/GK0bIrR0p+NVs7eMe9Htdk/bJ7+D6VppM0zSJoLphismWOq8tvh9XPMty6y1FhqtX2J497VFw6pXDHa4qa3ydN4h6fxDp9jO4NO7L1lq/fA0eCxo+EjB90Iix2RxzUizFTDjJWDDq8LMFjlq7fcW3dpoOFqf8PVIYfXhR/dEHxojf+BpYEGSyOPrHxwfOPTk8rPTio/sdjwwkopyXXnp2sHCryNSkItyqKsa+6fbnzi0hx9DrK54fEZ8rOzdQ+dvkZaFYZY5AeZZ3sZxZ7ZEXZs9VWd+W5as101pp5Rn3JG7ftz26d46s0NN1sed0b1leuWhPMaaVd2pV7SSDy/JfWCWu71ndmXtqX/oZx9YWupz+7qEJ3yAK1ib41S3x2fryt/vq5cHbK3MepATahu692j9eEGSc5r4k4uSHZYUXxJvSXIsPfBqcHnjl0vXVtenu3ICsB704G0GudVoLw6IG4GgmbAbwXCNrmZlnYAWe84pEcAYMHy9Xi05zDA5A/xkND/V06D4QnBojdE9fiZaiBHdQeQdgApHSC0b9UBO8cE0kkgnRjaiaHdUCjai6K9ABkAyBBABgDSB2TdhIRGiNpwUdO/h3QLxDMhaAXCdiBsB2IqECucdDeQdZPkHnrj9N3rp2mu+0WhvRunH1SbZ7FnmaP+Grejmzwt1SJddB5fPhTjeQyWr2GMiSLABEI61ssMkhi67Zc3Tf8zpN8H2EBIJ4U6JYU6JYadhpCOD7F7H2QDOf3Gz/K178mEQJuEQJv4AOv4AOvEAJvEAJvkILvkYJvkYJuUEOu0MFtI6I93nCGeoYeGhFbkg+Y/cSt6caXgxWVI6NJXN8reeJa98fz62qMk7jr8Z8U7r6oPPtXxvnK996v54A8J3ZAc2pgS1pga2ZgaWZcaUZcaNQ7pewpITyb0XyENDXR3UVxXYWxHfgw9PxpCGqqr+GVnUQzkdGfpq87SV51f33aVvesqewch3V05QeiBuuTJHprZnAk12pIFbTSX+olHy+W2Z/GomZM5zW3PgKj+K6EnQxoSGhsoUKBa1pun4Dc+WAiGiwGjFAx/BYxywKwEo9XoaDWMAsWldAhp4ltIA4IDCCbABwDSh8t6YN6FPGsXhekEA4AYBPggwAfkU47oOKGl/UDco8g5+ROkAY8COK0Eh4yzm7CxemS0WsqEwSAlouEi4VChcKhQMFggGCwSDBYJBkqFg19hhIhspBpj1MhhPNbwjRRGeZLG8SyHtILT/xnSAPaivoW0jN+OclohpJHRWoRRI2NUEqM1kwXL2mCsDnAaAKcBchoSWk7xSc6eYLcAbhvgU+ERCyCkySEt7AKCTni6G3DkNhpjN2PsFpTTinHbUF4bJqLjkk5c1jPRepD/IRudWFHFGAAZxqWDmGRAJuyVCXsVqMalg7h0kJCOAGxsHNJyTgPpECEZQAVdCL9TxqNJuG1SdqtkjCxlN8vYjRJmhWS0TMKskLFq0TEyzqPI746jDIAwATom/4EYEyAjAB3ExTRcTEWFFLiMR3BbgYACxJSRutSPT6+F2GldObjaTWveqbWkc9umPnXakXXLJueRc+6jM+m37aCTfut77NkV/UfuOg/c9gXbql4zXuVjvuGei9Z9193BVlsCT6hcO7TCYfv045u+c9o109dsXZj1lgALJY8jq28eXe9htN5dZ4Wt6nyztb+YrPrFeM2cPYum7Jw/RXUGacsvJI253+ktn3F861IHrXWW6kvstVY6a69z1V7ndmDDFSOVK4eUz+tvvGmyw+vYTr/ju8OstG876N93MnjgeODhab0gU7VAky2BR5T8Dm3wMVjtdWD5Td2lnjrLPPcv99BddlNvhd/B1b76K710fr+pvch3/+Igw2Vhh5ZFHFoeeWjZnaMroi2V4l12pV/S/ex7tDDEouK2bcPjM83R51qe/0F+dhZyGtroguDjhSEWub7GcS47Q4xXXNP91W33TFeNqWfUf3BR/95t5xQv/flR5sue2W2Idtjw+oxyorta6iX1lItqmVc1vtzcnea2Ne2cSvYFtWKv3bDcXeCpXuCpVuSt9umaUk3ovqZbB7767Wq6ZVgdovPUfHa06ews1/U1Pvtaw4503D3ZG+1Mi3GtfuYyWHwXMD4DSb2MVy3hNaCiVkzQhgsp0E0CMYWQ0ICsG4fb9vgIAZiEvNk8PvOF9wF8AEcHxk9ED/5/mGnFq6I/DXNGkR6AdgGkZ3yAqxPIOuRCOgEKk0q7AdYLReC9BNYPheODOD6+1Y0NyQMDpHQgaQfiVoz/byA9yUNPEPpPkN63acbejdP3bPhFa93Pu9ZO27nmZyitdT8bqs49sXe5s+G688ZKHidVQ07vvvPHfkW42J8gDZEM48ZgElmct/lrX4t/B+m3/qfeBVgpnHRSqFNymHNSuGNi2OmEcIeE0AlOvwuwehdglRxinxxinxRslxRslxxklxxklxJsnxpqlxpqlxZmC200NNAQz7DKDUO8i566Fz+7UPzsQlH0BQhpWNP++tqj/O3N8rc3IacnE7omwQ+qLiGwLj6oLjG4PimsITm8MSWiKe12U9rt2pTI2uRbdSm361Pv1Kffb8h40JDxoDHzb2y0otANId1VGPtXSHcXv+gufgEJDW9edZe96S57013+vrv8fU/Fh56KD7DcrSA0tNEKDz3akgXFas2GNppH+8ynf+JRs3nUbD4tB3am5c1pWg63PWvyl4QduVCS7jxpzxdZbz7aX4gNFCmE9BUgfQWy3nz4JXywGIx8BYwywKgEzCrAqgWsGmysFuE0YKJ2XNY1GdIA8IEC0nB3QtqPS3pxUQ8u6QWSPkLaB2Rw2RH2oYcANgSQQXk6AQozRPvky0J/hbSc020Etxkba0RZdVJGpXikTDhUKhgs4g/kK8TrL+D1F/D7SwQDpcLBctFQBcKoQ5n12GgDMdYE2OQJKe5J/0lsMmCTJ0Ma6t9BevxihxzShJBKCOmokAYr3iinFeE0YywyhDTCrMJYNfIKObtusgC3AYb7w447TENDmHJIY2ONOHsc0nI804CQBkSdQNSpeLLBeVT50wxbPk2Gcloxbju8JTrRkGiONq0AACAASURBVJavsvyvkEY58jkyjAXQUYCOAGQIFXWjom6ET4clBCmPgnBbEV4LyqtHefUIp0HGbUJ5baiQRoh7gWQIoDDpnQNwDsDYAB0DCAugw7isC0fohIyOSai4kILz2+RHigYqapNv3T930OPIpiu6vzko/8tx03feBr/HXDmQGmWTH/1HzgOnlLBT8YHH3/iYPL9m+Mhd5/EF3UgHDU+TNV6m62477XzgsjvCVj3Ycovn0TWOO2eabyTZqk/1OLIqzFo11Gqr59E13iYbvU2UrhqsO7Prt1PKc83XTTddO/PA8ml7F0/ZMfc7jdkkrYX/NFw1w2LrYoddKyCbLx5UvnxQ6ZrRZk+TrT6map4man4ntYKsdMLt9W85GkSd1o+y04202xdlu8/7qIrXoY03DFZf1V1+Zd9vl/YsuqS18ILWAjfNha7b57nt+PXy3sVX9/52SevXizvnXdk17/ru+Tf3/Rqw/7dQgyURh5bfO7Y2xkY1/qzmZ9+jhUFm5ZGnau/ZNzx0rH9wuuauXeUta/KTM3X3HSqirMoiLCuirAqDzD647b59fN0N3QXuWjNdtv3krPa9i/r353f9dPPAvAjTJU9s1j2xXRvjsP79WZUkty0p7qrZ13cU+mhnXdz+8eKO/Ota5f77a0L0KoP2lflrlvruqAzW/OKxuTp0d32EbpHXtrpw3ZpQ7Zen5r84PvvTxc0t4Qfpd8w77p/qfn6mPcat8vkfY7UvwVgJkJJFvFqxgCwTtcsEVExExYWthKCZELUREhoh68CxHsg/AowQYERerMYHANEHMYmjA5DQ/3+chv1pXNG6HpYvdKH9AIVTkz1ABl87gaxTbrKxboD1wYeDSRqCNScYCQAIJiDG0wLQXiDrmATpBoJTT3DqJ2ZZuE3jhJ7kocV0QkKHeP4G0nJOr5+utX46dNI7Vv24X3mGmebvTgZrL5pu9rbWCHfed9dN7+lVoxceJi88TJ5dOwKzP2G5GzI7+vrRp1eNnlw5HH39aJy3+bsAy38HaXiN4z9AGnL6Q7BtfLBtfLBtSqhDSqgDRHVKsH1qiENa6On0cIe0MPv0cLvJkIZ4hpoM6ZLoiyUvLv07SJe98Sx/e7PyvfdkQtfEBzQkhtQnBNclhk6GNDn9Tm3yrcmQVnC6Nefxn2w0hDQUrHhPqOC5AtLwJKWc0CWxPeVve8rfQjzDkbHe6sS+mqTJhB5uTIP1bWigIaEVNppPzxN0fOZRP/JpOcKOXFHnJ3HXZ3HXZ1HnJ1HnJwWY4T/hl8RdnydDGh8sVkhBaFlvPtJXgA8Wg+FSwCgDo1VgtBaw6wC7Hmc3YLxmXEwjkO5vIc2dgDTGgMHdhLgXF/VMijEZALIB+YyY4gKHbALShLhXHh3K7/gG0pBGAirgUwCvBUJaxqwSj5QJBkv4A4W8/i+TNAFp6KQhpHFWo3wZF7KZ2zI+Lt7yZ1qPU1wBaZxVj7Pq/zuk+a1AADOx6ZiIjgioiICKcdsgpFFWHcqsla9fj0N6PKGlbvJ7eag4qwYdrUaZtcRYE86WC3BaAZ8ChDQgostfRZ1A3AlE8vg2XECDTzNAce2KT8H4VFRIw8STIC2fkoWxTSy5iFGAMRTjYH9b7sYRBsDGAMYFOBsQkK8suFAHw0TlG19CGiqkwRUUQtqOS1oxcRsqpGAiOibuISQQ9vDSAB/gfIDxCIyDo2wcY2JYD451YmgHjtAJCY0QtQNeC/yT11P86q2fTeCJbR6GK85um263luS4+Qdvs/XPPQ7lPjrz8aHznyD9yF3nluMO3+Mbfcw3hNup33PWvH16R+AJlRtGq85ozbbc/L2t+tRL+r8HnVSJstfwMd3gZ6bsa6riYbTxvPbK0xoLLJVnma2ffnTdjAPLp+5Z+A/N+SSdxf84vHracZV51mqLz+ttuGiw8fohFY8jKjeNt/iYbg08vi3YclfAqT3BdrqRjvqRjvqhNvv8T+zyM9/ma6bucXjTNYN1F3SWn9Nc4Kwx57TadIct0xy2THdUm2Ol8ou10jRH9Vmu2+ed1ZjtojrjrOr0i7vmXt89309vScThVbeOrr1vuv6lrXqi276M6/ofvQ4XBJqWR56quWtX/+B03X2HuvsO9Q9O196zr7ptU3nLuvKWdVGwefz5PfdObvQ2XHxp75yz239y2fbjue1TLmr97HNgbvix32MclV/Yr4t12PDOVTnxj81J5zenX1b/7KGVeUEj95Jmoce+Mj/dqiC9qmDtyqA95QGalcGaBTe3lgfurArRKvLaVhW8pyFSL/+6auzJufmXN1OiDvU8tOx5bNv9woX26kLd60vC1njALQfSJjG/QSpqQ8RUmYCKi2lw2hkeicIROoZ2YlgfSvTjYBgHwwAMEsQAIPoIvBc6Wgzpx5BBVDaAygb+b5BmTkjRxyEY8kk0bAhg4zU8pB/I+oCsGyA9AOkBaK+8zgdjAP56BBP+TMVoG4Q00kFI2wlRC8ZrwvjywbFvIC1o+8ZDS2jwKvY3kN69fppCkyG9a81PukrTj2ossN+/Evakb53d/+CCwdOrRs9vGENIP7t2BEIaJoNCbD+7duTpVaP/CmmI3vHU7tPyivc4pOGMNxQ8gqmAdEqoAyR0RrhTZqRjeriDAtLZtxwhpGEHWnFpo/DJ+eJnF0qfXyqNuVzyUt6Ehu1nCOmvrz0q3nlVvveu+uAD8Vyb6F+b6F8TH9CYFNqQGFaXGFqXGFqfGNGYHNWUdpecfq8u5XZdyu361HsNafcb0h82ZjxqynzclPVIAek/2WjFBBn8UO6qi2J6SmLlhC6M7ih80VkU010S21Map4A0JPRATVJ/bfJAXcpAXTKEtKIVrShxQ413o+WQ5tM/CTpzhV2fxD15kt4vCom6P4t78qD+9Lmk94usvwAZKMSGivHhEihpX77ie2T9BehgETFSCkbKAasWjNUDdgPgNOEcsrzWjfb8BdJcAPiA4AB0BEIaEnoC0tJ+OaSRSU1oaT/AhgAyQEj7MHEP3OiVZ3EIaLiA9o1rFLQDfivsSaOsGimzQjT8VThULBgs4A/kT4Y0LHeLhyslI1UyZh0yWg8nzmB/6M/itcj3dLnNBIf8LafHCf1fIQ1/soAKRDQIaWimMW4bym2ZDGlkVH7sEo6AwiXL8duXfyMFoXE4QK6AtIgOxHQg7gSSLiAaT2CFvzEBFZ4wgXPdhKATE3bikl5CqghWZEy6TMCSD9YSYwBnESgTk42g0mEoTDaCIwwCZRIoE2CjAGcBbAzg8DwABwAuIMbkfwelg0DWT0h74C2s8eRROkA7AdJByDowaScu7SNkgwBhApQDcD4gxg/2ESIc52EYF8PHcDCIYp1SGU0qoeJSOiGhAX4rMdYAuE381uyi5x4PXPQCjild3bfwtNK/LNeRrNSmBNipJoWczLptnxZhnRpu9d7P9NnlA88u7H/0x77bTjtDrLcGnlAOObXllsP2+2e0Qq22epmsPa+70GnXTHuNaWe0Zt8wWhVuox58UjXQYouvqcrNo0pXDdee27PEVnWu+YZfzFVmG62Ztn/Jd/sWkQ4s+Yfxumknt8yxU19wdu+y87orrhqs8zyyyctY2dtExd90a9DJ7f6Wmn6n9gRY7wu03RtotdvHYsc1I+VL+usu6a9x11nhorXIXm2mlcrPlko/WSn9ZKn0k63qbIuNU83W/mCp9LPD1lkOqjPsN//ioDLVbfvsi7vmeusuCT28OurIurvHNsTYaqRc2J98SSfjut5nX6PSsOM1d22aHju2PDvTGu1Sfce69p5t7T3bmrs2VbetCoOOJbjvfmi1KcR4pafeoou7Z7hr/nJR85dr2jMDDi64ZbbstfOWOKdNb5yVk9xU0y+opblvTb+gmn1FI9lVNev89s9XNAtu7C722v3VT6vMX/Or386v/tuLvNVKfLeVB+786r+9LGBHQ+R+2qMj721+zb+0qS1Cv//xib5nth3RjpSXbvVvLstoKYBXAaRNEkE9JqHgUhoioAAxdTKkMRkNQhrB+3AwjIFhDAxgYADHe3G8l8C7Cbx7MqRR2QCENIEN/z2hcXgtd1zyjDymHLE4jGcYlkejIIMAUcSO9gN8AODDgBgBgDHpmpac9zhg4vBnAjYgYON8GGD9hKwDF1NRUTPKb4J71TAnkeA0Am4zwW0GwnZC9I2H/hbSvQTSS9qx6sedq6fsXD1l15qfFLXuHaunaivN1FOZaaQ+33rf0vPGSgpIK2bEIKohd2M8jz24YPD48iGY2q3I7n7jd+LfQRqiF97VUEAa9qQhpBVKCnNICpN7aAjptNDT6WGOmRHOWVFOCkhnRNj/FdIKM62A9Ne4G8Wx14pjr5XEXYf1bQhpSOjqeF+I57qkgNpE/9qEwD9BuiEpsjH1Djn9XkPa3Ya0u43pD5oyHjZlPiZnPSFnPWnOefJXSMOJbkru07aPTxRfgltY3cUv/wRpuY2eBOm+qoT+6sTB2uTB+tTB+tQ/TXQrPPRYW45CsNYt6Pgi7MyHkIbolfbly/oLoBTElfblQ8HPFZBGB4sgpImRUmKkFH4zhLq0Lx8ZKMSHS8BIORirB+wmwCUDTjPBbcX4FFzSSWD9BDH0nyAt6cNFPYpAUELc+18hjYq6/zukBfBsQxPOrkNYVRJGuWi4BDakFZDmDxQKBkrh4Jgc0qwGnD2+wshvBYI2+c+ZBGmC20xwyHJITxS9/zukx1MOJiANRB3/DtLoKIwBr8XG6nF2g4LQ8lCziUvVEM/yKBVcfnTrW0jDC1eSLiDpUsSko4IOIOoAIhoQyG+DYiI6LurCxF1/D2lidHz15c+QhniGhJbjmRgDBIfAOOOQ5gOCDwAX4GMAZwJkRH6lQwrzUrrkf4awboB2EUg3hvTi6BDAGIDgACAAhAgAMQBSKAKIcCDECC4ADCnaIRS1iYRtmJQOZJ1ARAXcJsBpJAZKWzPvxN0wizy1zdtw5Tn16VYbSAbLSBeOLH/pcTgl7FRGlG3Wbfv4APNH7jrRF/UenN1zy3FHhP22kFNbAk8oR9iqPzq7947jzgALpWuHlrvpLHDY/ovV1h/P7fvV/7hSuLVG8ElVP7PN3iZKHkbrL+xf4aAx10Lp51Oqc4w3/Ky/lKS7mGSwjGS68Wdb9XmOOxe4aC5201567eA6bxMlXxNlH2MlXxPlQAv1YJu9vqc0fSx3BdjsCbPXCbLe42G85bzemrN7lzhrLrLbNufUluknlX8+oTTFUmWq1Zbp9hq/Ht80zWTtj8c3/GS9ZabNlhnWStNslKaeUZtxVn3GNa0FfgeWhxisiji8JtpqW7K7bp73kTy/I0XBpmURJ6rvWNfdt6t/YN/w0KH+gT35iVNrtEvzU+eGhw5lESfSr+2PcVKPOr7e7/CSazpzL++deU17ptf+2aFHFt21WB7npBx3euMHV5X0S9s+XtuRfUU985Jq9qVtyWdUMt00ci/tzLu6q9BTs9RXszxAqzxAs9RP46v/9hLfbWUBOyqCdhV5q1WH7B15Y5nsuLDg8vq2MJ3+J8d7n1pTHlk3PnGsjT2PdqQAXjkQ18uE9UDWCqQUnN8CRBRMQEaEjYi4GZVSEBkNRbsRvE+G92F/B2kc68KQfgWhvzHT/wHSOHsSpBWcZgKCOZ6kNN50QwbHIT0e4UCMADAKAGuyI8cJlkIAjAFiDBCjAB8CaB8u65AHmfGbUH4T+h8hrSC0fE1c1k0gvQTSS9JcO3Xn6inbV/6wfeUPO9f8vGvtNNiZ3rPhFz2VmUc1FthoL3M7usnbWiPijPZdNz14VAOuWsV6mcH6dvT1o5MFv+G1r8Vb/5Mw+eStv8Vbfwu4Mw2nxqCTholjKeFn0iJd06POpt92TY5wSo5ySo1yTo5whE46NdIp845r1i2XjEjn9AinjEjn7CiX7CiX9DDH5GCbtDB72JP+02705GuVRU/doQqfuRfHXC2OvaaYEYNsrvrgAy31n/10QmB9QnBDYkhDcnhTaiQ5LYqcFgV70o3p98iZD5qzHpIzHzRkPIDl7qasRy3ZjxRbWC3ZjxS0hu8VE2T0Ly9oec+peU8hpDsLozsKntELnkMz3VX8srfiXW/FO2ij4c2rgbqUgboUxRT3ZA891pajsNFsykc25SM001zqJw49l9vxid+VJ+zJF/cVSgeKZYMlyFApvOGIDJXKBkukA8Xw88lChkqRoVJ4jBkd/gq/WTpQLOkvEvcVSvqLpAPFssGvgFlHMOWjxTi/DRfTcFkXjvYBAGc9YIYAhwAcQPAAwQEYE6AjQDYEJAO4qA8T9kIB6eDfCx0EyAAh68ckvZi4SyF4r2nyUWQgbB/HKpng1KNj1VJmhWi4BDpp4VChaLhINFwiHimVMipRVo2cghwyxmsFfAoQweuNNPkrrw3ntwE+hRBQAJ+C89twTgvOaUFZDYqBamy0TqHxk1nywE50tApjVRLsann5Wv4QQFEMjkFO/6ncjY5Ww71qnN1EcMhg/MngT+/lYB5rxMYasQlCN8MkI/mDi6QDSMbvZIi6cFEXKurEhPITVUDcCaRdE9Elsl75HyZsZGLnSt6NZk3OMFHobxJO4NEe2NcAgvFBBK58eQZnAmwEIAME0ktIe+R5KWgvIHoB0UPgvTg+iKHDOMYkMA6GcQlCSAAJAAgUAaQ4kOCAhxFDCN6DIF1SCV0moiGidlxIAYI2wKwDwrbeopdJwfYvLhy6uv/34ytIrjumXzJccv3Ymnvn9qSGncq95xgfYP7UXffuGc0HLrufndd94LI70m7bbfvtEdZqYae23nfSjLJXD7Xa7GWy9oLe4j+0F7jpLDy3d6HTzjneJhsjbLZH2e30NVW6arjyquFqd92lp3fONVeearrpJ5O13x9Z9Y+jq/9pvnGKrdos510LLugsv7R/+XXDNb7HNoWdUI2wVA85vsXXVCXMfp/vKU2vEzu8TmjcMNnibrDO3WDd1SPKZ/b+7rBrgfW2OSe3Tj+pMs1CaarZhh9N1v7LbNO0E5tnWqnNtVWfA1NHbJR/sd/8y8XdC8/vmHNl13xfvWWRRusfmKu8ddyTdfVwRbhlSbBpebhF4wP7pocONbet6u/ZUl+cpUS70GLOtT51rrtrA/XZ+9BLR/UQ4xU39Rde2TPr6t5ZN3Xn+OrPCzFaeMtsyftzaq+dlN46b0r8Y3OK2+bEsxvTzqt8ur490Wljxh9qeVd3FXvtLfHeU+y9s9h7e4nP9iJvtbKAHYVeqnk3VIq9Nb767awJ1e6ONim6tiHTeXFToGbX/aMDz+16Y8/UPbTvyvADo/mAXUzwKjBBNS6sA8ImICADYTMQkXFJM4FQAEYHRDcA/TgYhIRGwTAKhlAwgBIKSPcA/P+x9t5hUaTpu/+cc757dmedGXWc0XHMGUFBRVCSOWclhyZLFkVyzhkBcwRJApJBzAHJOeccmpybzl311vv7460u27S78zt7XfdVV3eJLWB3fepJ9zOMNriI9IWNf2dOmoqkZyCcEtJ06jMXM3wMYqPomkMaFfPpBJ9OThhSL4KPoVcgSM0QcAaQVzmE/3EIRiE2RAh6Aa8TcFtxZgOCNDZbB2YawAzyom9BJTCcjdQJOF04pwvndJFbQwSDUDD4w57NPyFOy2/4B4K03IZ/yq79u5LYvENbfzkjs5i2b6XVGXE3HZkQ0/2Rlw4Ld1CqxXtpoEEsFDej7DcSGs2K81RHkXSir2ayv3ayvzYazUItYyiSTgsyTg++mB5smhFilhlqnhFmmh5qkhFumhVulnnNNC3EOC3EODPMJCfC/HmExbNrZjlhpgjSuWFmWUHGaf66FKSpdDfV103luj/ev1Lw8GpRlF3RY/uCx44FsU4o0Y2QLCqqawwF09VpvjWp/rWpgXUZwfWZIQ1Z1xqzwxuyw+uzImqywutyIutzbtZl36jOiqzKjKjJvlmbcwMRmuL013lvJNLb5M29/sLYL2rSvQUxvQUx34O06Dw06hejEt0UpGfaXlGQnu16zeh+8zWk0a5lbKQIcZqiMvWAIrRwJXMxNlLEHyrg0j8KCV0gGC4mJqrxiXow1UjMNgNmG8HtJgT9OD6IujFF38QkpMEE6j+CvCGCQ8fZA4A9gLMH/hNIA24vIjTg9qI3NBkvknuR28kFiCKQ5owWsobz5gbfs0c+olEf7lgRf7ychLTQqI9gtkJ2O+R0UEInKYE50jAcnyK7qfGJWmy8Cgn1fCFIo03PgvEyfLIMTJV/D9KA0/UFpEnYT9aKQppis+hjKsWNTdUhQoOZBpwhAml2B+SiGZIeBGnyzobdDbjdAG2T5PWQsPxXkJ76JqG/AWlyrR5DSOjvcBobIbenkCnEAUjQIdEHAJ2ENDaJgxkcnwMEh4I0AQUEFADIBXAOJ0ZxvI/P7+ZxO3msdj6zHaAyx2QNZDaNlCe9uGGd4KJyTX+Xz3mxm8a7H149cuvygSjHE+mBWjlhegke5+9aH7hupnjdROHepQM3TBVD9HZe05cN1Nrmq7YlVHdnuJFssO52T5XNtsdWXD7055XDyy7t/9NU4TeXM5uCabIRRor+mjtcz4o5n1l/9egKsz2LdXb8pL7tR5XN//f8pv91YdP/aEj+w1B2oanCYqcTG51ObHQ5vdHzgkSg+vZgTekgjR0+ats91KQdLmxzOCvpdH6b3ektlofWme5bZbZ/td6u33R2LtTc/ou61E/qUvPUJP+pKv73c2J/U94yT01qgea2BZrbFmht/UlH8ieDbfMvSi+wVVpqI7fYQXGJ16FVoafFbqlIxhkqZl89+tL5xFvP0yUhGvW3jZrumdTdMqy5oV9/2wg9RdhGkH7reTrWVCZSS8L37CrXw4vdjv7ue/KPoPPLItXX3tfdmGAq+dhoU4zhhgRTsUSTjXGGa58Yr021EE8335Jttf2lrex7Z/l8d8VCL8ViH8USX0WU5f7osbPQS67UT+m9y84CT4Wue+frQvc8s1xV5ac4/Jg2HGtSd127MII2VXwLTn2AM0XEXBlgVUJWDWTVQmYDZDZATiPBa4GCDgh6INEHIB3AUQBHMTiGwREMjmJwGCPoQk73/2VIIzx/gvSEMDsthDRpoDSICI22oUPB8Kd/AoXdnwg9hQhN6luQxrntfGYjgrRgphZ9ZuFMMzHbLAppRGj0CSUNhbAhiA39sGfzT0pi8xQ3/VNJbJ6i2M8Km37ate4f0qv+R2Hjjwckfjq5Y5H2nuUWp8RctXcGm+yLvHQYATjeSyPeSwP1dVN9ZPcdzqDKtCikE301nwbopAbppgbpPg3QTfLTSfbXexqgnx5inB6CCH0xPdgUKS3kIoJ0doR5doR55jXTjDCTzDCTrGumLyItc8PNEaefhZrmhJhkBBgiSKMwGjWOvb5hjlLclD7ctc5/YFMUZVca41ie4FIU64wauRGkUQBd8sQNDVxRBenqNN+adL+adL+aVN/atIDa9MD6zOCGrNCGrND67ND6rGuV6cHVmaG12RE1WeGVGWEV6aFVmRE12de/gHTzi7sI0gjMlMix6Q+PBorikJMJmpPuK4ztL4rrL4obKEsaKEtChBaFNPIX+6IgTaGagvRs+2tGxxtGxxtG9ztG9ztm7wdWXx5nIB85TQqGi4nxcjBWho+WYiMlSKQ74+dPwVgZJXy0VDBcjAyl0YsIRkrxiVp8shHMNANGK+B0EbwegA0AMCQK6U9XcGKGNODFyMlXwBsiuEOANwT5I1Aw8tVxGOLDBD5E8OmAN4DzenFeL+D2Am4vGRHyuiC/G/K6IbcLcjsgB2W8G+FsLT5dyZ8o444VoREsNCdNQRqfqiJm6lD0CZhtBAuF0Z+QD5ht6DwSYLZhjBac0UzMkF1jCNKCsUr+aAVvhNxriby+SS+ziVJ8sgybqABTVSSkhd3d5C0zuxMwWrHZJjDViE+RaXN8qg45dRCzzZDRQsw2I4k+RjE9Pt2ITzeCmQZsFhG6iWC2Emzye6YgDbjd6DeGc3owbg85mI5MS6idY4JB4eiIyFQ0mEKQBsQ3hIMpHEyhx+gmjIBUGM3+NqSJCYgLwxRsCOKDkECc7gOAjuODAB9FkAaACQgOAfmfQ5oP4BzAR3CsV8Dr5bK7eKx23lybgNkK51rhTCOca2S0viiK90ry1nniqpzlr/063OjFNYMkb5V493MZQdrPw/SfeqnctT4QflEu3Gj3bYu9kUZyITTpUN2dfupbPc9t9FXbcs1QJtRgu4+6uNPptbbHVtoeW3n54HJzpcXWB5Z5q0qGG8kF0aQ9VcSdz6yzPbbMYv/vhrsXaO+cpyr59wsS/1t5y980d/xouHuBqdLvDifW2R9f63hincvpjR7nxb1VtnqrbPVSkfJQk3a6IOl4dovLBSmXC1K2J8UsDqwy3bvcSOEPA7nFurKLaDK/0mR+1doxX01ynrLEPy5I/FN5yzwViXkqEvM0JP5Jk/rZWPpXi92/2+35005xqcu+Zb5H1147vfmu2rYEI6Wsy4dzHY5+9DlbeU2r9rpuwy2D5rvGjbcNa6/rVoVr117XFX3wwet0spX8bZpkwLk1HkeWeBz53f/k0jDllbc1Nzwy2PxIb+ND2tpo3TVxhusTjNbF6q+O013xxGB1puWWLKutuVe2v3GQ+eguV+yjWOqnVOqnlOcm88Zx2yt7yUIv+RLfvTnWWzMtt5T5Hcy02hBDW/zKfnt50LF83xNvfM42JjjA6Xw4WwLnygl2FcGphZxayK6DrHrIaoScFshvh1g3BH0Q0gk4DOA4DscxOI7BMQyOY3AUJ4Yxgg4AHQD6X4M06dwwAZGJ979oHBMMQF4/5Pfj3H6MPwCwQXLFFhyhXgelCcEXIqYBgZLhYwQ+hGO9uBDSvLkG/mw9f7ZeMNMomGlEFgWI0OT6dnQDzesD/D5qrxeBD/2guOmfiNB7Nv+0R3y+otjPFKT3i887uWOR8m6vcAAAIABJREFUltIyi1NibjoyoWYHblw++sj5PPIUS/DWRAPTMe6qqK/7m+nuJD+tlEBaWrBeWrBeSqDe0wDdpwH6KYEGVCSdFmSMWrsRpDPCTDMjzHIiLZ5dt8yJtMgKN8sMM8kMM3kRaYmC6exQk+zgi5mBRun+Bql+NBRJo1z3y0jTt7csRVPcaDw6/4FNcbR9WaxTeYJLSTzZyE0JzV+hpPcXqK5K9alM9qp66o2YXZvhX5seWJMRWJMRWJEWUJURVJ0ZXJ0ZWpERXJERXJUVWpMdgRLgKBMuOov1RUG6Jy9moDBhsCSBXhxPL45FGiiOp5ck0EsSBkuf0MuT6eXJnwgthPQXw1fUeLQopBGh5zrfznW+net5P9fzntn7gd3/kUsvoPgKJyooTlMwRmeox0hwogIJjJGLENArYCMl2GgZmGzAp5sAo5VgdUJeDyHoJ/AhIaQnvgFpOCNMfo4R2ChlLflt4SNoFTEUDH4BaXIdMr8bCnogvwfyuiGvE3LbKUiDGeRnUswZzWePfOSM5nPHCrhjRbzxYsFEBZiuhrP1pIMuRWhuF+SS0TmJOmEuHTDb8LlWMNcCZ1tQTRpM1mHjVfzRCu5wGXe4jDdayhstpSCNatLYRCnlOCY6giUKaZzRTEw3gelaYqoWTKO7bJLQcK4VMlq+1meoZjQiQoO5JrRXB33sIa8LmQATvB4S0rxenEdWuUgrVoRnbOjT1t6vIU3MUAwWFUVrEULPfgVpphDSwg4ybAQKhsmbA9SMQ/QRoBeAfgRpAkxAMAsAg/gOpAl8hBD0YtwePruLy2xDkAZzLZDVChkNYKiw8eWN5AD9jGC9oqirhQ+syTYxu6PpgVrvbppmB+k8sj0aflEuzED2ppkSSnSHG+wK0JTyPLfRW1XsmsHOMMMdgTpS7hc2OZ5aa39itc3hlZZ7/zCQ+cXhxLpAnR1BNGlPlc1Op1fbHF1isX+RsdKvurt+Ud/2d+Ut/0dV8m/aO+cZ7l5govjb1SOr7I6tcTy53u2smOcFCR9VSV81KW/VbUE0eS8NGQ/l7R5q0r4asu6qO+xPi1sfWWd1aI35/pUme5YZKfyhv/t3nZ0L1STnXRD/+7nN/zgv/qOKxDyNrfN0tv1suHOB+a7frOV/t1f603nvn54HVwadWHfjvES0lnSKyd5cmyPv3E6VBKmWh2oUBSgXB6rURNIabhlUR+hUhGlWR+jURNJqImn1N/Vrr+t+9DmbbrP3nr5U0IV1Hkd+9zy6OPD0snDV1Xe1N0QbiD/QWXdfeyWCdJLJxiST9cnG65KM1mZaimdZSeTabH3rtLPAU67YR6HIW77Ac/dLu60vbLc+v7olz213kdfeLKutsbTVySabn1pveWItkXJl+1Ob3bmepxsTHNh1iZBdA1nVBKce5zXivEbIa4LcJshuguxmyOuAWDfEeyGkQzhMwFEAJ3A4hYTBSYrT5FwyIvRfgPQ4GTdTI1hglHQgFh3B4vdCbh/B68O4PQJePy6gE/gQQZCQBnBMuLrj0/YO9B0KPwtTkBiDYBhgA4Dfg/M6ecxm3lyDgNGAII3NNlGQBhzkyIuSWz3kxxMt9UKrKqmusT2bf9orsWCP+Hz5jfN2rfuHKKQtT292p8leszh0++qJR87nE7w1k/1pyJcb0RpxGoXUaGY63ksj0Vc72Z+W5KclGkkn+9OS/fVSAg1QPI2WVFLp7sxrZlnh5pkRZtkR5jmRFjmRFtkR5plhJukhxlQYnRlsnBFgmOann+qrl+pHywjUzwzSyw4xoCBNtYkVPLyKxqNRrrvksUNJrGNJ/DcIXRjn/Mli7PMceGmCS9kT1/Jkd7SDsjLFuyLFuyLFuzzNrzIjoDorqDozuDIzqCIjsCoruCbnWkPuDQRpitMUpJHaXj/ofBfV+zGWXvRkuCwRQXqwJG6oNH6w9MlQWSLSYMXTwYqnJJ5FII3cQBGkqTBaFNIird3vmF3vmL0f5no/MPvy2AP5HHoBd7CQN1TEHy4G4+VgvBwfK0NCK1G/ELV/DU5VoaUO+FiZYKQECR9DYWIjMdNGzHUQnF4oGEBTtgQYRe/gzyE98wnScAIS4wQY+3caFb7XB3EB/TOTMtR5JOj5JH7XJ0gz6ojZamyqgj9RwhsvRKZjvPFC3ngxf6IEm6wkZmogowHONRPsNsDpILidiGqQ14V6NwCnA51Hj9FOa8BqhYxWONtEQZo3Us4dLuMMIUKTfuBCkbagnxzHmAj8XejGGWd3EnNtYK4FzjTD2Xo0koFq5F8n20UfI+GMZpzRjFx/AQupFRn/IkgTfCGk+X2fhPbfYYMoOCBw4WXu0/KxcYhPQnxSBNKMrwWIWUDMUk+FQTMyf2V/HkzPQjgL8QkCG0WNuDi3n8wiYgOoRxfgfQAbIPARBGmCmCMIDoRcqnEMQh4BuQQxB7ERyO8H3F4Bq4vP7OQz2wXMVoLZCpktcLYOzlQPVjzJummZFWFcGGv39o7FDau9/no7gvV3xjmffhlumBuqF+90+o7lvmv6srdMlSKN5K7py966qBCuJ+OnKuGvuSVMX/qakXSI3g5vNQmXsxscT663Pbr20v7ltO0/XT643Ed9axBth4+6uOv5NXYn/rh8dPHFfb/pys1X2/53Zcn/Ud32f7VlfzKQX2ikuMjm6BqHUxvdlbf6a+4Mpu0O0ZVDCtNXCtCW81Le4X5hm7eKtLfaTrfzUvYnxC4fWmu1f5WZ0gpjuaUGsotpO37V2Przhc0/npf4u/LWH9WlftKVXmC8+3cz+cVW8kus5X+3kfvNac8f3gdXBh1be+ucRKyOTLrZ/mfWh144HPnoe7oo8PwH75N5PqfKw9SqIjRLQ1RqrmvX3tCpu0mrv6XbdNeg7iatKPD8c+fD8eZyN7QkAs6sCDy7MlJt/V3dzdGGW+JNpKL1N0Xrr4s1WJ9guCHFZFOa2aanF9c/MVyZZr4u69KmV/aSeW4yhV5yBV6yH9x2vHHc9tZp+0f3Xe9dZPNc5Yu8DmZbbb97YWnIqUWBqn96qy8L0Fj/xPlYV04QHPwA+W1wthby2zFBFw/r4uPdONYFBR2Q2wF5nZDfA7F+CAYgHEYtWgScxuGMAM4I4AwOZzA4icNJjBjDiTGCIvRfg/QoaWYCRiEYJvAhgswt90F+LxR0E7wewCPLwwJOJ5/bIxD04fgAQQxCOISGwQg4DkhN4J80JbxnnQJwnACjFKT5rBb+XDM21yxgNGGzTTiDdPrD2Z24kNCQ3w+xATLRLTLi9YPCxh8RpJXE5u2VWLBXYoGi2M9yG/6JIH1i+6+ain9ant7sobsrwurIXbtTj5zPJ/pqpwTqITwn+9OS/HRiPdRQy7eoOWiSn87TAN3vpbuT/HTRgo2UAMO0IBMK0jmRlpkRZpnXTLPCzbIjzLPCzTJCL6YFG2WFXMwKuZgZbJwWYJDio0s6g/rR0vx10wNomUF6z8KMRCFd8PAqUuEj28JHtkVRdkVRdoXRdl9E0gjSKAH+LTkXxdkXx9uXPHEqTXQuS3IpS3IrTXYrTXYrS/WsSPetyvSvygysyAioyAioygqqyQltyL1Rn3OzPuemKKRbXt6jXLvRqHRPXkxfflx/YexAURy9OHaoNH64LGG4PAlpqCxxqDJlqDKFIvQQOX9FQnqkLkt08uprGxPU2o2y3My+PFb/R1FI84aKKDxjo6WikP4MzNPVUDihiziNuE79FXyiGkw1AUY7ZPVAHpojJO80wb+ENAEnABzHiTGcGAOf3u7fEII0gQ8hSFMiIY0iaUEP6Q2EIM1sQpDGpysFk6X8iSLKu5s/USKYLMWnqoiZGjjXCJktVFOlKKQpPIuewdntgNn2zUgaQZo/ViYYL8MmyvHJCnyyApsoxSZKPzmOiXR3owEkwOmCzHYyOkdbsecaP/V/IX8DVhtktYk+/QLVogvkKXd+nN0OeJ0UpKnomRD0A2yAwOlCPAtXaBBj34W0kL5f6FuEZkLIIiBbCOnPOE1g40AwhvGG+NwBjDNAclrQD/AegHdTkIb4BNndDVhfQxoScxAbhQI65PZh7G4BqwtjdgFmB2S1QUYTZNRBbhOn73VRqs+L+5c+PLZ9ecf8pvV+b21JD9XNNy32pHirZgZoJbmdj7E/EWG4+7bZngjD3df0Ze+YKl033B2oIRmsJRlMk7xmJB1msNNfS8r9ghiyAr20f7mBzALrA8s8lDcH6mwP1JHyVt/gemGlw5llpgd+11VYqL7jHypSf9OQ/lFXbr6R4iJjpd+sDiy3Pb7OXXmrn5YopBWuGewJ1VXy19jlpbzDR3Wnv8YuXzUZt/NStsc2Xj601nLfajOlFSYKy4zllhruWqK38zc1yXnqUvNoO+Yb7frVQvEP6z1/XFZYbL3718sy852Ufvc5sDzwyMqbZzY91tqeZqyYbrYn3VrhlevhwoBzpSEqFdfUqyO1KsM1SkNU6m/p1t2k1d2kNd7Rb75nWH9LtyxUNc/37NPLe+/pS4WprAtXW3dXd/Mjoy2xxpKoZeyJqfgTo41xBmsSDdckG69LMFjxSHNRkvGKzEvr3jhJ5ntK53vKvHfd/tpx60t7iY/usgWeCu+dd39wUXjroBCrsy7o4E9eh36xO/m7n/H2pADNoeJHcKoSMpshoENiUIAPcohhNhxmw0EBQSdAPxT0Qz5yCxmEcBjCMURoAs4COIfBOQFk4JCBwxkcTuNwEgcTOBkH/yVIj0I4CuEIQQxDMEzgdLSzGfB7ALmwsgPjtAvYbQJmK5/Vyme38bidfH4vjg8AQKcgLXqNEoW0cJJlloATBBgFgE4IelGPt4DdijNbcKbwkzvXRrA+1aEJXg9JaHKFwajQqGD8B9JrbOOPipv+ieakUe+Y3Pq/7xX78ZjUAnX5P8xPbnKnyYZbHkaQTvanpQUboBUaqUH6KYF6cZ7qCM9obFoU0iiSTgvWoyJplO5GqKYgTZalQ01yb1zKjDBLD72YHnoxI8wk85opgnRagAEawUrx00vy1E700Er20kn1o6X46lArsF5EmFCQpiaviqLsiqPti6Pti6LsCqJsi+NcqJq0qJMJQvVXciqKsyuOty1+4lCa5FSW7FyW5FKa7FKa7FL81KUs1bMi3bsi3bcs3acs3aci0686O6T+2XUEacRpKuP9heMYaQ76Mbq/MHagKGawJO4LSA9XpQ5XpQ5VpVMShfRofbbo2BXi9BeQZvd8YPZ+YPfls/rz2QMFHHohh17IHSxC65XQIge0ywFtgiJtopFH9HQN6UM5W0dqplbUkBJ9MZisATPNgNEJ2b1QQIeAdMD4l5CeBnAKh5MYMYGEw0kcTn5Z2vm0/3WMIIYJfAhgg2gnB/L6Jt/Wgm4oEK6LQQ58rFbIbIJz9ZBRA2aqsKkywWQxf6IISTBZik2VAWTgNdcIWa0Et1N4G9srTA534xwh3oTnyZOsdjjTjGrSFKRRMM0fKxOMl+OTFWCqkpiuAlOV+CTqHfs3kCaYrZDRCucaIaMRMpsgownMtUBWG2S3k0J4/vwpFVgjr+N/C2mIDSAROB0AOunLTXqKjUE4/lch/S1CU5DmClEtAmkwAfBxnD8s4NGRUCQNsR6Id0MMeYYPQTAuAmm2kNAcCDkEZEOCAcE4FAxCbj/B6UXmNpDdBVkdcK4VMpugoB1Ol3cWPXiX4PDiofWr+5axbmcjTOT9tKVuWe596qGc4avx1EM50fXcdWP522Z7Ig12hdGkbxrLh+vJ+KtIBKhLBGpvCTPcEW4kG6iz3VNFnIK0ifzvl/b/6XR6nZ/mliBdSX/tzZ5qa10urDI78oeu0q9q0j+qbP+7puxP+kqLTPYtNd3/p+m+pZeOrLI/vdlVWcpTZbuX6g4f9Z3+mrKhNIUIg73h+nuCtHYHau4O0VEI0pLzVpF2PyfldFL86uGNl/atsdy32mLvKvM9K82UVtBkftXZuUBXeoHRrl/N5BdfUlpyRXHJZblFdvK/eR1YFnR0TdixNbfOisVp7Ug1kE813p19WSnXfl+e18mKULXqcM3yENXSIOWKULX6G7SaCK2aCK2Gm7rNdwwab+nVRmpXhGlmORyKMdt1S0firt6WGNMd8RbST8x2JJhKPrXclmyx9YnRxse6K+P1ViYZrY3TW3ZfbUG8wZJ0y1VvnLZ8cJN867z1lYP4a0cJ1NH9wlbq2eVtea57nlnLBB34xWP3325rS5QlO483J8OZMgi6IE4XTLRA/jAPG2XDGSacZcAZJpziwgmMQB1bgxAMUYSGcAZCBgHnAGRikIlBJg7ncMgAcAaHk4CYBHD8/xekh5EpCoHTAd5HOm9zuwSIzexWPquFx2zmMZq4c008ViuP287nd2NYLwD9BDEA4BCAQ6idDQmH40JNiEIaEmMUpHFuO85tJ9htgNVKoOU3rA7IphLdfZBP7S9AV9EJSj8clFy4T+IXJbF5CiLzV7vX/7hr7d+VNv798JafVXcvNj2+wVVb5prFoTu2Jx85n08O1E0PMXzip/3ERys1xCA1SD/OWyPaVfmR64UolwtRbsox7qpx3mS6O9mflhKolx5imBZskBqkTxWkUwINUgLRCiwjasFGaqDR85vWmRFmaSHGKUGGaSHGGWEm6SHGqUGGT311U/31U/31k320n7hrJrirJXtrpfrRnvpopvhqpAfQskP0nodffHPTAnWKoYHpj/evFEbblcY4lsQ6FkfbF0TZoq1WJfGupQluoiqOc/laRbGOpbFXy+JsKhJsKxLtKpMcy5Ocy5Ocy5JcihOdSpNdylI9y1I9S1K9SlK9yjN8KzMDvwdp0UR3f0H8QGHCQGFCf2FsX0FMf3HMYEnCUFnicHnSYEXScPlTenkyRejB6vShKlSNzqBXpQ9Upg3VZI7W56BllNOtL6dbX021vBCFNMp1s3s+sPryEKERpLmDRdzBQt5QMW+oSDBSSiWuUWRMjJeTkEZ4pgjNqIeMetI4erIKjFeglmYwiZw0WsFcF+T2QWxQOOk/TtVsvoY0OgOISRxMYPg4DiZwMAGISeKzbklKaOnNiCikCUE/5PcCZIXBEzrr8jrJxjFWK2Q1QWYjnK0lZqvx6XJ8sgztqRRMFGETpfhkBTFdDRl1kNkEWa2Q00nwu6jBRMDvwXndGLcL8HuEwXovwReG1+w2YqYBTtcRU7X4BGk/grZXIbMwMFUJZ6rhTDUxXQWmyvHJCnyqCrWRCyeYO1DLG4I0wWon5trgXCuca4bMJshqAnMtKGv9ycWX0y76FJEYsFqRILsVslu/DWnyJqOfECDf/0ECHwL4CPIvJEsJULh/l0x6jwoL0pOQQE2ws/8C0iJn/g2kIZgmwASOjWCCYeE86yCBDwFsABf04wI6wIYJbFQ4ISN0MoEcCDkQsiBkEZAJCQaEkxAfEfrb9OCcHuFmwA7IaYd4J+Q0DDWkvE92T79j9fzB5SR/jftXDkWaKkTbH8/y18oJ1EnxVEl0PXPTRPG22Z4wPZlArW3hBruCtHd4nBfzUt7sp0lCOoi2Qwjp1ajB22LPkqtHV3gob/TXlvDTEvNQWetyYY3FsWX6e3/TkJmnJv2jjtx8o32LzQ8uNz+43OrwSpsT6xzOijmdF3c9t9Vdeau3mnSAloyf2s4wXfkIg73BNPkADdlA7d3+6jLu5yV91KRdz265eni95Z4VJgpLL8r/YSy3xGj3YmO5xQa7Furu+Nlg58+muxZaKSyyUfjdRn6R6/6lQSfWRJzbdOPshnvK4vG6O1ON5ZONZZ7b7s24LJdju+ed+9H3HsdfOh1443qkOOBcTYRWZZhaZZh63XXtptv6jXf0Gm7q1t2kvfU5nXZ1X6yZdIKlbMZVxSx7pQwb+TRr6aeWkikWWxKM1kXp/BmvtzLFdF2S8eoorUXRegueWi174Sj22mXrCzvxXBvxt47bCjx2FXnJpZmvS7fYWOR7MMdml8vu/3FX+vm5jyq/+zmEHZDbApltkN0LiQkIZyZm+jiQwYLMOchgQQYXzmDIzw4fFZlFnhJCmgk+02eQJt/Jn1mMTUBIWZQIXT8pj244COEAhP2Q6IN4L8S70ZJKAbtVwG4VsJpQhxeXUc+freXM1vFYrVxOG5/XRUEawiEAhwgRSAMhpAGc+LRSk7xw0XGsF/C7cF4n4HWghBzVBENwO3FOF87rRoEHgdOFMfQ4OY0NJyGc/GHP5l8UNs6TW/+j3Lp58ht/lt/4s+zaH3es/D9KYj/v3/zzMamFanJLTY9vctWWibA6ct/hXJSbcqy3RlIALTlILzlQ94m/ToKvVryvVoynWrSH6mMP1WgP1RhPtVhvjSd+2on+Ogixyf56VBE6JcDwqb9Boo9ukq9esh8VTJOd3jmRlpnXzDLCTDPCTHMizJ9FWuREmGeHm2WHGqcF6CV7ayV6qiV5aSZ7ayR7qCW6XXjqqZrqo5bpr/08TP9NpEnebcv8B5cLH9m8u3vp/T3rjw9s86Mdih87FcU6Fz92Kn7slP/QruCRfWGUQ/Fjp9JYl4oE9+okr9qnPmVxrpRKYpyLHzsVRjkUP7QpfWhVGWVV/di68rF1RfTl8seXK2JtK584VSe7lie7lia7FSe7IUJX5ATUPgutzb5WlxNZ/+x64/ObzS9vt76+2/bmXvvb+y2v7rS9udf5/mHXh0fdeVEohqYXx/cVxvYUxfYXJfSVPBkoSxqoSB4sT6VXpA6TbWIZA9UZg1VZA9WkhmtyRmqfjdU/n2x6Nd3yZqbt9Uzr25m217Ptbxgdb+c637K633P7PvL68wX0fP5QAW+oiDNMijtYyB3KJ4/0AtGZaTBWAsdK4UQFuTFipl6I6hoy6T1bC2dq4BQ5JoRN1eHTjdhMM2R1QU435PVDAR1iwxCMQCD8qBDjBJggwISwE3gWEjOfOf78e41D9DnEh3ABHbU+oTlCwOmAXFTHaoecNshuhqwmyGqCrBaC2Ygz6vGZamyqAp8sAxOlYKKUGC8lxsksPZysgjP1cK4FsttQJYzgd0JBNyHoxQQ9Al4vn9vD53Vh3C6c2wF4nYDTTrBbCGYjnGtAvwdkXSIYLxeMl6EjMV31tcB0NTbbgM01A1YrwRIu4EPid6NEOmR3EKxPGAacdsBpJ7gdlIDwJOC04+w2jNWKsVpxdhs6A7ltkNMCOa2Q04rgjbHaMFabgNWBsbsBtxfy6aJ9YcKGL+GvlxDu5SVGIRhBCXACjBJgDJDN+f+qJv2lAANCNoTcr9Pd6B/9VML4JNE57FlAzJLHb0fws6KXZtFqIn+uBRL9kNcBWQ3YVEXNhwcxkVYxIUZRbsqxLmfjXM89cTuX4qmS5q2S7q2S4nE2yubQLTOFcKPd4Rflwo3l/XVlPNQl3VTF/bSl/LW2+mtJ+WtJobK0zZHllvsWW+1fYqKw0Gr/Yg9lsUAdKW+1za7n1rle2Hj59GrTY8v19/6mLT9fR26+vtIi0wN/WB5Zbn10pfXRlQ6n1nuqbvVSkXI5s8nlzGZvVckALZkALelg2u5QA4Vg2m5PVSmnU5vsTqx3OSfueHqT/ckNtsfX2Rxdc+ngClOlJca7F5kr/n5l3x/2h5bbHlhqo/S7/b7FnidWBytvCjm//pryhhuqYnc0Nj/U3hpvJJ1lveeVw6FM693P7RTfux3J9zqW73Uiz+PIW7cjb9wO5vudLgk+VxWhUXtDs+a6VmWkWsU1tbJrqh/9zrx0PZx5VSHDRj7Xcc9L5z25DgrZNjtz7WSzr2xLtRBPNt2QfHFNkvHKBINlMfqLoy7+8uTykhzHTa+cd7y2l31jJ/fBQaHIReGt/bbX9lue20s8vbQhxmST94lf/c6tqU/yhOMVkNUCsV5IDEJ8EGDDkBiHcEZYZmagyJiAM+TUstDq7pPFAjEHICUGqvgKYwCUtCNLbEJ3kUlIjBPYOIEJd13gdCisDUOsE2LtEGuHgjbIb0M+KpDfjM/VkvbaQsHZWpxRL2C38dkdAk6ngN+NC/pxfAAAsoMMwBEAx3A4JhJJCxd4ADKXjoJ1gPdhgh7A7yKT6iLCsV4MI3PpwuQWWiUyQcUqP+wVn68k9rPChp8VN/6itHmBoth8uQ0/ya79UWHjvH1iPx2VXKC6+w+TYxtdtHaGmR26ffVUtLtKrLdGYgAtOUgvKVA3wU873lcr3lcr2kM1yl3loesFpEduyojWFJgRmykhSKN90unBFzNDTbPCzLKvmWdeM0PKjrDIvW75LNIi65ppWrBReqB+ih8t2VsjyUs92Vsj2Vsj2UMl0e3CE7dzyZ7K6X4az0J031y/mH/Pqijqaslju3d3L324f/nDQ9v8aIfCGCekgseORVEORVEOxdGOJY+dymJdKhPcqxM9a5O9y+NckcpiXUpjnIujHQsf2Rc/uFJ+37L6oUVtlFV1lFVllFV5lHVljG1VvH1NsmtFsmtZklvJU/eyVO+KTL+q3KCa52F1OeH1z6435N5oenELgbn97f2Odw9aX9/tePcA4bnnY3Rv/uOBorih0if9RQm9xUJCC0eiKX8xek02pYGaZ/SaZyO1z0frXkw0vp5qfjvT+na27R2j/T2j/T2j4+1c5ztW93t2zwdu30f+QAE2WCAYLhSMlPBGS7gjxdyRYt5wAXconxQ56/xRMJxPjBbCsSI4XgwnylCPMZyuExK6Ek5XwqkKOFMFp6vhZCU+WYlN1mJTDYKZRsFsM2R/C9IiVhgI0oCYJiCDgDNCl5//UN+BNLcDsjvI0JnTBjktkN0MmQ2QWU8wG8FcA5itw6arsIlyMFEKxkrgWBEcKQbDRWC4CB8tJcYq4FQtnGmCc82Q00bw2gh+JxR0AX4PgjSP18PndfF5wvtfbivBbiKYjXCuDjLq4GwNSmhjE+WUvgdpAaOJP9eCsdoAp+MTnsn8/KdqN85GTZ4dKC0GeB2U0Bmc207ulme3Ctit6DH4pb+XAAAgAElEQVTgtENOK2Q3Q04rwW5BsTXGahMw2zF2N87pIU3EkBUDPgbxCUDM4gSJTGF364joelByZJlASbzJvwZpYhZ+oyAthKsQ0oC8to4BOI7Q/pkIUUjPfiEcTmJwEiPGMGIM4CMADJGXQm43hIMQ64GcVoLZ2F6Vknjf8a6/wXWbE49dziV7qz31Vcvw1cjy10j3vvDE+USM3eF7VkrXTeSumylGmCkFGu721t7pqbUtkCYdqLM9UGd7EG1HEG2Hr8ZW13Mb7I6vtDmyzHLf75b7fnc8tcZHfYufpqSXqrib8ibLYyuNDy/V27NIW34+TX6BwZ7fzA4utTq64srx1ZePrXI8vcFLTdJXfZun8hYv5S1+Gtt9NLb5ae0IpMmE6O8O0pX11dzuobLF7YK489lNjqc32J9cZ3dire3xNVeOrLTcv9RcafHVA386HF7hfHiF48FlDvuXOh1c6nViZeD5Df6nVoWeX3dDdeMtdbG7mmLR+lKpVnK59vuyLsu9tFN653ow3+tYgffxQp8TBX4nC/1PlQSfqwxXrbup1XBbp/aWVmWkWnm4Stk15dIQ5Tyfk69cD712PZDnfSzf91ie54E3LoovHHbn2GxPs5R4arYx1Wx9qtnaVLO1SeYrE6/88eTqkjTb9c8dtr93Usp3OljotL/AQT7PYccrO4l37ttSbcTu6K/1u7Dqjvne3rf34VQD5HSTw0tgGOAjAI5DOCOsZyE8U7WwKQgnhIMhE2QTFjFHinzvTQkhPU7AcWGFeAzAMdLzi5iExCSBidqHkTlnwOuAghYoaIb8JshvgtxGUpwGglFDMGqgqGZrCEatgNmCII3zugG/Bxf0kws/CHKvBk6M4sQoBkdxYgwnRiEcoXZvfCp4C5PqQqEdl90Y3o1hvXy8VwAGMIKOE8OoJY34ROgZAs78sE9iwV7x+XvEFuzdvHDflkV7JX5V2rxAYdMvcut/3LPxnxSknTR2BBnvi7x0NNpdJc5bIymA9jRILymA9sRPO95HM95HM8ZTLdpd5ZHrhYcu5x84n3vocv6R64UoN+UEb+1kfz1k7Yn6xVB3N0p6pwUbpYcYo0no7HCz7HCzjDDTzGtmOeEWz69fenHz0rNIi8xg4xQ/PVR+RnhO9dZ86qme5K6c4HIu0f08BenXkcZ5dywKHl4pirr6/p71h/uX8x7Z5Uc7FDx2RMqPdiiOdkSELo1xLot1qYh3q3riUZPkVRHvVhHv9jWky+5ZVD0wr3loVfXIquLhpbJHl8qjbSpibasSncsSnRGky9N8KrP8q3NDa1+E1z+LaMi9QYXRiNCd7x+2v73f9eERwjNyA6UXxw+VPukvihsoju8vTRwoSxqseDpUmTJUlT5cnTFSl01pqO4ZpbH6l+MNr6aa3860vme0v5/r+MDszGN25jG73rO6P1CEFtAL8aFCwXAhPl6Cj5dgY8WC0SL+SCEiNGfwo9Bl7KNgOB8fLQRjRcR4MZgoBSg9O1ULp2vgdDWcqoAT5XCyFE6Xw8lyYqICm6gQTFShSBqfbYHsLoIrhDQuAmk0FwunyJgYTpFTOpQP33+ofwFpTjsJaRRGz9VDRh3BqAezdfhUDTZRAcbKiJFiOFIIR/IB/SOgf8QH8nF6ETFUCscq4EQtnKmH7FaC1wZ4HQS/k4I0n9uDgmkEaYLXBjnNBLMRMusho040mKaWVgnXz30mYqYOm2vGWG04u53gdpJspjrdvgVp0a5y0T5zqsOcEs5uJ0N8dgsVQwuYreTqDuT0yR+CgmFhsXkSEpPfhzQdArJiDcAQBkYwYkwI6X81gvW5ZkVS359R9pN1omhjIDH5DUgDBgCM70XSqIMBh+MYMUaAUQrSkN8L4SDEeyG3DWLdUwMFr1JDb/sYXLt8/ImXWlawbqq/Rpq3WnaAZoaPcrzjsVj7I/eslG6Yyt8wV4owUwo23u2ru9NHe0ewnkygzvYA7W3ButLXDHeF6ssgTtufWHX16PJLB5ZYH/zD+cw6fy2pAO1tnmriZoeXGR/8Q3/vbzTFhboKCxGkLY8sv3pyrc2JNU5nNnqpSQZoSftr7vDX3BGgJe2vLR2gszOQJoPkry3tq7ndW13K9fxmxGmHU+sRrW2Orrp8cLnTsdWOR1baH1pud/BPx4PLXA4v8zi23PvkKp/jy4POrI5UXn9TbdNt9Y0PaVsSzXZl2ezJvCT37KriS4d9b10OvXM/mu9zqjToQmWYWlWERt1NncZ7+k33Derv6Fbf0CqLVC+NUKu+rl0aplIQeLY46GzFNZWqSJWykLOF/sdeuSo+t5fJsJZMsRRLtRDLuLQ5+8qWbFvxLJf1KXYrn15Zl2Mrme+6t9TzcLHLvg92Mm/tpXKubPzgI5dkI+F7bkmQpsTzENO5ulw41wkFg5SVJqptQTJlLXTpoqxF4AQk/RX+XyEN8YlvQprgNUFeI+Q2QG4DZNcjEay6b0IaztbizCYBuw3jtKOkGiHoJQS9wu7LTxsqMTCEbhkpPJN/KoQ0Afq/FgD9yJkcI+g4HPwOpBk/7BWfv1d8/t7NC/eJ/7pvyyLE6T3iC+XW/7h307xjUgvV5f80ObbRUX17gOGeaxaHotyUY73UE/11kgN1E/11Eny14rw14rw1Yr3UH3uoRrurRLkpR7kpR7urPPZQjfFUi3FXT/LTzQi9mBF6MSXQINGXhpiNpp+/Vla4eVa4eU64RW6kVe51y5wI88xg4xQ/Wpq/bqofLdVPO8VXK8VLI8ldNd75bIzDqVQftXQ/jaxA7dxQvVcRRu9umr6/Y/nhrlXegytoMWXBY0cUQ+dHO3yMsi+JcS4VqjzOFUG6OtGzMsG9MsEdcZqCdNGDK8V3zMrumVY+tKx4ZFn+wKr0oVVZ1JXSWLvSOIeSBMeSJy6lyW5lqd6VWf41OSF1ude+F0m3v73f+f4hgjQVSQ+WJPQVxvYVxvYWJ/SXJtLLkylIj9XljNaTGml4TkkYQ79ntOcxO/NYXR/Z3fns7nx2Tx6n96Mw0V2IDRbhQ4VguAhOlBGTZYjT/JFC3nABZ/AjgjR/qEAU0mCsCKC53skaOInGrsrhRAkcL4bjxXC8BE6UgDFy8gqbrCaQWfS/gDScFIU0Wa35S4T+t5Bmt0K2SBGa2hM1XoGPloLhIjCUDwfz4GAe0feO6HsH+j6Avo9goAgOlcGxSjhZC5nk8loEacDvEfB6EacFvF6c101uceC0okQ6nK2ntlH9J5DGmSJh9GcDY38N0uhrhBhuRZDG2e2A1YqGr0QhzWd2Cr24hyE28qnMDKYpSJO+SMQICWkwAPF+iA0AbADHBwX4oIAYwYgxkYvFZ0cyff3lcfornFN/68tuA+EDxqersIi+21UOZ1DjIQ7RCB+Z9Ab8PkgMQkEP5HZASIfc9uqChEfBZrcczqUFGzyPNHnqo57ofj7TTz3bXy3Z7XSM3eG7lorXL+6+biIXaaoQZCDrq7PdR3tbsP5Ofy0pX42tAdrbQvVlQvVl/DQl3c5vtD+xyvHUmqtHl5sp/XrpwBIPZbEA7W0+mlvNDi8zOfwn4rSe4q/6SotM9i8xP/Tn1ZNrr55c63h6g6fq1kDtncE02WCabJCOTIj+7lADuRD93f7a0n5aO9DRW13KW13KU3Wr2wVxJJdzYo6nN9gfX+t4dI3dwWVX9i6x2feHw4E/XY6sdD2y3PXwUr+TK/1PrQo+uyZSef09LYnHBtsSTGSSzGXTLGTTLXdlWcvnXFHMtd/31u1okf+58jC1muvaDbf1mu8btTwwbrxrUHdLt/oWDaniulb5NfXKSI2627T6W9rVkeplYefyvA+9clXMvCqdZrUlzWpLlo1kru32Z45Sz90k0h3Wp17e+Oyq5EcXxRLP/UUuCu9td7y03ZJque69j+Ijc7HL+34KN1asexoGesohdxCCcQhnIJwh4AwOpwFkADiH+rRFIC10/vpvQZoKBoSQRqYiOKcBsOtIMWsBsxafq8Hnar4HaTDXJGC2fCow8ToJfhfgd0GsD0k400iKwjNJaCGkITHwtQhiAAA6SWg4iH4QkW4eMon1g5LYz3s2/7JP/Nd94r8iPCMpbvpp/+afT2xfpKGwDEHaT18x1OzAfaez0e4q8T6aif46KIxGhEZ4fuR6AQXQjz1U47w14n00KUhnhpmg4nRKoAHZsB1slB5ijP6IiqRf3LDOjbRCdejccPPccPPsUOPMYLQ6Wi87UC/DTyfFS+2J6/k4x9OP7U6k+ap/Dem8e5fyH11FO6+KYp2LYp0pTpfEOCOVxrqUxblWJLhXPvGoTvKqSvSsSvSsfOJRkeBeFueKatJCSJtVPLAof2hRdt+y+KFlSdTl0li74hi7ojj74gTnkkT30hQfagSrJiusNjuiLicScZoqS6OCdHdeFCXEaWo3ZX9RHOL0YMXTwaqUsbrssbrssYZnYw3Pxhtzxxtzx5pejjW9nGp+O93ybrbtA7Mzn9X1kdNTQKr3I7cvn9efj8JoUUjDiTJkAopcP0lfz+EC3nABf6RQMFokGC3Cxorx8RJ8rAyfrMQnqomJSmKiAk6UwfFiOFJIDH+EIwVwpJAYLcRHi9GXwZkaYrYRsrsITi/k90OMgvQIBCPopvgz83p0N/1fgjRZx2W3QlYLZDYSjHqS0OMVYKwMDJeAoUJ8IA/0v4O972DfG9jzGva8hT1vYc972JcP6SVwpBxOVMG5RoLdAjjtgNchCmkkwO8h+F0EF2W8WyCr6eulF2jvBZyt/1rEbONfhTRpn/KZ3WkHqlsjQxVKyBCNwjPGakMrIAWsLozdDZGXITb6qQsMTH8D0uT/1xDE+iHWRwj6cUE/htH5GJ0PhgVgVOSS8dmRjIm/Ogq/XlSfGSh+Du+Z70Oa+S2RkAZwCofjkBgXTsoOQ5wOAR3iA5DfDeEghPSe5ldP7zvdclJODdJ/FmmWGqCT4q2aHaD5LFAjzet8vP2he1YK1y/KXjeRu24iF2a0K1B3R6DujlB9mQDtbb4aW9FqrECd7T7qW9zOb7x6dLnzmXUOJ1ebKf16UX6+7bEVXqriPppbL59YbXV8lfmR5cb7l+gp/qqrsNB47++mB/64fGzV1ZNrnc5sdFeW8NXcHqQrG6y3K0hXNlhPLsxQMURf3ldT2kdjRyBtV5Dubj+tnSH68gE6sr6a0t7q273UtnmoSLqel3A+vdH2yCqb/csu71lss+8Pp0PL3Y6tdju6wuXQH4Fn1vieWOF7fFno+TUPaJLxJrviL+6MMdyear4rzWJ3qpVcurVCls2el06H87zPFAeqVF7Tqrmh23jXqPn+xcYHFxvuGzc+uNj00KT6ll7FTVp5pHblDe2a27ooyC4PVykJOfPB51Cuk3z6le1pl7dl2Gx7Ziv9zHH7M5et2U4SObZbnttte+com+ck+9FR+q291As78RTL9a+890TqrTdR+CXaUW20MAuOdECBcKYOMgGcwyADhywMsgXCPm0CkgE0JMiho/8+pLEBwO/BuB0Yp03AqsNZtTirFmPW4HM1GKMa6fuQbsCZTciHAF0oUKcI6UNAlplJYYIehOSvBSH9myIIMoCmfgrRfQfo0/GDktjPe8Xn75dYtF9i0R7xhYpi85U2L9gjvnCv+PyDEvNPbF+kLv+n8ZH19qpSvnoKIab7b9udvO909rGHKspyx3qpI6EsN9JDl/PR7ioxnmpx3hrxXlrJ/noIxukhxmnBRhmhF7PDzai8N3qae93yxc1LL29Zv7x5+fkNq5wIc+TX/TzCLDfc9Fm4MbmPMtgg01/7qadqgsu5eKczcY6nkzwupHirZvhr5obqvb1hkn/PqvCRTXG0bXGMQ0msI2rkLol3RZz+AtLl8W6I0DXJ3rVPfWqSvRGtKxLcS2NdiqIdi6KuFt61KL1vVv7QouyRZelDq5KH1qXRV0ti7Upi7YvinUqeuJUmeZSl+lak+1dmBlZlBVdnhtZkhddmR6DeMRRPI06jmnR3XlTXh0co9d1fGIuWavTkP0abr6ik92ht1lhd9mh9DoL0RNPzsaaX482vRMLofHZ3PqengNtbyO0t5PblfwFpbLAAHyoEYyWiNt0oy82lf+SPFCJRkMbGivljpWhLMRivAOPlcLSEGC0kBvOIwTw49BEOfQRD+WCkAB8tJiYq4HQ1ZDRAdgfgfhPSlJvPqNCWZBzCif8ypFktBLMZzjWA2Tp8qgqfrCRGSonhIkAvAH0fQO9boucV7HoFu1/Crlew8yXsfAm73sCeD3CgEA6VwNEKyGgALGRp0g643TivmyI0Rs5kk5yGnHaC3QJmGvCZWnyqBpuuQUcwXYvP1MLZeoJR/+VxtvGvpru/B2lkU4rPtWKMFozRgiBNepdSHd3II4XTg3P6yBgaF1pwE1OQmEGQJgmNzIoRoQEdCvogvxfw+zB+H8YfEAgG+NgQHwx/C7rIa+l7o+1jIhKZdye7XkULzF90hv9bsSFkEiSnUTQ/SW4uAqghdgTCUQjoEOuHcGiKXpaXdfO2q0ain2566MX0EMP0AO3MAK10H9VUz3NJzseir+y9bS5/21z+joXSdRO5a4YyKL8drCsdqLMd9Y75aUr6qG/xUhW3O77S6fRah5OrLx1YYqq48NKBJU6n17qriNmd3WBzZv2lE6tNDi6lIG1+6M9LR1bYnV6PwmJP1a3+2tLBeruC9XYhHiNI+2vLhBvvuW66P8xQ8ZqRUoi+vL+2DII34rTbOQn7Y2vsDq20PfCn/aHlrkdXe5xY63F8ldvRFb6n13gfW+Zz7M/Q8+se0CTjLsrGGu14SNvy1Fwu3VIhw3pf1pV9z2wPv3Y+nud9oShAtTREuzKCVnfTuOmeSeN986YHZi2PrFofW9XeNa6+bVh5U7/ylm71Lb2a27pVN3UqIzWqrqsXBZ9+43Eg235Xpq1Mlu3OHHvZZw7Szxylcp22vXba+dZp51uH7W/tpd7bb33rIPHSXiLt6uYczz1+6qutDi9/fdsVdNfAaTrEpnFiFsA5HM7hkCWALAxyMcgVQJaAbARDkEaTUcMii3n+3yBNrqL6BqQxZg0pRjXGqBbMVglmq74NaUYNwagFzDo410AwGwlmI8FuQhOPkNtG9nXyOghuJ+B1Al4nzusWrT1ThCZA/3cgPSRsQPsuoQli7oe94vP3b1l4cOvvB7b8hiCNOL1PYsFBifnHpBYqyy42OLjG5ryEN00u2GTfdesjd2xPUksqhdsn1dGQdJTLBbTCEk1Lx3mqp/jRUv110wP1M4MNs0KMcsIu5oabPo8wSw/UzwgyQGeeR5i9vG7x+qbVm1uXnt+wyr1u+SLSEp15fdPqZaT58/CLz4INngXr5QTpZvhppXiqJrmdT3I7/9RDGUE6M0DreZj+u5umhQ+sSx7blcU6lMU7lye4lD1xR6I4jXq8KUhXJXrWJHvXpfjWp/rVp/rVpfjWJHtXJXqWx7uVxDiXPLYrvGdZ8sC87NGl0qhLJQ+tix9ZFz++WhpnX57gVJroWp7sWZHiXZHuX4UInR1SkxVG7t4QafBGXWMIzD0fo6lIur8wtuvDg+68hwjS9JIEZGMyXJU6WpuFOD1en4MgPdn8YrLpu5BGkTRKdyNOC+j52CC5DRofzseH8/lDH3mDeUiikKacLPljpYLxcsEYGoYuI0aKwUgBoH/AB96DwXdg8B2gfwBD+cRoIZwooyCNzCYh/jmkcdJ2G2BoyevQl+OM/6H+A0gTjHp8phabrATjFWCwGA4UwP482POW6HpNdLyA7c9hxzPYlgvbcmFrLmx9CTtew54PsK8QDpXCmXpkqPk5pPsFggGBYAAX0AlBv9CBqINgtyEDTmK2EWc0oiNkNBHMZshoAnNNXx//auMYZHdBVhdkd38SqwuyuqgN0PhsGz7bJtwG3UbZChLcbsDtJXh9BG+A4A0IPT7RJBUy5mRAgoGS0t+ANL8XCroBv0fA7xbwegWCPj5G52NDfxHSY+DTRWdEFNUikBZl87/gNPsrcSFkE3COgLMipXFqCmAKYiNo9AVw+yExDNg9/Y2v027aPQ01feKv98SXFu+hEu14KtbheLLb6WSX449t9t01333HQu6upeJN092RxjIRxrtQv1gQbYe/lpSP+hZvNQnUJuZ2fqPDydVXjy63PbbC5siyy4eW2hxZZn9qteO5TfbnNtqcWmt2cKmB4q8Gir+aHVx6+cRqy0PLHM9t8tSQclPd4qIs7qW5LVB/V7ChnK+OTKjR3jDjff40uUA9hRsWR25ZHQs3ORBsoORPk/PWlPFUl0ZyV93uoSLpcHyt49E1DkdWOxxZ6XR0FUp3uxxe5nbkT88jS/1Prgi7sP6OpvgDmuRDXamHNMlEk90pFopZVw7l2h156XTqrfuZj96qRQHqxUHa5WG0qhvGdXdM6u+aN943b46ybn1s3RJ9qf6RRc1906q7RjV3DWrv6dfc1au9q1tzh1YSrvzB9+gLN6VnzvK5TnLPneVfOO9+7rTrtcuud6678txk81x3vHfa+sZe7JX9phzbjRn2kilOCk6nljkqSzU+ewSnByBjBOLTGJjBwKyAmMUIJga5GOQLIFcAOQLIEkJ6HMJRCAchHPwvQ5qYEIW0gN361yBNcroGMurgXB2cqyNY9ZDZSDAbUbcm5LQCbis1lIFzOwC/CxN0YYIuHOv+DNJUb6ao4Ijw5x3/PO0kmmFi/bBPYsFByUWHpZYcklxMQXqP+EIE6SNb55+TXkTbu+Ly2c2e2ruCLu4Ntzx488qxB45nEYaRRN28Y9xVY9xV0cl4L430QP20AD3E6exQ4+cRZi8izUX1PMJMVLnh5s8iLV7dsHx72/rDPZt3dy6/um6We804O5CWE6SbHUhL99VM8VR56qGc6qWa6aeZ5que4a+ZE0x7GW74/pZZwf1LqLu74olrxRPX8kSPiiTP8kQPNAldGONUFO1YFO0oOn+FCN2YHtCQ5l+f6lf71Kc6yQsF06UxjoX3LEseWZRFW5c+ti6JulwUfbkkxrY0zqEiyb3iqUdlqk91ul91VlBNdnB1dkh1NpnrpghNlaURofsKYvoKYhCq+wpiBoriuvMe9nx81FcQM1AcP1j6ZKQieawqbbQmfbQ6c6QmU8jpZxNNzxGnp5pfU+nuLyBN1aSFnM4XDOZhQx+woQ/Y0Eds6KNASGgK0oLRIt5oEeU4zRsr449X8scrBWOV+Fg5NlKED+dj9Dys/x0+8B6nv8UH3uODH+BIIZwogdOVcLYBcL4DaWwIYmi4mY4L6J9MKP+rkCaYzWCuiYI0PlYGBothfx7s/QC73xAdL2B7LmzNhW05sCULNmfCphzY/IzkdPdH2F8Ep2sIRj3BbIWcdoLbjfO6cW6/KKRJpzNuN0BzX5x2yEImnc2klwi7HXLawFwLmGv64ogzW3iMZgRpMpj+agTrL0EaEfoTp5kdKHqmCA35aLne0JeEhnMikBYdvhqCgA5BP/p+qNsUPr8XBdN/PZL+FqSJyc8J/fWmrH8BaS4pgg8hl4BMghzUJvvXyPXA+ASX1Q/hFISTOJeOaiuC2dayZ3dy7jlGeenecTgXceloqIniTav9ia5nEpyOP7JWum0qe9tU9paZ3PWLsuGG0uGG0j7qW1BTmK/GVg9lMfcLm7zVJNBTu+MrrQ/+4XByteu5DbbHVlw6sMT68NIvIG2otMjyyHK7sxssDy1zUf7/eHvLqLiyvd13j/ue825rS9Kd7kh33EPcE2KEuJCgwSVABIIEh+AOAeLuHtxdg7tLGSW4S+laa855Psyqoki6e+/33n1uxjPWoKu7aRmkfvW351ntp7/ZU3ud67lVXjrrg4y3h13YHWKifOvy4VuXD4eYKIea7r1jdfSO1VHMbF/dbZ5am65rbvTU2uSlvdlTa5OXxkbHI0swpB1VFzgc/PXawbkO+39x3D/bQflHj8Nzg04vuqG+LEp9+S3N5fd11zwx2vDCZOs7i11xVw+mOB7LcD2Vc/1svrdGob92SbBe2Q2j6lsX6u5a1t+72PDwcvMT69ZnNrS319pe2TY+vVL3yKLhoUXDowuNj80aH5vV3Tcsj9IsDDyZ5aWS4bkv/freDA/lTA/lbHflHDflPLedRZ7bi722FHqsy3Zenmq/JObqojjHDS9tt9qo/uRlsItdHINEvWi8C1H9BBiQUIMSMEKicRIJSCTCkKamQbrnPwxpNPIFpAlhB4Y07nXLIY05/SeQlmqiTo5qNNkwdfAp3dxspQTtpLCdEtPlkJYX038AaamP0PTBEP6pxs64fKy/qKybdVBp5sG1Px5YM2v/2lkHlH48oPTjwXU/4Xb3kXU/qG2epac8z+rkci+97aGWB6IuqzywP/HCTf2Np/br61qvPDTfeGq/8z7/0U//o5/+B1+9D7567310sd55n4/214sJ0I8LMpSnPieHmyWHmykmQKdHWWKl3bRMvmGRGnkx4+blzFtXMm5exDV0YpBRZsSF9HDT5GCDeP/zsd5a0Z4a0V7nPnmdi/HTjg/UTQkzSo8wzbppnn/v8ucndmUvHEtfOpe9cil741H+9nrFO8+Kd564pK5871X2xgMPqsveeEjzMz751nzyrf7og7+ujfar+eRb8c6z/LVr9WvHqtf2FS/sy5/blT+/Vv7KsfK1S+Vb1/pYv7q4gJrYwOqYgKrYoJr4kLrEG/VJEfVJUViY060Z93ANLYc0t/gVr+Q1t/gV5/NLzueX7PwnzPyHGNWcz895Za96Kt73VH8cbkoaakwcakwcaEwYaEgabEweakoZakodac0abcudoBXwGUVCVpGYXSxmF0s4JWJOkbCzgM/MxeFXE/RsPjNbyM4WsjJE7HRRZ6aQnSniZIk4WUJurpCbK+DlC7sKRL0lxEA5wDaZY3VorA6MNlIjDWCkDgxXw4EK0FNMdRWQvFyCnU2ws0lODidmR4AAACAASURBVMnLBd2FaKAEDVei8XogZBBiDiC7EOjBNzyykDWu1IdS5hEm9b2aMhaYpimXStAjfVHBGA+hPgR7EehCJBfXtUhIRyKadCY90SirpCtQVyniFaLOPEDPINuSyZYEqiGOaoxBbUmoNRG1JEshTc9CrELELUUDVeRILTXeAgXtSMyCRCcOn6HIHorsAWQPIHEKBRcRXESwZf9cGhS0g8l2fAANBe14kQ1/DSbbqclW3JfGkJZMtBKTbXISf2EJPrUFJoU0Cwk6kZCNhGwk6ER8FhacZIIJBjVOxwITDDjJBAJpfsbUtZW0yz0yvassgx8YgWAQkn2A7IESHpJwsLsqFNGhiEaJaKSIRkiYBMGmqC58MIPf+6S+NNKCeOSPzGdkZcGXxQHe/Zbtck/KpfDmO1U6QMiHUCgVEMskgUAMIf+LYzBZBOqIbBKpOI/sRaMtzNL3b8OtA64c9zJRdtHa4K238aH9kbdupz54nHpssz/qwta7l3bdstgebrwx6sLWG6bbgw024Ra3r/ZaPx0lXE/76Sh5a652O7PU7vC8y/t+tNwz49LeWZcP/ORwaqnTmeVOZ5bbn1h89chvVqrz8TTa7uRiN80113XWXTu91OrIrw5nlgWabL999dDNK4cjLqqEmO0NMNoVbKoccVEl8tKhG5YHg0z2+Bvu9NXf7qO3zVt363XtTU5qa+yPL792ZLHzsWWuJ1Y4HVvscOg3x0Pzrx9b5H92ueP+2a4qP/semx9ydnHY2SWhaoujtFY+Mtjw4Py6N+a7oq0OxNkcynA9XRKsXxZqmOejWRZq2PTAqumBVc0dy+bHV1uf2rY8saG9caS9vVb36GLNA4uWF1YdL682Pjavf2jS8syi4qZOeZTm5+DTWV4q2T4HCwKP5PmqpLvtTnPame26J9t5W/q1tZkOy/Ocl6XZL/hkOfu5yexs332v7XeY7fz7fUe1yfZsoqsaTTIQ5AHUTcEeEvYTaFCCxgjEJ5GAQnxqqt3dJ/MY4f5fbXcTgjbJZJ28ksYrY3+6OFaLRqvQaBUcqQSjlXCsBo3XSiEtakHiFiRqQ6I2JO5AonYkaofidkDQCQmNkNBIgk6RTECxIOAgyFUAc6+iLzeCir+/FFNqJuWfUP+yd9V3eCZ9cO2PB5R+3L921t7VM5RX/aCybtbhdTOPbZiptnnW+d1zLI8sctHY4Gu0UxHSmNNvvXQ++Op98jdQFGb2Rz99PEvGPE6NMP9CaZEWWKkR5ik3LiSHm6VGWKZEWKZGWOI/TAozTQ4xSQo2TA42TArSj/c/H+OjFeOlGe11LsZbPcZbPSFANznUEBM67+6loofWpc8dqt64YkjjgXTZGw/8Rckrt/K310teueGV79LX7pXvvao+eFd98MZgxqqN9qv+6FPxzrPklUvpC7vSFzZlz2xLX9iVv3KseONc/d69+qNXfXxgXVwATsSqiQ+pSwxrSI5sSr3Zkn63Jf1uc9od+dYYPsFSJDQOv8JJ0uz8J50ySLOLnvFKXnaXv+ut/DDSkDjYkDDYkDBQH/81pMc78jGkRZ2fMadF7EIBK5/PzJ2gZ2NITzKy+KxMIStD2JkmZGUIWRkY1Xx2Np+dLeDli7oLRb0lxFCF1Mt6vB5NNJJjzeRYMxhtBCN1cLCK6iujuj9TXQUEN4/g5kgh3VuEBkrQSBUar6f+NaRZQMKGROefQ3oanqcI/ceQlm13K7a7qf4K1FWKOEWIlQvoGWRbKtmSSDTGUY0xqDUZtSajlmTQnIJa0xAtGzELELsY9leSQzVgtBEK2pEYZ613Sw86qV5I9UKqF5HSxgAieUjSicQMJKQDIU2aNyWgASENv4IEUotvYrKNHG/FeMaElh1NfQlpzOmp7W4BCwo7kZCNRGzpU9AJBCw4yaT4TDDBICcZYIJB8ZmIzwICFhSzpQW04j00GPo9QgvkkAZEL5R0QzEXilm4spf5pdAoEQ2P1iDFg6BPdjo1InsTwewf+Xrfe7rLxBe9u1GFUys5oQX/GtJTeJZMQVr+lg0nIBpHcALBcQTGsB3KtNxragCBHjTa0lWfWhof9SLQ3Pn8Vnu11VFXDjxzPvnO/fQjm4NRF7beubjzlsX2MKMNkWbbMKTxKBqvj8k57am+0vX0Evsj86/s/+mi8szL+360OjDb8cQSx9PLnNVWOJ5eZntsofXhX61U51sf/tX+1BIX9VWuGqudzq5wPrfSS3dDsNnOMPO9ERdVblgeDDPfH3phX7jFgRuWB0Mv7As03h1ittffcKfX+S0eWhtd1dc5qa2xO7H86uHFjseWu55Y4XZypfOxZY6qC5wOL/Q4scRfbaXj/tkuKnN8TiwIPbs0/OyysLNLorRWPjTa+OD8uufGW99a7P50ZX+y0/F8X62yUMPSMKPqm+btT+1an9o2PrSivXRgvnHueO3I+uDa8ca+6ZlV3aOLjU8vNT+1rH9oUn3XoOaufmmEZmmEelHQiQzPfWkeytle+7M896W57spx25vvvjfbaXOqzYp024VZDgvS7ebHXPol1npJYbDqC+stXppLil46oaFiNFSG+LWIaoWwHUAGhdgA9VJogEKjlHRELV0D/L8CaXklDXoRxZPPpP/fQRqNVv0LSGNJOgBBJwm6IqQR5CLE+wNIDyDZaeJXYa8CafcISv6ya9k/9qz4Zv/qmRjS+9bM3L3iu53LvjmoNFNVacbR9TNOb5yhvfNni8MLnc6t8zbYfvPKoQf2J166a7zzPo/1wVcvOsAwJtBIrtggY7mSw81Sw8zSwi+khV9Iv2GeEWGREWGRGWmZFXURKzPSMv2GeWqYWXKISXywUVqkRcqNC0lhpgkhxolBRrjLnRxiFOd3PtZXG+MZEzreWyPOVzMxcGqvO//e5eLHNmUvHKvfupW+dMaLYzKDT+mCd/Frt6KXLgXPnQpfOBe/dit/74lDKuviAmpj/Wti/LCqo33L3l0veeVS9NS26NnV4mc2JS/tyl87VX5wq43xaojzb0gIakgIakgMbUwKx3huzbjTlnkXX1u1Zz3Ao2h8eYVzo/FhNJYipNkFjzrzH7ILHnUWPuUWv+gue91T+XaoLnawNqa/Lq6/Lm6gPn6wIWGwMVkR0l+0u/nMPD4zDydfSUMq6Znj9DQBK1XITBEyUwWsVAEznc9KH2dmjDMzMKTFfaXEYCUYqYPjeNbSQk20EZMd5HgrOdZMDdeTA9WY00RXPtGVT/Lyye4C6dL4SA0ab6SEDImEQ1FdEEohLb1bJdmQkHlqYpNtSSci2Ah0TVXMivoSz/0yYSfeXgR7EcXDrt2KM2nc7iZHaonBSqq/AnSVQE4hYOWTtEyiPVXSkihpiica42BrMmxNBi1JVEsKaE2HHTmIngc7i6jecmKwmhppgJNtSMRAJE+29aYgxcRZgo0INs5phjieHbtvyl6hhAxKQCf4NHyvjAn955Ce9rqwE4rZOMtW+hSxgaiT4jNJARM/cfWMRGwk4cjiJmUFNBiQOTd98ZFcNtOlhiE5gIheIO4CIg4UMXFvAMiMzCgRDUhYgGIj0IVgv+y2Co+Bx2Xf9k+eXyyFSf8dFPAsUNAklHpIfQlp2TsUgSCBICUTMd3ObOopdUEBmNYyUTjHug+BLklfbVnSXS+LI0YHfrU9vfK+/dGXbmce2alGme+4ZbkrynxHqNGmcJMt4SbbQgw34yssRUh7aazyVF/pdmYpbnpf2f+T1YHZV1V+sT+60OnkUje1lW5qK51OLrU7suDKoXmXDs5xOLPM6ewKh7MrnDVWextsDrHYE2Kxx894R7D5vhDzA2GWKpFXjkReORJmqeJvvMdLb3uAibKX3nYXjQ32p1fbnFhx9fhyq6NLrY8stj64wE518TXVRXYqC2z2zbHZN8fx0HyPowudD/7iemiuz4kFQWeXBJ9ZjM+xbmqvema0+bnxljeWu2JtVVJdTuR6q1dEmrQ+uVp960LrM5vGR1fqH1zqeO3AfO/S/uoa7Y1jx0tb2iub1mdX6h6Y1t41rrtnVHVLrzRMvTTsbGnYmaLA4+nuyklOO1Kcd6S77U5z3ZXlsifbeVea3dpEq0VJV+ak2c5LtZkbd2V+uvP6/ADVG3oL71zZ2lt6E43louEMMJYJJUWALIegBqFWhFgI8QDqJ+EghUZkGkCwH6Fu2S7Vfw7S+AoU9CqeYP2PIT1eC8dqpBqtheN1UkgLW5GoDYk6pggtpkMJHRAdJCkVRTIg6Pw9SPfLgjIxpEdkXk/j02poKMG/Bf6yZ8U3e1d9h++k8QkWNjPZs+Kb/Su/ObTm21MbftDZ9cvl40s9dLYEXdh7y0r14bWTr69r4c72Rz/96ADD+BDTuGATrPgQU6yEULPEULPEIKPEIKOkYOPkEJOUUNO08AsY0nJlRFikhV9ICTVNCjZOCDSUF9CJoSZ4CJ0YZJAYrB/rqx3jo4UJHe11LtZHI9FXI8FfMyFANynEIO2GSdZN89w7FwsfWJU8u1bxyhlDGre1i1+6yu+kMaHznzkWvnAueeMuz5CWVsax/ljV0b7l7z2LX7sUvbAvfmFb8tKu5PW18ncuNdGeDXH+jYmBTUkhTYlhzSkRLamRrRl32rPu0XIe0HMf0nMfyzmteBvdU/6up/xdb8X73or3PeXvukrfcItfsYuesQseYUh35j+cKqbLXvdXf+qv/tRbE9NXG9tfFyeHtHwmPUErmDqSZhZixzHs2o2L6bGO9LH2FAEjRcBIFjBS+PTkSXrqBCN1nJ42Sk8T8PIF3Z/FfWXkUBUYq0eTTYjfjAQdpEAKA2qiDY61UMP1+KgJn29hFzOqrwTJtrtJ0e9BGuB7HiYimFJnbByDQbL+BaS/JrTcfRf0KEJa2mqebAETzWCsHkOaGKgAPWWAW0x1FhL0HKIjQ9KWImlJlrQkgrZk0JpKtaSQbelUWxbVkQvp+RSriOwpIwYqgCKk4TR3e+kFp1R9iOpCJAfvQk+JYMvDOXAUB4k5zadhPCs2tDGMFa+f8etQREdyq215Yp2sIUGKWHLh8YHUjp/CUbgKLm+/M/39AtJ9UNJNiThAwKIEdPxxh5pslXJa1AHxGSi2EcYL4UAKUYWFr999/u7Olwgh0VT7epr4fwBpofwdagrSACJIKUB6muQDPLkQ4CM4geAIIvuQpBsJWLzGjHs+F/QPLlLfOiP88qFnrmceXTsaZbn75sU9kRY7Qgw3hxptCTXagrfGMJvl8tJY5aWx6vq5FS6nFtsfmW+rOtdWda79kfk2qr86HF/sprbyuvoaj3OrnU8tszm64MqheRjSjudWumkrBZjuiLhyIPzSPn+TnYFmykFm+8IvHrp19fhN62OhFgf9jHb7GOz0Mdjprr352pk1VkeXXlJddPnwYqujS22PL7+oPPfy3nlWe+de3vPL5V2zL+/68aryT/hm2vXQXO/jv/mfXux7bP71Qz97qf4ccOLXp8abnxhsfG2xM+Ha4VSXE+lup0rCDNqf2VbdvtD02Kru/sXae5YY0m0v7Vtf2rQ9t2K+s6W9tMJ4xidYn4NPl4erlYWdKgo8mnV9b5LjtkSHzenO27PddyfbbU2x3ZxydVXylQXJV+akWs9JtZ6XaLUg32NbuvserxMzPrjvl7Q9QD2v4cBrNPGRnIglhWmIzEOwAqEmhGgIcSjYA9CALFlnACDsIc9DiAf/Y5DG59fSj2hySMtPsCh+Hb6TxvrzmTQcqwFjNVOE5jcjYSsStSJRu5zQSExHBAOSNCmhKRqgmBCwEGT/MaSxdcGINFMOTnxNaASJv6ism3Vg7Yz9q2fuXfmD8qof9q2ZuX/trIPrftq17B/7Vvzz0JpvT2+cobtnLp5Jh108eOfqkadOZ9556eCYyJgAw/hgk6SwC4kYyV8p1k8vzl83zl83IVA/OcQoLdw0M9I8+6ZlapiJXCmhxnhzOzHIAI+uU0KN8etJwYYJAbpxfjoJfufj/bRifTRifTTivc8l+mok+2slBWonBenjSjrrpnnObcuC+1fwTLrkhVPJCydcQOPjq4KnjvlPHApfOBc8dyp47oQzpKs++VRH+1ZH+zYkBNXFBchVG+tf8cGr9K1b2Vvn0jcOZW+dy9+5VH30qInxakgIaEoKakkJa0mNaEu/2ZF5m551n5nzEJtyYzwrEhp7dPdWvO+r/NBf9bGv8kNvxfvusrcY0pzCxxxM6LwHnfkPOYWPOZ+fc4tf9FS876380Fv5oa/qY19t7EB9/FBj4lBTiiKksZkJ1lhH1lhHFh5Ij9OyxjoyR9pSR1qTJmmJAlr8JC1xkpY4QU8ap6dgSAu7CoQ9xZL+cmq4Go43oMlWJGxHQjoQc0lJFyXiUUIWmGynxluo4VpqqAoHcpCyJGk0VI1G69B4MyliiSQ8KaRxtgzgTIc0HYnp0hgMkokojuK9v1wKG4/4EqMXoV6EZOtjGOQkF+9wkcIORUjL293kYCXoqwA9ZRSvhOgsJJi5EnomSUsnO9Ko9jSyI41szyBp2RQtj2QUUMxConMK0miiDQkZiFCE9LBsEKtgtgB6pS19Wa4UBqp8AE+JOzFKCSGTFNDlGP7CrkQR0lOB1pJOHAYln9DjrwHZRUq4cuEtPOlnGmm5L8ez4ih6chomkQQhAQIjkOxDRA8Qc+WQRvx2MNEM+C0KkGbhsgaBEVwEY3wq1K849+KLpxAhAiFyugiECIXRskx/Dmnp9wEIAQSRVAjIQ7EQEk4LsoRCCIVAQfj7IzQJiEGS34VEXaPsik8PvS6e3XRm64/+F/Y+dD77yPlM5OX9kReVb1juCjbcEmS4Cd9GKx5feWuu9tFag+WtuRpz2uHYb1hXD86zP7zA9dRyz3NrvLXWXVdfg+fTDmeWuaivctVa66at5G20JeSictjlfcGWe4PM9gWa7g+1OHTT+kSU1fHgCwf9jJQDTPb5GOz20NnmoLbuypFlFgcXmh9YYKmyyOrwYgzpK/vmX1L+5dLun6/s/sl6z482e2df2/ez04Gfrx+Z53tyoc/Ree4Hf/JQme17dO4tzZW3NJc/Mdrw0Uo52u7AJ9v9aR4ny24YVN02bX5ypfahZc0DC/o7B9ZH59ZXtq0vbVqeWNJfXaE/v1R/16AqSqf+tm7tTZ2SkFMVYafLQk98DjyS57k3zWlbssPGDOetuR670q9tS7PfnHlNKfvaiky7BelWc1Iuzk28tCDPdVuC/dabegsqnugh9kMxK5TsCUNjtwX9t4XDz8jJaCTORFQJgg0ItkPQiaalPeKjAGlwxX+ykpa1uzGkFe+k/21I1ysYejcAfIslkLrlI+nNNF0ax0cwIEmjqHaKap+CNOIg1DVtWWwqw2Zo6kOw9PeXYGpNUvbx9C+HN84+tP7HA2tmYUjvXztLZf1s1Y2/yBfHzmyaeX73HHkl/cDu+AvXcx999WIDjeKCjOOCjBNCTJPDzRU5nSD1HjGJDzaK89fHkI4P0EsKNpRDOiFQH1fJScGGWPgP8ZZZUrAhJndCoH6sr/YnL40Ef+14P604X804X01M6LSg86khuunhJhmRZtm3LHLvXMy7ewlDuvS5Q9HTa0VPrxU+c8LChM57fC3/mWP+M0cM6YoPXtXRvri5La+k6+MDMbCro33L33tUfXSv+uha9dG9+pNHTYxXfbwvJnRrWmR7xk1a1h1Gzj1W7qPOPKlRSUf2Qyx8FS23/8SQxsKQ5pW85nx+zi2YgjTmdGfhU3bRs+6yt11lb3E0Vm9NTH9dHIb0SHPmSGsO7nhP0PLkwpAebc8YbcfRWOnDrSkjrUkTHQn8jjh+ewKG9CQjeYKRPs7MEPKKhD3F4v5yargWjTcjQRsSdSAJE5A9FNlPSaRv4mCyHY41gZE6or9Knm4JBirBcDUabYCTbZI/hDQL4p9aDGmChgjan0Aa4roQS4HWspSbHkh1Y0hTQgYpW9GS30nD8QYwUgOGq9FQLRqoQb1VoKuU4nwG7ALQmYtY2YCRDRjZkJlHMQsAqwh0fgadJQS7hOotJwcr4bACpKXt7uHpkB7+c0hLgyC/4jTeCf9zyQjNRAQbUrypEEnUi4NvsfUgAN0U1UVRXTKL/z5Zs2FA5u+meOY0+fuQhqMI9iOyF4rZUNgJ+R1osgPx22W51O1AKIM05CLUi8AY7lHL2CnPzxDLMKn4JKYxVYpVDFpCJolU0pOqryEthFAoAzz46hsSvwtp+X/jFwKIjxAfwQko6Rni1KS8CbM3VNHc86ubwe4HLueeumtGWatGXt4fYbknyHhrgOHmAP0Nck5/AWncAMfrY04nFsohbXvoV8dji93PrPTSVPLSVHJTX+2stuLa6aWuGqvdtJXctJU89Db4m+0IuagccnFfkNk+f+O9QWYHIq8cC7942Ndwj5fezgCTfd76u66f3+6svvHq8ZXmBxaYKM8zUZ53QXn+hZ0/m++cLdX2WebbZ1lun3Fx+/dWO36w3fMj7nj7Hvvt+qGfvQ7P8T/5a/iZhVHqSx/qK7222P7Oas+Hq3vjHVXTvU4XhuhU3zGruGNadsu46ZlVy4urtY8u1j+2rL9v2vrYrPmhSe1NnYpw9fJwtfLQMyVBx0tDjhf7Hyrw3p/ntSfLdXuqw4Y0x43Zbtvy3HBo9OYid6Vcx0Wpl39ONP85wWJBuu2G9+arUlyVh7JdECNsrMlxpMNqmHl1kOk2wg6a6LkjGn5LTaQgcTEi6iFJQ6ALAux33Y/trynYQ8Ee+J8yM/mDxbH/GaTxBHqiHo7XUeMNYKIR8KcIjY1NgJgm7RSSLEQxKUoO6XYA6Ah2IsRBSL441j8N0rJQmS8hPb2H9BfVDT+prJt1cO2PuN2NV7sPbfj5wNoZh9b+cGTdD/KZtLP6el+jnU8cT7/20Iz2N5CTODHUDEMaczo+2CQuyDg20CgmwDDaXy8+wCDOXzfW73yMr468nk4NM5GTOyFQPyFQPz5AWnDH+OrKi+84v/MxPtr44CrWRwPPoRN8NJP8NNOCzmeF6ufcMMqMkNbQWHl3L+U/sC56bItTsHIe2uU+ssfKeWiX89Au57F99mP73KcOhS9dyt57VkX7VkX7Vn7yqY0LqIn1r4n1r4sPbEgMrk8Iqon1r4z2qonxqo65XhPrWRvnVR/v25wc2Joe1p6BCX1bRuinnXlPWblPWLlP5GfQck+xrtI3PeXvusve4na3IqS5xS+kkM69z8q5x8y9jznNKnjEK3nJK5FeTvdVfRysjRlsSBhqShlukp5Kj7XnSaM1OnLHO3LHOrJG2zOnZ0unjLYlT7TGTbbH8jviJmmJk4xkPjOFz8qc7MzCkJYMVICROpwzgcQMRLAh6KfAMKAGANkDxVwgZICJVjjWRAxWE/1VWORANRipQ2NNckgTVBf1B5BGYjqSdCCChiQ0RNK/NtL7XV+9KZN6BUhLEShkkMKOL21BJxqxLSgaa0SjDWi4DvZXot5y1F2MuopRVxHsLEDsQsQpQtxixC2FvHLAqyR5ZbC/khqqQiONaLIdCRlIghfH+mRO1/Kr4iGZRRcOvu1GRBeU8CDe2CK6pJtlRBeU8ICYS4k4lIhDilj/LqSxyQnJgbALoF6I+uQCqJeCPfIvsPBfI4O0gl0JHMWnVorboTJi4YHuOEIDiOpDBBeJ2EhAQ3wa4rdL/0/i9TExHRJMCDgQ9CEwDoAAUCK8xiU/hUKIkFFZ8UlOA+o0UV9y+t+E9BffR/rPUhSBECH/b5QLIAIgiZjkQyREiE+K+yf620uz3vjYamnuXeCgu/Oei8YLT53btkcjrQ5FXt4fZLojwHBzoMHGUKMt2NIEcxpPpvHBtBzS2Mrb7vA8u0O/2h361U71N8dj0qa3m/pql7Mr7U8tcT630lVrravWWg+9DX6m2wMsdvmZ7gwwUfYx2B1ouj/i8tEQcxU3rS2OZ9e7a291OrfB6dwGB7V1NidWWaosMlGeZ7xnrunuuYbbZhltmWm8ZYbxlhkmm7832fy9ycZ/mmz426Wt31rt+MFx/2yPI/PcVec47pvlsm/mddXZISd/jdJYfFdv1UMjpZeWW6Pt9iW4qCa4qKZ4HCsM1ym6cb4gTLvsjlH5XePPUXrltw1qb+lXR+pURWhX3dAoDjyV46mSe31/oY9Kke+hHPfdGc7bs9125LhuTbumlGy7Ou3a+izXnRmOGzMd1+Y6rcywnZ9oMSvR7JfUi0tz7Le+MljcdP88qPIdLbPpLTfkVmvQy89wGkx5TXZ9HZ7DnMiJvtfi0TSSX0qJmxBky9Ip+knYT6I+EvWQ6D8HaTAk9e4muyHBIUUMiaBdwm8lBQ1yW1DIV9AfQXqyAUw0Yt8xbD2GP8ji7Q2pobf0KoSNSBYAHQC0AdABQAeEDAQ7EVKcScshPTQFaTD+Z5AG8C8qa2YcVJp5UGmmitJPKko/4ROs/Wtn7V313cHV36mu/e74+hlaO2abH1rkpLHex3DHM2e1t57asYFG8opZEdL4ldhAaR5GtM/5OH/dGD/taG+tD17qHz01PnprxPrqxPrrxPvrxgWcTwjQiw/UjffXjfXXifXVifbRjvHVifbR/uit8d7zHHYs+XD93EfPsx+vq328rvbJ82ysj0ayv1Z6sG7ODaP8KNP0cKOMSJOsyAuZURcyIs0yoy5gZ9DMW5aZdy5n3b2Sec8q555N1n2ZHtpmPbTNeWxf+MK57N31yo/eVZ98Kj5618T6V8f4ySFdlxRcFx9YHeNXE+NTE+NVG+tdF+fTmBjYmh7WkRnFyLnbkXmbnn1X3uXGPmL03Mfy8yp20Qvc6MZ47ip90132urfiLVZ32Wteycuu4mfcgkfc/Pvs3PudOfeY2XdZOffZeQ85+Y+6Pr/o+vyCJzue7quNxZAeakkbbM0cbs8e6cgZpeVijXTkjNOyR9szh1pSBxuTBxoThpuSRluSxtuSJlpiJ1tjJttjXkhIAQAAIABJREFUJ2mJAkaKkJUhZGcLOHlCXpGgp0QyUCXdmRLTkYSFSB6CQxQaocAgoPqghEcJWSS/nZpsJYbqJIO1+IqaHKoBI3VorAFOtpEi1tRMGnUj8C8qaUBNh7T83p/olP+gI5KFqE6pMK0pHqKkMdKUkEEI2oGQBkWytErsBTbRTI03IX4HGm9Doy1wuAEO1sD+StRfgfoqKF4x6CqB3aWopxx1V8KearKniuipogZrqOFaONaE+O1IxEBiDiK7pX7X0ti7oWlLZDj8juiS3S9xpKdZJA+RHHkxjetpSsyEIjpS+Pf8QlJOi5hI0olIDgJdSEZoPJWXc1r+h/IrZCjffpf2ugelCdB4yVmh3Q2RCAshAULjCA0h0I+ILiRiQxFT+nFHREMiafwlENOBhAEoNgDdAI7hJS/co54CrbxE/kIYpeB3IU19VUzLIa3IaYV299ew/xLSBP4rFfH8BaQREhLEiETUh+BgN634dsCVs3sX2unsvOui9dJH77bdiShr1agrB0JMdwYZbA4x3BJusi3SdGe4ybZgvU3+59cFnt8QqLfBW321j9YaPy0lL41VbqeWXjv6q92heTaH5tof+dVWdd5VlTm2h+c7nljkemaZy9mVzmor7E8tcVRbjjve3gabA812+plu99Db5Ge8y9tge5CJcsQV1RCzfQ5qa68eXWp/evUV1UXWx5bZnVhx9fjyK6qLLuyfb75vnsX++SY7Z5tu/9FMqpkXts003fqd6aZvLLd9d2nH9/Z7Zzup/GKvPOvy1r9f3vK3qzv+4XPk55Azv95QX3RDfdF9gzUfbZTjnFQ+2ConuR0pCtMsidApCtMsu6Vfdkv/c4RO5W29qiidkuAzxYGnykJO5/scTry2Lcl+a7a7cq773pRrmxNtN6Q7bcl22ZJipxRvtTLBelWCzfrYSyvjLy1JvrIg2XJOrMmshAtzMqxXVfirvDZb0hNrgRqvd2aod5Wo8apUOz7vYpYf66zS4dRb9La7j3BuT/ZHi8bzJYI6BDsh7JJGSMF+EuFiuu+ruwCFT29SSI8qcnr6Uf6AnNP4zhBSvYjowkfSEn6beLKJFDSQwnpS+BWnx2txPOWXmmySExpDmhK2AqE0kk4aWCdhQFxJAxYAdExoAOjTIC3ltHypW7419gWkvyQ0AvAvR5RmHl438/C6mSrrZmFhTh/eOPvg6u8OrPzH4TXfntv8o8n+BY4aG4Mv7L9nc/Sl85kYX92kYOOkYGO8FJYSapoaZpYUbBznrx/jq4v10Uv7/XXND9fPffI6F+utFeenFe+rE+urGeutFe2tHu2pEe2tHuejHeenFeejHeOjEe2p8dHzbGLg+YQAnVhfzWhv9Q/X1d66nXrtcuKVy9G37ifeXz/10etMrJ96YoBWaohueph+RrhBeph+RoRhdqRpZoRJxg3j9HCjzAgTjOq8+1ZFj20Ln9gWPLTNvmeVeedyxu1LRU+vfX7mUPLCqeyVS9kbt/K37hXvPMvfe9bE+tfGBdQkBNYmBtUmhlQnBFfFBVbGBtTFBzfEhzQnhbelRralR7WlR7Wl32xOi2LkyTw+858zC14wC16wCl+yCl9yi191fX7VXfy6p+RNT8mr3tLXfWVv+sreDFS8G6h8M1D5pr/idW/Zy57SF13FT3mfnzCzbnVmRXVm3urMvMXOvNWZfrsz/Q4r40534fPuzy+6i193lbzrqfjYWx3XX5sw0JA01J4+1JExTMsaoWePMnJGGTkj9NwReu5we+ZIW8ZIS9pIc/JYY8JkYzy/MZbfHDvZFDPZGsNvTxAwkkWsNDE7S8zJF3ALRT3l4v5q0VA9MdZCCehQzMK+nhTsJ+EgBQYh6AegmyI42D8E8jvIiRbxcJ1ooFI8WEWOVKPxeiRoo4QsQswhJVLoSmlKsiHBlIpkIEIqSDIg5ELYJfup5ULQiUgWJBmIYiGSjggakrQhcRsStyGiFRGtiKAjCQ2JO5BCxDKUMCgRDeelY7pDgoNdPKGwE/FZkE+HE+1wrAWMNlLDtdRwNW6Gg+FqarCGGqwjB+rJgXpJfx22HAH8NiSgQQxLgosontRJWO6pggOMQR8ieqCEB8VcKGYjMQtJmEjCQASeu3dACR0QdEpMJyR0QsKkxHTck0eCFiRoQYJWqURtaKIF8VuRsAOImEDCxmNmQCk6gUwTLqBJ0C0XfkV+pSbLoJXfJctPp/BWtmzXWnpVPITIPijhAQmbEtNJcQcg6JSEJhc+IKEoLkSjAE1AKekxmxFCf1Auo+nPab8wxeU0lQAoBoiv8J47+i8gDRCCCCIJnPrYIQGIgJACiAIIykTJRAAkQUgA4BikhsWibv4ovYddHvcmxEJnt73RvmeBFz5FXLrveOa29eH71qoRZjv9tddFmOwIM9waprc1SHdjkPZGPy0lP3Ulr3OrQnW3+GkpeZ1Z5XZqqcfJ5W6nlrocXWyvOt/u6Hy7o/OtD/1ySWW23Ynf3DVXupxdbn14nt3xBQ6nFrueW+WhreR5fr2P/iY/g23+Rlv9jbYGGG8JNtkRcmFHiOlOX4PNbuqr7U8tcVZbde3Ucvvjy68eXWKtusjywHzTXbMNt8003jpTb8O3Okr/0N/0jdnOWZa7Z5tu+95gw991lf6Xyca/m236h+nGv1lu+9Zm7yzrPTMst/z16o6/+52Ye/P8ykjt5WHqC2/prnhmvuHNlW0x1/YmOO/P8Dhc4H+6NEy9/IZm+Q3NslD1qgjNIv9jed6qhX5HC3yPpLnsTrDdHG+zMc1he6rDljT7zal2m1Js1yfbrEu6qpR0VSn92pZc553Z9utSryxNv7Qgznh2rNncbOe1iU6ri24od0Sr9xSe7y9V6yrd31e5Y6Bux0D9bl71XlbFcXatcR/Nd6LvpYSfS0rqSYqGIxoJ2E3BPoD6ZVsgiuksv5ORqvCpbhSiYQh7IOyaioyE/STsp2A/QfVSZA8guyDBARIGJeog+W0Ev1nMrxPzayWCOlJYTwoaKH49NVFHjtdSozXUaB0YqYOj9XC0Ho01oPFmNN6MDUGRoAUJW6XvS5I2aWtQJkhOSb7aTRJ0QOCOVCcEnRDgj+Dd8o/dJOojYb/cOUD2Yy+DtEIP6S9H1v1wZN0Ph9fNVFWaoQjpI5t+Pqj0g8qq744qfa++7RfjgwudNLcEme+/Y334ueOpT946CYGGCYGG8QEGCYGGmNMJgYaxfnrRPuexcJrkB/ezuAKWL2ZHe53DBTEeMGPhjbBYH42EQK2EQK04f41YP/Von7Mfvc588Dz9/vqp99dPffA8/clbLdZPPTFIOznkfFq4fvoNg6wIo+xI4+xI46wIo7Qww7Qww4wbxtlRZukRptm3LHAiVs7dy5m3LNNvXUy7aVnw0LbosX3xU4fSl85y69Cyd9drYvxqYv2nQTo+qCousCExrCkxvCU5oi01qi39ZnvGrdaMO60Zd+i5j+m5j+l5z+h5z2gFz2kFz+mFL5gFL5j5T9n5z9j5zzgFz7mFz3hFz3FN3F/xur/idV/5y77ylz2lz7uKn3KLHnILH7Cyb7Kzb3KybnKybnIzbnEzbnHT77Az7vbkP+sqeNZd9Kqr5F1PRXRvdVx/feJAU/JQe+oQLW2IkTXMzB5m5gwxsgdpOQMd2XJIjzYmTDQkTDbECBpihU2xgpYYQXuckJYkYqUR7GwJL4/gFYq6iiV9leKBGvFQIzneSvGZSMLBbV68dQnQAAX7ANVLUV1AwqbETEpAl0y0SEYahYM1U5DmtwIhgxJxgIQ9tZBMcRDFmYI0wYQkA4simQBwSMiDkAshF0EuoFj4TyGSjgicwS7PeW1AomYkakHCZinkhG1Sy1wJHXtjUQQHpzZRVBdB9ZBENyJ6kJiHRFwgZFCCDmqylZxowvMkaryBGm8Ao41gtJkaaQLDzdRIMzUhvY+aqmjxkRXeX1M448ZZDvi8GIg6pTUozrQWteFtTyhupcQtpLhNIu6QiGmkuAPHcqDJRsRvQvwmJGiWaqJJEdIU1QWoPhL0fuWs+S8grdgYV2wVyrMgFUwSsDnoBALjeH0MkD0UwSEkTEKCbZKkPgz4yhNQLIriQjQ8HdJ/TGhFVP/Ory8gTShA+ms3RP7U4tj0bw6RCCABQCKAJAARU3iGSCoFVEMkQYiP0BhCoxD0UyLe+GBTdsoDZ6vTThaqjwLNPoRbPnQ9d9fm6O1LB8KNtoXqbgrV3RKuvy3CcEeE4Y5Q3S0Bmut9zq7xOrPKX2NdgOb6QK0NQdobA7U2+Jxd43psid2heVdV51gd/vniwVnm+36wOjzHSW2Jy7ll104ttD32m93xBfYnFjucWuqstsJdY42XzkYf3Y2BRlv8DTf6GWzw1V/vo7fOU2eNy9nlDqcW259YbHts4dUjC60PL7BS/e3igblme34y2jFDb/P32uv/qbXmbzrr/qa/8TuDzd/qbviHztr/bbzlW/Md35vv+P7C9u8u7Zxxdd9PV3bPMt/yd8cDMwPUfovSXRNxfkWE1rK7Bqufm29+fXlrnP3eBIe9Kc4HMtwP5XofK/Q/8TngZHHgqZKgkwW+R/K8VfN9Dmd57Euw3xpvsynJfkuy3ZZEm00JVkqxl1bHXlodd3lNovXaZJt1CVZKqTYbky+tTLZYnHl5WYrlghSrxQU+WzJ8NlY/O8rJ1u0p1e4qOcot2dlTtrG3Qqm/Zl1X1WZ2pQqvzrCf5jXe+0I4niUSVGNISwCXkOYo98uSbeV4/neewwj0IIAh3YNznTGnSdBLgm5AdgGKDSUMStQB+C0Ev1EiqJcI6ghhvSKkwVgtNYxVD0Ya4GgjGmtCoy1orBVOtiB+MxK2I3EbktAQ0Y4I2ZNsRwQNku2QlD9pFMkgCTqJP/KK6VNFNsVBkItQN0Q9EPUA1EOhXgr9JyB9aPX3x9fP0Ng+x0RlEYb0zcsqT+yPv/PQwMNj/IwPMMD5VJjNWO+va751P/veTe29++l3bqfeuZ167376g8cZ3LjGM2YMbIxwjO2EAB2seH/tOD+tWF/NGB+NGB+Nj55nP3mdi/HRiPfXTgw8nxKinxpqkBZmmBNlkhNlkh1pnB6mnxKinxKinx5ulBVpKl35vn0x5+7l7DuXsm5fzLxzOfPO5cJHdp+fXCt+7lj2yqXyrXvl++tVH7wrP3pjSCsU00E1SUG1iUEtqRGtKRGtKRFtqZHyXW5GNr62ekjLfUzPeyJHNSP/OSPvCSv3SWfeU3b+M07BU27hM4zqntIXPaUvekqfd5c86yp+yi16zC64z86/x8q+yc6O5GRFcrIiudm3uNl3uFn3uFn3eLkPuXlPeAUveCWveyo+9tXGDjQmDDYnjdDSRxgZw8zsEVbOCCt3mJEng3T2SFvGcHPqSEP8aEM8hrSgKVbcniiiJUmYaQQnk+LmUj2FoKeY6C0jB6qJoTpipJmaaAMClgzS/QANUGgAokGA+hHsB6AbkVxIdAIhg5hsJUabREO1kqFqarROEdLTroYoDqI40q61tHfNxAIUi6LYBOACwAOAAyg2RTIBQQeEvIZuhkJZziu/AQka0WQDmmyQudu3ImGb9NRBzJoKdoU9EPaQoBdQvdJ2NNmNCPa0ACthCxK24MRJxG+Hk21ooh1OtFMT+ESKBoQMIGJCMUvawYZ9CPZNnUxIR+N9UMyFQg4QsMAkDUy2g4lWNNGCJpvQZAPkN8DJJsBvIgQthKidEHaQwnY4if9s4xSnMar/Y5Ae+EqD0pSqqUr6dyCNqEFI9lEEjyI42MUQ2xlOcx4G3QqVtOT/X0iLf4fTCEAkkn1ikEBEQEhBCCFEECAIsfAvCkIKIgmEE5AaRnCIInsJAWdsoLEo+3mAm7637ZlHgWbvwyxe+ug+dVa7abkv1GBLpOnOQK0NobpbIo12RhnvumGwPUh7o7faao+Ty73VVvtrrAvW2RRyfnOg1gZvtdXuJ5Y5HVtoc3iu9ZFfLqnMvrB3hvm+mdZH5tqfWHjt5CLbYwuxAZn14V9tji5yOLXc9dwaD821gUZbfPXXX9de7aaxwk19peu5FdgIBV9XXzww9+KBuZb75pkrzzHe8aP+lh/Ob/xOe+O3mkr/UF/zV/U1f1Nf81f1NX/VWvvfJttnmO+cabFrlsWuWZeVZ1898IvVvl8u7frBRfUX39O/hWguD9FcFq614pbBmsdmm56ab/pktyfWbne8/Z5EB+UU5/0Z7ofyvI4V+B7L9TqU63Uo1+tg9vX9yY47oq03xNtsTHPakWizKc5aKdpy5YcLyz6aL429tDLpqlKa/ca4y2sSrqyOMV2UYLYg22pFlvWKDPvVRf47C8KU6XHnRyqt+isNOZ+P8cr295bv5Bav66rYxKvc1VV9urfl0khn6OTAR9F4vkhQSwEmAdgE5JHSHGUZpP8gGvUPnoN/DmlIdQOKjQgmENOgoJUUNBHCBkJYTwoagKABTNbD8Tqca0cO1GJRg3VgqBGNNGNII0EHErUjMR2RdESyEMWQPZmIoiNK+gSADigmoJiQZEibUqKOqaG1hIEINqLkxXQPQD0A9QE0oNDu/p9DWnXDTwfWfn9o9fcnNszU2D7H+ODCa+c2+psqR1juf2hz5I3buU/eOp+8dT56aX/y1onx1Y0PMMAt7g+eWljvPDTeuKm9d1N753bqrevJNy4n3riceOd2CnM62uvcx+tq79xOvXE58db15AePMzHe6nG+momB53HHWw5pOadjfTXj/LQSAnSSgnRTQvTTwgzTw41yb5rmRJlk3jBMDdHFf29qqEFGpAmGdPadS3n3raR6aFPw2K70uVP5S5fKt+41Hzxro33qY/0a4gLr4wPlkK6LD6xNDKpLCq5LCalPDmlPi2pLjcRqT7tJy7rDzHnIyn2EIc3Ie4Ihzch/jiHdWficU/CcW/iCV/QS19DdxS97Sl51FT/rKn6GW9zcosfsgoesvLus3FusnEhOThQ3G+sWL+c2L+cuL/s+J/seO+cBt+Apt/hVT8X73rrYwabEwbaUMUbmeGf2OCd/gls4zi4a6ywcZuQN0XOHaTlDbRnDzalDjYkj9XHj9bH8xlhhc5ykI0nMSCFY6SQnh+oqAL1FVF8Z2VcOhmqpkQY41gIn2pEQB0J3I6oHwX4g7ZoOSG+fKB4iuUDIIPntxHizZKSeHK6nRuvQeCPitwIRE4i5U5AGXbJkYvbvQpokOwnApSguRXEBxabITiBhUBIaFLdDcTsUNOPfPGCyDk3UoYk6MFYLxmqlRTC/RQ7pqR96fM6LesHUvZY06R2RbDwUh5IOJJH1qUTtsgkxHQnpsgtmOhAyoJiFJDjR6w8hDUQcxGeDCQY11k6OtlAjDWCkAYzUwdFaMFYLxuqp8QZyokky2SSebCEmW8FEM5poRBMNaKJBimpM69+HdN//Z0gP/imkJxCaRHASgXG8WQOpXvlmAEUy5ZLG1MMeGaRF/y6k/4zQ/w6kR2UHo8JpnJ7627+GNJJC+mtOIwmCE4AcgmCQkHQLx5nDvXWl+a9vBl4MdtF+4G/yOuTCp9ALH3z1bluphBhsu3txX5je1pDzm0PObw7X3xZptDNMb6vvubVux5f6nlvrr7HOX2MdxrPb8aXXT63wPLvy2vHf7E/+anNs/sWDP5kp/3Bh74yLB2Zbqc61ObrA+vCvVw7Ns1Kdb3N00bWTy5zOrHRWW+FvsMlbV8ldc6Wr+nKXs8tdzi53OrPc4dRSi32zzff+ZLbnJ7M9P5numm2840e9zd9rr/9Ga8M3Ghu+U1//7dnVfz+94r9Prfivs2v+qr3+nzobvjHY/K3J9hnmu3+6tG+O9YH5Vw/+ar3/ZweVX9xU53ge+9X75K+BaovDtVbc0Ve6Z6j0+tL2t1bbo613xdruSrimnOK8P8tdNc/rWJbHgUz3/RluyqnOuxLst8babEq025zquD3OWinmyppoy5WfLFZEWy6Pv7I6xXZ9+rVNyTYbkqzXRpssjDVdkGOzJtt2bZr9mhzvHaV3j3XnWIlb3AdrL3YWn+2pOt5ffZBTso1btqur+mh/s9EYy0Pc95iaSIeiCkC0AdhJQg6JukhpjjIOt1X0qvu3ngj24qQKPJamUD+FBig0QIJeEvRCqhuQXCTpBGIaFLQDvnQmDQQNkN+AJurhaC0aqoWDNVRvNdVbTfZUkb3VoL8eDDVKIS2iIwkDESwEOhHgIMhGkIMQG1GdELDwE4JOAFkQ4FeYiGAAMQ0IpY6/YLKd5Lcj/N6Cb01RD0S4BzYA4MjvzaQlih9P/xDSKutm7Vv9rcqq73AlbXRgge2ZdV4GO25Y7LtvrfrKRU0OY8xp3Oh+f13znYfG++ua+Is3bmof3M++dz+NIf3W9eR799Py7vcHjzNySH+8rhbnq5kYoJMUpJsUpIshjSfTn7zOffQ8+7uEzrhhLC2jw42Sg/Xi/bUTAnSwS2hqmEl6lHnO3cv5D6zzH9kWPLYrenqt+LljxWsPea5GfWxAY3xQY2JwY2Kw1MZEAdL1ySENKaHt6RHtqTfaUsJbU8Pb06JoGbcYOffwuRQj7wHOsGLkP2UWPMNiF72QEfoVxjOeTPM+P+V9niJ0Z/4DZu4dZs5NVk4EKyeCnR3ByYnk5dzk5dzuyr3TlXuPnXW3M/s+J/8Rt/hFd8Wb3rrowab4wbaUCVb2JDuf3/VZ0F0s6Cqd5BaPdX4eYRaOMvJGOrJGWtKGGhNHG+InGuKEzfHC1gRRR7KYkUqwMklOjixosozqr4DDdWC0UQppAQOJWdLFZtgP0IA04RVbfYEuRPGgiAmENGqylRhvJEYbyLFGNN4MJ9uAqBNIXaO7p26oMKcpztT+F9WJAAuCTpLkEFTX70IaiNqgoFk+JcL7ltRoDTVaQ47VfwlpkoMAV3ap1T8VJoPrXaobUjxAsfEHW0B0QKINEm1Q0oEkMucBCRNJOmXpFAo1NL6qmj6ThqAPgn4E+qCQgybZYJwORtrIwUZisJboryH6q8jBSnKwEq+hkcP1xGiDZKxJMtYEx5rQRCMar0fj9dNQ/WeQ/h1JR26gV67pizZfhjfjvXSpScLUTFrmN4In03AIgj4AugHgURQbiyQ7KYoNAA/CLgT7/2eQ/leElkFaojCTHp7u8j2qMET/wtgBB2z8DyEta3cjNEiJeILRtrb6tJiXATc8je75mjwPMI2+YRkXZn7f9liIwbY7Fw/cMt8brLfF69waX811YYbbbxjv9Nfe4Hpymde5NT4aSj4aSp5nV7ueXOZyYqn76RWe6quuHf/N7sRvdid+sz4y12Lfjya7vjfbM8Ny/09Xj/xmffhX68ML5IR2OLnS/sRST+11Hpqr3TVWuamvxHvg104usz22+OKBuRb7frmw5xfTXbNNds423DZLZ8O36kp/P7nyb6dW/+P0mn+eWPHXI0v+68iS/zq16u8aSt+cXf13jbV/P7/xO6Pts0x3zTbf9bPlnjmX9865une23d5Z9vt+dD40x/PYgoAzS25orLilu+aO7tqHRutfm2/5cHl7jPWueNvdKY77M1xVMt33p7nsTnLYHm+3JdFha7LT9hSHbYl2mz9YrvhgueKTxbJoy+Wxl1YmWK1JslmTYqeUars+xVopxnRR/IVFufbrch3Wp11bn+W1u/2D8USNF2LfGG1x4pUbdFdr9lafYBYps0oO82q0RtrthV0RcDQGCYsQ2YxgJ4RcCnVRqJtC3V9BeuDff34F6QGpYD8F8VUIDxFsKKEjYQeuASC/AU02oPF6NFKPhmpRXzXqrSJ5FSSvguBWkrwqsrsGDjSg4RY01obETESyEMlBkIMADyEuQl0IcRDkQsTGTwi5FGJD/ArJRBIGFNFxsCwx1kKOtpGjbVJDfjEHkTy5a5MU0n94giU12vtDSB9YO2Pvqm9UVn2HK2nD/b9dPbXWQ3frDYt9D64expDGdfNHL+1on/OxfnqfvHW+hvQftbtxo/uDxxmM7Rhv9cQAnZRgvaQgXVxJx/lpxfhoYEJ/uK4W56clZXCwXmqoQcYN46xI0+wos+xI06wo44wbxqmhBklBuonBuqnhxmlRZsnhUkjnPbTOf2Rb+MS++Llj6UvnyjfXcTxlbbRffWxAQ1wgNvisjw+sjw+siw+siw+sT5BCuik5tCUptCUptDU5rC0lvC3tRkf6TTre6869z8y9T899yMh7xMh7xCh4zMBnV3m/P5PmFj3hFj3hFj3mFD5iFzxk5d1n5Nym50QxssKZ2WGdWTfY2RHc7CjMaV7eHVb2bVbOPXbBI87np90Vb3rrPg40xw+0Jo4zsyY684S8z6LeUlFPubC7bJJbOs4uHmcWjTLyRtoyhppSRhuTJpqThC1Jko5kMSMVT6Ox5zbVVwL6y8nBCjhcB0fr4VgLnGxDkx1IyERCNpLwINVLSfcPZS4iZDeieHgTGPI7qMlWaryFGm9C461gsh2K2VOQpnqklwbyfezpnIagk6K4BNUFAA8AHiC5GNJAwkBiOq6kqclGDGkwVgPGanAl/e9DGpNMDh6SYlIkg6JoJNkBiDY8N0IEA5Es6exZZhkm3dCWX3+h34c0EnLRJAuNdYDhZnKgnuytlvSUE92lZE8Z0VtG9lUS/VXEYC0xWEsMNRBDdWCsHo43SDdFFVH9fwXS8qCL0a8gLT+bFiIoUOA0NmXslQ4gAI+iuABIb7UhGoRofDqk/2Bx7A9/TeFZBmnJn0J6+A+SBmTOYlL9W+1uBCUITUJqWGptQfRQQlYfp6ws58XjcOvHwZaP/Yzeh5jHhVs+dlQLNd4VdUH57qWDIfpbr6ut8jy7Olhvyw3jnYHnN3mcWel+eoXXuTX+2hsCdDb6aa3HqHY6schGdZ7V4TnWR+ZaH5l78cBs090/mO2ZcfHA7Msqcy8dnHPp4DzrwwvsTyx1OLXc7tgy68MLnM4sdzqz1FlthcvZlS5zcgNvAAAgAElEQVRnVzqcWnr1yMJLB+ddPDDXYu/cC3t+Mdv9yxSk1/7z0KL/Ul3yV9Ulf1VZ9L8P/Pb/HPjtL6qL/9fx5f99YsVfT67873Nr/nF+0wzdzTO1N3yvu3GG8daZl5VnX9454/LOGXbKPzkdnOumOs/35MJw9eVBJxdGaCx/pK/03GTDa7PN7yy3RFvtTLDbneainOK0M95uS8zVjQnXtqQ470i+tjXGau1r08VvzJa8N1v80Xwp5nS81cp4q5Xxl1clXl4Ze2FhyqXlRc5bCty2Zrpsywk4NPbZG7Huo4Enos6g/gab7hojTvnZ9oLDzFKN7rpLYww/ou8ZGs9AokpEdiDIQ6gboG45pKG0MMD07fv3nwqQlo7qpkO6TwZphuwGpBFN1KOxOjRSiwZrUW8V6qoA3DKys4xglRKscklnOcmrAr11UkhLOhHJRhQPQZ4sqgs/sY9pN0A8IHsixENUJ5IwkIAGJ9rJ0RZyuIkcbCYHm+EoDU4wEJ8lvR8BPQj1Itj/+5CetuNN/Bmk963+9tDq709unKW1c57RgQUY0rjd/dr1LC6g5e1uRUjjChvPpN84n3rrelJOaExlLExu3ACP8VaP99NKCjyfEKAb738+3v98nJ+O1ArUWzPaWzPWVzvOTycxUC852CA93CQr8kLOTYvcW+YY1Tk3LTKjLqRHmKZHmGZGmmfessy4eTHr7pW8hzaFT+yLnjgWPXfG6RrVH/1qPvnXxQQ2xAU3xgdJLbgTgpqSghoTAxsSAuoS/OsS/OsTAxqTg5pSghvi/JvjA5oTg1qTQ9pSQtvSbrSl3WhLjaRl3aZl3aZl3enIvtuRfZeWc4+W84CW8wBfS389k/4jSNMzw+iZIYysUGZ2GPv/UPfWYVGmf/s/KtixdqFiKwq2u2tgoljYnajY3WI3ba/troGogKQg3d3NwHQPPT1z3/d1Xd8/rnuGwdjP83mO54/fb4/3wQEsu7orzOs+33Ge0d68mHv82If82IecmEec2CfchOfclFf8jHfivI/SIj9ZaVAdI7yBGa3iJepE6VpxlkaUqeBnNPJS5NyURlZ8XUVkbenX+pJQRWmopiJMXxVBsCMJbjTFj4fiJCRNQzUZqDYb1GUbIQ0UZVBRAVUMpGYCLQeQYoqUQEqCgBRRUkOwBB/peEjHxk1vSlFOKcuAvBwoK6GOTxEiQDb334YibA5qUvSKIwACEojwTiYCQkDRe+BIz6Tb3apiA6TzQCNtJoBPFX8NacNjKZJR9DmHmIQCEvJIyKEAiwJVJFWJ50a4SYUAFwE+ooxlYqICJE3BHoakGuy6gIAUaQVIxUHySlhbQknzSXE2KUgnBCmEIIUUplCiNFKcTkqzKFk2IcslavJgQwFoLDCGjNGclhf8GtI/j4DEvwESSI2FP9M8hKppLdYYOYXPV0w4p0NIh6CW9vKEDbhrgv9EsGUKhGIcoodQ/X+G9H/AsymkTQ+atQBqAFI0h/RPkjm+2/JtLq+bzlRMfjVIG4hCCkE9pBpJnQznYgGdkNKw6yW5xVkBoT6u/s/O/+26593t3QFee99c3nBv3/z7e+fc2z3TdcuUq2tsrqwee3PDhDubJ9/aOPHaWtuLK0ZfWml9ZfXY6+vGXV837tJK6zOLhx5fYHl84YAD83vvnd1z35xeznbdt//RyWla172zezvb9Xaa1n37H113zei5f86Aw/aDD8232j9nwFGHwUcWDjyy0Oqow+CjDoMP2Q/cO6v/zmm9nP7suf33Htumdt86ucfWyT02Tei6dmzHFaPbz7Uynz3YYvZgi1lW5rMGtLSzNLOzNJs9oMU8K/N5Vi0XD2+7yrbzKtvOjtbtV4/ttHlitz1/9No9+bfdkzvv/73bwd9/O/R7l9N2PW8sHnRr8UCPlUMfr7N+stH6+SbrV9vG+DpP+nLoj4Cjk4NPTg0+NcX/6Hj/o+MDT0wKPDru0/7RH5yH++we4rtriO+uIZ/2DPHfPzzw0KjgI9afnYcE7R8ZvG9Y5JExaZf+TLw4PfLizBi3xajyJZL6oobPqPqFgnVTVnyMn7WNmbKBn3dQVnFZLXgC6gKRKgVpi2lvYHrVsanxa4C01PCZ/8nbphgeSG/S1ABUB1Ad7TYKpAgIaUhrK5GqjH5iri9ANXlInA0FGYiTAVhpFDOdrEojqtJ0zDQ9N4sS56PaEiSvRFouRfAgJUJAiKCEXiZFImT4PRimy2KApAiJEcVBehZSM4GcAerKiOpiQlqilxSDagasq0KNLKTiIh0+8pRC8B2km7pHpvlvv4T0XJtus8d0XjC2q+OknuunWe6Ya3XU0ebipil39815fswBz6T9rm3EbwNubDZC2vfSWiyvfS+t/XBx1dvT9CgaQxqz2ef80jenHXC9PbMIz6Tp3bEbG35aGNJBtzaFuW2L8HSKvucc+2Bv/KP90fecYx84xz3eH/toX8zDvdEP9uBlsZgnh+OfH8PXVqlvXdLfX8zyvZL7+XpRoFthoFtJsEdJiGdJiGdJqHtJqHtxiFtJqGtxyJ3CoFsFgTcLAm8WBN8oCr5ZHHIrz/9KUcC14qDbpSGu5WHu5WHupWEeJaHuFRHe5RH3Kr7dr/j2oDzyIa6KqEecuBcGQtNKGotp3O7mJ70wDKRpSDMi3Su/uWJOc6K8uNF3eTEPuD9AWpjnKy72k5YEVpd9rauIVHASNYJUjShTLcyQ89IbOKlKflojJ7muMqamPLy+LExeHqatCtezvtEaWpSIZCmoOgPVZaH6XFSfB+vyQT3d8QbycqioQEoGpWJBvYjSiwEpNqQ/SWizDpz0oGZT6ipKwaAU5ZSCQSgZoAnSUhNIS2gfseacBoBnOBySICShm1HYQFTPQroqpCkHqmJKXtgE6V8sjv0wk6Y1qOFRWkYhCYWEFOJTiEshDoBsAJkQsBHkIMSjvfqQEAEBAgKDF6nYoMtlppA2MhIBKdIJkZqNGitQbTGQ5lLCDJKfQvCSCF4SyU8m+SmkMBWIMilJFiXJoaS5oD4fQ/p7Tv8fQ/r7w5XmCykqE+sxgi4jp1E9QjXQcGMGKAkEUgTxi2Y9QHKAVD+H9C+R/EtCGyCtbQ7pn0ZW/zQKs+GHNrgpp03xjFWIFiElArXYxhnohKSW3SjLr8gPyYx+He3n/uHu0Td39gTcPfjxttPTE46PDjm4bf/TbevU25sm3dwwAfP4xvrxtzZOxGA+u2TYmcVDzy0dfm7p8NOLhhxfOOic47BDC/runtlt14yuO/7svGlS2y1TOu6c3m3Hn902T+60blzbDRPa7/ijxx47eh3swNyB++b02zu7L649dv12Tuu1bWr39eM6rrPtsHZsx3U2ndbZdFo7tuPKUe0XD2+7YFi7ucPazx3Sbs7gtrOt2tgNajWzv9n0vmbTe5tN72M2z8p8mXXHFWM6LxvVYeXYLlum9HKa3H3HuM47xnXeObHzdpu228eY75vU4ezs3u4rR3ivHvlovfXj9aMerx35fJO1r/OkoCPTPuyzwQI64NiEjwfHfjo0xv/Q2I/7RwQcsv68f+Qn52G+u60+7RkScGBE6LGxEafG++0ZGnp4VPjhUTEnx6VdmRl3aeZXF7tIV0ck8EfVQUgegho+68XP6hjXJQUnBDlHZOXXGrkPyVo/pIpH2nykr0SkAEHZzyBdh2C1ySf/R/VLSMNaYNyqIfhIz0GaKqQuhw0FqD4P1eYjWS4SZiFuOmKmwcoUyEijGKl6Roq+MpXgNEEa6vgUITCk/OF8AYnRzAA0L4jEiOQhPQupmLChgqotpSRFpLiYFBZBSTmqZqB6JlJwkFaICDGkJICS/gLSalOLe7MFNl3mWXeca915gW23+eN6zBnbFTuD/jms3cxRHTCkN0wfsHvBsGPLbc+vn/jg4PyXJxb7XFjtd20jvocOvLU1xHUHfh/ve3++uuHj5XU+F1a/O7/844WVxhb3p0srjJx+e2bRu7OL8ZTa9AtC7mwJurX5y42NgTc3hdzZGnJna+DNTf7X1n913xHqui3UdVuE586Y+3sTHh9MeHww7uG+2Ef7jHiOfLA38sHeqIf7oh/tj3x0IO7Z0eR/zhnzpDN9r2V9vJ7nfyfvi2thoHtJiGdZmHdF+L2KCG/Gt7uFQbcKg24VBF4vCLye/+VaXsDV/ICref6XC/wuF/hdLvS/WhRwrTDwelHQjaLAW0XBtwsCbxYG3SkKcSsJ8yqPuMeIfMCIeVQZ81dV1BNWzAtO3Ct+4j+40S1M/keQ9Lcw5TU/6SU34Rkr9q/KqIcV3+6XfvUs+epWGelZFe3JjPJkRXuxor3ZMXfZ0ffZ0Q85MX+x456w4p+xkl/zMn1E+Z8lxV9k5cENVVGNVTFydoKKl6wSpKuEWWpRtlqUreBnYDHdUBXVyIhQVIarq8I1zAiCH0eKEpA0DdVkorps1JCD6nNRXa4JpIuRvAwqy5GqAqmZUMcHOiHUi4xlgLQAcxpqOFDDgVoW0nKhjgtIMaCkEEgN2qsar3FBKDQWALymMm54IVpzIyhAkIcINtIzkbYCqkugshgoipCiCCmKjO1usrEAmwkADQPoKn9U0rgnDFANhWpIJCOQmIACPeTqKZYeMAnIIiCLAmwKsGkHFXzYTZuliBEwxnDh/4rv1ljqAHbw1vF/hDTJTdKzE/ScOD07geAkErxkUpAORNmUJIeoySHqcvGhNjQUVZcD6vPJxiJKWUaqqzCkIZCBn2jKf6+6X6VOfd89a7L+IGlwQj124ca7svhFrama9s6UP2sv/6igjTD+Ec+mXW6tSamh6a8OawGspUANfvj41cOKIY9SjoAKAQ2CegQIBCiTIhAgENTTBqJQ0ZS1gGooHUdRU1jLT5eyEvPi/wl4ev717d0f3PYG3T3ke8Ppr2NLHx2Yf9/Zzm3r1GtrbV0cR55fNuLSSuura2wuLB+FP8R1dsmwkwutjsy33GfXw9mu+64Z3Xf8+du23ztvndppy5TOW6Z03jC+48YJnTZN7LxhfMe1Nu3X2rTfOKHz1ildd07rtXVK182Tumyb2s15Zl/nmf22Te2+zqbTauv2G8f/tmlC9zVjOq0c1X61dcflI9rPH2Q+Z1BrO6u2Mwe1mTGw9QxLi+n9W07r12Jaf7Ppfc3mDDJ3GNZ+0Yj2C4e1XTis7bJRndbY/LZ+bMcN1u3WjLBYPaTF2uEtdti2Oz6jx0V7S7cVw12XDfZeOezRupF/rRv1ZP1IX+dJ387MDTg62Wff6Hd7Rn46NMbviI3PvpE+zsM/7h/hd2DUB+fBH50H4y73572DP+8dHHR4ZNDBEYH7h0YcGR1zclyu68KUmwu+nLXLfrUf1XxD8gSkTkCKCK3UR857pGC5yzkeGukrbe1noIhB2ixEVSEoNHjvVKPmkMaPawBJABL8j0tkaHrRPw4A1RniL+tpSEMJgmJE8ZGWCZXlqLEE1Reg6gIkzkXcTMRMQ4w0WJGqK0wgS5JBZTpgZ5HcXFJUAGUloL6c0nAJnYAiRHRz0Tj/wsM1JKMQtkuTkkhKAhGihIjgIjULNlSAmnJKUgIERRS/EInKgLiMkFRQtUyg5tN2SaaGLU2Oe6aBrSoIVWYO47raj+08f+xvDuN7LJjQa65Ntzk2PeaP7z3LusucsV0W2nTD7e5d9kNPrBx/cdMUDGl8gvXl5hZM6K8eu77c3IILb5B9urIez6TfnaFXxrCYNja6351dbArpz5dX+l9dHXBtTajrtuDbW4JubQ6+vSXMbXuY2/bg21u+3NgY5rYdQzrcwynm/t74RwfiHx2Ie7g/8emhxKeH4v86EPPX/pjHB+h6cjD26ZGEVyfT31/M/ng19/P1HL/ruX63cgNu5wbcyQ90Kwz2KA71Kgu7W/71Lu5g4153YdCNgsDrBV+u5QdcyQ+4YgLpK0UBV4u/XC8KulEUdKM46Hb+lxsFgTeLgl1LwjzKI7wrox5Wxj6uin3CinnGjn3JS/gbL47hEib/I0x5LUh+xUt8zo57UhX9qOLb/bJwr9Jw98pIz8ooD2aUFyvamxXtzY6+z4l5xIn5ixv3FIdXclLf8rM+CAv8JKXBsvLQegYNaTk3RcnPUAoyVcIslTALN70b2AkNzJhGZrSSGaVhR2k5kYQwnhInImkaqstCDTmoIQ815GMlDevyoQHSSFGOlBVQxcCQxkVDGjtf6gVQx0daPtRwkJaLtFyk4yFCCAgJoKQQyEwgXY0dp005jQ+jIRRivduUbWXkNMFGehbSVkJ1GVSWGiGNre3xdjelLIHqsiZI/0RJVwNUR6E6ElUTSEpAkR5y9RRHT7H+M6Th95A2ZSH4DtLyClhXDKS5lCiN5CeT3CSSHUey40h2AsVJJLnJlCAVCjOhOIes/jmkYUMBJS8GqnJKwwR6LgCi/y2kFT8S2pgKZSC0tsmcy2ipbYh9xFenANYbUilrDfNsPNL+j5A28phovozdLGPjZ4TGkJYbAqcNkAY1JpA2TuUlhu8c2kwRQQUCKgQNa2VGNkM9gloEtfToHdQjWGfwNq+BBE8rZ8ir87S1BczcoIj3N995HvrocTDw/lE/133/uKz769ACI6Qvrhh9Yfko3Oi+vGrMxRWjXRxHYlQbIb1/bu+9s3s62/XcOb3btt87b5nScdOkjhsndlg/rsPGCZ02Tui0flyHNWPbrbVpv2F8py2Tu26Z3HXL5N+2Tum6bWr3HX/03Da1++aJ3TaM67JqdLv1tr+tt/1t5aj2jsPbOQ5vt3iwxax+Znb9LaZbtplmaf5n/1Z/9m35R58Wv/c2+7232bQ+ZrMGtFwwpO3Coe3sh7S2H9J6yYgOq8Z0Xj2q7ZqRrVcNN181rOXakRY7xrc/NqOni33/K4sGXF9k6bVi6PMtNv/sGP96+9i3O2x994z/dND2ze7hr52sfPaN/Hx47MeD1p8OjPQ7NPrj3qHvdw3CkA4+Mirw0IigwyPDT4yJPGkTcXxM7KlxsWcnZt22j7s6z//snNx3x1F9ElJnISIXaVOphm9a2WdC+g8he6ep8dM1fKNUqUhfgiguAtUI1SJY9wOka+jHtf8bSDcg1Aiwjy+U0eF1WjZUlqP6IlSbj6R5SJAN2emwMgWVpcDSZKooCZSloqpMxM6meHmkqICqLgH1DFLN0Wv5pF5oaBYaXrsM9xSmnKaTAEke0rKRvBLWViBpGRKVIGExEpVRolIMaUrFQ4QYwWpDjPRPIW1EtcJs0fhuC2y6LLDttnhiL4dJfeaP6zHXtqf9hD7243vaj+++0Kbb4nFdV0/t4zRv8ImV4y9v+f3e/rkvji/6cHFNwI3NQbe3Bd/ZHua+M8LLOfDW1sBbW7+DtM+FlT7nHPHUGW90+19djQtfZOFOOD6bDrq5PvTOplDXbVhAh7pu++q+AwtoDOxQ121hbtvDPZyi7jrHPtiHK+X5saQXxxKeHYl/ejj+6dG4Z0fjnh2Nf34s/tmJxNdnMnyuZH+6kfP5Zq7frTz/O/mBbnkB7rmBHvnBXoWhXiVh3iVhXqVhHqVhHjSkA68XBl4v9L+C2ZzvdyH/k0vB5wsFny8U+F/EqC4MvFYYeD3X73JewNWCwJsloa5lER6VUfeZMQ/ZcU84cS94CX8Lkt6IU99L0t7hwidYGNKc+KfMmMeMyAflEd5l4V4VkV6MKM+qqLvM6HuY0NzYJ9yYp4LEl7zkv3kpb3mZvsJcP3FRoLQ0rLo8vJ4R1VAZ28hMlHNTFLx0pSBTIcxSCLPkggw5P1XOTVJw4hWcODUvTsePJYTxpDCJlKTA6kxUhwmdhxryUUO+AdKm3jqlUFEB1FygEQCNAGqFUCtEOpGx8Gegjk9jmxIjSgwoKX5JNWCDzrQxWkzjcBuTkgFU/S+QRho62wrRnG42k26CdLN2t8S4OYJpSqFq/GBLABrSBjzj4gKST3cImmVlmj5qNMMz/uGHqAbpfwZpXoIB0nEUJxFyUwA/FQkzoTjLFNL4/z+szwX1uaixEChKoLoCaFmQ4EEoRrD6123eX1bzjMimRA3aAbtpL9oYTmVoV+MzYqQFSAGQnIKNFKpvekuX/BeLWvAHDW106/xJBFZzSKtNSoloTjc9KGBON89Hwt9FEoCMroq1tEs5UiKoNlDZhM3GzTiqDlE1iDIkkQAh0HIIZTlSVUgYMckhjz4+PPXe7eAnz0P+Hoc+3tz5/OTSh/vnuG6bem39uMtrxl5cZX1++cizy4ZfWDkav3Nm6bDTS4aeXDT4qP2Ag3P64vvmPbN67ZrRffsfXTdP7rRxYof149utGdt2zdi2a8a2W2XdZsUoixWjLFZbt19n22GdbYeNEzpvndJty6TuG8f/ts6m0zqbLhvGdV05qv2aMV1WW3d2HN5usVUbh4EW8/u1mNHbbO6gdnaD2s8a1NZuYJuZA1rPsLSws2w1s3/Lab3MZvVvMW+QxXyr1vMGtpo/yNxhaFvHke2XDrVYPsx85QjzNaMsNo1tv3ty5+Mze52f3++yg+XVhf08HAc922z9dtf4d042b7ZZ/71txOdD4946D3vtZPV+74jPh639j44NODIm4MiYT/uG+e4Z4r9/aMjR0WHHx4Qesw49NvrbKZvYsxPiztgmu0xJcJmSfmN+9JV5QZcXVYbdQfJMpC1GVBkii5A6HShikDwcKSJ08midKoXS5iOyCgEJQrUI1BkhTYfoNEG64WevGP9WJpCug6gBoAaA5L+EtKIC1BZBWR4UZkNuBqhMA+UpsDgJFCWikhRUno6YOYiTB/j5hKiAkJUS9RWEgkWoOZSWR7/iNYvTxaswUuORpAHSAqThIiUL1TGRjIEkFUhUjoQVUFiuF1eQNUxKyaf0Yvx9/q/GanJshtoE6SWTejtM6oNn0vPG9VowoReG9CLb31ZO7oVPsPB297OjC30urMaQxjL6m/eenxF69bvzy31dVvxIaP+rq33OL8Xle8Hx8+WVQTfXf3Xb8s3DCcvlMLftmNBf3XcY8Yw/Ge7hFOm9O+quc/S9PVH39iQ9xXg+HP/0MMZzwovj8S9PRD89Fv/yVMrbixkfruJGd7bfrdyAOzlfaEgXhHgXh3oVh3oVB3sUh7jRo+gv1/L8L+d/vpT32SX30/mcj+dyPpzN9T2X63su7+P5vM8u+Z8vFfhdzvO/nP3pYq7f5fwvN4pD7pSHe1RG32XG3mfHPeElvBIkvRGlvJOmf5Bl+MgyfKTp7yVp776DdGXUw4pvd8sjvCu+3WVE3quKus+MfsCJ+YsX95Qf95wX/1KU8kaY9l6U8VGUEyApCJIWh1WXR9RUfKuriG6ojJUzExs5yQpeuoKfgSGtEGYphJkKQZqSn6IRJGuFyYQ4mZQkkZIUOv65LgfRnGgGadhQgBqLMaeBooxSsUgVj1LzjahuRmj8oV6MKDGiZAhWA0qKX1JNjK6aYm2Mr7DGR+bmkJYZIC1CJA8RbKSrQhoGnW2lLEbKYmMEDVbSQFVKqSsoLQNvXdJRHD+BdK0B0nw9xSGbQZoL8JHVryFt4tvVBGnKCGkNEynKQX0hJcsmDJCmOPG4ADcB8pIRPw2JspAkm6rJJevzQH0upJ+Q8lBDHqjPRfIiqCxFGgbUsRHJR/QJSu1/CemGnxL6B0gTJr1oepwMIaTtOZEKIAVGtUnhz6hMCP0jpEFzQpteNjcjNEK6nxIaGoIvjc7MBgVfa2i/y7571aa3GSDtIolQY/P/A0oEDdansIFOQ6IMNs5AhqAIEXykYwJlhVKUxcjwj/Jx/eB19J3rgU/uh794HHzrsu7Z0YWeO6fd3DTx2vpxl1aPObN02LEFA08tHnLCweqo/QBcR+ZbHpzTd59dr/1z++6b0wdDesef3bZM6bxxYocNE9qvGGW+fGQrxxGtlg5rsWSo2dJhLZYNM18+ovVq6/Zrx3Zcb9t5vW3nNWM6rBrdbtXoDqutOzoOb7d8RHvH4e2WDG7rMNBigWWreX3NZvU2m2fVfs7gjnMGt59t1W62Vbs5g1rPGdR69kCL6b3N7PqZzbZsOXdAyzmWLeYOaGlvZbFkWJtFQ1otHdpqxSiLDTbtt0/qvG96jxNz+p6z73dr+eDbjoNcHS3vrRr0ZMPQ11tHvnca+8F5TMiJyZ8OjXm/d4TPvpF+R8YEHLP5cnSs/+FRgUesA49Yhx6z/npibPhJm7DjY0KPjf563Dr6tE3MqbEY0snX5367av/NdX1t5t9Inos05YioQkQF1BQCVSZSJiF1MqFJJ3T5kKxAgI9gNUL1CDYYIE0vS0MkhaiO/gZAsv8G0hLau9541EBDWm6AdO13kKZqCoE0l+JnkqxUqjyFKk6kChNgQQIqTaUhzc0j+XlaUb5OVqKrK9fLmYSKTWm4UC9ApAgBCX2c2awkgO4d4iUbPtRwoIIJ66poSIsrkLCCEpXrxRX6Wiah5JGEmADVBKj+N0IbHl7NHMZ1NVXSc23oLKx5tt3n2XZdMLYrhvTWWQMOLx1zdu14910z/jo0/935lXgaHXxne6ibU7jnbkxok2n0yrfnVrw5uwxvd+N293euJriwjA69synSa0fMXeev7jvC3XdFeOwOd9/11W1nmKtT6J0duMJcnb667cR/95unc6TXnsi7e6Pv7418sPfbw/2Rjw5E/3Uo7tnRuBcn41+einpyPPbF6aR/XFLfXUr7cDXd91rW55s5/rezA9yyv3jmBXnnB3sVhXgWhXgWBrsXBbvmBVzP97+e63c55/PFHF+XbN+z2T5nst6fzH53Ivvdiaz3J7N9TuV8OJ3z8VzOx3O5n85nfXTJ+XwxP+BqUfDNsq+ulZGerJi77NhH/MTXwuS34tT30vQP2LUbK2lB8is8k2bHPTGFNCPyHiPyQVX0I1bsX9y4Z/yEV8Kkv0VJb2UZn2RZAdW5gbKCkJqSrzVlkbWM6LrKGJyrIWcmyrlpSl6mUpClEJyaphgAACAASURBVOQoRdlyUbZSlKUSZajF6Rpxql6cSkhTSFkqKU2nZBmgOhPVZqO6XFSfZ9RzqCEP1RegeoNXbWMhbCyl5FWkkk0quZSKZ6qnDZAWIZ0YERJESRGoRrAGAto3wzBSqqZoux98JmTU05LmkK7+z5BWlCJlMW5345k0IS8iFcWEsoxQlwMtC+jZdL/aBNJG52oKSgEQURSfJDkUycEaGpFcRHIRyUdEM0jDZtOm7zU0hRpwQVSDiF9BOpbixGJIU7xkKEhFogwkzWwGabw4hpfI/g3SDf/zan6hZDze0DfPw6B+zHyEEItpAkCNCaeNpQJIBaDG6JL9HaRpSy9IwSaVrDYakzXPi9T+QGiloYwjc61hAqcAsJHm9M8hbcgqoCVUbZOTGlQg1Eg7k4NqOgQJ1SFQjT1QESlBQIgIPtKzcIq2nJ9aGPdPyIuL71wP+Nze/9lt34erm1+dWXZv/+w7O36/sWXSpXU2J5cOPWRveWThQCya98/te2BeP/z+3tm9d8/ssXtmj90ze+2c3mPHn922Tu2yaWLnjRM6rRzdevlI82XDWy4ZarZkSMulQ1stG2a+bJj5auv2K0e1XzGy3YqR7VaN7rBqdIcVIzssG9Z2yeC2i63aLBrUerFV20WD2iywNLfv32q+ZavZlq3t+lvQZdnKrl9Lu34t7fqZzepnNrt/i9n9zeb2M5vbz2yepdmCQS0XDbFYPNR82QiL1WPabpnQec+0nkfm9Dljb+mysN9Nx0HuqwZ7rRnkvbL/3RX9nq4f9N7J2u/AeP9Dth8PWvvsG+6zb/jHg6P8j479ctQaQzrkxJjwkzYRp2y/nbb9dto24pTN1+PWsadt4k7ZpFyYGu/ye+K1eeFXFsTd205WBiN1GdKxEcmDBIfSMoC6EClzkCqLIvNJUAYBG0ER/YeFQyRpGY0hXQ1RHW7wgmaZGf+5/ltIkzWFlDSX4GcRVWlEaRJVnEgVJsKCRFSchsozETMHcnJ1vHyNqFAtK1bXlVHyKlLJpD0ZCQGihAgYgnTpYCsRAkIIhZASACAgCC6h45BqDtnIBLWVUFaBJJVIXIlElUDEICQMfS2TUAn1hFQPq/WwGnzvRv5j1dGQXjiuO1bSc2262Vl3nTWm25yxXeeM7WI/5jcHmy4rJvXcYmd5aIn1mTXjvoO00bgbR2tgDf3u/Mo3Z5f/c8bx79NLPpxf/t00GkPauC+GL6TD3bdGeTvF3tsT6b07yntv9N19Ud57Izx2Y0gb34a778Lw/uq2M8Jj9zfvPV89nMK8doZ67/56b0/Eg32Rjw5EPTka/fRY1NMTRkin+lzBkM7yd830c8sK8Mj54pkX5F0Y5FUY7FEY7F4Y7JrvfzPP/0qu3+XsTxdyPp7L+nAm6/3JzHcnMt8cy3p7POPt8UwDqrN9z2b7nsUJ0/kBV4uCbpSG3amIcK+K8mJG3zMqadzuFqe+xTNpXuILbsJzTvxTVuxfVdGPGJEPMKQro+ira078M0Hia3HyO0nKe2mqb112YF1eSH1BWH1JZEN5dB0jrr4yvr4yvqEyXlGZoGSlqrjpKn6WSpitEuWpRHlKSa5SmqOW5GgkGTppuk6aRkhTCGkKKU03chrWZKPaHDwWpVWdAdK4QEMR2ViplzMJBYdUcrGebi6mRVArgnrMaRmiZKiJ0KaQlupJEUGJCUqIvbEMetoU0sZTbAmCIkTxEclDOhbSViJVBVKVIWUZnUGpKMBKmlQUGyFNaZhAz6YInjGA2QTSDQDWQiADlISi+BTBw5BGpAHShAmkqZ9DGvwLpHVVUFlONeQTsmy9OJUQJBP8BJIXB7hxgJsAuAmAn4KEaUiciWRZoDaPashvInRjviFS81ft7v+C0CYnSf87SEPa+QtqvmOnSYhFc0g3cfpHQiv/FdLfa2gDpPGkXG9Q///OaYFhM19gWBisMQnSrkeonk4RBlJISSAlwZAGhIQiRPQ1v54HdWygrEDaKrI2n5sTHO/r4et97PXV3S8vbPpwdfPf55Y/PmLvtWfm7e1Tr2wYd3bFyGOLrI4tsjq8YMCBef0woQ/ZW2JOO03r6jSt687pPfDB1ZYpnfEcep1th9Vj2i4fae44otXyEa1XjGyzfETr5SNarxzV3nF4m6VDLZYOtVg+ou2Kke2WDWu7eLDFokGtF1i2WmBpvmhQm0WD2tj3b2Xfv9XCgW1nW5rPsmw9y7L1rAHmsy3NZ/VvNat/i1n9W8wbaD53QMt5/VtgQs8fYOYwqNUiq5ZLh5svHWW+2qbt1qld9tn1OmFvedZh4AWH/i4LermuGHB/w9CH6wbdX93vyTrLv7cOfbtz+KutA97sHuqzb/j7vcN89g3/fNg66PjYwGNj/A4OCz5uHXHKNuKUbdTZ8bEuk2JdJkWdsUm+MCHxrG3apT+SLk1Luj4/4qpDwiNnJIhFJIv2K6QkiOQjHRNpypCumAKlBGRQiIuQxND5qP8ZpBvoP/r/DtIywxraTyFdTz+ugWpECZGGCxUVoK4YyPJIQbaOmUaUJ1PFibA4GRUlGyENuHl6YaFGUqSpKdU2VAAFEypZtA+Jno8IASIEiBTQR5vYCNmQ6UcRPC3B0WpZOiVL11hF1VWiagYNaQkTSapIWRVRzybVIj0l06JqLaoGTVbkP8EzLrNF47sttP3NYXyPZVP6Lp7Sb55t91ljus0e233+uB7zbLvOt+5ib93RcUL3LXaW+ATLY/fMp0cW+FxY/eXmluA7240pWIG3tmIlbQrpf84s/TFgA5t1Gz1Mgm6uD3Pd/M1ze/TdnbH39sQ93J/w6HDi4yPxDw9Fee/FSA533xVyezsGc7j7Lszsr247I7ycv3o4hXo6BXvuDPHaFeq9O+yuc9j9/V8fHIh4fDTq6Ym4l2cS/z6f+OZC8rtL6b7XMj7fTv90J8PPIyvAIyfQKz/YqyDEsyjEoyjErfDL7YIv1wr9r+Z/vpT38XzOh9PZPqey3p/Mens06+3R7HfHct4fx2I62/csFtP5fhfyA64UBV0vCb1dHu7G+OZRGeltnEnjxTFh8j/8xNe8hFec+GfsOJrQeLu7PMK7LPwuI/pxVewzTtwLfuJrcfI7WdqHmozPtZkBjXkhjYVf5cWR8vI4OSO+oSqpoSqpoSqhsSpBxUxSsdPUvAy1IFstylGL89XifJU0TyXL1UhzdbIsDGm9JFkvSSal6aQ0AxclywTVWVRtNjDOpzGk6+juN6gvJBoYusYqvZxJKtmUigebxLQYakVAJ6K0QqATAZ0I6qSAkKEmQtcZCU1QEq1eoCOEOoKvJwU0qmn/v2rQFP74C0irGUhVQUNaXYrUxUhVApXFxpk0pWXgCKwfIY09+hFs8ryEBA8SHNqglDYw4SM9H+mFSC9GlJS2/DREyDWHdAMwEJrChv7kLyFN8uIANwHyEn8JaXmBCad/tTj230JabbIdZgppPQR6o2mRKaTpTCk6i4KgkI5CGoDUJqU1JFjofwFpCgASABJAPWZ8kxaHOsMnjaUxPAT8CtKkYdsc62mFoe9d+8NYWoAQ11B8w70c5nQdQrUI1tAerpQIUiJAChElRYQEb0HSkCb4NKRVFfrqXFlpVHHcm/gPrn5ex19e2PKPy9rXZx2fHne4f2CO+65pWEy7rLY+uXToUYdBRjGNZfSeWb2cpnXHtePPbtumdts0sfM62/arx7RZZ9thlXUbx+EWuMu9YmSb5SPaLhvWetmw1o7D2zgOb7NsWOvFgy0WD7ZYMrjtsqHtF1u1se/fcn6/lg4DWy8c0GZun5Zz+7RcMKDNXEuLOQPommtpMXdAq3kDzecNNF80uM3CQRb2/VvO729mb2m2cGDLJYNaLh7cynFk62WjLTCk98/qfXxB/7MOli4L+5yd1/Xmst5eawbcXdX//up+T9cPeLFxwNMN/Z6s7/3WeYj/0bGfDo3+cGDY5yOjgk/YhJy0/XxgaMiJMVhDR50dH39xStzFiZGnx6ZempRwxib14u8pV2akui6KvuOY/vIoqstEJA9REghqSKoaklJEChDBQiSDggw9qiIRHyCZYUBTj1Btc0jXQNRgaN7U/srP56f1A6TlBkgrfgpp2FgKaouAKFfPSicrUqnSFFSaikpSUWkGYmQjdgEUFBHSEl1tmV7OJNUspGIjFRNp2EjHQToO7X2kM7ySEHTGLtCzgZ5NEmwtwdHo2Vo1Wy9ngvoqWFOJqplIxkQyNpKxqGqmvpFDaMUEqNahGi2qAb9ms1H5mC2Z2GPR+G5LJvRa/nt/x6mWC8f1nDOm+1ybbosn9lk4rvs8647zRrVfYtt5i53lsVW217ZP89oz6/mxBb6X1gbd3hLiuiPEdVuom1OY+47gO9u/3Nzkd22j76XV711WvT3n+Obs8rdnl709u/j9uUUfXJZ8vLjs0yVHTGjsNfb58sov19eG3Noc7rY90nNntPfu6HvOSU+PpTw/kfridOKTo9H390d4OYd77o7wcjaFdOidHSG3t4e5OkV47ozw3hnm7RTq6RTisSPYfXuw545gz51BXrtC7+0Lf3gw6snRmBcnYl+cTnh9LvnNhVSfy2kfb6Z/upXl75rzxT0vyLMoxLM41KskxLMo2LUo8BbeGsv/fCn30/ls37PZPqey353IeX885/3JXJ9TOR9O5/qey/10PvcTPZ/OD7hSGHi9OORW2VfX8nC3ighvTuxTTtwLfvzfgqS/hdjDJOEVN+E5J/YpK/YvVvTjyqj7ld8elEd4l4d7lX71ZkY/Zca95Ma/FiS9Ead+kGV8qs36UpMT1Fj4tbHom7w0VlERL69KbmQm17OSG6qS5MxEJTtZzUnX8DM1whyNOFcrydNI87SyfK0sTyvL08lydJJMrSRNJ0rVCpMJSRounTSdlGYQ1ZlkTRZZm21Qz0WAdp8uBPWFVH2Jvr5C11ill7MJBYdS8YCaj0w2yKBWiGfVQCPAzG621A1lEIohJaEooV7L1et5hI5DEFxA8gEQQMDDTpPNtsaAxABpISJ5SM+BWhbQMKGqCqoYUF2B9JVIV450DDr/SlsJ9VVQzyQ0VaSWSeq5gMTZl8ZRZZ3B8LIGUhJACimCRxG8pka3aa+bECMghvTGB+1b8iOkMafpxTGSj3RMqCyn6gsJWbZenKYTJuv5CQZOJ1D8RMBPgaI0JMmEsiyqLo9qwL5j+UhehORFqLEQyguJhkJCXkQYTrAAKcQPCv8yfv41pH/CaQh0EOi/V9LoR0hTFNRTSAeQ3sBmGs8AEeCHkGZjlxtA/Q+ElgOkwEj+sZrr8iaB3rQNDglTTtNiumnBm+Y0QjyEuIYzd+NRO+Z0DTKcxmLTZkAKgU5IaQWkhg90fNq5Fl/NkhykrtTXFMj5qdWMWGamX/xnL1/vo0/OrH56ZuVfJ5fdP+LguWfOre1/3Ngy5frmiaeWDTu2yOrAvH57Z/d2tuu5y66H04xu2/7ounN6D1w4D2P9uI6rrNssH2m+ZkyH5SNaLxnScvHgFkuGmC8b1nrJEPNFVi0dBrVaNqLdqtGdlo1ot3Bgy3n9Wywa1Hr5yE5LBred17/FvL4t7AeY2/e3sOtpZtfDbF4/8xl9zGb0MZvZt8XMvi3s+rSw62uGa8nQ9g5WrRdYtrK3NFswoMUiK/OlVhZLhpivGNlm+WiL1WPabJ7caf/MXsfn9zu7oP/5Bb0vOfS6sbTXzSU9bjl08VjW7emG/i82Wj5a0+PFlr4BR0Z/Oz819NQ4v0Mj/Q+PCj5hE3Zy3JcjI8PPjIs5PzHyzLjIM+NiXSZFnR0fdmxkksvE2JNjk12mpFybnunlmHB3ba7vOaQrQzoO0skIXa1OV0sRNZCSIIqDyCoKVOkRi4Q8inbIqUGoBiGZgdD4D7HaZCb9H5X0DzPppsWxph9YWknTu2PViBJDHZ9UMqGiAtSVkJJ8PTdLW5WmY6RTFRmQkQkY2ZCVh/hFUFJOVleQ9VWUioPTdKCGgzRcpOUhHQdp2EjNQuoqpGUhLQtpmEjLRjo20LKAlkPpOKQet7tZhKKKaqxE9ZWojonqmKiODetYRD1br+CSOgkJa0hUS6JaQ1BCHUQNCMoNhY8G6d06syXjuy2d0H3phB5LJvZYMqHX4vE9F43r5WDbc/H43g623ReO7eJg08VxctfNs/rtWzry1Bqb65snPtpv9+6co/+1daGu27557Yzw3BnqujXkztbg25sDrm/wvbjyzZmlf59a9O6co+/FlW/PObw9t+Dd+YXvXRx8Liz6cHHph4tLfS8u97u62v/aui83NoTc2YpPnxP/OpT09Fj6P+dTXp9Nenk2/tmJ2L+ORj86HPXwUNTDQ5F390Z4OYe57wi+szX49paQO1vD3LZ/dd8efHtjiOuGENcNIe4bQ9w2B7tuCnbd8sV189e7OyMeOEc+2hf1eH/Mk8NxL44n/3Mmw+dCrv+13C/X877cKghyKwrxKAnxKg31Lgu7mx9wJ8//dl7AzdzPV7M/Xs70dUl7fyb93cms96fzPpzO/3Auz+ds1vvT2T7n8j9fKgm8Xuh/hb7ICrxVGHSrJNS1IsKTGf2AG/eMF/9cmPBalPxakvy3KPmVKPGVIPEFP/4ZJ+4xO/phZaR3ZcRdxjevqm/eVVH3mdHPufH/CFJ8JBmfqrO/1OWFNBaFy8uilRWxiopYRWWCnJmoZKUqOWkKXrqSn6HhZ6p5GWpehkqQqRZmacU5OkmuTpqnl+UT1QVEdQFZXUDIcnWSbK04SyNK10pSNeIkjThJLUnRiFM0kjStNF1bnaWvySNqC8m6Yqq+hKgvI+rL9HWl+rpyooFFNLDIBg7ZyKbkHKDgAgWbVLKRigvUXErFoVQcoGbTh1g6XpOnJl0sqGUBXRXSs6CeiXRM/BYRLESwEcWhHb4A38TfW4AoASR4EC+NE2JEiGkfFVJkDOrAxmTYQxTo2RQ9aeZCwEPQ5GC66YKoFtGSXdZUSPJdQYgNT4SgqWFuaiJtbBLUQMwAHQ+pq/BMmpBlE5J0vSiFECQS/ASCn4BdTQgBth7LJKVZoLGAbCwAiiKoLIbKUqgsxenxekWpXlGqV5UT6gpCU0XpODh2E0FaIuDlNcPtUO0vgC1v3qBWN+9U65spYERASP3KGqxpxtysfnoPDQx3z1qI1FhAGxfCAe1QZhTKmuYn2qaH1D894sJfrDFQvwGgOmBI3oSoGiFR0yzQxDzHYOPaFC1KbxvoBXQRPJPiyGvzEeQhJNTJS2T8VBEztrIwpCDJ563XsSeXd3idWON52NF9v8P1bdMurZ94aZ2Ny+pRpxZb7ZvTy2lal21/dtk2vet2u547Z/V1noXdSLptmdx188RumyZ03TCu6zqbLqutO+Nh89KhFsuHtl0+tLXjEIvFgy2WDmu/eHj7JUPbOQxtu3hI24VD2jpYtVkwuM2y4R0XDWu/aHDbhUPaLhrc1t6q9XzLVrP6tpzRx2x6n5Yz+rSc2beFXb+Ws/q3mmtpMW+guV0vs3n9Wywa3GbZ8A7Lh9N7Z6tGtFs5ovXaUW022rTfOqGj85Quh2d0P2ff5+pSy6tLet9Z0cdjdT/vlX0erev7crvV253D3jgN9t0zJODwiJDjNiEnxnw5MjLg8IigY6MjTtl+Oz0O97qjz02Mvzg14dLvsS6To8+Oz746I/HMxLSr01Jvz4q4PuOdywxVyRskz0V6ESLkiNQhoENQAYEMQA6ETAqwKYpL57XQP6o8BPHMgo8Qn55cQOzAJdVTPALwSSigkBDfWVGISyEuRHyI+ADxAOICxKUQh0IcCnEpJMT5V0ZtDekfVaNkr0Gohm7dUVJKxQJyBllbqpUWasT5amGBVlSoExcRkjJKVgFqK1EDByl4SC1AagHUiii9mNCLSA2fVHOAgokaGaihHDWUofpSVF+KGspQQzmSVyIlCyo5UMmBisqmUlUhNRNqWUjHJlRMQs3Ra/mEXkSRMghqAKyHqAYhCURYITQgpEJQgyg1IhsRIUUEF+oZkChtgvTSCT2WTui1ZHzPxba9Ftn0XDi2q711p/mjO9qPab94fKe103vtXDT4yMrRt7ZNenxg1vvzjv7X1oXc2RLuseOr+/agW5twBd7c+PnKmvfnHd+cWfLmzJJ355a8Pbfg7Xn7dy4L3l9Y6HNh0YeLi3Ey9KfLq/2vrQu+vSXcwyn67r64BwcTHx9J+OtI6t8uSX+fT3h1Nvb5qdgnx6IfH4l6eCjq4YGv3s5hXrvD3HeENN1obQ1z2xJ8a13wrTXBd9YG31kbfGd98J31gbc3BN7eEOq17evdHd8eOEc+3BP1eH/88yMpf59M9zmX63cpN+ByXsD1gsCbRUHuxcE0p4uCPIqCPAq+uOYF3Mz+fC3D1yX1/dmUt6eyfc7k+Zwt8D2f/+Fcts+5XF+XAr/LJYHXiwKulQTeKA66XRx0uyj4dkmoa0WENzPqETfmKT/uuTDhpSjxlTj5lSjppTDxhSDhOTf2MSfmESvqXtU378oIr8oIr6pIz6qo++zYl/yE96K0T7KsgOqcoLr80IaSSHl5jKIiVlEZJ2cmKlhJCnaqipuu5GeYFoa0RpStk+TqpXmELN+09NI8rThHI8rUiFM0kgSVOFElTlRLUjSSNI0sU1udpa0t0NUV6utKifoyooGhr6/Q11fq6hhEA4tsZJtAmo0LKjlQyQIKJlDS33xIw0JaJtIbimAhPRPpqpC2EmkY9DvG0lXRX0PnYuHCnt4CRAkAKQSkEBASSEoBVQ1BDQQ1EMggJYKAh9MysNc3njHTk2aSb0hTF/wAadMl4WrQ7O626ancYEkmNJ6HNQdhnYklVjVCUqTjITULKSpAXTFZnUdI0klhKilMIQWJpCCR5CcTgmS9MJUQpWEfb5yLhffSoboMqEpJVTmpKtcbilBXkFom0LPpZXXD783EKxFD+qd+mQ0mrWPlv3KaRvXPIG1Y9v7ZXz94f2KgEs0hLQdITqF6CtUDuuWggEgBkdIE0s0OwOgl8+//zcaFcJ2JOjdyGqceyZrXv0Na2JzNNKEhwUFIiABXqyzTqcq1yjIhN7miJELMSc6Ofef78ILbqY0eJ9bcO7n21u45FzdMvrR+/IU1o885DjvqMODAvD575/bZPae30+zeTna9ds3s4/RnTwzpLZO6b57YY8O4rmvH/mYC6TbLhrVdNqztssHmi6zMFw9p6zC03cIhbY21YHCbBYPb2Fu1nj/IArey5w+ymD/IYo5ly5l9zWb2bWWAdKsmSA9ovWCghYNVmyVD2y0Z2m7pkHbLhrZfPqL96pHtV49os350m802HbZP7LB3ym9HZvZwse97damlx2orjzWWXqv6ea3q9Xh9v9dOQ/7ZYfViS99Pe4Z8OTg87PiYsONjQo6ODj4yKuz4mG+nx8WcnxR9biImdNKVP5OvTku8/Efc+ck5l2cknpmYdn168p1Z4Tdn+t2w1zJ8kbIQ6SWIUCGCRBQJoQqgagpxAWTiH1VIcGj3X5KFyCpEMRFgIcBCgIMgx/DILoCUgKL4BOCSkEchPkACgHjYMRAiHqQJzQaITaEqCrEoxMFP2CaHJBJIP8zVmvzg0G45CFYDLY9SsYgGhrquTF1doqguVVeXqWoZ+nqmXs4GCi5QCZBGjHQSpKtGRDVBynSkVK8TkmoOkDNQXSmqKUbVBUiShyR5SJqPqotQTRmqr0SNLCRnIzkLKaqQogopq+j0W4JDkhy9nqPX83SEUE+KACWFoIZeakNCiPgQihFVg0gFIhVI34C0EkTyEMVAVB4iMn4J6UW23RfZdnWw+c3BttPSiV3Wz+yze8nQ42vG3tkx5cmhOT4uy/2vrQu+vfmr+/ZQ163YbRtD2v/aOt+LK9+dW/bP6cX/nHZ4c9b+7Xn7d+cxoZd+vOz46cryT1eWf7q8OuD6+lDXrVF3d8c/OpD41yFTSCe9PJ3w/GTc0+Mxfx2NfnQw6uGBcM/d4Z47v3o4hbnvCHPbFuq6NdR1a8idTRjSQbdxrQu6vQ5DOtBtU7DHljBvp4j7u7893Bv79FDy6xNp789mf7qQ43/JCOmSEM+SEK+SEK/iYM/iYM+iIHccW5n9+VKGr0vGh3MY0rm+Lrm+Ljkfzud9vFDof7U06Gbhl5vYK7Q0xLUk1L3sqyfj211m1CN2zBNu3At+wgtB4kth0itB4kt+wnNe/DNWzENm9IPKyHuMb3crIjwZ37yqou4yox5x418Lkz5IMvxqcgJr80IaCr/KyyIVjGglIw5DWslOVnJS1Lw0lSBTJcj8kdO0mJbk6qV5RlrrpXk6Sa5WnKURp6hFiSpxskqcrBKlqMWpGlmmRpapqyvU1RUS9WVkQznRwCAaGERDFdFQRTYyyUYm2cim5CxKzqLkVUDBBAomJcduoAxSXkYpyoGyAqoYNIzpUKkmQkN1BX5rrKavJFiI/lnFWeg0pCElQkBsXEZDEE8ZDVF0OIwLiCEloBOuSCEg+bSnLhA3rfv+30D6uxFRc0hr2EhRAetLqJp8UpoBxOmUKJUSJlHCJFKYQgpTCFEaJcmgZNlkdR4lL24itIYBNAxKXUGpK0gNA2toQlNF6ehN9f8fQdpwWKWGSGkcBBqUtPx/C+kmPW0yulZA1AhRPaR3jgxTRlxNPRJTSJsEspF8w6SjWdXJ8hAUIIqnUZSrGks5VQlFeaECVnI1Oy07+v3b+2c9zmy8eXDZjT3zrzvZ3dgx7dzKUacdhx5fPOjIQsuD8/vvmdPbaUa3rX903vFnN6ffu26f0mX75K7bJ3fdNqnrhnFd1o7tvNq644qRHZYOb7tkWBtciwdbLLRqZW9lYW/V2t6qNWazseYNNJ87oBUeOeMvmDfQfFb/FjP7tprRt9XMvq2MkJ7T33yupcWCgRYLB7VeMNB8vmXLeX3N5vdr4TColeMQizUj226wboshvWdylyMze5yfRemf1gAAIABJREFU3+fKkv63Hfvfcux1Z2kP9+Xdn20e+GG/9ecD1u+dhxghje+s8DuRZ8bHXZgS6zI57sKUxMt/JF+dlnJteuLlPxIuTM25Mj3p7KT0GzOS3WZH3J4T9WgdxQ1C+gpEVNOQBoQJpNkkwaZ0HErDpLSVpIYBNAygLYe6CqStwHl0UF+Fs+EhwaMIHkUZZbTIEFwh+JmSZjVX0mKj3U1zSNcbzz3o7jchRnoBUHP1SpausUrbyNI1snRyDlAJgEaItGJEVCOyFoE6RDYgWE/fquj5pJJJ1ZcAWQEQZUJBBsVOodgpkJtG8TMpcT6UlYC6MthQiRRcpOQiNQdpuEjHo3fKgICihAQlBBTOvJchSkZ/9yIhQgJICQApRnoJ0kmQloc0FVCRBVWJUB0F1OG/hPSS8T2XjO++ZHz3xeO7LJv02/qZfZyXDju5ztbVaaoppLGSDrmzJfj25qBbm77c2OB3da3vxZXvzzu+Pbv0zZlFWEnjXrfvpWWfriz/fHWF39XV/tfWBN7c+NV9e/Q95/hHB5KeHE55ejz52fGU12cTX59Lenk68cWp+GcnYp8ci3l8KOrhgQivXd+8d9PltTPcA6N6c+idDSG31wbfWYshHXxnfdCdjcGum/xvr//iujHEc3uYt1P4feeYJweTXh1PfXcGQzr/y42i4NvYGbQs7G5Z2F2spIuC3HEiVl7A1Vz/K7l+l7J9zuS+P5Ptcy7b51zOh/N5ny4W+l8t/nK9yc073KPsq2d5uFdl5D1W9GN2zBNO7HNe/HPMaX7CC178M27cU2bUIwOhvSsiPCsjvZnR91jRj/mJ/4hTPsqyAurygusLwhqLwhXlUcrKGCUjTlkVr2AlKdnJKm7qd5BW8NJx99uop7XiHExrjGoMaZ0kWyNO0YiTjJDGSlojzdbVFerrion6MqqxgmyspORGPDPxh3QpGAY2VxCNpURjKSEvIeQlpKKUUpYBVTnSMJopZg0DqiuAqhwXpSzDX0ZzWltpkN1MOoqKZBuiIbEAqjZkv9ebdKtk9HiGVk546CiBlAgBKQJi+vP0XPx/Aenv2t0/DoDrDD00KdLzkYaNlAzYWApqCyhZNiXJAOI0KEoD4hQgTiMlaZQkA1TnwOp8UFsAlaWY0MaZOr34pq2ktJWklokJDQkOpAR4uP7/LUijf0Ppj5w2gbRpu/t7K5WfQbqZnm7uSoaRr6ATQZqqznDPY/CjNV70YULDnxMakVxI8BCSpif537i87/njK0W5ESJulpCdIahKk7LSCxI/P3c/ds554YWd827utb+1y+7c2nFnV43Ck+nDCwbsn9t314zu2//o4vR7lx1TO2+f0mn7lE47pv62fXLXjRM6r7PptGZMhxWj2y8d3hoTetGwNguHWNhb0VoZy2VTWmNJjT/ECtveqvWcAa3s+pn/FNLz+recb9lqvmXLuf3M5vYxm9fXbMGAFkutWq0a3nrdqNYbx7TbMq7trgkdD/z52+nZPS4s7H1tUa+by3q6L+/ttarXs80DffaNDjhs43/Y+vPeoYGHRoQdH4Ob2xGnbCPPjI8+NxETOuHS74mX/0i68mfi5T/iL06Nd5mSdWV68rnJmbfskl3nht+en+17GImjEGAhogaRGuz7BqEKwFoK8SHiUDoWpWETqkq9ogy/epCNRZS8mC5lGaUsI1WVlIYJtBzsj2u8B8E+3hjVEAkh3QDnGeQ11yijf4T0zxzgGxCqQ0CGKCnSi4FOCDQCUiMAGiGlESO9DBHViKpFAJvkyBFUItRAZ88QPKCsJGsK9cJMPTtZXxmnL4/Rl8cQFfEEM4XkZVHifFRdCusYSMFHKiHSCBF9AmOwxG/mtCij44soHBbABxQX6NlIx0baKqQpQOpUoj6EqPPV1r5SVz/9JaQXjPnNweY3B5vfFtp0dLDtsOqP7jsWDjq6yvr29sl/HZz97twyv6trg29vjvB0+ua186s7Hg9vxjLax2X5+/OOPi7LfVyWvTu/yDCNXoxltN/V1X5XVwfd2hB8e2OY27ZvXjtjH+xLenI47cXx9FenU16dSX51JvnVmaSXpxOfH49/ejTu0aHYhwej7u2Jurcn+p5z9D3naO/dUV67vnluj/DY9tVt01e3DSGu60Jc1+HhdKj7llD3LX631n1x3RjssQ1DOvqvAxjSuX6X8r5cKQq+XRrmVhF+jxFxnxHxoCL8fvnXe+Vf75WGepWEuhcG3ckLuJr9+VL2pwuZ789mvjuT8fZ05rsz2R9c8j5dKvS/WvDlGiY049tdGr3f7lZGPWTGGCH9kp/wygDp5xjSVZEP8RfjfwpDWpD0RpLmW53tX5cXWF8Y2lj8VV4WqayMUVbGKKpi5Mx4JTtRyUlRcVOV/DSVIN1IaDk3zchpU1SbclovzdFK0rSSVLUYV7pGkqGV5WhlORjSZEM51ViBtTLd2ZZXATnDpMqpxjJKXko2lhANxURDMdFQiPOkKXkxUJQgVQVSVSA1A69kQ2U5UJRR8lKgKMPv4Pdpb3ANw2T5y6iqTSBN72oaL2qMrsu1CBksf/EGL4UjbvCiEFZUePj0fwVp0/tFI6SrkV6ItDSkYV0hrMkF0kwgy0BSXJlAmgllObAmF9UWwoYipCpDmnKIG/66KqSrgnom0FUhPb0Rig/JDAffov8tpP8znv/3kP4eot/Pjw2cbjqzNv6WmuxIf4S0Kap/0vduan0jpEFIg5AKIRUCKgRU9FX0T7ZscEKRCNvQIshtlmhusgOBUHVFcazTFof+vVo671hWUZygrK8qyo2qKEsU8nP5zLTEiNdP3I5cPrjs9NbppzZMur5j+uXNU86vHnvacfipxUNOLBh0dJ7l4Tn9dv/ZZefvnXZM6bBjSgdM602TOm4Y33HtuA4rrds5jmy7eHjbxcPbOgxvt2Bom/lWrY1yGfe0jZxePLyDw9B2psCeO6CVXT8zu37mM/uZz6Q53cKuX8vZ/VrN6W8+t18L+wHmDlatFw1us9iqzZLB/4+9tw6LMn3/v1m7sYsGuxXsRGmwAwM71o5dV1fXVpBGsLADBMVAuru7mQGGYYYaYnoYJu44nz+umXEQ3e/u5/f91fM8c7yP60CO2WFYved1n/U++62d0G/TpP4bjHptnthz25Q+O2b03juz32GTgWeXal5YPfyO3ThPe73HDhMe7tR9aD/+6W5dv4NGgUcnfjo28eupySh6RvltpOSrC1OvL06/uRQJcTrlysLc60vTLs/PcVqV6mIR7mRFj3MEdjoQTJBzgJAAIQdSDiAmgQPQBCSDkNTiHbWYgCrjlMnaS6RtRfL2QoxdhCRnl2CcUoxHwYVVeEctLmESOEvpYPhNXYHdpH7ZIkJ3r0n/sIcDgKP4hEFj9FgLibWBvI3E2IBxAOcAwQNSaeFHiAD4AK0ADSCrIwQUjFUopWd0ViaIS6JkJdGykmhpaZy8Mllek0k05ENLKXCqQFhPiptB0gLyNmXIofJ6UlgmKxpm8WYgGgEagWSQGI2QUkFaBuJsECaQvE/AfyVvvydouNFS8/tPIW01c7jN7OG2c0ZYzx5iPXvQpkUj9lvpn9sy47bD3PtHl7/+w+b91U1fbm+PcN0b5b4fQfqr484P1za/u7z+3eX1gVc2vr+66cO1jQFX7AKu2ARetX1/zQ4luoOubwq6vinEaUfoXcVKK9Q1lvX8t5xXf6Q9/z1NxelnvyU/OZv08FTC/WPxPkfjvH+N9z6ignSMx74Yjz1Rbg6RrjvCXOwRpMNcdoS77Y5w3/P57vavrrvCPPZFeB2I8jmiiqQLPl4tCr6hsAmL9qmJuV8dfb86+j49/jEt9mF1tE9FuFtxsFNe0NWsgEsZfn8gSGe9OZ/tdyE/8K/ij9eLv9ws/nKTEu5KjXJHTmHVsd7Vsd41cQ9qEx7T458wEp/VJ79oSHmpTHc/YyY9pcc/qo17WBPrXR1zr1phMYYi6ZfNGQGtuR/ZBV/YRSHckjBeeZSAGiugxgqq4/g1iQJakpCeJqpLFzIzRPWZKkKrhFCNaK0qUaO8t6wlX9aaLW3JkiiUI23NlbYVyNqLZZwyObcc41EIQRUpqiUVjQ+1pLCaFFIJAYUQVhICCqIsLijD+KVyXpGcVyLnFcl5RZigEBeUEMJSQlhOiigqITBj/PKfQlpMRaEkIa0mZTSQ15Jy5s8jaS4A5xun0QWmGITtKuUkBhDcfwNptCkL1bRa0XiYWk/W95wGaAN5I0iYIKYRAgrJLSfYxWR7AbTlQXsutOeSrblkex6wC0lOEfDKQFAOYgpIqN9K8irhqoZzhiLRTTYBqJfW/gmkf9g49nNI/7hx7F9B+ocQlaqiXjRIo3onXSFN/ODFfryXuvv6LKlyyWY3d24QAvAVrd0KSDeQZD0JDBIYJPEdpNFga5OIW+17/4bJbG3t0X0ctllFhfg11BbRqnLpdQXFZYlUSmozM68o+8sTt7O/7V15YvPcGwdWXd214OLGGedsjM5ZGpwz1z1npnPOTOvYsuFHFmseWDho3/wB+xYM2rdgkMP8QTuMB9nPHbRp1oB10/rZThlgM3mg9eRBFhP6mxn2XaPX20xNCNLm+n0QoVXfX63Tc+V4jaVjNFZq9V4+vtcKBacVkF41vueK0Rqrx/9iodvL2qCvrUE/O8P+qCa9cULvLZN62U/tiyB9yHjAmSVDzq8aenm1putmrad7Jz/ZY/hou9YTBx3/QxOCTkwJPjkl9MxU1CCWcNkk4bJJ/CXj2ItzM28vz3ZcmXvXNPeuabbjyoxby9JvLs24uST3xuL0vxbkOJslu1iHOtpx8p6BoACIRsD5QEiARH9fIiWk60kpgxTVYjyKtK1YwiqUNOfLm/MwVr68OU/enIeaXuXt5TifSopqCQlT4WBIsknFhwD6l6+idavKg7Orvoe0amWLMobmK8UBQL6kHCB5QHAVVvAYDwg+EEIAEZAI0h1A8AHagWwAKR14lXhjvpSaJi6K7cgNl+dFyfOi5AXR8pIErDKNrMuFpmJoo5ICJt7BAkkbYIqfohpPVUbSqBxT/62FFq8lZVWEtJQQZ2HcKEnr245GL3btn23Uow2lDrT8TX+X7l5nPHq9yZi1xsPt5mluWTLqkK3RefvZN3fOvnd4yfNzFn5/rv1wbXPwnR0hTrvQ+fmW/furmwKvbPxwbXPQ9S1B17e8v7pBUYFW1KE3qvTl9rYQpx3hLg4xnvsT7x9NfXwy4+mZzOe/pT77Le35Hxkv/8h4+UfGs9/TnpxLfnQy8cHxBJ+j8d5HYj0ORrvtj3LbE+2+N859X5z7nig3BxRJo8YxFElHuO8JcXMI89gT4XVAVZNWpbsLv1z/DtJVUT602Ic1MQ+qorwRpPM/XssOvJzpfyE/8HLuuz+z/S7mvrtUFHQNbdco++qkyG/H369NeECLf1gT9wAt2KAnPGUkKXZIo/1X9anPmSnPGMlPVE4mSqj70OIfMpKeN6a9ZWV/aM392FbwmV0UzC4J41ZE8ikx/KpYXnUcvyaeX5skrEsRMFKRXzeCNL8uAwlxGqEalajV+sgK5K158tY8WVuetDVX1lYgVzR1lyJI43wqKawmRWgckA4ddFJIVeK2HOEZF5Qhwy9MUCjnFcn5BXJ+AS4sJETFhKgYxdMqKXFeov4dQlhOiipQTEl0UHAxFeuk4pIqQlpDymgKSCs6fRBx2Uo2c7r6VHCA5ACBjIQ4P9B/G6QFKqPKH0BaygQxjRRSCV45wS0h2IXAzlcXySkCfhnwK0FI6dI0h1CBkvxEPRD1ioWe38xNW/4jSP/ceKTr3NT/PEgrjT/FXQeuZN2auv8hpLujWqnvVl19W7jJAWj/IaTVxFT2NLBqqBnnz+2bPUPHQGfYBP1Ru+zt4qK+SMSttczSYkpGGTW9vrGwnpGTFv/2ucfZ26fXX9i1/PetxqftJp+0MDi1RueUqfZp0/FnVo45s3rs8RXDDi4auG9+v70LBuxbMGj3goEOCwfvMB6yZc6g9TMH2E0fZDt1sNXUwRaTBptNGGiubBNTCVEZfVOVCV+j22uV1i/Lx2msRF5japBeOa4HgvSqsQq7MbPxv1jp9l47od/myQO2TR2wY3r/XTMH7p7T/+DcQUcXDvlt+bCLa0acWdjrhvWw+9v1fXcbPNut//rghKDj076cmRF6Znr4uekxF+YkXDZJurIg6cqC+EvGMRfmZDuuzHNeXeBqVuBqluO0KvP28oxby7JuL8u9tSTt6sIcV8tEZ7vgOxullC8gKgeiBQihsvNADtABwAVoAbIJpEwQ1eKcSmlLkbQxX1qfizXk4I25WEMO1pAja8iTNeXLWksJLgVEtSCpB7wdJzgEyVVhVb1/U3UJK42Hv0npCtzWFdJcZQyNNsUhkxwukOibQhIEQApIUghoUyQpBhADKSbJDsDFQAiAbAe8GcT1wKkiGIWy8nRJTmxHWoQ8M1qeGS3LjpHlxWGlyWRVFjAKoLmC4DOwjkaQtgDWjooyqCKOES042UKi/dZEPRAMwBlAotROLSmnEJ35cn5cB8uvnXa3seJ0ddbGmmzLmqxVtJwVf9fdbTN7uN3ckdazh1jNGrh+/tB9lnpnN0+/sWOW16HFT8+Yvf7D5t3l9UHXt3y6uQ11gQVd34Lw/OnmNvTHwCsbg65vCrqxIej6JhWe31/d8P7qho83NgffsY9w3R3vfSjl0bE03xNpvqdSn5xKf/pb2vPfEaQzn59Pe3Im+dHJxIfH4r2PxHodinbbH+HiEO68K8LFIcZ1T5z7nkjXHeHO9iF3twY7bg523Bpy1z7UZVe4227U3R3lfQh1d6PGsQy/C7nvL+d/ulry1bEywrU62qc62geluyvCPCvCPFG6uzTEuejLzYJP1/M/XS0KupofeDn33aX8wL+Kv9wsD3WsDHNBvdw1sd61CQ/oiQ9rEx7R4h8iSKNl0mhPJTIzQZyuT32OVmAhotfE+dDi79PiH9YlPmtIfdOUGdiSE9SS97Gt4HN7cSi7LJxXGc2jxnCrYnnVcTxaooCezK9L4delqBOaR09HkFaF1N0gXYS1FWJt+fL2QkRorL0E45Ti3DJ1SEMHHcR1IK6DzlolpCsQX3FBiYrQSHJ+PiZAkC4iO5AXWNl3hJZxi9G4kQrVpKgCxBQQU4gOCtZB+Q7SpGKtevfGMc6PCf0zSJPs/2FIc7tspOnKaYB2wFggayA76whRNc6vxLklBLeI4OQDpwDp224xIQU61GLob93sdYDRgWwAsv5bfxOodnn9XwFpdXaqmshkJEiU/mWKIP5fQ/rHVWo1fVsdjSs5LQYQKZLeiik7RbqbBEaXjeZKQpNYS8iXF9s2m82bZThzqu6gfhqTDLTuXL+UmBhZVJFFb6XSmkpzi+KKS+Mb63KKMoLePbp0zmHl2a0LT62fecp68mkLozNmBqdX65w2Hf+7hc5J09GHFg/Zu2DAnvn9dy8csHvRoF2LhmyfP3jLvEHrZw1cO2OwzfQh1lOHWkwZajZhsIXhAFVTtzqkUREapb6tjPpbGfU31++zWreXwha0G6TNdXqZ6/RCNWkE6Q2TB26foblrluaeOUP2zRu632Twr/OHnlw6/ILpqL8sx/yxfMBtu5EI0i/2Gr45NPHd4Yn+hw3Dz82M/H1m7MW5qAKddGVB3J/zov+YnXl7ee5d03yXNXnOq7PurEi7sSTtxpKMm0tyby1Ju74ox8U27u66z7e24vRY6KgBggOkSO2mrQOAD9AGBAskTBDRCU6ljFUkrc+TMXMwZjbBzMEZ2RgzW16fK2vIk7eUklwKCGtB0gg4hyD5JNllt5vqAlRdzmifqVI/gDSusCv+DtIinODhBIcg+SQIFC+uWOSM/AY6lV0UEpLsBFwEBBdkLSBqgDYaSS/BirMkGfGSxCg8JQZPjcJSo+SZ0VhBAlSmQ20uNBaRPJpcxCAljYCrCnBtBLTJcRaONaOmV8DrgagDgqEsx9SS0nJcnCXhhHLqHjBLf6/Osa/OsqjLXVqfv6i5cIGG1UxN2znD1xmP3jB/7HqTcXZzR1vNGGk+dZj1LAW5beZoIkjvMdc5tWHKla3TXPeaPDy+8sVvlv6X1n28sfXjja0Bf234cG0zUtD1LR9vbEWc/nzL/uONrR9vbA66vgXhGXE66PomFElHuO6O9TqQeP9IyuNf03xPpD09mfv6QvqL86m+Z1Men0p5fCr50ckEn6Mxngdj3A9Eu+9FdegY1z3RLruinHdGOe8Md7YPd7YPdd4W7Lj58+3NX+5s+Xp3R7jb7u6RdNrL37Le/amKpCsjXCvDPSkRXlVRPiiYpkZ6V4Z7IkgXB98q/Hyj4PO1kk83Sj7dKPp0q+jTreLPt0u+3CkNcS4LdamK8q6K8amOvV8T96A6/pFKtMTn9OSXzLQ3jZn+zdkBzdn+zdn+zdlvm7PfNma+ZqQ+r032rUl8REt6XJvsS09+2pT+pjnDn5UT2JYfxC4K5hR/ZZeGsMtDOeURnMpIDjWGVx3Hr00Q1iUJmWlCZtp3YbQqkubR0wWMTFF9dmdTnqylEGsrxttL8PYSklNGckoIThnOLsXZpVh7qZxdKmeXqqrOpLAaTVWRolqyo4YUUUBYAYJykl9G8ItxXhHGLcS4+TivAOcVEPwCgl9ACgpJYT6ICkBYRApKfijFeoyuIkUVpJiKdVDkYopcTME6q0gZDVA5VpXuRpG0SsS/EclG98jdB6jUr2f1RJnKFUE5l6y4mL9ti/sO0kQLyBtJKQMX15BCKggrQFgGonIQFIOgGPilIChFK8Wgowo6axST4orZM6Zi2oRs+DbpqxraJr+/gVDeUnz76PkRpMXd8CxTmoR8t935v+vxg3XRShirn9g/eg/dIf3DG4MfPl/xHlBdXKDWPdBGKtYgNmIYE6BZKqWjZHinmAHAEXfUe3lcW7501tRJOjOmGhrqjR01fPC82dPuebvklaWX0Qsq6wtLqzNKylOqqGm0yuTqwsgwPxe3CztObZp/ZsPcC5uNT1lMPLBkzIGFI89a6J820z62ctTBZcP2LhrsMH/ADpN+24z725sM2jJv0MY5g9fNHIQgbT11uO2U4TaThthMHGhp2A/ltE21e6zS+mWV1i+rdXqipDfKeyvgrd9nlXYfU91+q3X7rdLug4xNVo3vuUanzxqtHqvH/2I6TmP1eA1zrR42+n3XTeyP0t07pvffbzzs0MKhR0w0UST9p9lIp3VaTuvHuG8c52Ov9WKvof+vUz4cmxp0YkrU+TlfT03+emoy6uiO+3Ne7MW5CZdNsu6syHdZU+xhWeBqlnVnRfrNpdmOKwtd1xQ4Ly/xtCzy3hLjtDHU7QCw8kDMBDkXiA4cpEr3OtTf1w5EG8iaoKOO5FIwVpGcmSery8bpmURdFlabgdVmyBk5WEMe0VIGPCp01IG0CXA+QQgIQqRkp4rTgq4XtXps/d0SdDZBsn+yZ12omjv4rt2yq/eOwiyPJDsBRIDxQNQMLXSoKSNL8iE7A1KTIDkOkmPw5EhZSnhnRri0IJakpkB9LsEulfMrsA6l3S+KPchWAmcRRBMQzQANQDCAQBm1WkxSLeukSIWFndwkEetjO92rvvQsPW8ro2BNff6ihvy5jfmzNNbOG7l23si180atnTdq7bwxdnNH280ZazdnrNnUIVYzh6LubuvZg9aZaO5YNfZXG8Nr9jPc9s1/dGLVy9+tAv7a8Onmtk83t6EsN9L7q5s+XNuszmmVPt3c9unmFtQ4FnzHHqW7oz33xPscSH50JO3JsYynp7Je/J767DeEZ3Qm3j8ad+8wwjOSitBRzjsjXXdEuu4Id90ecnfrlztbVJCO8NoXeW9/lPehKO9DqCb9M0hTI71/COmiLzcLv1wv+qyAtJLQTmWhLuVhrtWx91GnWE3iI1qir1JPaYnP6UmvmWlvGjL8mrLeqTjNynnXlPWmPv1lXcqz2mTf2mRfesqTupRnjWmvmzP8m7MDWvM+tBd+YRcFt5d8bS8LYZeFsysi2JRoblUsjxYvoCcKGKlCZpqQmfFDSKsiaSmrQN5ahLeXEOxSgl1KcspIThnBKcfZZUgI0jif+q07TFRNiKpJUS2IakD4byH9Y07/BNJlpLgSQRrrpOKSalJGA5Ts/d8JaZaylMX5AaTVOK2ANNZEyBiYuIYQURX3NKJyEJaBsASEZSAsBWEFdFCho/p7SONKSIMS0mq2Kt2j/P/jIa1C9d+cxH8C6b/h9PdPIxRx/Le/Jo5aFbOFJJsBWnGsGYAtkzbKpI0AvNqa/IP7tyxaMG3R/BkLjGdMnWQwesSQwf37mMyf/fr9k7issHJGfgU9r7AsqbAooawkvrI4llGZEPfR2/vK/ot7Vh21nbl/lcGRNUa/rZuxb9Gog0vHHFox7uDy0XuXDHVYOHjHwgE7FgzaYjxgy7xBm40Hb5o7dOPsEXYzRthOGW4zeZjVhEGq8rP62NVqnZ4onkYhtaI4rd/HVKfvar3+a/T6r9Lug3zHTLV6men2VUXSZto9LLR7Wun2tjHovc6w9+ZJfXdM779v3tBDC4ceWzj85NLhf6waedli9G3bsXc3jL23VefBDp0nu3RfHTAKOj7t67lZsReN0Z6rxL/mo2Ho5KsL024sUYd05u3lyu+szr6zON9ldbb7hijHLTH3z0B7OUhbARcSZKccpHLoxKGDAAGQPCA4QLSDrAnE3yAtp2cTtZkkPYusycBpGVhdDt6Yr4C0uA5kzYDzCUJEECJkPKesZXSvPanXev85pEX/GtKkCORcELZASx3QKqE4HzIzIDkR4mMgIYJMDJenfJVmBssKQklKNFGXQLRnYLwcXFhIdpaCrAqwWsCZXapaKNdN1AFOU0FaJiqSCdIk7cH8hoetVReby3bXF1o2FS1tKTJpKZ6jsXHB2PUmo+3mjrSZPdxm9kj5ddokAAAgAElEQVS7uaM3mGhvWqC7Zspgq5lD184btdZ4uO3cIetMNLevHHPQQvfihomOO2ffO7zE99TqV+etA/7aEPDXhjcXbP0vrUMd3QF/bQi8slGV9A6+s/Or464QJwe1Ma1tn25u+eq4/avj9lDn7RFuu2K89iY+OJDqeyTj2Ym0p6dTHp9Kengi6eGJ5IfHkx8eT/I5mnDvSKTr7kjX3dEuu6JddkU774x23hntvD3KZTuCdITbjlDnbWhOOtRlV4T7npj7h2LuH4ryPhR57yDq7k5/9Xt2wCUVpCvCXSrDPSvDPSkR91QN3gjSZaEuJV9vFwffKgq+UfT5hgLPwY4Iz5UR7hUR7jVxD2jxD2mJvrVJT+jJT+mpz2pTntemPK9NekFPes1IeduQ/k4J6QBWzruW3IDmbP/GzNfMtBeM1OeM1OeMtGfMtBcoK96c7d+SG9BW8LG98FNbcXBrSXB7WUh7eWhbZQSnKppbEyegJ/IZSQJGKoK0itPqvWMdDTko140IjfAMnArgVBCcSoJTibMrcHYFxq5AnRpIhKAKFyo5LawGIQX4lSAoB34ZySsluEUEtwjnFJI8pfgFICj8JrW9EV0kLPmBRGWkuFK9Jg3y2v8K0t16xP5G/wmkWT+BtGIp0/fBNNlG4k2EjIF30rAOKtFB+eYx3lEOIrQXhAqd38JoUkYj5XWAMZSQbvwuhu5qR/xvIf0jZzGQ/3eD+W8exN+e/+zx99Hzd8/8vsVMfWRLfa6aSwIXFM0EXACeqKMRgC+Ts0NC3pmZLVqyZM6yZSYzZkwwMtTR1xs/ZHD/wUP6LFtj7OXrWETNKKpMz8yNKaekV9fkFOXH1FJSKnLDk0OevvX849bxDcc3Gu8zn7x/tdEhU6PDpgYHVmg7LBq5zXjwNuOBOxYN3rN8+BbjAVuNB9vPH7p9/qhtxmM2zh69duoIm0lDrQwHqnLd6r1jpto9UGUa8Vvh0a3Xe7VuPwRpU52+K7V6rhjfw1Sr1xqdPpZ6SL0tdHtZ6vSy1OllqdvDWkcD1aT3zBlyaOHQk0tG/WY69rL5uCtWY29aj3beOM7HXu/hTt3HO7Sf79UPOj4t4oJx5O+z0T7KhMsmqdcXI6G4ucDVTAXp1OuLM28vz3M2zbhlkum0IumOTaTT9mw/J+DRARcBLsVBKgOpDDrkikIvDwgeEByQN0Eng+RR8ZZirD4fr80GWibQMqEmA2iZBF0BaVIFaeLfQVo1D62mH+O5K6TVJVI1PH7vZUt2AMEHOQdErdDGhFoqFOdDRgokxpKxIRAfDEmfydQgWWagrOA9Vv5RXvOZbInE2dEELxGEGdCZB9IykFOV46boEwARmo4gjUtrMEk1Ji7DOrIxfrSk9bWAcYddfbw215qZv7ypYGFzkYnGepPRa+eNtJk93HrWMBWkNy/Us5o53G7uyA3zx64zGWE3T3PDgmE7TccdsTb43c7gxtZpbvvm3z+6/NlZc+Qs9vycxduLdkj+l9ah7Ddy/Qxxcghz3oP2QKOJ6uA79p9vbQ1x2vHVcftXp22hztsj3HbEee9NfnQo7cmxhAdHUS93vM/RxPtHE+8fTfI5muhzONJ1d4SLA4qeVZCOdt4e7rQ13Nk+3HV7mIs96u6OcN8T7bU/5v6haJ+DkfcOhnvuD/c6iCCd+/6v/KArKkhXhHlUhHlQIu6pRrAqwz0rwt3KQl1KQ+6UfL1dEqIIoMu+OpWHOaN5aEqUJ9peVRX/oCbhcW3Sk9qUp/TUZ/TUF/SUV/Sk1wjS9Wn+KOPNyglk5QS25gW25AagpHdDxqv69JcNmS8bMl41pr9sSn/TlOXXkhvQmh/UVvCxtehLS/GX1pLg1tKvrRXhbGoUtyaOX5uggnT37m4UQ6sS3QS7FLjlwC0HbiVwKMChkFyKitMYEo+ChPOpmICKhqEJQRUIKMCvBF4FgrTS3BttnlZwGvhF/yOQVnV3K+JLFbR+BmnVkNV/fbZBF4Z9g/TPatLfTV59u+NWQPo7TnOAbCNwFi5vwCR0TFyDo10gHRTorITOSuiggJgCnVVEZxUpqVEQ+oeQ/kEM/X8ppP/XPn4ystV1GZf6aLUAw9nos14qZQN0NDZSb9y4sHTpXFPThcuXz58yRd9AX2vqFCNDA+0xYzR79dWw3bDslf+93MKE0sqM4vK0otKUouLE5KSPpQUxVSXxuYkBIW+cfW7+en6vmYPZlANm0w6smrhnmf6uJVo7F4/etXSkw9LhDkuHb5s/yH6+5vYFw7abjLSfN2bzrJEbpo1aO3m4zYTB1hMGqNekVZBGNiaqNPhqnZ5r9Hqb6vRdpdPXVKfvKu0+K7V6rtTqiUawLHSRn0lvK/0+Vrq9LXV6Wej8YqmlsX36oB3T+++ePfjgAs0zy8deMNe+aqV93Vbrjt04l03jvbfp3t+u7btT5+V+w48npof/MS/s7Aw0JB1/yRj5lmTcWoZau7+DdMatZbl3V2Xenp9xd0XMTatYt/21MW9AxAJMCphcDjIlpAUk8IDkASEAnAdYC3QygF+Ft5XiDQUEPYesyUCEBlomWZeLN+bjbeXAr4JORldIC7tB+gcrKH4G6S4rmbtmxQiFSbjyJIUECEmyg4AOkuwgyE5SQehOkhQCyQasFcRNwGEAowJKcyAjDhJDyZgPEP8eUt5Bxmss+5m04Kmk7ImY8gRrfCNnvSPaPwMvHERJ0JkN0hKQVYC8WoFqvE4d0oDRCRkNl1AIcSEpTJS1B3U0eAvqLtHzNjMLrBqLVjUXr9CwmT3MZvYwNG1lO2eU3dzRa+eOWzdv/Np5Y9abjFlvMsZ27lCrWQPXGg/ZaTruqK3RH+uMbtnP8DiwEJWl/f5c6/fn2lfnrRGt31yw9ftzbcBfGz7e2IpavsNd9ka4HIhyPxDtcTDKfX+4y54Qp12oIB1y1x7FvmEu9lEeu+Lv7018cCDG82CM56FYr0OxXofiPA/Fex2Ov3cwwftQlLMDwnOMy64Ylx0xLjvinHfEuOwIub0pxHFLmIt9uOv2CLddUR67Y+4diL9/OMr7QOS9/eGe+8M89iFIZ7w+3x3S5aHuFWGelIh7yNIEQbo8zLUs1LEs1LEs7E7JV8ey0LsV4W6USA80D02N9qZGe1dEeVdG+1BjH1QlPKpJekpLflad/Kw6+UVt8mt6il9d6ltGml99xrvGrMDmnEBW7vuW/EBWXkBz7rumHP/G7DdITVlvGtNfNmW8QpF0a8H7tsIPLYUfWUUflZAOZVMjuDWxAnqCgJkkrE/5bgpL1deNJqRRopvklAG3HHgVwK0ELhW41SSniuRUEWwqwaZibArGpiC/boXjGJ+CCaiYgIrzqSS/EnhIFSS3HHGa5JUCvwztnEabFrsA+99DmpTVgJwGeB0QjL+FdNs3A5N/dLb+e0i3/gjSYuXaxO8hTUI7SbTg8gZcWqeAdGcViCkgqYJOKmqOg84qorOalNQSklpSSkdeJQrXT4XJRlN3POPQhv/nkP6+Tex/F0P/o8d/Gn9/+89/NKylaALqlEq5qq8BOlNSorZtWzdv3rSVKxeuWLFgwYJZ06YZGhiM09YeOXRoH12dgcNHaphbzgv48Ihak5uVF5uQElpSkZmdF1tSmlxWnJCfEZoeHxgf+iTA95rHXwcPWM/fbTpj+xJD+8U6Dst1d6/U2rlkxBaTgTsWaW5fMNTeWNN+zrCts4Ztnj58y9TRm6aOWj9pqN3kwagsrW4FqvIaU0F6jW4vVJNeqd1npVbvlVq9EaRXjuuxYuwvyMzEQreXpV5va70+1np9rPR62uj+giDtMGvQgflDTi8bc8Fc+5q1zg07bZeNui6bxntu1vKx13q2W9/vyOSPJ6Z/OTMj8vfZqGss5dqijFvLcpxW5busyXdZgyBd4mlV6GaOGscU6W6nRTluq2NuWKd4nxAVx0MHFzAMl2MywCQglaggTQgAEwImAKwFpExSWE20lxGNhVhdDlmTQVanAy0TarNwRi7RVIC3lROCKpAwAGMBwSUIAUEIutWkuxO6XZkj+S6GVoO0Op4VC9Z46B5C7RSQIFB2dwtJsgOIDnQCKQBgAVEPUjpwqcAshPJkyAqD5PcQ/woSn0PaE8jykWe7iPIc+UW3eKW3JLUu0joveaMv0eoPvBAQxYM4GySFIC1XZr/pXUQwAK8jZTV4ZykpypSxI8SNzwUM55aKk+3Ufeyq7ZyqTRpWMzWtZw21nTNCVZO2nT3GZtZou7mj1xmPtps70nLmILNpfW3mDLRfMfqwlf4PI+kXv1m+vWj35oItiqTfX92ELD8j3fZFux+O8TgS43koxvNQtMfBSLd9Yc670ZA0stoOubs11HlbuOv2SI8d0Z4O4S57It32R7nvj3LfH+W6L8p1X7T73ljP/SjRHeOyK9bVIdZ1Z6zrzgTXXXFuu8Ict4Q720e674z2dIjx2hvnvT/x4a8pvsejfQ5G+xxUpbvjH59If/V7TuDl/KAraE66PMy5PNQd2YJWhnupursrwt0qwt0qwu+WhzmVhzlVhLtURihMS9DoVFWMDzXauyzCqzzyXkWMDzX+YVWCb3Xik6qkp1VJz+kpb7pDuiXvAyv3PYJ0c+67ppy3TTlvEaebM1+zst6wct615gX+DNI8WpywLlFYnyxqSBXVZyI/k++GpNF4NAqjFZDmlgOnAkFandM4h4pzqDJOBZKcWynjVcr5FDmfgvEoapCuJLkVJLccoRr4ZUqVfB9V/xtIK5w95DTFP1CS2WVZwg8grbQF/UfnfwukxUpI/5jTONmCY81yaR0moePIqFxCVUGaFFNxcRUursLENWjp9Q8gDX8D6db/L0Ga+BfV6//iRYhuLWwKSSVCJbzlPB7L29tl2TITY+Ppy5aZmJjMWLhw9owZE7S0RhgYjNPTGTZ10oghgzQGD9Kwspn/9JlLXkFSYXlmWk5cYXlmfnFKelZkUvKXrIyvhTlhaQnvIj7cf+b0x90Tuw/bLFw3T9ti+hDbWUM2mQzdtkBz+4Kh9iZDts0ZtGX64E1TB2+ZPHTL5OFbp4zYOGX4uqmatpO6VKbVPcgQpFGJ2tygr6lOXwTpVdp90MLKleN6LB+jsXo84nQPc52eVrq9bfT72hr2WWvQC6W7HWYN2m8y+MTikb+Zjr1iqYW8u103a3lt0X6wQ+flPqN3R6d+ODb1w/HJ4edmxl6ci1ZopF5fjCav8pxXZzuuLHQzL/WyLnK3QCNYuXdNizzWZDstyvc0j7llk/XkD6gvBREXMMDkIAGiE2QS6JB1h7SsHkQ1BKccby7CGblkTQZRlaaCNNZUgLMrSGE1SJnfQ1rZgN11EOsfQZog+QSJetBUEhGEAAjkLMtVEx8IvtIeRwikUGGYQ3QAySOBAXgVdJYDOx/q0qE0EjLfQ/ILSHwMyd6Q7oal3+zIuMjOOtOWc7wl/wS39Byv4s+O6ttSpjfe8gY4wcCPB1EmSIpBWg7y6q6crgNoIAkmKa8lJBQQFWCcRAnrQ0fDQ07tNV7tOR7tEKdmt2IEa+28UeuMR6tDGs1JrzMebTNH02JGf5s5A7cuG3nAXOecjd61zVNc9hh7H1n65PSaV+etX523fnbWHIXUKIwOur7lq+POKPf9sV6HEn1OJHgfj793LO7ekVivwyiejnTbE3p3Z6izwiks5O7WEOctIc5bQu5u/eq4Pcx5d4Tr3nCXPWF3d4Y67Yi8uyvGdU+Mq0OMq0Oc2644t12Jbg6Jbg5JHg4JHg6x7rvivPYk3N+f9PBg0sPDSQ8Pp/geT3t6MuHx0UTfYwmPj8c9PKoawcr0v/gdpFULNr6DdGWEMxI1yr0q2osW51Mbfx9NT1FifSqi75WGe5ZFeFXEPKDEPaIk+FITn1QlPVdBmp7iV5fqz0z3b8wKZOUGteR9aM4JbM4JRJBWj6dZWW9ast+25Pq35Qe0FX5oLwpqLfrUUvypteRzW3lwW2UYpyqSXxsvYiSJGlLETenqpmPq5qCqNRvKju4y4JaT7HLFrjQuDbg0klNDcmoQpKXsSim7UoFqXiUSxqOQXArKkAMHBeKVwEXZ70rglwOvDHhlwC1VbaH+d5AWKiGNIW99pmIr8N9DGrVZ/aOT9TNIq/y3la2/Cv0HkCagFceaMRlDAWmFH6qC0EQHRS6iYB1UeUe1vKNa3VMMQRptv1Ztu1Liue3/VEj/A2T+2+avLq/cvRu8e8vbt/fwkx9FqAlTnoqXInDF/C6BS3Nz0vft3Wk8b+aSxSYrli+aNs1wzpwpM2YYGhqOnTdvyuyZ+uNHaOiN66k5QKNPT42ly6Y98nVNyYqJTY1IyopNzIxKzIhIyQjPzIrIyQ5PTfmUGOVfGPc5/s2jx1dP/2Zvtn3ZhHVzR6yfq7l1vubmuQO3zB24dfbALdMHbpkyePPEIZuMNDcYDdkwedjaKUNsJw1SJb1VCzbUC9Ko2dvSqL+Z/gBT3X6mOn3X6PU3N+hvpt9vtXbvFWN/MdPuaabdc43WL6hxzFqvj61hn/VGfTZP6rt9Wr/dswfvMx50xETz1LIRl8zGokjaY5vuw52GT/YYvtxn9ObQxIAjk94fm/T11FR1p25UjUbpbgTpYg/LPOfVOU6rClzNyrwt02+Z5HmYRd+0zX35F/CZIOADDjgBEoDvIS3vAEwIRCvI60FMI7kVBKsYZ+QS1elEVRrUZkFtFsHMw5sLcXYFIaoGGROIFiC4iK8oFFY61fB/cjl/m4dW0w/xLFJAWtHmot5wilAtUJNQIWjHySo5VoSLsrGWRKImEi8MItNfQtJ9SPKE5Dtk6hVxyml20oGG5J3MtK11GdsaM3Y15xxsLzwroNwQM7xlzW9xdgjGiYfOfLVgWs1gRwHpOlJSDeIKEGbjnEh5q7+A6c6ru8qmnWqlHtLYMH/MepPR64xHowZvu7mjkWznjFpvMmbTwnEbFoyym6e5zmTYtmVj9q/ROb9+4q3tszwOLXp0YhWawvK/tO7VeUtV41jglY2fbm4Lddkd7Xko3udo6qMzKQ9PJ90/meB9HHEapbJD7+4Mc9kR5qIwC/vqtOXLnU2fbyOTk11hzrtD7zqEOG4Pvr0t3HFHlLNDrNtupHh3hwSPvQkeuxM99yR47Ul8cCjp8ZHUJydSn5xI8T2e4ns8+emp1OdnUl+cTX1xNuX52aSnpxN8T8Y/PZXy/Le0N+fzgq4WfblZFnq3PMy1LMStLMStLMRdjdMeFWEelRHulRGulRHOlRGuyB2sNv5+XeJDevyjmrgH1GhvStS98nCPykivymifqriH1YmPa5J8aclPaMnPGKmv65Lf1CW/YaS8rU9/25T1riX3fWveh+bsgG6Q9mvK8mvJftua49ee9669IJBd+J5d/IFd/LG1KKit9FNb+WcOJZRbHSWkJ3Qwkzsb0jqbshCk1e27RfXZHQ1ZkuZ8WUu+vLUAby8i2MUkp4TklJCcMuBVoUhaFUzjHCrOqZSyK6Xscim7XMVplP1WgzTlG6S5lcBT1qp5ivAaraBW5sC7SVj2A4nKCAmFlNUAXgvAAKhXLJRVeIK2Kgituskl2Qp7CrLpn50stUWTP1vM3PUiV/aF/qQmrT4tLSCVOz8IrJ6Q0fFOGtHZBdLIrlwuoshFFLmoSiaqImQMTMbA5Q043kjiTSTZjPZGq3el4sBWSS3cb1XvWVVjs3oer+M7Q7H/ch763z/+cVxLdjv/0St3x/PfzlX/6OcoT0Lt7PYjSJm4g//l83vTVUvnzZ2xaOG81abLZs6cOH/+zPnzp0+ZpjdnziStcYP1xvbTHdN77PAeg/prDB6oYWwy6cadC2k5CfGp4QlpEUmZkamZEclpXxOSgpJSPuZmhCSHvsuODMoM8w956eF56dCJzUs3LtQ2nzbIbuaQDTM1N80cunXWsC3Thm2aOGSdwQBb3f7rJg22nTTIZuJA6wkD0MCVlVF/6wkDLAz6Whr2tTTsa67fe41uz9V6PS0M+lhNGGBuNGCNQT9EaEujgZZGA810+64a39NSr4+Fbm8z7R5rtH4x1+phqdPLRr/veqN+Gyf03j6t3545Q/YZDzo4d9CxRZoXTEehBRue9nrP9k15eXDyi72GL/YZ+B00en9sUui5mfFX5qfcXJJ4bWHS9UWZTitzXFbnOK1CkC67Z1PiaYWmpYs9LCt8bJOuzs1yMw+/bpv76gp0soDPBgJIABkQEpDJoANHcCWEgCkhjTVAZy3wKglWEc7IJqrTcWoy1GZAXSbBzCGbC4n2MlJIBVkd4M1AtiHWKgrbaKuK0nmw68WLNmd0M0VQMFsRTCsCZYIPBBcItsIQFAUDuBqkFZ1uqCmdAwRyCW0GaRmIs0hOEs4MxSiB8vynWLonnnwHUq9D6h+ylOP8xN3NcZvq4qxpiRa0ZHNaokVdyvqmnD3tJWeFVY5ipq+s+aOkNRrEBSApU2wYUhIaeewQOJ2U14GUBpIa6CgBQSrBDZO2vOho9uAx/mqtOauxcdG4dfNH28wdbjN3uO28EWtNRq81GW1nPMrOeJT1nGEWM4dYzBxiM2/oxsVj7Ffq7DHV+23DtGs7ZrseXPTgxMonp9c8P2f29oJ1wGXbV79bvPnD6t3ltR9vbP16d1eY+/6Ie0ei7v2a+OBk0sNTqb5n056cS/U9nfjgeOy9I9FeByPc90V57ovy3BfmtvOz45YPNzd8uLnh482Nn29tDXHcHu68K9x5V4jj9q937EOddoQ774rzOoCU4LkvwfNAotf+pHsHEnwOx94/Gut7IuHp2ZSX59NeX0h7fSHl5fnkF78nPf8t6flvic/OxT85E+d7OuH5ufQ3l7IDrxV9cSwOdioOdir+4lwS7FIS7FL61bX0qyv6I9qLVRnuSY3yRHiujvKuifahxdxHqorypkR6VEa4V4Qr9mpURXvVxHrVxnvTE3zqEh82pDxnJj2tS/CtT37WlP6mJcuflenXlP6mNfsdK+cdKycQ9Xs3Zwc0oS/S37Skv23LfMvOfcfND+AVvecUB3BKAznlHzmVnzmUr5yqcD4tTsRI7mzIEDdmdzQpJGrMEjVmCRsyhQ2ZwoZ0WUu+vDUPa8vH2wuAUwTcYuCVAK+M5FaQPCrJowK/iuRRCS4F51Ti3HJ5ezmaxVKIW07wKkh+JcGpJNmKdjPgURXiV4GgGoRUEFBIfiUSIaCoC7mgKKy8O6jIzOQ7ER0VmJQik1PlWA2G0wiy7tuKSdRcTfK6Ekig8rz9h+ePnHtVvoDCbj2fwu7P/BspPALxui57OSXVIKlW7BQRUQkRFbXKE6JqeQeNwJpxjEXgLTjZCt/MDnk/m+NUbmZEu+vRvooubtjfOZb8zxmy+l/56B4xd/1duobMJAEkAYCrnQSQJMilmOLJAIpbFBJwOQYkJlemuwtyM04dP7hgwaz582dOnzFh5qxJc+ZOnTN36sxZkyZN1TcwHK+jM8pAZ+T4EQNHD+8/cmjfvj01+vXWWLp45sWLJ+ITghMSvyQkfkpKDEpJ/pSa8ikp8UNCXEBayqfEuPexEW+jvr6M+PTs/TNX10vHzuy0Np8+3mam1rrZ49fPHrtu2lDbSQNtDPtZG/TdMEXT1miAlX5fW6MB6ycPWT95iLl+7xXjNMwN+1gY9bac0MdqYl+riX3NJ/Q2M+hpqv/LSp0eK3V6rNTquVLrl5Vav5iiNLh+H9NxGmu0eljo9rY26Gdr0N9ar6+lTm8r7V/WG/bcNqUPiqQPzRt8dOGQ8ytHXLEaixrH7m/Xf+yg/3yPwZtDEz+dnBF2fm70JZP4q4tSbi1Pu7My9faKlFvLU24tT7u1otDDusDdKt/FPPfumhyn1bl31+S7mBe6WRa4WkRcXBJ9Z0tb6iuQNYCc1yngABAE4ATIACQAIkXGGO8ETABEG8gboJMOAiq0lUJTPjAzoC4dGrKgMQuacqClANglwK8EURUpqSWwRoxgETiLJFqAaCFxFshZIGcRchYhZ2HyFhkS3ion2BjJUcS+JA+gHXkTyckmGdGMES1yrBWTtcklLVhnAy6uxztpRCcNJEyQMEHaCLJmkLFAziKlLYSERUpbQN4CeOu3uwo+FTjF0JoFzUnAjIDqQLLEV55zV5L2Z2fSSUHsXn7strbYdawY68Y484b4NcykNYyU1cyMFfS0VbRUa0a2A7viT3H9Q6ItGLjJIC6GTirIagGvB7IBgAlkHUnQARhA1oGcAXIGSOugoxLj5UjaYySt70UtvvwGRzbjisb6BWPWmoxSQdp23gibucOt5wyzMx6pgrT1nGHrF4zZukxn5yqdM2un/Ll1+t19C72OLXt0YtXTM6tfnzf3/9Pa/0/rgMu2Qdc3BTttD3fdF+l9OOb+ydgHpxIfn055fCbV92yq79nkRycT7h+LvXck2vNQiLNDqMvuEOedn+9se39947sr6wKurX1/Y/2Haxu/3NoadnenYubKfW+c14FEn8MqSMd5HUCtZIk+hxMeHI3zPR3/7LeU1xcz/P/KDryGlBVwNd3vcob/Xxn+f6X7XU73u5z57kpe0M2iL47FX5xVUoc0+qIsxK0izIMS4VUV5V0Tc78m5n5N1P2aKAWha6J9qiLvUcLdK0Jdy0PuVoQ6V4a5UCPcqqPdaLEetXGe9DjvhmRfZuIjRsLjhuSnzekvWzLfsDJeN6W9bMl+25KFjE26QJqV5ocg3Z7jx8l7xynwZxf5tRf7cUoD28uD2BWfuNQwXk2siJ4iZmYiSIu6EVpQn9bZlCVpzpa2ZMlas4k25CCdT3KKSCV9FWTlVRC8CpyrILSsvUTWXiJnl2KcMpxbTvAqlDE0FbhKPCMJqkFQTQiqug9u4eIasqMGF9eAmEZ0VkNnDSmpAXE10VnV5eyswiUUmbxaglVL8Ro5QcdIJgFNyFpLLQIWKLs8UKPH97Hvv9E37qo6wtQkARD/bcz9vWnfPekAACAASURBVADagGQCUQMYDeTVIFXb1NlZRXRWg7ia6KSBmIZOvJOBYywMb8PwNlyx5h3hWdRtOAS9JZFyg/I3PCvdsLu5if3fVHv+h4//CtIEAN5Vqqcrn4PLCUyGExhJ4gjSciGHBSAl5CIvd0eLNcvQ2NXkKfpTpxlOnzFh+owJk6cZGE7U1tYbPW788DEjho4YMnCk5sBRQwf176XRS0Nj9PD+C+ZNuvj7rwF+D7IzwtOSP8dFv0tN/piZHhwf7x8a/jI8+k1UjH9sTGB8zPv48MCv/r7+D+7ePnvgtL315kWTzaeOtJk2YuPskRtmatpOGbBK6xdT7R6rtXub6/exMexvO2mQ3eTBdpMHmRn0NjPoaWbQ08zgl9UGPUz1NVbpaazU1Vil22O1fm8z/T4Whv0UQgaiisax3lb6fW30+yHZ6vVZZ9Bj25Q+e+dqojnpMytG/WUx/tY63Tt241w3a6nS3W8PT/p4YvrXc7NCzs+NuGQcd31x0u3lyXdWJN9ZkXZnZbrjqkIP63w3SwRpFaGL3GyKPDZEXV6T4n1QVPQR5EzAOYRcgGr/JEiAFAMpUghEAHxS0ghiGggoBLuUbM4n6jPIulSgJwEzFeozoCELWPkKSAurQFxDSuk4VkfKmSBjgpQJEgaImSBmkp1MorMBlzTIpQ1yWZMMa5bjLDnWCjgfcD6Q7QDNAEwS6giyDscZuLwBkzXikgZCzCA7qkhRGXQUgigfOPnAKQRuMfDKSH4Fzq/E+VS0wgAEFBBUgLAc+MXAywN2DrSlAzMaaKFADYDSx1juXXH6H6LkX/mJuzixa9viLNvizZoTTBsTVjQmrqxPWlmfsqw+YzE9fTE9bXV9tn17+Xkxwxtv+Uhw4qGjCMQUkNUB1gBEPZAMEuoIkgZAB7IOMAbI60HKJDuqZLw8CSe+s/1zR+tTbsPdNuYVjXXzR9sZj0R4Rl9YzR5qPmOwnfFIm7nDLWdpWswcYjV76FqTUZsWj7dfPv6U7SQVpB+fNH12ds3bC5YBl239LloFXLb9cG3j5zvbwlz2hnsdjPI+Hu1zIvXZb2lPzqU8PpP86HTC/WNx3r/GeB2O8Toc4uzw9e6uz3e2fbix6d2Vdf5/rQ24tvbDzQ1+f9oGXlmPBqnDnHdFuO6O8dwf730o1uuASnH3Dib4HE568GvSo+PxT84kvjif9vZSduC1vKCb+R9vIaW++VPF6Qz/vzLfXcl5fz3/460fEhrhGRG6MtyTGnkP2XrTYh/Qoh/Qoh/Uxj6gxdyvjvKmhHuWh7iUfXVWTE6jhZURzlVRrtXRbjUx7g2JD+oT7jMSHtYnPW5KfcpKf9mc/rIp7QUr6zUr6w0r6w0r009pQ+bfkhXQrAZpdq5/e97b1vy3LQVv24sCW0oC28qC2JUhnKpoAS1JVJcuqs8UNWaJGjOEDemIzYL6NCEzTcBIFTWkihpSOxrTOpszJKxMaUsW1pItb83D2aV4N04jSCNCf8dpJZ6rgKcAs0LCGgRplU8Z2VFDdtSQnXWEpI7srCOlDJAwQFankJROymhdTxohr5HJa6QYTYbXotXuP4Z0F1fOfwvp7mExKm6ps1CiFIL0P31xJaSRfVgtyGikjAayWpDXgpRGSukgpaP/D+gkpI0E3obhbGRHrNYI8x2bxWrvR/RDs4X/b0D6R4/v6s8/hzSB4QSGfx95y8RASgGkSfERG9dZzpo+YdGiOdOnG02cpDtpst7kKfqTp+gbTdLRNxqvrTd6vNaIcaOGjx0xdOwIzXEjh47U7D+gj0afHhp9e2rMmKJ9+oTDl49PU5M+xccExEb7JcQFJCa8Dw55Ehn9Nj4uIDrKLyrcLy7cPy7UL/7Lm5BX3q/cr94+6XDQZoHdnPGrJwxYbdTXfNIA68lDLI0Gmur0XTJaY/EIjRXje1hPHLxp1khLo/4WRn3NDHqv0e9hqtvDVFcDadl4jRXav6zR621u0NfCsB/ao7VK6xdkZmKu08tCt7e1Xl9bg/5rjQZumDAQpbv3Gw87snj4ySWjzq0ac9l83A07bce14922aD/aZfRs34RX+yeg7u6v52aFXTCOvrIg6fbydOfVma5mWW7mee6WBZ7WBe5W+W6WBa4W+S7m+S7mBa4WRe5WhR62+Z6bw65Y5L/+HRgJIGUA1g7QSYIUI0U4KQCCq1hfgYz0oQ06a0FEBV4ZtBcCKwcaM6E+DRipQE+GujSoz4bmAmgrAy4V+DQQ0UFUBR1UEFJAUKmor3ErgVOBMoLIeQkX1+CdNFxaR0jrUZwNWCMQDCBqAa9Cw064uIoQUQlhJckrJLgZBCeeYIdDWwjBDAZGCFkfRtRH4I3RWGMs3hSPNyZCWzq0pUBzIjRGAzMcmCHA+Ap1n6D8FZQ8wvLcxBlX+cmnufEH2bH2nNi1rVFmLbGrWuOXs5KWNScta0peVp+8lJmypD5zIT1jYV26KTN7U2vJKVGtq7zJH2+PAmEedJSDhAZyBhD1QNaTwCBIOgCdJOgkgTjNIDqr5IJcKTdOwg4StTzi1t9oq/tDY9380WtNRiEhYFvNHmo2fZAqpLacpWk5S9Nm7vANC8duXTr2zNopl7bNcDmw2OfkyqdnzF6dtwy4bPvx+oZ3l2wC/7ILur7pi6N9mMveMM8DkfeORXkfT39xPv3pb8mPTqN1kzFeh9FO6HC3vaEuu7842gfd3Pz++sYPNzZ9urP5i9PW91c3BF3f9OnmluA79midZejdnWHOu7oTOuXRsRTfkwlPzyJIZwVczXl/PffDjdwPN3LeX098cT7l9cW0t5dQJI2C6Zz317sTGuG5PNQdERqF0SpI18Y8rI15WBv7AIXRFaHupcF3iz87Fn++Xfz5toLTYU6I01VRrow4L0acFz3Om5Fwvz7pYWPKk4bUJw2pT5oznjdlvGzOfNWc+box83Vj5uumrDesTD9Wuj8r3b81y781x68t168l701L3pvmvNeswnfNRQGskqDWsi/tlEhedZyAnixipAqZCjDzmakK1aXw61IEzGQBM1lYn9LRmCZuSu9szpA1Z0pZOVh7iSpKVue0KpKWthWrc1qBZ14V8JVsVklQTQoVAlENiGmkpBZkTMDqQV4PWD1gTYA3AN4IRCNgaN2Q+skEnCmX02V4nZyox8gG5dbY79LU6l1RvP8U0ryur/MzSIv+NaShEUgmEAzA6CBnoEsLMIbyd2z6JjkLsBYS5yCvYKVd8M/wLAFSBiDpiuf/H9JqD3VId8uO43JMLpUBQaKnYTI5JsMBCFkHH0hpeUnuvt3bFs2fNX/e9GnTDOfOnTppku5EpQwnausbjdczHKerN0ZPa6ze+DHaY0aMHaE5buSQcSOHDB/Su18vjSEDNGZMHX/81+1BgY+SEz5FhL4KDX6elPA+MvJlTJxfXJxfWMjz4KDHwe99Q94/CQt8HBnwONzv/odHjo9unLi833aP2XSbOaNWTx5kPX2E5eTha/QHrdDqvXRsj2Xjeq7S6Wum389uylDbyYOtJgwwN+hrpt/HzKC3uWEfC6O+CNKmOj3X6PVeo9fbVKfnKq1fVo7XsNDtreK0lW4fO8MBGyYN2TJFc+uU/rtmDkSQPrF45KllI86vHHFxzYi767Xdt+o82mX0dK/Rq/0T/H+dEnxmduRFk8hLC+KuL051WpXlZp7jYZnnZV3oZVPsbYfS3YVulkhF7lYlnjbFXuuz3TcEX7Gs/HwTeLkgoZOyZgCRjOBJ8XY5zsLxRgJHlwNdcSMrKgF+PrCzoCUdmpKhMRHqE6AhERgJwEyFhixgFUNbBbBrgEsHLg3YZdBeCG0FREse2ZxLNOWQjXlkYx7ZnE+05JFtRQS3iBSUIO9CUkwFcQ100kBSBRIKyCpAWgadZdBRivOKCE4+3paONcdIGz511j3vqPUWV3vIyj3lZffkZT7y8ofS8kfyyqdyygs55RUw3gM9EGreAuUFlD3CC+9heW6ynLuC1Cu8pD/YcSdZ0fuaI7Y3R6xrjbJqi1nTHLmkOWYRK2EhK2kxK2VJQ8piZsoiesr8+swFjIwFdekrmdkbWcVHeVW3pcxnctZn4KeDEAXTtYAxgVRwGoc6gqQTZB1JMAFjkFKqXJQj48d0st8JWZ5tdReaq49rbFg4dv2CMevmj16/YAz62nbeCERlxGmr2UMtZ2lazxm2bv7oLUvGoEjaef8in5Mrn501f3PB+v2VtV9ubf50Y+OXW5tDnHaEu+2O9jwU8+Bo3MPT8Y/OpD3/PdX3bOKDk7H3jkZ7HoryOIgU7rY3xNnh851tQTc3B93c/On21i9OW78624c47VCBOcJ1d4Tr7nAXhzDnXTGe+2M898d6HYj3PpR4/0jyw6NpvifSnp5OfvE7ynUjSKNcN8pyIyojZud+uJH/8Vbh5zsIz98RGsXQ3SFdE3MfRdIo102N8CoPcSv54lT48TZy80Y+JxVhTpXhd6mRLtRIF1qUW220Gz3Goy7Wkx7vVRfvw0x8wEx+2JD6uCH1SUPa04a0543pLxrTXzRkvmzKeMXKeKsGaf+WPL+WPL/m3LeswoDmooDm4g8tpZ9bK8LZlGhkaSJiJAuYycK6JD4jic9I4tUlIvEZSQjSooZUBGkJK1PKypG1FsmUnFZBmuRXYpwyjFOmHk93gbQyv90F0qIaBaQ7akBMg85akNIBbwCiGXC0wwrNK7cAtAChXJva9cSxZjnejBEsjGAhW/y/DYX/A0KrdVepBeXdEt3/MaSR+249STDhm9Vfo/J3RBvdWxVNcAQbCL76vOaP2ayQHEiZ+kSvmt2/9N+unvx/7YMgfyy16BmTyTvFImmnBEgcSDmrnnbt0u+zphrNmz3FeM5UQ72x06YZGhlpGRqO1zcYp6c/VldvjK7eGF2DsXr6Y7XHjtIbP0Zr9PCRmgNHavYfO2LwqGH9BvXTGNhXo09PjckTRp05uevj+8cJsYExkX7RkW8iIp5FR7+MjnwRFvI0PPhZ1NeXUV9ehL/3jfjw5MNzN78HN4OeOH596fzW88LVYxt2W842nzZqzeThqyZomk7UNJ80bLXRkKVafRaM0LCdMtxmiqbVhEEWhgMs9PujrdJWRv3NDfqaGfY10++DIG2mND9RNo71NNPuaanT29ag/4ZJQ7ZOHWo/baDDrEH/D3nvGdVk/rf7ht5BBRuWsUwvzigIgoDYBRv2MmJHxd4rvfci2AuKSm9JSOiE3qTXhBrSC5BAQvp9/86LGyI6zjzz3/vss/fZT9a1siKw1PjCT77tuk6YTXdZNf2ClcllW5Nb9iZ3N5gg292xhxY/ObLo1bElCa4/Z980L/a0wd+zyPdYVeJnVxG0rjJ4fVXIhtqQjXWhm5oiHJsiHJvDHRC1RDi2RDg2Re6sDHFCe27rwQUBYROQ9wM5BYBhgWhQKqfKFX2wnAjL2oGsGZY2wdImIGmAhooBOx+i42AKFh7IAgNZYAANyFgwmAcoBECrBoxGwG5XsLvl7B45iwTo9YBSBcgVUH8Z1ENQdBcjgvpLFZRSmF4F2NVgpA7w68FYAxhrAqPNYKwFCJqBoBEIGsFYA+A3At5HmFMNs0rlVKyk/52gK4LbfI/58Ryz8sRYuet46QVhyUVByaWxsquCshuCitvCyjvSGjdpjZuixg2qvCsvuyUquDSKPzOUfYKGPkhB7yVnbB/I2EzJXEfDrGHhV7PzrJi55szCFaxic2aZBaPMgla+ilJuOVBuPlhpRq5aSa6yG6zeRqs/PtRxZ7w/SkyLB7wCeLQaCFqApAcoBpBwHQWgyMGADPTL4QEIGgSKAVjWJRdWyUbxQu7rEZo/o/viYMexLyHtZDlnx8pZW1cYO/wxHWmAI5xGxtL7bea6bl5yc9cP/kdXRp23fXZ5/ZtbW5Lctqd770733p3puxcTeBgXdjQ34nRuzNn82EsFjy4XP7lcHHuxINo1N+IMPuwkLvQEosyAw2m+B5I8d02U0b770v33pvvvnXAi8z+ICTyMC3HGhx7FhTh/AWlC7NmyJ+crn1+qfHm14u3ENLou2etjinddsldNokfVB7ephTXyrcZ0v5aswK8SGimjlZAm4qMQTnfnPkRm0j25D5Fed1tWSHO6f2Oqb0OKV2Oq9wSn0X4Ip7twQV0YfxLOvwcf3JsT0p0b0p0b0lcQMVAUNVAcTSbEDpTEkksfDZY+pZQ9I5c/o5a/RAI2WNUJrLoE9sdEVv0HVv0HRsMHZnMisymZ2ZLGak1ntaO5XfghUt5wd/7YAGG0v2i0v3i0v5jfVzTSXzTcVzjcVzgV0sqmt4hZI2Y2iNlNsilNbzDaBUa7kKY3wmlECLY/bYrxP7W7J0pnQQ8Q9Ewh9ACQUoBi4qAIwGwwkWrOnQz35UzmwHx6Rga0yIx2IqnmUxk9VV/94r+E9Oh/Aun/6HMAB8mqAjAThhkAmljVnvJOp6bVDgOYN8U46Z/xPKkJFw7ls+SfIA1k/7uZ+b/68ZcN8C//xRQAVnyCNATLZRJIMblPB8vH+UPud69bLP/F/Pefflgy/5v5M79dbGo6e9oCU+O5c6fPnm1kMtPAZKbBrNlGc01nzJtvMnfW9IVzZy2cO3OuybSZ03RnGGjpa6M0VVE6GigNFZSOBurXn0xvXD2BzYorKUrLSHuCwz7H457hsM+x6Ke52FcF+Phc9Gt08uOspEfJr8PeP/FLehGEjg9Pfx34PPRm8L2Tt445nt5quXXFQuvFepbzdawX6tgu1LWZr7VuicH6RbrrvtFbt1B7/QLt9Qs0N87X3rBQa+NirfWLNdctVF+7QM1+vuraBWrIRfUXkHZcpL3jW/3d3xsc+Fnv8K+6iC3opdWzbq43dd8y33v7gpDd30Qc+ObR4SVPnRfHnfg28fwv+NsWBC/bAo/VBF/byuD1NWGbENWFbvoYtrklaltL1La2qG2tkVtbI7cikG6M2FETvisvcDcJ6weGKoCiGyh6IUW/UNAOyTsgWROQVgNJKRgvAuP5sDAPHsMDdjpgJANKAjTwVtEbB/regL53oD8B9KWCAQygFAJaFcxolDPaJPROGbUN7q8GPSUQsUjWkS9txUlasqWtOHErTk7MhXoL4EECYJaCoUrAqwb8GjBaA3gfwWg94NeD0TowWgd4H8FIHRiqBewKmJEvJ6eOE2NHmu8zqk70FTv059hz8A7DGEduliMn04GduY2TtZ2NduJg9rDSd3Ez9oxi9gmyDwgwe/kZTiPJ21hJm/sT7XuTbfpTrAfSLClZloxsS3buSk6hGbvYjEUwY5aYM8tWKiFNLrckV5kNVluQq1ZTqrbQ6g6xWy4JevzHB5+CITTgFYOxj0DcCeR9AKIAiKEANBkgS0G/DAzI4QEYGoBlHQpRlVyAE3Cfcwc9BztP9rbsm1gcQ3i8Y+UsJbO3/D5t6wpjpAHu8Md0x+Uzdq2ae9Bu3rlNi284fe/nbB513vb5lQ1vbzsku+/I9N2LQBodcAgbciQn/BQ+2gWZSec9dM2POpcbcSYn3AUXeiI75Dg2+Bg2+Fiqz/4kzz0J7jsTPZxSvPek++1P89uT6rs7M+Bghv+BdL/9mQEHsSFHskOdMcF/ZgYczI08kRt5Ij/6VGGMC+HxubJnFypfXq6Mu66EtHIgjZTOVR/cECEz6eoE9/pUn+bMgC+G0AihlVJyGkE1ER9FwkX34h/24qN7cFEkbERHZkhrmn9zim99ontDkkdjsmdzqndrund7pm9Hll8n2q89w7ML7UXM9iPh/InZfsRsP1JOcG9+WG9heF9hZF9hZH9RVD8hBqE1ueQZvWIiL4tVl8SpT5k8lU7htKZxWjNYrenstgxWO5rdgeF24YeIOWP9RaN9+aN9haN9hfzeAl5vwUhP/khP/gS2yYTRwRKE0+O0qnFGrYhRL2I1IsU0xOtACK3c01aiGim1FSPt8EgXPNIFeETlTjjgk6BREhD2IkPoTzW0jAzkVAAzIcAGMBIhxZ106RsCE6Unsm+lfOYpIERIE3jidmIKKTlTTpk5/zmqh/9iMzQ2BZNfLI6NT0Ka858KuXJGLqkm3/Xw5Hb6VD+j0a/02L/CZsWklJ5ZymfZ5FbO/62Q/ru99KlX1FMdxAQACAA8DmAxgMUAlgJIBiDFxNq3Qq6QiAEMAVgOy8TkXtKjqDBrs9++XTDbYvkvi+bNnDdr2g9L5s8w0p5tYjBjhq6RkZaBgYahoea06TomMw3mzJk2d9b0uSbT5s2asWCOyVwTwxkGWgY6KD0tlJYaykAHpa2O0tZArfh90Z2bLu/eRKckxmKynuRgH+PQjzEZj9DpsdiMp5kpscnxkcnxkRkJMRkJMYlxYS9iPGLD7jyJvB8X4x4Xfi/szulLBzc6rf5+7c9zbL+dZrvEaM1SQytTzdXzNO3madvP0147T3vtPM11c7XsTTXWLtCwX6iGENp+vuqaeSprTFFftLs3L5gYS+9cqnvgZz0kT/q4mf4FK5Ob6009HRf67vwmZPc3UYcWPz/2w+tTP7xz+THpwq+Y6yvy7luW+NpXBq+vi9jSEL218eG2xofbmqO3tTzc3h6zsz1mZ8fDHe3R29uitrVEODaHOzSEOX6M3FUcurvxwzVhRyIY/whEjRJ+rZhfIRMQFGM5EC8DHk6Uc19L2S8krOdSxjM55aGiL1xCChZ1BIha/cRt/tKOYFlHpLTzsZT0Rt6TIh/IkVPKpbRaMaVBNtgAkUpBR5G8JVfckC2sQwvr0MKPmYL6TGkHTk7MhQYKAL0EcCsAvxLwKwG/GozWw2NIVd0ARusBrwEM14OhjwikIXKSiBg53HSFVrGnr3B1b/YfrKyVnLSVzCRzesIK2gdzesJKRsIqZqIV490q1gdrbqLNcLIdP3kNL8lu5IMNJ8FqMGnlQKrZYLoZDW3OzDZn55lxC8y4RWbDZSuHyi3ZZRbMMgtG2SpamTW13IZSuZpctXKw2pxSbU2p3kCp2cVsOsXvui8ciABDSfAwDoxWAHEzkHUjkIYAUwbIYtAvBQNyJP5c0SkXVyuEOOHQs+HBB4Mdzr1N21HKuhnZ6FY2vTcvM0Igjex+b11hvNvK9LD9gvNblt7e81PgccuHF5G0ym3p3ruxgQcxAQeygw7hQ4/mRp4oiD6b/8gVaXfjI8/khLvkhLvgw07jQk9gg49hgo6iA51TvPclee5J9HBK9tqNIDkjYF+q7+7cyBO4sKPZoc64sKPIjVZ2qHNW4KGciONTIV3+/GLVqytVb26UvLpR9vYu0tlGOK2sp5WtbwTSDWm+reigLyCtxLPy9WecxkV2Z0f14KJ7cFHd2ZFETDgC6ZZUv7oPDz4muNUnujcmezanerame7dl+LRn+rSkunVkehAx3l1Y7w60dyfGh4Tz784N6skL7SkI68kPn+R09EBJ7ADhMbXyLbUqgVGTwPqYzGlI5TSnc5ozOa0Z3DY0ty2T3ZahhDSnE8vpxI725Y/25Qp68/m9efzePF5PPq8nf6Qnn9dbyO8rQvreE/U0tVJAqxYyPopYjRJO8ydIjxEnNIXTSJ0N8SaiOKCRLmikC+E0sssNxnuVgsV9QDoA5IMAooFP3tcIlYcm84//etQ0CoNRhYKPSHnI+DmnvzQb+Q85/V9C+guNff7J4N+IC08JyJs8qeL/fZsdQYv4L5CWfQ3Sii/csv4FpP9/enmlfPwDpJWEFgEgBEAAwOgUb6kxAASfOA3LEU4rJOMAlgNI1vSxJjYy9JdvF6745bs/flr63cI5i+fP+nHpgu8Wmc4xNjCZrjvDSFtfX11XV1VPT83ISMvYRH/OnGmzjA2NdDWNdDVnTTeYY2xgYqRjbKQ521hXTwtlpIfS10apo1A6Gijz5Uvu3jyXlvw0IyUamxmbnfUoMzUqIyU6Ky0mKy0mIzkm5X1E0tuIhLiwD2/CPrwOffsy6OUjn6dRD6J9rsT4XI3yvOB/49jVP7fsX/Pb2h9NzOdqms/WWDVXY7Wp1pr5Omvn66ybr2NvqmVvqrFuoea6RRqblmhvXqqzeakOsji2xhSlJDQC6S0LNR2+0dq2SOvQrwaHftE5+LP2kd+1z5gbXbGbeW/DHA9H05Dd3zz8c+nrU7+8d/0t0fXXpAu/Zlxehr7+e5GXbVmAfU3Ypvoox4borQ3RWxFIdz7a1RHr1BXrhHC6JcKxKWxLfahDQ/jOspCdFY+c6SVhgJ0PhovH6dnyIZyEnSRlvpLTYmWUEMmA73i/h6DXbaz7Pr/1Oq/xErf2HKvqNLP8JLP8FLvClVN1WdDsKWwNEXU9kfUmyck4GaVYSimXkysVnQTQWiBrwItqMYKqTH5V+mh1Br82TdyKk3TlyvsLYUYZGKoA/Gp4tBoarYWEDbCwGREQtICxZpjXDEYaYU41zCxQUJJFPRG8liv0mt29BMs+/C8szLKhtGXs5F8YCT/TP/zMeP8z88NvrIRlvBSzkWTzkWTzkUQzRLwEs+EkM0bacnrmciZmBQdnxs0zHyo0Hyo25xDMeVXWQ5XW7HJrRpk1tXQ1rcyWVm5PrbIjV60crLagVFtTqtZQqx1ZDYf5XVdF/X6AGweGU8FoERj/CKREIB8EEBsCTBmgiMCAFAzKAWUC0pJK2ThWPPx0ePDBYMefvU3bUftsFuy2MkVOpZGKebv5TKS83rzMaMvv05ws52w3n7nxV4OtK4z/XLsQqaQDjlnEXl779vbWJHcnpIbGh/yJCz6MC3HGhx/LjzqTF3su9+EFfJRrQewFpNeNCz2FCTqaFXAk0//PTP8/P7g5fXBzUlbSab77MgP3ZwUdwIYfxUUen3TePoYJc8aEOWPDj+bHuiDpk8VPXUtfXCQ8O1/28lLt+zvV7+/XJHrUp/o0Zfg3ZfjXp/og7e4vTrBqEj0a0/3aMMGtWSHIkVVndkRrVkhTemBzRpDyBEvZ957ofmPDu7OjerBR3ZgIdkx58QAAIABJREFUYlZYZ0ZIW2pgc7JPY6JXQ4J7Y6JHc7JXS4p3a6pXS4pnc7JHU7JbW+r9lrS7ren32jLut2e4t2d5tGd5tGE8u3ODevNDBooi+4sj+4sjBwhRlNJYavlzStVbSk0i62MqpzlzuA0z1I7htmK5bWhuK5bThma3ZrFbszjtmdyOLE4nmtOJ5nfj+N3YURKO343jd+NGunMQDZFyeb0FSBktoFQIKBVCepWY9VHMbkRWwz5BWkD6TJPARgRP1tAwj6gM4VD6e8sEJMV4z2QZPQFpBWArJpw3uDAYQtKHFJOCJrzsJzeW/ya4YjLOfarl1qeY538P6a/dQ48BMDblM8Hnnw++krfxD0LcwRDXkWEIDMOADwM+/Pc5tX9psP8bSP+XUsJb/p9CGv6bx/8rvP0fevwtpGEgU0Dj0Cc882DAAYAJAGNivgDzACwA8DiAxOKxEYTNUuEogOV9xPbTx/78Ycn8n5cu+GXJgp+WzP9x8bwfFpkiqF40b+a8OdNnmxhMM9DU01bR0kLp6Kjo66sbGmoa6mlO19eeOU13jrHBXBPDOcYGM6fpGhtpmkzT0tdGGeigpumraKqi9LRQa1b/4fHg4psX/ikJoZmpUenJEVlp0dlZj9KTI+Je+CTEBye8DU14Gxr/JvjNi8Cnj70fRbk9DL0b7nM52udKjN+1WN9rUR7nA68fu3fS6eqB9XZLp1kv0LOco77aVGv9IoPNS6atX6hnZ6puNRtlv1Bt81KdTUu01y5Qs52LWjtfdeMiTbtZqHWmKhNZWAs0kLH0ru/0nZaqH/hJ69hyo1MWRsgJlofDgsA9S5UnWK9Ofv/+zE8pl5Zhb5jl3rPIc7MqD1xbF7GlLmJL48Nt7U93tz9yaohwaI/Z2Tqlhm6JcGyN3NoWta01YntT5K5cn011r06TiwLHu94Cfja1Pni4LWC003O8/Qav0YVZfZhavpdWtZdVd5BM2EEp3kYp3kYhbJ1Q8Q5y8R5KyVFa2bmhBndJzxOInCTqTR3vxcLkYnlbvrwxT1yHE1ZjeJWZvMp0XnXGcE2GjFgk7yUoqBUwpxbwGsBYEyRokgsaFaJWubhdLm6XidpkwnaFoF0x2gHz2+CRBjmrWDKYKuqPFfQ84LYeHahYQ8z5lYU3G0IvZ6X+Sk/6iZrwA/3DD8zEn1hJPw+nLRtK+X0o5feRlN9Hkv/gpSznp5qPZJhx0WYcrDkHZzaUs5KbZz5UaMEptmQTLJkEK0aJFb1kNa3Mll5mTy9bRy/fSK1cO1hlhUCaWr2GXrOJXruDWnuYXHN6qMtDQn8GRrHwWIkCGefDLOSwWwooCkBTACoED0DyDoWkBpLkioeejzG8WL1nyG17UMo59HbzmdvMTBAh1fOGX/Q3/WaI3GUhR1lH1n1z0fG7O3t/Dj5p9eTahnd3tyd77Er33p3lty876FB20KHs4CM5EccLH54rfHKh8PGV/NhLeQ9d8yLP4kJPoQOPZfgdTvU+kOy5L8ljb4L7rkSP3UmeuyYIHXAQE3IIG3oYHXokO+IYPuoEAmls+FFs+NHsiGP5sS74qBM50ScRSJc8v1D+6nLNu9sVb+8oy+iPKd5Io7s8/l7pmzuISuJul8TdRm60GtJ8WzKD29ChndkRHdjwlsxgBNLKI+kvIN2BCevOjurGRJLQ4V2ZoR3pwa0pAQik6z+4NSS4NyV5tqR4t6R4IpBuTnFvS73flvoJ0h2ZHh1ozw60ZxfWtwvnT8oJ7s4NIeWFdOeH9hVGDhAeU6vjqR+TWY3p3FbscDtupAM/3I4fasvmtuO47dmcNiynDc3tyBrqRHO7MCNE9Fh39lh3toCUPdadPdaNH+3Bj3bn8npyeT35o/1F45QyIa1cSK0cp1WJmDUSdr2E0yThNCMzaZjfCcaIQEACwu7PCP01SCuzLJGYLPkoUTpGlAu7IVHvVEhDgKn4ZF059CWkYT5y7/sJXX9jtznhGfQXe+3/aUgrvXw/dyZS+hP9T0Ga9zmhxz7fx54K6X/Z7lZ8LZX5vy+kIVgEgzEAeDDgKgBTBlGksh65rAdSkGEFHUCcT5yGJXLRmETAB7BshE2PiQhaY23+4+J53y+Y8/2COd/Nn71k3sxFc40Xzp4+f6bRXBPD2TP0jafpGOqp62mr6Gqh9PTUDA01jafpTNfXNjbUnTVdb/YM/dkz9E2MdKbraxrpqmupTdTQhroqyOt5sw1tVv3qfvf06+fe2MzHqYkR7+L8UhPDMlOjkj+EJL4LSnwXkhAf/DYuKO6539PH3o+i3GPC7kX6XY3yvfrQ9+pD36vRXhdD77n4X3X2dN1756jjma2rtv0xb9Vcjd8NUSumo2zma2341sDhB0O7+SoWM1BWM1EbFmk6fq+/abGW3VzUlkVam7/RnFpJb16g4bBAfde3God+0TlpPuPcapPLNrNvrJvr4bDAz2lR6J5FSLs7/uwvqZf+wNyyyLtnVeSxOvfBqhI/O2S1uyF6a/vT3Z1PdiPt7raHO5CZtJLQHVHbOyK2NYU44O+uLovY25p0mVURBAbfsGrcmZWXudVnRmqcR6p3c8odaaXrqYhK1tEJ6+gEe3qJHb3EjlpiRy2xp5RspJTuGCw5wKm9KOryl/c9kfbESbrfQ71oqD1X0ZQvrsMJqtBjlVmj1eixWuxoA05GLJL0lchplXJuHcRvlo+1SAUtEmGLTNwpFXVJRR1SUYdkvFMi6JCOdcrHOiB+s4xbIaGhRZRXgn7foU7XgbrtvcXWVPxKFtaMjTHjZK1gZ/3OzljGzljGyfh1KG0ZInbab5z0P7gZy4cyzIayzBFCc/EWnNyV3HxLdtEqdvFqVsnE2RWtdA2tdC29bAO9dBO9fAu9fCOlcjWlehWl2ppaY0urWUur3kyp2TVYfYjVfFlIDoGGEiB+nkJQA2TdAKJBEF0BKDJAUQAaBGgwIMNyIiStA5J8Kf/tOCtoaOASvcsZhSAZWRxDptHKa+n1P+tt+EXf4Y/pyOX0jpWznNcvurrjpwcHl4W52Dy/uTnhgVOq155M371o//25Yc45oUdywo7lRZ0sinEtfHKh4NHlvJiLudHnciPOZIeczPR3TvU+kOSx98ODXe/vOyV67E7y3KMkNDbkCD7COSfyKCbMOTviWE70yZzok7jI49kRxxBm58e65ESfzIs5jUC69MXF8leXq+NvlcXdKo+/hzS0keb2VEKXvrlDeH2r+NXNkrjble8f1CZ5NqUHIpxGXMaa0gOVxbTSzARROyasAxNGQkf0ZEV0Z4aRMkI7U4PakwNaEr2bE7wa37s1fXBvTvBoTfJqS/ZsT/FqT/FqS/FoS3FrT3vQnvagI90NgXRnlncH2rsjy7cL49+FC0JEygnpLYjoL35ErU2gNaSzm9FDHfiRrlweMW+kM3+4M2e4I2+4M2eoAzfUgR3qRA93ZfFIGB4pS9iDFfZgRd1YYQ9W2I0T9ODGenP4vXmIdaiYViFmVokZNQihZdxGKbcZWQqb2BqbCunPCY1sfU9lsxLPSJalXNitGO9Bkp0mIA1TIECHAAvRZMd7GADe/yCkJ8D5yRrz73j8Wdj7lNT3qSb7UzwFR6b8zhzob8M2mFM+HLC+Js5/Dul/vLn6K60/QQuawjDovyGkAZDBYByAUQCGFIAukvcJxJ1jY40iYaNU1KGQ9AA5wukxAI0DWCIZ5QJIBhTS1Pevt6y1+v6b2T8unrvUdOaSuSaL5xh/M2v6AhMjU2ODOdP1Zk3Xm2GgNU1Pw0BbVVcLpaetYqinPsNIe+YMPWNDbRMjnZnTdGdN10MIbaCtqqeJ0lFHaauh9LVUpulpGOqo6WigtFRRupqodTa/3rt5POldZMqHyLgXPu/iAlISQlMSQpM/hCS9D/7wNiD+tf/rpz7PYj0eR7ohkA73uhTmfi7kwZnQ+2dC7p4OvHUs4NqRkFvHfS7uu3F4w9H1yxx+m229UNtstor5LJT9Iq11izTWLVS3n69qZ4qyM0Uhtt7bv9PfskhrnanKOlMVZHFs8wKNTaYqTkvVD/6sfdJ8hqvNzCu2c26sm/tgk6nn1nlhexdHHlz05Mi3b1x+Sr30B/a2Zd49q/wHqwo9bcoC7KtCNiAd75ZHO9sfObU83N4R6/RVSHeFba31tM+8tBz7wL4obFd76iVRUwj/4wNq4TFG0V5WkSOXsIFTtoZVtppWsmqwaCWdYE0nWNMJq+gEC3qJGa3UjFZiTimxppTaDxC20MoPjjZelRMD5KRoOfGpvDMeas6UfsQKqzL55Wm8slR+VYawHitsxktJJdL+chm9Rj7UIOe3SgVtEkGbWNghFhHFIqJY1CUa7xSJ2iXj7RJBh3SsAxprlw/XSFn5EkbSOCWG3/uA0XKaUrOrH29Lxa1m4GxY+NVsvBUn24KNMWOh/+BkrWBnLmdnLmdmLWdmrWChzVgYCzZ2JRtvycqxYOeuYuevYhdZMwmrmSW2jFJbBM/UsrW0sg0IpBllW+jlG6mVa6hVNpOyo1aupVZtIVftJNcc4XbeEzOeKkYyFcJyIO0AikGFggIBCgSoMKDDyNmIvAdIm4CkFBKkSoZj+NT77N7zKGRlDOE0IqSknupksuk3QwTSf65deHnbD/f2/4pAOtFtV7rPPmQaXfzwVGHUifzIk/nRpwqiz+Y8PJMdcRYT5oKPPIMPO40NPpHp75zmczDZc1+i+54Et91TIZ0VeCg71Dkn8mhe9HGExAWPziBUxkUeR7rc+bEueTGn82Ndip6cK3l+oezlpYrXV6re3iyLu1X29q7yHro8/l7Z27vIURayOFbx7j7yA9UJ7nXJXg2p/o1pAQibm9IDG9MCGlL9G1L9v6inJ+bTmDBiVnh3Znh3ZhgxPeQLSDe+d2tO8GhJ9FRCuiPNqz3VHSF05yShO7O8u9A+XRh/UnYgcktNygnpzQ8fKI6mlD2j1ScxmjI5bdkjXbl8YuEoqYhPLOR1FfC6CkY680e6cke6cCNELI+E4Xejx3rQ4h6suAcr7skW92SLe/DjPXhhb66gL1dILhJTy2TMaim7Rsqqk7DrZNxG+VATsrk94SaGDKQRSH+N0F9CeoyECOlyQ6LeCUJLB4CMDBQIpKkQYMCAAQEWAOzJsfQwBA8pwAgEjyCJrbAydP1Tu/sLZ+x/SMX415CeyMn46wXXVENsJYnpSEf9P4E0C7HahuAhaGLczgcTucXIswBGki6Vi2nIG/wsL08Iw8K/RfU/kez/Pkgr39dXvyUDQAgADwZsKdw/JukcGWvgDpXxRyqFY/UycScsGwAKFoB4ABLIhUMAlgBIVlNacGTf9qXzZyyaa7Rk3vTFs6Ytmjl94cxpC0yM5hsbzpthYGpsYGpsMENPw1BHzUBbVV9LRV9H1VBPfbqhlvE0nen6mjMMtIwNtY0NtWcYaBnpqutrqehqoKbrayIltYG26jQ9DWNDbUMdNU1V1DRd1DqbXz3unXnzIjAxPuz9m8D4177xr72T3gcmvQv48MY3/oX368eezx+6P464Fxt256H/9Sjvi2Hu54LvuwTfPR1453jAzaO+1w55XNzrf+1Q6K2jgdcO3TvhcHTTsg2/mpibqpiboOzmqyA2JjZzUKtnozZ8o7HjJyOHxdobF6gjkN40X93hGy3EcWznErV9P2ggedLnVxlftjW5vXbm/U2zQvcsQgI2Xp/6IeXi75hbFrl3V+Xes6gI3IAQujZ8c13Elvoox8ZIx4YIh7aHO1qjt7dGblVeYbVGbu2I2NYTvrP01urUM78lXVqZcseu7PEhdukDSas3t/w0i7CPXrCRVWTLLbflVtrQK6zIBHM6wYJBsGAQzBkly+mlv9NLf6OV/k4rNaOUrCIXraEUbxuqOiFtuQd1BiraI2TNj+UfP4irksZKPgwXx48Q3vErksfrs0QteKiHICeXyxm1iuFGxWiLTNguFbaLhR3ScaJ0nCgVdUhFbVJRm0zUIhO1ycfboLFWBa9eNkSQsdFSxlvBYPgQ6T6n9Vx/viMlbyM9dz0db8/A2TCyrRhYcybajJ1tzsKasbBmDKwZPducgVvJwK9i5lix86zYeVasAmtW0WomwYZRaksvs6eV29PK7SkV62jl62jl6+hlG+hlGxjlGxnlG+kV66mVa6hVdtQqG1rFalrFakqFHbliU2/5TnqT6+hAsGw4ER4vBrJWoOhTKMgwoECAMhGLBzGBvB9I24GkEggxct4rIT1guP8OCkEy4jg2FdjKryO03rzMaMfKWQft5rluXnJr949BJ1Y9vb4x4YFThu/+7KBDOaFHEEjnRZzIjTyRF+mCizqNCXPJDD6JDjmBDjyW6e+c5nM4xWs/0uue2u5O9dmrrKRzo44VPj5b9My1+Pn5wqfn8h654B+exEWfwD88mffIpeDJ2YInZwufnit+fr7s9eWKN1cr39yoeHunPP7eX1WT6FGb5Fmb5ImU11Uf3CY2wFP8lGpI9a9P8atL8qlN9EZ+qayz/wppUkZoV1pwR0pga5JPS6J30wd3pJJuSfRsTfJAON2R5tWR4t6Z6tGR5tGZ7tmV4UXM9O1C+3Wh/UjZQd244B58WG9OeHdOeF9+FIXwiF75mtGYQm/JYrfjhol5/J5ifk8Jr5vA6ybwicW8rgIeMY9HxPNI2fxu7GgPRtCLEfdgJT1oySSqx3uzhb14QV+uiEKQ0MrlrBoZpxaBtJTTgEAaWd7+dH+FcPovhEYWx+S8LqSARvAMCbqRAhpI+mFJ/wSh5WQgJwPFIAwNwjAFAlQAqBCgA8CAAWti2xnmQPAQgBCj/NEpwRV/2er6tGzF+wuq/5bWfw/pL4+mkE20KVSmQ4AKASoEBiFAnfLFzwQDxtfEQv6USRfu4SkBeV+4cE9+KJl4X1/mz/9NYf3PkP5rcPJ/vDj2fzqk4anfkgAgAGAYBnQp6BsVtwyP1XKGingjxcKxWpm4HZb1AQUDQMMAGgUSPoAl7Q3VZ44d+mHRnIWzDebP0p1rrDV/ut68afqmRnqmRnpzp+mZTtefb2w4f6bRDD2N6brqCKcnpKtmoKtmqKNmpKs+TU8DofK0TyxXM9TR0NdS01JF6aijputrT9fX1tVAqaNQxkZqa+1+d79/9u3LoPjX/nHPPN+99v7wxvfDa+/3r7zePfOIe+T2Iur+k7Dbj0NuPgq4Fut3Kdr7fJSXa5SXa7j76ZD7JwJuO/vfOuJ345Dv9YO+1/d7X9179+zWCwdsTjou27ZsxvrFmqtMUJbGKPv5qpuX6mxeor1+oTriCTrR8Z6ntnGemsM3WjuX6u76VmPfDxqHftE5ulwXScG6vXbmg82zw/ctiTq0+NnR79+e+Tnt8vLsO6vy71sXultXh2yuDt1YE7bpY6RDfZQjAummqK2t0dubI7c2hzs0hW1BzEyawx1aw7cNPDxcdM029Zz5B1fLuIuWaL+t7ennBY1e4uZbI9VHGQRHWpEds8yOWW1HrbEll1vRCdas4lUMggWDYIZAml76G730d1qJOaVoNbVwI7tk/3jdRbjFA272l38Mh2peSstfjRNejBY+HyW8HK94J6tPhVoxoLcQkEsBoxoMNwB+k0LQKhO2SgVtkLADEnZA4y3QeDMkqodE9dB4IxA1gbEmmP9RMVym4OTKWCkiyovR3lB+1wNW9XF2+V5W8Q5a3hYqfi0l24aOXcXMtmThLJh4CyZ+JR1vTsuxoOda0vOtGQWrWUWrETzTS2xoZba0cjtKhT2lai0iauVaesVaRsUaRsUaZpkds8yeXrGeWrmeXrGGXmlHr7CiVVrSKq0GK+17yzZT6p15vR6y4TggKgDSj7C8G4YGACADMDiRXwCxgZQCJCQgqgeCPPlwgpAeNTLgM+E4hsAY2eJGOI1cZO20mI14kCHOoHutZ5/Z8M31nd8FHLN4cm0DAmlc8OHcMOe88KO5Yc740KM5EcfzIl1yHp7BRZ7DhLmk+R9J8zmc4nUwyWM/UkNPaAqkM/wPoIMOZ4f9mR3hXPzUtfj5ecKLC8XPz+c/PpMTcwr/8GROzKm8Ry5Fz1yLnrkWPDlb9My1PO5K5dtrpXHXKuPvItWzUkhVjZxKIwveSEmN3FLXp/h9TPatS/KpS/JBXlR/8KyId6t671GT4PUx2bcxLUDJaWW7uydrSjGd4teW7Nua5NWS6NmS6Nmc4NGS6K7kdGeqV2fqJ0KTsvy60H5EjD8RHUDKDiJlh3TjQom40N68SArhCa3iNaMxjdGK5nTgR0iF/J6S0d5SfncZj1TKJ5Z8Dmn0aC9a0Jsl7s6SkrLE3RhxN0bZ9B7rxYnJxRJaKVJJS5i1SLtbymn4wpob4bFyAv0Fob+ANCToRky5IVHvhAW8bNJgSzGICIYGIHgAggdgmALDkx8JkbNpGAmd/FeQ/mKEPIk9/t9xWgGzv6rPU6TYnxfNSjYPQoA8qb/l9NfE/PS+/hWkx74SogfzIWj06z1wWDoBqq9A878BpOEvIQ2DMRhwIUCTgh6BrIUvqhnhFwsEBIm4FpK3A6gfwHQAcYCcB2BRZ1PtVddT3y6YuWCW/uJ5RnONNeYaa83UVTfR0TDWVjfWVp+ho26ipznLQHuOke4MPY0ZehpGk5zW11LR1ULpaKL0tVT0tVQMddSUnEakqYLS1VDR11LT1VBBXuhpqmqroQx0UOoo1MzpGo6bLR7cPhkVduPFowcJb/3inj6If+YW/8zt3VO3N7H3X0XceRZy43Hg1Sgv1wiPsxEeZyM9z0R5nY3wcAm5fyLwjnOY20m/WwfdLjndv7jT+/o+v1v7va/v8by44/ZBmwsOyw6am25aom0zB7XKBGVlgrKeidowX81hsfbWpboOi7U3zlNbNwe1cZ7a1m809/6gvf9HzUO/6Dj/oXN25bQrdjPvb5zr4Wga5LQgfP/Cp87fvXH5Ken8bxnXVuTcsSxws6oI3FAeuLY6dGPjw20tj3Y2x+5ojdnR8XjX1yEdtoMcexJ3wS7N1e69q+3jMxZv7qzNj91HKb4p7/IcbTzHKHMiF68bKF1DrrLrq7brr7ChFtswC63pRVb0YjMa4Q9ayTJaya+0kmU0ghmtyJpWuJ6Rv5NXekpecwuu85RV+IHqWEX5Y2lxrLg4RlzyTF4ZB9cngpZ00I0HA/mAVgY4NYDXAPEbZPwGGb9hItue/xEeq4EFlbCwHAirgLAaHq2GeVXwUIWCUyhnoMWDH4R9z4SkEEHrDUHj6eHqI2zCLnq+AyNnLRNvy86xYeeuYudaMnMt6HkWjLxVjAIreqENo3g1s8R2or9dbkepsKNUrRmsXkOpsafU2FNq1lCr11CrbBgVNqwKa1aZFbN8Nb18I7ViM71iLb3SjlG5ilFlyaxeRau2JVduGKzbzyXdEnOfAREOltQoZO0w1A9D/QAmA4gGIDaQs4GEDsZ7wHgTPFokG0odpz/lkcMnZtKIkNIZOcfavMwI4TRyJ+3wx/Tt5jN3WZqc3bjohtP3gcctvwrpnLBjuZEn8qPO5MacxUe5ZkecTQ9wTvf9M9X7UJLH/gS33chA+v19pyTPPUmee5K9dishjQ09jA0/khdzOv/xmcKn55BKOjf2dG7s6bxHLnmPXBB4I5CueHO1Kv66EtLKBTGlFegXHmTI6/pUn4ZU/4/JvjUJXjUJXrWJ3jUJXhXxbiWv75bG3St/+6D6g+fHZN+m9MCJOCxseDcmshcd2Yuewum0gI5U//YUn7ZkbwTSzQluzQluCKo7U706U7260ryJ6T7EDD9Spn93VgARHUBEB5EwwSRsGAkb1p0d3p8bTSE8o1fG0RvT6K1odid+uLuQ11PC7y3nd5fzSKXDXYRhYhHS7p4KaREpU0JKlxAzRaTMcRJa0I0RkLJHe7JFA0ViaomEXilmVono1UJ61TizTsT6+IXrp/LU6quE/iqkISQ9Rj74SQqlBhTyXkSQoh9SkGEFFVZQYQX9k+UWzAPQ6ESaOhj70mlkUl9byVamVP1HkP5izPwFnpVs7odA/z9AWg5TvyJI+b6Q7WKktz8lcH5qdDw8Ngnpob+k3vL/gvNxAMY/g/SX3PxvA2lY+S0JBHgKwFSAQTnoEcPt4/KP45JSmawChhoA6ARgAMBUIGcBKbelruSq64kfF89bNHf6orlGpibac2aoI5A21lafrqlqpI4yUEcZaqCmaalO11abpqM2TUfNUEdNCWkdTZS2BkpfS8VAW3VqPT3DQGeGgY6epqquhoqeppqBtoaBtoaOuoq2GkpHHaWrpaqugtJURc2bo7Nhza+XXfeEB1569fj+8+ibr2JvvX189/3jB/Gx915H3HoadC3W71K0p2uE2+mw+ydD750IuX8i+N6xgNtHfG8c8r112PvGfq/r+7xu7fO9vd/n1j73q073zzsEXNgRfsEp8JTD9R3m+1fMWbdQfY0pav1CdSQCa8siLYfF2kgE1qb56pvnqTotVd/zndqBn7SOLtd1tZxxzX72vQ1z3LbM8XGcHbp3/rOj38ed/hG5k8beMCtwsyoPWI+cYLU+dup8vrf1sVNb7M6up3uUi2OIjUlLhGNb1La2yN1twYffHzF/d8r2jeu66NPWsZdt33ltaso4KyH6jrVeYdUcGijf0lu+gVS5rqtqHbFi7WDROmaBPb3Qjl5kRSNMcprwB6XgD3qRNb1gPTXbkZ1zUEC4IC+/Ky1xh0oCFcWh8oJQaUGIrChKUfoIrnkJ1b8DXemgGwvI+YBeArEr5NxqKbdGwqlWsGshdhXMLYeGiuGRAngkH+IXQrxiMFIGhsoApxRmFikGMZK+JGF33Djx4XjbPVHzhbGPp4crDnMIO1l5G1k59kyc9VCeNSdvFTt/FbPAglmwilloxShezSDYMMts6eW29Eo7apUdpcqOXLuGXLuGXGs7WGdHrbOh1qym1VgxqlayKs1YFStY5Za0sg3U8i2fnFblAAAgAElEQVT0ivWMqjWsamtWjSW7dhWrdjW1eh2ldje784qI+VAhyJKPl0rFzcj/nEDeP+EiLGGDcToQ9gJhK8wvl3GzhIy4kcEYlOPyGVPPoxFP0A2/6K/9UQepnhFsI6dZThYzXR2W3t7zS9Apq6fXNiW471K2uwkxp4uiTxZGnSqIOlXw8Exu9JnsSBdM+ClM6Mms4KOZ/s4pvgeTPfe9d9/94cGu+AdOKV77k3z2pfrsT/E7kOF/KDP4CDbkKDb8KDbiBP7hybzYs3mPXHJjzuTGns6LPVvw5Gxe7FnCiwuE55cKnpwtenqh4s3Vqrc3S15fLY+/U/b2LrIdVvzqJuH1LeUEWrnyjZiO1af4NaUHNqYFfkz2q0nwrv7gWZPgVfXeo+ztXcLLm4SXN0tf36yMv1+X6NmU5teaGdiFDiFiQnvRkX2YqF50BMJpUkZoV3pgZ1pAZ1pAe4pPa5JXY6JH0wf3hoQHjYluLYnuHaneneneXWneXRk+xAy/rqwJSPdkh3bjQntwESR8RC8+sr8ghl72klETz2hMo7Wg2Z25CKR5PWW8ni8gnTNCxPKJmLEetKAnU0jKGCciyhISs8ZI6DESepSEHR/IR4ppKb1ChJiZ0CtEzBopp0HKaZBxG2XcRjm3RT7cKh9uVYy0fQbpkS45rwsa6ZKNdMp5XfJRopzfrRgjwYI+SNQLjfdD4j6goAGIAiAagCiwggpDg7CCCinIkKwHESzvhWVI8gQZyMkApgMIscnkAmgYAD6AkYrzy+gLpAn8+fnyVLMR3tdmzAikWVPEQJ7/Ml3+a4ubPJXWAFABoAJAB59DWgZRFIpPguSIaBOV9FcgPfKXnTU+APypS21TOM3/ois+8a7/60r6i8n0P8+kv1g9g5CV6S814QH+vyvvEvosgRqe+nWxAubLYbYC0BVgUAZ65VCHQt4A4EYAOgDoBYAKYAaQMYGY437r/HxjXSNNlNnPi+cZa+uqouZOVzfWQ8021JmppzNDS8NQXVVfFaWvijJQUzFUVzXQUDXUVDPQVjfU0UD62HqaqjrqKEMdDeROepqe1jQ9LaStPV1fe7q+jpYqSh2F0lZD6WqoaqqgtFRRBtoaaiiUtgZKRwOljkLNn6W9e7u12+3joX7nY8NvPIu8GRdzL/6xW3zs/VeRt54EXo3xvfgi9OaTwMvRnq5hbqdC7p8IvHPU/9YRn+sHfW4e8r110O/OAQTP9y463nbdfPfcZj/XbYHntoWc2xl2fmfQme139lkft/l2+09GdnNUbOeg1sxV3bhIc/u3hju+N3BcrLdpvtqWeajt36D2fq/u/LveuVUzrq6ZfXPtrNvrjP22zYs+uPSNy28J55clnPsl5dKvOXcsy3ztq0M3VgSvr4t06Hi+t+vl/uZHOxsfbmt97NTxeFf7I2R3zBFRx8OtnQ/3FLttC9/+w9Mjlq9c7GNOWj86Z/f69vraD66izvCRVg9G/QVyzeGeqp3dVQ6kqk295RuoRfbMAntmgR290IZWbEUrXkkjmNEIZgO5v9OLrBj5awYx9nT0Vn7eEUnxeVnhFSj/tiL3njznvjTngTjPS1ocIC0Lk1bGgLZ4QEwEfZmAmg0z8hXMfBmzUMooUNDzYEYuzMTBbAzEyYK5aAUXCw3hwVA+4BYCTgHEyJaTU0W978aJL0XEqNHGm4KGc6N1p3hVzkMl+1j5jozstVSMFTfPhptvxSmwZBZYTEygi+2ZJWtYFTaMSmt6pQ21eg25xn6gdl1f7abe2k19dQ79tQ7k2o2UGntqlTW9ypJZsYJeaUErt6eUb6BWrmVU2bJqrdkfrTj11qx6W1rthoHanYy28+P0cAUvWTaaLxNUw5JOIOkB0kEgpQEJA4gYQDgIxkhgrBnwyhVcrJj+bmzwGWrHytk7Vs6eGiO9dYXJ1hUmW36f7vDHDMflxo7LjZHX28xm7lxp4uqw9IbTjz7OZlGudq9ubklyd8IEHMgJPZITfDAn9HBe+FHEvzMn4iQ+/AQm9Dgm9HhG8JEU34MfvPa+d9/9zmN3guf+BO8DqX5/pgYcSQ9wzgg+lhV8MivkFDbMBRN+Ki/2XG7MGXy0Cy7qVHbkKVzUqdyYs3mxZwseny9+drH05dXSl1dKX16tiLte9+FeQ6pHbdKDsnd3CG9ulry9VfL2VnHcjdK3d6sS3MvfuVUleNYm+9Sl+CKqTwtozAiqSw6oTvCvfO9d8d6j8p17xbv75W9ul726VhF3verNtZr4Ww3v77YkuXWkeXVn+vdmBZPSQ3oywvvQEQPYqH5sVE9WeFdacEeqf3t6QFuaf2uqX3Oqd0uKd3Oqd0uaT0uaV2uqV1uad1e6b1eWPwkTTMoO6caGkLJDevGR3TmRJHwUKSe6Lz+WXPyUVvaKVhVPr0+nNWUxW3GcjlxuV+EQsWiISEA0TCwa7swZ7sTzunCjXdnjpGxRN3achBESswRdmWOdmfyuTH5X5igxa4yEFvTgBD04YS9e1J8rHsgTDxZKKEViarGCUyXjVEnZ1VJ2tYxTK+PWy4caFMPN8uFWxUi7nNeh4BOh0R7FaA/E71OM9sGCAYWwDxonw6IBIKYA6SCQ0YCCCgBrMviZMZHbqqDJ5YNA1jc1VhmIu4GUBKS9QNYLZH1ARgYKKlAwAMQGCg6AOeAzi5KJYEoIUm59fyHhZKrjhFuIckl7AsyApgA0BaAoAFkBKApAmWJV9pkvyufYnoA3AHQAqAAeBICGCIYpEDQIQYMwTIGhQSCnwLJBWEKGRQNgfAAaJytkdJmCCSlYAOZ85rCGtA0UnwviKGCGHDDkgKEAbAUYmjwcH/t8CVx5Wi3+F5j8m9zlr/yAfCqVIVgKwRIIjH2ZgwmLIFgyifz/eBPtf/Ihk0MKZXAGpKylkb88YmMikMm5Mjmyk8gBEA0oKACmAZgBRFRyW1n6m6jAexfNf5y//Lu5P30zc/FsA9Np6ia6qGmaKAN1lJ4KSl9d1UhD3UhLw0hLw1BTXV9dVVcVpaemoqemoq+uqq+uaqChZqipbqiprq+lrqeppq+lbqCtYaSrNU1PWykDLS09DQ0dNTVtVVUtFRVtVVUdNTVdDVU1FEpVBaWtgdLVQmmqoowNVNau/u36hUORQbdjQu++iPF4+9jnReS9KL/Lsf5XX0Xci/S6EO1zIdb3CjKZDnNzCbh9zPfGEa+rB3yuH/S7ddD/9gG/W3t9bu7yvLbD69K2oMt7fM5ucz/h4Hnawf/sTr8z29yObLy+2+rP1d86/jzd1lTdxlTF4TujXb/N3P6T8abFWutmoTbOQe1cjHL+3cDF3PicxfTrdrM9HRc9WDfTz9H08eFvE88vz7phjrm+An9reaG7RWnwmvLw9TUPt3x8tL3+8Y76x07NT3a3Ptvb9nR3+9Pd9eGb6sM2EB9v64zd0hJh3xHrlHDF6rrt9IBt38adtnl6xPLp0VXvrmzOizhBKQ2T9L8d7X/YXXutv+Yks+EIpcKxP9eKWmDJKLRgFFjRClbTimxoRTY0wmpaySpa8UpakTkt35yBt2DhbUfwG8dydopz9kO4EwrsGSnaRYQ5K8y+OJ5/U1zmIa0JkDdFSVtiJR0vpN1v5f3v5YNJEDUFpiVCtLcK2ms59ZWU8lpMiZNQ30toiRJasoSaIqenKRgpEP2DnBIn6XssJEYIO3z4da5jtcdHq0/wKo4OEQ6y851o+M0U7Bpmvi0915KWu5KeZ8HMX80pXMct3MQlbOCUr+JUW7LrVjM+2pNrN/bV7uj+uL+7/hi98wql7SKz/QKv5/wI6Qi9YfNglSW12pJeY0evsafX2NBqrWl1lrQ6S2qdFbnWtq9qA/njXlbHRcFAgIz1GgyhwUgxNFwL84gQfwCMDoKxAcDrgYfaIU69nFUCMXNltFQx+dVod+w/QdpxufHWFSaOy40d/pjh8MeMrStMdq40Obf52xu7fwo4bhV7ZX383R0p3nuwgYfxIX/mh/2ZH/ZnXvjRvPCjueHHc8KO4cKOY8OPY8KOZYY4pwf9mRpwKMX/UFrgnxnBx7JCT6QFOqcFOqcHHs8IOpEZfBodegYdegYT5oKPPouLOo2NOI2NOJkd6YKLOo2LOoOLOp0b41rw+HzxsyuE55cJz6+WvbpWHX+3NvF+TeL90vibxXE3CG9uEt7cLHp9veTNnaoEd4TQ9Wn+9Wn+H1P961L8Pqb6N6QF16eG1CYFVr73LX/nXv72QembW6UvrxY/P1/+6nLF60u1cVfq46+3fLjbkexGTPXuTvdDIN2PiSRnR/djo3rREaSM0I704M7MoI6MQMR9rDnVuznVG7HyRiDdkeHbleVPxAaTskNI2SFd2SEkfAQJP2EM3pMXM1D0hFr+ilYVz2jIYDajWW14bmfeELFomFTM7S7hkAhDxCIuMX+oPXeoAzfShhtpRws6sIIujKAri9+VyevM4HVmjHSk8zozEFSPkdCCboywBzvemy3ux0sGcqTkXCklT8ooljCKpcxSKbNUyq6Wc2sVw43QSBNSTyPNbcVoHzTWrxgdUIwOKIQD0DgZGifDokFYQgFSKpDRgJw+4Vk9CTwZTJdCNLl8EBb3AVE3GCcBYScQdoLxDiDqBOJOICZO0rpvwkBUwQAKBgAMGNBgwIAnNrF5kzvPIhiSfNJnkBZM9smVkGYrYNbnhB5QgAEFIP8F0hP6fFA9IQCYAKYrCQ0ADQDqBKcVZCAnT+BZ2A8EPWC0Fx7rVYipMilNIWfCEMJpDuKBCiDORCdcwQIK9sQzxFIAmhzQlJCGAA9B45Rsq6mc/jeQ/i8fnxXc8KRbGQRLICCEwChiwzIltVoIAeGUdfGv7lr/r3ogeJbBQCyHpTIF4u2pgCRS2bhAwBUIuBAkmLAbg/gAjAIhTcLs6qzAvwh+cMjB+tf5BgsMUAuMVH80Nfh+jsGSWbrfGGvNM9SYrasyQxs1TQulp4LSU1Uz1NA00tQy0tQy1NDUU1XTVVHVQakg0lVR1VNVQ6Svpq6rrq6noWGgpWWorW2kozNNV9dIR8dIR0dfU1NPQ0NXXV1bVRWRjpqajoa6joaqmipKQxWlqYZSR6E0VVFL589Yb7v81qXjPg8uhPvdiPC/GRN0+1nE/RcRDyYWx/yvPvS9HOV9MdLjfNiDsyH3XILvnfS+dtD72gGfG/t9buz1ub7L6+oO90tbPS44ertu9z67w9Nlm8fprR4nHd1POHgc3+JxfEvopX2eJxzOO5rt/H2Oram61SzUhsV6u36buetH/a2LUNu+QR36Ve+s1ZzLtvOv2867tWZu+P7fwvd9H3Ng6esTPyZfWIa9YVbkYVUZvLYkyK4sbN0kpJ3qHzs1Pt3d8nRP85PdrU92NUZuaYzY1PVoa/vDTc3ha5qiHJ64/HF6pc7dtXOeHFrx8s+Vb0/YJl7akhd8qic/cqwnmTfwtr/Re7D+ynDL6aEaJ3aJPaPQnFG4glGwilawmlZkRy2yoxWvoRFW0wkWNIIZvfAPZt4KNt5iCG/Dz14nwDpIM52kabvHU3ePpu7jZRwezT4lKLw4VnpTVu8tafSTtAZL28OlXZESYqSEGCnuChF1+YmIPmKi/zgxSNQdJe59JO5/IRl4JRl4JSW/kpOfyfpjxd0hY50+I833h+uvDFc58yoP8MoPD5UcYBXuoeftoOI2DWavoefZ0PIsaPnm9IKVrAIbdsFaTsFmdtEGbrkts9ySXG7VXWZHLNvSW3eY2nmV1efNp0VxB0JH+gNFVD/R4M2hziO0+k3UmtX0Ght6jQ291ppWZ0Wrs6TUWZDrrAZq1/RWbx6sP8DtuCIcCFDQXgJ2OmDnAlYF4HbCw31guB8MdwNuO8xuhOjlCmq+nIyWDiSIup+Ndkb/LaQRKv8V0i4bFl9z+sH/2KpHVze8u7czxXtPlt8BTMCBosijhRHOeeFHc0KP4EOP4kOPIpDOCnHOCD6SEeycEeycFXoME34CF3Um5+G5zOCTiLJCTmWFuKBDz2DCzmLCzuZEn8+OdMGEuWAjTuOjXHNjXHGR5zDhp5DX+bGXCp9cKnpylfD8avmr2xVv71S+v1ccd6Pw1bXiuBvFr28VvbpJiLtd+cGtLsW3IT2gKTO4KTO4IT2wPi2gPjWoMT2kIS20Ljmo6oNf+Tv3sjf3Ca9vFD29mP/4TOmLi2UvL1S/ulT35mpj/K3WhHudyZ7EVB9SelBPZlgfJnIgO3ogO7p/0n2MiA7pzApuzwhsTfNvSvOblE9bmnd7uk97pn8nOpCIDSZigzuxoZ3YUCIuErE568JFkvJi+oufUspeUivfspqy2K1YdnvOUFf+MKl4pJvA7S7hdpdwuwo5XXlD7bmcNiy3GcNtyRhpzhhuSeO1pQ23pw21pSo13J420pGurKoRVIv6cOJ+vGgALx7MH6fkj1OLxHSCmFkp49RMhTRi+QmN9cOCAWiMDI2RlYQG4klCI4KZADABYEKAqYAZcogulVPlUjIsJAEBkv/aDsZaYWELGG+FRa3weDs83glEJFjcAyT9QDIIpDQgo4CJtjNSznKmQFr4RQ2N3GhNVtL/JaTJUyD9b7fBAcye7BAwJq2s6ACiwQoqJO1XSPoU4z2KMRI00gUNt8NDnYrhTqmgTyIakEmokJwGICRsgwMAG0Dsifa+ggHkTCCnAxkDktOQSloB2ArAmUTj2OfRk+IpqP7/DNK8/3MgLf1/iLvvuKbO73Hgl+le1bZql21t7XTLVtFq3Vs73Fs2ioIbUPbeQ0AEVJas7ARCEvYmYe+ZHRI2ZN17n98fFyK147s+n8+P13nldYmo+e/Nec55zlGhCiUy44Bf8+EVACgQFdZkNw4rpDJhWwkl3d3h6pavli/VgT5dqPX9Rws/XawzD4KWz4WWz9NeMV9n5QLdDxfofjBfZ9lcrSWztTCkF+jqLdTTX6inv0BXD0N6FgRhMXs6ptjW0ZmrqztfX1/j9MLZsxfOnj1fX3++vv5cXd05OjpvQ093wRx9XR1IB5pCWheCZkHQsoXau7eut7pywsvZ1t/NIdjbMS7cJT7MJdTzZoyfU5T3rVA3u0AXK79H1/weXQt0vhHkYvHU4fenDr89vXXK1f6Ys+2Rx7YHH1rvf2y1//G1fW6WRz2sjz+5cfjxpX2PLu51tzjqZ/+r27VDPtYnwm6fjXS64G9zyvHUtjNGX+z7asHW5ZD5CmjPp9rHv513fuP7FqYrnXavfnr0e+d9n7vs+8jnyCcxF9ak2W7A3dlCe2TMdNta4Gle7LerMmR/bcRRduQxduQJTtTJ+qhT7PDjnLCjdaFH6oIPNoYcqA/ay/H/qcL/wNPjn5/6BrLcPN/70Fexpze/vrbjte1+ouflRoLvUGvyGPc1r9FLwHYYYF+Wlh+WFu/QIM2nm/EwoRnb+1mm/AJDPmuzMH+TIHeTkGwgwJuIsrdJM3aOpu0ce71j8NWOgde7B9IODGadlBHPDFIvThbbT5Tdmqy4M1HlOFZ1Z6Ti1mCpnbTESlpyfaDshrTcarDq1nDN/dE61/Emj8lmn8lmn8kWr8km94l655HaO9JyK1HBZQHzNwnrqIS1X0I/KKTt51P2ckm7ueQd/WRTHs2Qn7eJn7eBl79ZSDcW0s1E9J+E+btFhXv4RXv7ig92lR7vrbooaL4zwvWTS58jw+lyySuF8AUy8AyI/Sa67EW1p/qKd/LKtvPKTHnlxtwKI26FgQbp3op93OrfpI03J7q84L44lJsB+slwPxMIOIigEQiagICD8mrU/cXqbrqymzDRljbRGj/aFDZY5/e3SGNpNPbtW6Q3f3DJ/BOb/audz2wKsjKPc9z/+tHRjCcnc9xPMUMu5gedpwWcJ/ueIfqcJfieJfpdIARczPA6neF1OtP7bLbveZz/RWLQFXLIDUqoBSHguiYwnrHIDbcnB1sSAy3JwZa54fZ5EXbUUFti4A1SkBU52JIaapsbbkuPvMV85lAQ61QQ71SQ4Eh/fis31j4/3oER70iPu8184VT86qEGaU6OLzvbpzbLm53lV5cTUJsZWJXuMxNpxjPb3Mjr+VEWjOgbxTFWZc9taxLvaJBuzfBqz/LrxAV2E4IxpzuJwR2EoFa8X8u005xMD000ZLk3Zrs15Xi24L1bCT7NBJ9mgl8T0a+ZGDgV5CmksUxazMFJGogDzTRZa95gO3OwnSntKBhoZ2GZtKyJNtBIHODgxeyMgZo3kto0KSdNzEnVhKQubaA+XUM1llhrsurxLuJED3WslzremzfBzZfzCxSiUpWkQi2tUcs48GADPNyMjrajY11gvBeM94PxXnSyb0rod5BGsGWUAhQVIAhfBfMUqn5Y0YOMtICRRjDcgAxz0KFadIQNRjnIGAceZcNj9ehYEzLego63IZOdYKIHkfegoBeeatcSYpXaGReT/uIKtaaP7E/TQzVn1zN7trn/owllb7d1vX0WAkQAEB6s6FFPdKhHWtWyBpWkDhaxESFbJeIoB1sVo52q8W5EjhUCBAARvg1YANR8oOKhSi6q5MIqLjI1NlUj9Mi00Jop3MoZVCv/vUijkwgYmRZ6aPrQexxBJ/9/IQ0AUCnRqSNvFACAwGolUCsmRmUAVQBUgSiHJ0eFvW3ssIAn2w1/WAhBq9/T37J65eYvV6xeOucDPWiZPvTRAt1F2tASXWjZLOjDudrvz9VdNkfnvVlai/S15mpDWIq8QFdvga7efB3dd5CeGbMhaOoce9ppTWBIY8n0zJg3S1dXB9LThuboa83RhXQhSB+C9CFoyRxop8mPjjbnfJ/cDPS4E+p7N8THKeCpXZSfY6TXzZCntgHON2Yi7el0zv3OGTeH31ztTzjbHntkfeSR9SFn60MuNw552pzwsf/Fy/ak240jT68f9rE9FXznrJ/tqaBbvz+7fznZ0z476F6Gv2Ois0XE7dOPfjP/fctHWAf4r+uX3tr9zZ0939hv++Tens+c933ie/Kr2Ms/pthszHDYRLpvwnDbXuy1q9z/Z3bokfqI4w2Rp+ojTjZEnmqIPFUfepwddKQ+5Ehd8GG2/96G4INNwQfKfA7ab19yeBV0+Qd9552fRP2y/tVV8ySrPUTPy5ws78Hm5Al+mqg1QMB2EJafFTB/FjJNBfSNvPyN/HxjXr4ZJjSXZc4tMOMXGAoKtgiYmwV0AwHZiIcz7c/cKkjZOphsNJRkIEkykLw0Hkg1l2bsleGODBCOD+edGco/O8w6P1JwTsb6XZx/kk87zKUc5FIO8qiHBLTjwrzfJMyL0qIbg2U2gxU3h8tvDlfYDZdZD5dclxWcF9JP8qiHuKSfhXk7hbTtfLJ5P8m8j7i9j7idSzHjUg14uZu59A18xkYecyOPYcjLNxEwdgqY+wUFv4jKLw012I93PZ7g+cpFUUppsnIwBx3LV8moKkk2GEgFA7GqXjdxzeVu5n5e0U5esSmvxJhbZsQtM+wvN+yvMO4tN++vOCCoPiNrcBhv81Z1xsHd6XAnQdVBR7or1N3VSHcl3FWu7ihUtucrWojylqzxxpdjDTEj9SHDbN+/RfrAxmWaN2cifd78Y6u9X9z/Za3vNdOom7tfPjic+fQUweu3/JDLeUEXZyB9nuh7keB/KdP7bIbvuSz/CzmBl/BB14ghN0ihVqRQK3KYNTnMmhRqQwyxJgRZE4Ks8YFW+EArSpg9McQaH2hFCLYih9pRwu1IIbb4IEtisA0p1IYcakeLvEmPvsOIdWTG3mXGOTHjHXNj7XNjbuU/vzOdSd8rfvW4LOVJZbp7TaYXO9uHneXHyfavxwU2EoIxpMuSPUpeuxQnPSpIcGTF2uc/s8wNv5YXcbUg6kZJrHXVC4e61/eaUp1b3zxtTvdofuPdluXXiQvsIAR1EoOxaCMEtuIDmvD+DTm+9dk+9dgGzGyvphzPZpxXC863meDXQvRvIfq3TPEc1EQKaiIFNZOD22mRXczY/uIEXtlrSR3+HaSx425ZG0PaljfYnCttImFIS6rTRdUp4ppkQc1rLIS1ySJ2yp+p1hSqRzvwk700LCb66BNc5gS/SC4slYsq4ME6ZKgRGWkBYx1gvBtM9LzlWdEHlNOh6gfqfqDu1+xORhAuDPer1X1KZY9a3okON4FBDipjI4M16GANMlSNDtegI7XIcI16pBYdqYNHGpDRZmSsFYx1wBMdKNKjRnvgqUl44qlkeuYd4j90fQ9pOrD+HUhPz0fTDCaTAjAAUDGABYi8B57oUA+1qCR1KkENzKtEuJUIv0Y90KiUtcDD7WCsC0z2AnkfUHGBigvUXKDmApgL1P2wqg8Llaof+Ysc+g8Loaefp8z+9yOtqUn/oSz9/w3pGXugAYyoJieUE+OochKgKmRyWD4s4XY2Rod4Ga9fs0gf+mjJLOPvv1jzwfz3tKAFELRYG1o+V+uD2dASbWiJLvSeHrR0tvayOTpYOzdWkJ6no4UhrQnsZBvLm2fPyKSx0NSb5+npzdPT09iMPbxD9RwdHX1tSF8bmq0HzZutM1cP0teC9LSgWTqQPgS9v0hru+F3FpeOud639HSx9XSx9XKxCXa3C3KzDnhi6edyw//xdd9Hl30fXPJ9cMn73gWvu+c9bp95euvXp3anntiedLU54Wpz4qnVUXeb4552J73sT3nbnfKyPellfcLb5mSI47lYlxvJ3jdfedolPrFK83FgJfg0Ep+XpQTnhD4ItPvV/tDm8yarLhh+cs1slc32VZ6/bfY7vSH8wqbY65sTrTam3txCczGvCDhc5runNuhgY8TxluhTrVGnWiJPNkecaI440Rh2rNpvX0PQ0Yago1VeexuDj7WEnWQ+PXB+rf6hVdClH+Y6mX0YfPSHF5fMXtzYRfG5UZPpNdCYOsnPlHZEiOvuCsvP8pm7JCwTPmMTn7GJn2/MZ2zlMbbzmeYY0oJCEwHLUMA0ENKN+VRTHn47N3sn/wl/m1oAACAASURBVM12afLmgZc/ihLXCV9tGkgzlWXtGsTtkeL2SckHpeT9MtoBWe4eKXWnmGTKx2/h5mzi5RjxcGZ8/HY+YReftE9IPSzOPS6mnxrIOzVAPzlAPz6Qd2SAtl9M/kmI38bDGwvJBnzSFh7RqI9g3Ecw7SeacKlG/Lwt/XnruYx1/IJ1XNb6fsZmHtNUVLhbXHJCVm0/0vRU3R8KZAlg5A0ySlQP5SkHC9DRaniwAh5gAQkVDLxBuZEy9t1e5m/9rN28QjNekRGvxJBXYsAtM+SWGXHLzHnlB4RV54Y4tyeavFWtsarWdGUTTt5IhZsL4OYidVOhqpGpbMyV15MUdTny+lR5XdJkXcw4J3SME/i3SB/c9P6hzR8c3vLhwU3vYyfeBzYuO7zp/XPbP7LY+8XdU+u8rppF3trz+tFRnOfvVP9zeUEXcwMv0AKmDrpJ/hcJ/pfwAZeyAy7igi4TQ69RIixokTa0SBtapB0t0o7+7FZe9M3cqFu0yJuUMHtSiC0x2IYYbIMPtMIFWGb7WWb5Xs/ytcj2u4ELsMYHWpFC7EkhtuTQm7SIW/nP7jJj7zJi7tFjHOlxt2kxdrRnNxnxjqyEu4x4R1bC/ZLXzkUvH5elPKl641GT6VWb6cvO8qvHBTYSQtlZQdVvfMtTPEteu5S8fFyY6ITVpGlhV3PDrzAjrhU9syyPs69OuM15eb8u+VF98pP6FPemdK/WTN/WHP92fGAHIQhbW4kh3Yjza8zxb8T5NeD8G/H+04fbAVgRGtt32UIJbiYHY0I3UcLa8qK6WXHckkRBRcpMpGVtDFkbQ9LGFLcysExag7So9o24Kk1Y8VpY9YpX9RILfvWrv3Qay6cxpye7qRM91Cmq+/MneSwFv1guLEUG2W+RnugBk71AwQUKLlD0AUUfUPW/DfVbpwHMRdT9sKpPpepVyrvVEx3oUD0YrAWyGkRWhciq0MFKMFSFDlchQ5XwUDUyXIsMc9DhBmS0GR1tVY+3InCXCu1So30w4MGoAAHiPy2B/sMwkxlIy1Ag+6slHBqnuf+A9IwdmjNjcLrLGit+DwMgm6orK7hgvBsZaoJFbJhXCfeXgb4ytL8SFnHUA42ItBUMt4HRLjDRBSZ6gBw7z+9BVX2oqgdW9cHqHljVp1b3IX/Koaf6uVAYRWEURace3nZZ/9+//jtIj/6xcWzyjyPM/lO9YxqeVTA8OYkqFABVA0QNEJViWIaMD+Xh3/y81WCBDvTlisVbvv/i6xVLVi2Zu+aDhd+vXPr9yqVfLlvw8YLZH87WWTZLa6k+tExf571ZOu/N0luir7tIV3u+NjQXgjT15ndirpY2FpriNIa0HgTpz8inNYHxrMmqMafn6OhgJM/R15qjrzVLG9KDID0ImqUDLdCH9CFonh60Zd3n184ddblv6eV60+fpTV8XSz+XG/6uFv6uFv7OV30eXvK+d8HT6RyGtJfjOc87Zz0dTrvbn3az+93N9hdXq+NPLI88sTzibnPcx/4Xb7tTHpbHXK8e9LE9FXb3QqKbdaqvQ4a/Y3bQPVKEc26ce0VmVBsjra8kh50TmxngFGr3i9v5Xa6/mjru/+bxke8Dzm6KszR5dXNb6h1T/CNzhteeKr8DdcGHWyKPtz871RF9sjXiGLb2qjnkcIXnzrqAg43Bxyo99zQGn2gIOp55a+up1TqHPte/8N1c242L/Q598/yCSdz1nTQ/y5oMH3F92gQvZ7g7bqjFRVpzSVK8b7jUfApppgmfsZXPNOczzbmsbbzCrfwCY36BIZ9pxM83EeTuEJD3CEgHxYR9Axkm0pSNotebxSmG0qwdw4S9Q6T9Mvz+QdJ+GelnGXmHlGwyQNwygP9RjPtGmP2NOGedMGejMHuzIMeAjzPl47cKCOYC4k8i4i4RaaeYvENCNh8gmQ4QjKT4LWL8JiFpI5+4gU/czCMa8ImmfKopP9eIRzfgMjbwCjbwC9f3FazvZRj0F2yTlB+UVV9SdPgpep7DwlRYmqMepKmHC9WjVch4EzLWDkbawXAjkJWDASrgp0w2B4jLrfsYe3lMU26BMa/IiF9syCsx5JeacEu280r3iyrPDtXeGq/3VjbFKhtTFXV4RS1ZXZsH1+Srq+nq6lxVNUlZQ1TUZCpqU9Wc1ypOvLIuUl4X9rdIY0JjfzQT6V+N37/y0yeOJ370umoWfXtfivNxnOfvFP8LVP9zVP9z1ICL1ICLWGs3wf8SPuBKTsAVXPA1coRV7jO7/LjbWNBjHVjx95jP7+bHOuU9u0OLcqBE3CSH3yKF3cwOsMoJtM72t3njcz3F/Wqq55UsP2tS2E1C8E1CiB0h+CYlwiEv+l5+7L286Hu0qDv0OEfas5u5MbeYL5wKEh+wEu4XJj0sTXYpevm4NNm1Ms2z+o03FuysgLqcoLqckJoMPwzposSHmpo0lkkzwq8yI64VRloWR1uXPrMvi3OoTXpc+9KVneJWn+7ZlOnTmuPfig9sIwS14gObcAFYNOKDmgiBzcSQFlIw1hrWRglpp4a2U0PbaGFttLBWamgLOayRHNpECWumRbXnx/YUJvDKXvOr0rHjbkkTVdqSK23NH2ihi1ryhc10cVOuuJk60ECRNBAkbJywJl1YkcIve8mvSMJCUPlSWPVKVP1aUpsywE6VctJkdemD9W+GGjKGGzNHm7PHWnJGWnMmOonjXcSJLspkL03Rn6/kF6qEpSpJBYY0OtoKxtuBvBsoeoCyHyj7/8DzOzGtNarqUyl61PJuGENaVgukNUBaBWQV6FA5GK4AwxXIYBkyVIkMVSPDtehwAxhpBqMtyHgLrO5UIp0qpFeNcmcgLfu7saCaC07vID3dtq2ZBcab7kcb+NNkUNn0Qsk/xzAAEzPWFY8DMApQGUAkQMUHEz1gqBkVcRBuJegrA71loL8cCNmIuA4ZaAKDzWC4DYy2oqPtyFgrMtkJy9thRRei7ITVPbC6C4Z7YbgfBQPTQmN9YVO5suZ+8vQD/K+7r/zPSI9P2YwFOjnd3a2eIfR/ymkUAKUaIAhQqZHxCQAjAFEDWD0qErBLis4eO7RIF1rz8Qf7zDYbfPv5qqXz1ixf8sNHy75dvmTVkvkfzNJeCEELIWiZvs5HC+Yu0YEW6Wov0tVepKOzUHcqFkznzRqSNW1iM5F+m0ZDkC6m7HQ+rQksmcYK1ZjTmkx6lg6krw3paUOztCHMaV0IWjRPW08Le4AMN3x1/szBB3euuz229XKx8nG28HW94eNy3efxFa+Hl7zun/d0OuvheMbL6ayv03lfp/O+dy5437rgYXfW3e73pzYnXa2PPrU66mZ9zMv+lPfNX7xsT3pYH49+dDXo9hlfu19CHM+98rTDhz8iRbngIlyK0sOZaeFlWTFdhdmT7SWTzQU16eFJj68EW+4PuGzuf9E4ysIs8daOVKefsh7uIrvuqgw4WB9yqC3yaEf0sfbII00he+sDd3P8f2oM/LnkiUmd/56W8KPV3vvqgo6XeewN/mX14c+09n0265cv9S99O9vrwNfxl7fGXd9F8bWsywkR12WO9xOHuxNGWt1ltVclxXuGSrYKmJv5TAM+00TA3IYhLSjYLigw4xcY81hGPIYxn24moP8syTsipf82kv/bCOXAMP4nafYuGX7/GO3UJPPMJOPcGP230bxfhnMPD1F3SYnGUsL6Ady3A7gvBnBfyPDfDeB+GMhZK87eIMzZKMRtEeCN+AQjEdFERDSREI0GiAYywhYZcYOMsFZKWCsmrheSN4kohiKqiZi6XZS3TUg34+cb85kG/MLN3KLNPayN3flG/UW7ZDUnR5vs4b54JRenEpFV0nzVYLFqtBaZbAdKATohAHIxmOCCoUYgKQR8nLI9Zrjmfi/9IJdhxmOacAuMeUUGb5Eu3icqPzNU7TBR56Wsj1VxUpU1eGUlWV1KRYpp6hKaupSqLiWrywlwJQ6uykTYb2D2azU7XsmJ+VukD2/58IjB8iMGy99B+vD6+ee2fuhw9DvPK6bRt/e9fHQs0/03vNdpks9Zsv9ZasBFatAlatAVUuAVQuDVbP/Lmb4XswOvkMItc5/ZYfeYsQvNRYkPCxMesOLvM+LuTjvtQA6/lRNgSwi+iQ+yz/CxTHa7kuJ+NSfANjfqLvYmPsieHHY7L/oe/dn93Ki7lAiHvNg7GNKshLuFSQ8LEh8UvXxUluKKIV2R6lGZ5olFVbpPTYZfPS60NtO/ItWr+JVzwYv79NibtHALUsgleuSNvIir+WFX8sOu5IdcZYReY4TcYIRZViY8qEh8XP3KlZ3i1vDGqynbtwUX0PxW6KBGfFATIbiZGNJKimijhLdRQqeEzg3vyItozw1vzw1voUU0UcIaKRFN1MiW3OgORlx38UtuRaqgJktUh8caxwaaaQMtdElznrCZLmjKE9RTBA0kcR1JVIcT1WTzq1L5Za+5JYkapPkVSf8l0mMtORNt+LF2/EQHebKbqupnIMJCVFIBpNWojI0ON4DRlimkVb1/OLb9s9DTp9/YlSRY0aOe6ELGWsEgB8hqgawaSCuArAIMvkUaHSpHhqrRoVp0pA6MNL5FGu76I9IDM5DWCD3Vla25iDyj/+svkdbE/wjpUYAqZ1w7ngRgDKBDAJYCtQjI+8BQCyriAG4V6CsD/aWAWwEEbFRUBwYagKwJDE7NblOPNCNjrerJNljeDis6YHUXAncjaI8a5aJgYFroCRQoNXecUPSd+BcOFfkHpKednrJ5Suj/n0irVABRAxgBSjmA1QBW8dpbCWkpWzeuNV77neF3qzd+9dm6L1au+2LlptWfGKxZteGzj9YsX/rZ4nmfLpr7+XuLPl284IPZs+ZB0NvQguZr6yzU1VusP+u92XM0JL/Ty615R8MzVkvW/WMy/ZdIY31kGNKzdCA9LUgHgnQhaK6e1oLZuth1al0Imjfr7f7pTetWnz995I7dRZ8ndr4ulj7OFt7O17weXvF8cNH7wQXvBxfcb//ucee0j+M5v7sX/O5c9r51wcPuvJvNaQ/7Xz1unvK0O4mdePvc+jXwzplgp3Ne1ieC75yNc7VI8rRL9r6Z5nc7J/QBMfppToxHfmpEOe5FBT6BTUzsKcwZrc9Xt7Fk5ZkVSW7xTsf9LxoHXzFOur2b5HGyJPRMuf8hTsjB5sgjrdFHWyL21QftqPUzq/E2qQ8wL3i8sS5gV3vUsSrfveygI/RH2x7+9N7BT3V3fzz70Efav34OeR78OsliZ5zFTyRvy2ZitKQOP9pDkrUnDDa5icovcfPNhflbZiBtJmCaCwq2C1nbBQVmApYxn2nEyzfh0c1F+QelrF+HCy9PFN+QF10cyz8zlHt6jHFZUWKDVNyGy+8oS+wnWddHGWcGcw9JyOZi/CYJ/nsJ7gsp/ksZ4Xsp/ocB/I8S3FoRbr2IsElI3CIkG4ipRhKK0QDZQEraPEjaKCOuGyROIS2iGEiopgO5O6R5uyT0XSL6Dl6+mYBlyisy6i8y7GIZdTLM+ov3DnHOTrbfl/e8lPNoamkBOlqJTtYjinag4gH1ADwxAFQjQDEABtuAqBRwKcr2xGG2a0/uEW6+OeY0lkzzS034Jdv4RXtFpaeHKu0n2J4qdoyqNkVZhVOWU9QFZJhFhllUuJCCFFGQEjIoJ6KVeFCTg9amo+zXanYSNFPomb3cmpaxPWsXY/ekMaRPGCy7aL7y1pFvn14wDLPblfjgSKb7b0S/c9SAi7TAS7TAK5TAyyS/SwT/S8Sga6RQCyyTJoVb06Lt8+Nus144FSY8KEp8WJT4iBV/Pz/WKT/WiRF3nx5zlxp5mxhqnxd9jxLuhAu8meVnm+Vnm+1vhz1Qwp1okffyoh/kRt2nRtylhDtRI+7mRt2lRN2iPXOgxznmP3divrhfmPSoNNm1Mt29PMW9ItWjItWrMs0bi4pUn4pUn7Jkr7JkD6wmXZT4kPHcgR5lTYu4lhdxHUOaHno5P+QqPfgKPehaXvD14hiH0hf3ql49rklxrU1146R7NGT6NOb4T/GMD20mhLUQw1spka2U6DZqVEdeRCc9sof5rJsV182K62TEtNOjW3KjW/OeNdNjW/Lj2pjxnYWJPaUp3Mo3/OpMfm22kIMT1pOE9SRBPUVQTxE05Yla8nkcEq+OIGQThJwcUU22oDpNWJEiKH/FLXnBK03glyUKK16Kq15LqpOltanS2tShujfD9RkjDZmjjVnjzTkTLbjJVry8jTDZhpN3EJRdZEU3Td6TJ++jK/nFalE5GOS8izSWRiNcgHAB3A/UfUDVC5Q9qKIbkXcBZY/mGZnsVE90wBMdyFgrIq0FA9VAWjWFtKwMGSxDBsswqtHhmimkR5vAWCuYbNPUpLFR2Oj0oI+/Q/pPM8Wmppf8zdAS4R+T8v8q0FEUqKYSWaACQA7QCYCOAnQYqCVAyQfjXWCoGYg5QFANBJVAUA1EdUBcDwYaUGkjkE2NQ4dHW5CxVtVEq3qybSbSMOChQPaXSE8R9W+Z9PXnoSVKTUw5PQU2Fkrk7W8qyJ/iX/OlVCrffj4Emf51BAGoGsBKoFYBWAXUytbaapc7Duu/+tz0x+9MfvjW+IevDb9bveXrzzd++en6zz9et+qjrz5Y+umi+R/Nn/PxwnkfL1zw4ZzZ7+nqLNLVXqitPV9ba56W9lxIa56W9nwd3YV6sxfpz5lZjZ4ZWBOZJpPW9I7pz0ijZ55yv712paOjuS09S0trtg6ExSztqXwaCx0I0tWC5uhD82ZP9X5//eXKQ/u2uT2ycXto4f7I0tPZ0tv5mvejy76PLvk9vuzldNrT8YzX7TNet0772J/3sT/vY3/R9+aFJ9Ynntgcw8LD9oSn3Unvm7/43Po14PbpYKdz4fcuRj+6+vyJZbKvAy7sITnGPSfGg5gUyEyPqsAncMivm/NSO5jpvQUZ4/U0VUveaG1WU6ZvjufFOIe9r+4fpvj8WhP1e+OzU43RRxsiDjaE72mO2N0YYl7rb8QOMK71M6nwNCr3NOMEHaj2P/jy+hpbI/39n+jvWDln1/vQ+W9neR5c/ezilpTbh/NDHbryX4k4ZAWvQC0kDjb69DBP9+eaSwtNxIWGokJjEctMxNoqYu4QsrYLGdsELFMh01jAMBHkbxXm7xIzjwwWnRsrtZ6ocEA4D9E6V5TjhrK91LW+qhpfZbWPqsprsvSRssJxoviGhHJQgNs6QDYYpG6QkL6XEdcNkDZISBskpE0i0hYheYuAbCAgGwgphkKKoYhiICJtERM3ionrxYR1YsK6AaqxNHf7cP6e0YIDo6wjMsZBUd4ubt52PmNrP8uUW7iVW7Kjr3A3t+TQaP0VuM9T0Z+mEDCQoXIwyQbKFkTZqVbxEbVULR8E8kEwLkJlbUBUAXg0Zcfr8XpvYeFpXv6ufvpWPsuMV2TELdwiKDGSVP4krTwsKf1NVmo5XvMUZkcrq18qKjLV5RQ1k4QwKAiDhjKpKJOKFFDgQqK6CI9UEJDqLLQmA7DToCMGyzXJtMZpjGrsQdPsvX/D0gPr3zu+Zem57R/ZH/nW9bxRsO3uhIfHMjxOk/wvMsIsGBE38sMtKCFX8X4XM73PZnide+N9Pivgck7QVUKoJSXSNi/mFuP5HWwGJ/P5Peysmx7jyHz+gPn8QX7svdyou7RIJ1LonZwAe0zonAB7XODNnAB7cpgjNeJubtT9d5AmR96kPXPIf+7ESrhfkPgQK0VXpmNCe1SkemmiPMW7LNkLQ7o8xbM02bU46RHW3Z0XdYMeeYMeeY0RfpUeepkefCUv6HJe4NXcoGv5YdbM6FtFz53Kkx5WvXatTXXjZHg3ZPs14ALfIk2OaqM+a6fFtNNiOvOiO/KfdTFjewqe9xQ872Q+b8+PbaY/a2U8x6KNldhZ9KqnNKW/Ip1bncmryRKwczCk+XVkfh2Z35grbKbzOCR+PVHEIWJIC2vSRZWpworX/LJEQXmSsOKlqPKVuOr1QE3KPyA92YqfbMMpOgiqTrKqm6Lopil66WpeoVpUhg7WgOE6MNoEJtuAvBMoe4CqH6h6p4T+E9LYdg1U3oVMdsITHerxdmSsHRlpmUIac1pWgQmNDJaBkUowUg1GatERNhhpBGOtYLwNTHagSA8M+hHAnzHSRIaggzOQ1izGEKEAI/ldof8K6al9z/9jpFF4KpEFKoAqwdRyyWEAS4CCB8Y6wVALkHCAqAYIqoGwGkgawEADKm0GsiYw1ApGWrDjbvV4u3qyTS3vhBUdsLoHgbsRpA9F/xtI/+ud/i+Rflfo/wDSIyMj2AOKogqFYupdFAZqOTwxBGAVgOUsMvHcySObvlm9w2Cj+cZ129b/aPLjGoNvv9y0+rN1qz764ZPl33/84bcrP/xy2ZJPFy9Y9d6iz5YsXj53zhJ93cV6Ogt1dTRIz4G05mnrLNCdtVBv9t/VpDWd3jOT6VnTafTMsjTWQfbnA/CpqSbvIK31FmkstLUhHQjS0oIWzNX76osVJw6YP7h1OdjLydPZ2tXxgo/Lde8HF+9aHvZ0/N3jzm+eN3/zsP/N0/Z3T5szXrbnvWzPutmeemp7/Knt8Sc2x9xtjmNOe9qd9Lv1W8Dt0yGO5yLuX4pxvp7kaZcZdBcX5Up47kl9Gch6E1mOf84mJzXlpnSy3vQVZgpKs4dqiMrmXKQ9d5yT0ZsbUfLiHsX/Qo7L7qLgIw3xpxtiTlSH7K4M2FodaMoJMq0NMG4INW8I+YkdtLs6YC/t0VbvgwuPfQLtXKGzY+W8HUuhM9/q+p369vkN42THQ4VRd3tZbyR1+UpeBSzMHW4K7GWe7881l7CMxIXGogIjEctMwtwqZmwTM7aJGWZihqmAboDdyxIxfpYW/jJaek1edUdZ66JuCFA2hCobIpT1z5R1zxWc55O1sfLamLGKIGW1z2TZXWneeR5xr4C0TUw2FJLWS0ibNDwLyQYCsgGPYsClGvBoxnyqoZBiKCRvEZK3CImbxcSNQuJmMcVMmrdrhHlwrOjkePEvw4UnJMzDAsZuHmNHP3Mrt3B7f9GuXtaevsLDQ+zLii53uQZpOQcom2B1Jwzz1LAEhYeBegQopGC0B8hqgYQF92UoWoJFJZd4zP399B39zK38IlN+saGgxEhctl1ctk9YdExacn2yxhlmh6urk+Tl6eoyPCiigcI8UJAHiuigiA5K8kBpLiijopUktJoAanMAOws6arjiqOEKjOqZJ9571i7Gsmcsz8ay6r0/Ljq2ednZbSttD61xOWeIIZ3peYYUdJkZacWKsmZF2uSGWRADrmZ6n09zO5vsdibT/0pW4DVciAUpwgZLeRnx95gv7jPi79HjnPJi7tJj7zGeP2I8f5Qf9zAv5j4l0pEQeis70DbT3zo70DYnyA4XbI8LtieE3iKF36ZGOVGjnCiRjuSIO5RIR1q0IynCPjfmNvPF/aKXj4tfOZcmu5anuFemeVameU/b7FmW7FX62lMTWCZdlvKk5OVjTXc385kVI/oGM+KaBuncgCu0wKvkoOu0MBtWzO2SF/fKXjlXpT7lZHg35gTWZwc15AQ3EsKbSZGt5Jh2alx7Xnx7XnxHfmwn83kXK76nMKGnMKGzMLGd9aKNGd/OTGxjJbYXJLUXveosSe4pT+urfKNBWlBHFNQReRwSj0PiNdAETXn8OjKGtKgOJ67NwRrHRJXJA1WvsZBWJ0urk2U1KbKalMHa1JG6NyN1b0brM8YbsyaasuUtOEUrXtGKV7TiVO04uJOk6iQru6jKHrqKW6AWlgJZDTrEmYF019TyDKQfIL0A7gHqbqDqQpWdQNEJFJ2ovAOVd4CJdnS8DRlrhUdbkJEWdLgJkXKAtBpIq7HGMURWgcgq4MEKMFoDRtnoCBuM1oPRJjDeCrBVWjB2yi3EjrL/2DX2d0j/RfzlcJL/E9KaZBpMADAK1ANAKQDj3WC4DUgbgaQeiNhAzAayFnSwBQy2g+E2MNyBjraDsS50vAMe74InO2FFD6LsRtT9KNIHEB6KCv4J6X/X1z8h/ZczQf84FvTfgjT2haIogrz9N1VKOSwfA+ikenyQkpN6/tTRb1etWPvVp3u3G23b9KPp+u+Mvv9q09er1n3x8Y+rVv7wyfIfPln+w2crvl6x9MsPFq/+cMlnyxYvXzBn6Wz992bpLdLTWaCjNVcbmqMFYcfaU51fM6rRM2Nmp/fMyrTujBNvTVY9c8rYTKRnxiwtrSmktSA9LUhfT0sLgrQgSFsH0oIgSAvSgiB9PWjpfN195oZOdldcnG48cbrq42zh8/DSA5tjHnd+c7/9q8fNU262p9ytf/Ww+t3D8oyH1e/udr88tTvxxPa463Q+7WZ9DOv3xvLpkLvnIx9cxpLpNyH3iHFPKUle+SlBJZkRlbjYOnJiKz2lqyCDX4oTlOEHa0lwVwEQlIFepqz6TVduaHm8XVnMFVboL4yAA6Wh+2oi9lYGbS/02FjksbHK34wTsqvKf3f+U/Mki2/vmOns+wAyfV/bfOWCrUug09/ohF1Yl2S3LcXpcEXCU34xQdZQquKxUVHRWEskr+BaP+0ncb6RhGUkYZmIGaaSfDMxfauYvlWSayLJM+bTNgtyDQW5W0X5+weLzsgrbdE6Z9AcqGqOkTcnKppTFU1v5A3Zk/U5E3XZ8rrMyeokdX2cstZ3sMCOR/6ln7ibT9wqIBsJydj2KoxnIy7VqI9q1Ec16qeZ9tOMeTRjPtVY82MCoqGAtE2cu3eYdWyi9LS8/PxY2emh4pMDhYf5zF39zO3cwh39Rbt6mD/3sA5KKs+NNz+S96UoBXR0qBTIa4GqEVW3w3AvjIpQWAaQEaAeABM9YIQDBotQHk7ZGTlYbSUoPNpL39XH2i4o3S4sNxGUGQvLzfjFO/iFBwdKLk7WPETqQtXV8cryFHVZNiihgGIaKMmdirI8UJ6HVlBAFRnUEAEbB+pyckM3fgAAIABJREFUoGNGK48ZrZzptObaleaqtKbBe8/aRUc3LT299SOrg988PmcYaPNz/MNjWV7nyUFX80KvMyIsGVE29AgrSqgFzv9yhs+ldJ+LmQFXs4Ou40MtyZG2uTG3NUgXJj1iJTxgPH+QH3efHvsgL+Z+7rN7tOi7tOi7pPDbOUF2WQE2GNKaIIY5UCIdZyJNjbqDIV2Q+LDktUtZypPy1KcVqR5V6V5V6T6Vad7lKZ6lr91LXnkUv3QvSnLDovjl05JXbqXJrlh3d+HzW8xY68I4W1aMJSvyen7YFQ3SuUHXaKGW9Ej7wjjH8qSHFcmuNenu9Vn+jfigt0gTo9sosZ25LzroCZ35CZ3MF12s+O6CF11FCV1FSV1FSZ2Fie2FCR2FLzuKX3UUv+4qTekpT+uuSO+tyuqrzuZWZ/Jrs/kcAp9D4LKJXDaxv47Ca6BhSIvrSOJ6vISNm7onXZ06WJs6WJuK2TwzhjnpGNJjDZkTTdmTzTnyFpyiFadozlG15cDtRMxpRTdNzWWqhcVAVo0O1YKRRjDZAuTtQDl1oA3gnimh/4g0MtmOTE4JjYy0ICMt8HAzhjQirUWktbCsGpFVw4NV8GCVerAKHamFR9nIMOftFazxTnSyByACGBVhOyWx1q137lz98bj7bzH+m5D8r5BGNUhjc0UAGAXwAFAJ0ck+ZKQDHWxBpY1A2gBkTWCkHR3tREc7wVgXGO8G493oZA862YPIexB5D6LsRVV9iLofu64GgBAFMgQMoVNzQOX/i5UY//Ov/wbS0zb/J5GGYVgul2PPCoVCqVQCgABUIR8W5aQlnjy0e903q3aZbj66x9zccL3Rj2sMvv9q45rPN6z+dO3nH2Gx7ouPv/90+dcrlq7+cMlXy99b9f6SFQvnvj9X//15c5bM0lukp4ON/MQmk2B2/jPSGqo1JWrdaacxqjWh/1fdZH+HtI42pKcLQVoQBEG6epCeHgY1pKMN6ULQ0vn627astbz0i+vd60/vXnrieMbj7mn326c8HE662x/3sD3hbnnS3fIX9xu/ulv+8tTmpKvNMVebYy7WR12tj7paH8WQ9rA94WV/yt/h9yDHs+H3LsY4X0/0sE32u4l/9pD83CUv0ZOVHFDyJrw6J6aBktRKT+kvxXHL8LxyPL8CJ6zGDTVSkJ4iIKpQteKFhZFVLx1ogb8yAo+WhB0uCdiZ+2Qzy8Ow1Htrsbd5nvPWFJv1PkdXWG6ADq6ETN7X2f7RAuPF0O/fakVe3fDKYXv6w2P1aX4DlXlDjVWq/mYgqlC0JYhL7Lm5ewW5hhKGsYRhPEA3keSaSKimEpqxhGIkoRiKKJuFFEMhbbuEfnC46Lyy6jZo8AAtkeqWl8rWTGUbQdlKUbbQFU1MRSND2ZirrMehTWlIw7OxMmdh7oVe4oF+wg4ByUxIMhGSjIQkIwHZiEcx4VJM+qgmvTSTfpppP82URzXlU02FFGMR2VhIMhKQzPqIW3m0n6UFx8bKTk9WXhivPD9Ucmqg+BCPtbufub2/YBu3cEcfc1d3/j5hya+D7DvKnlcqfi4YLASTFUDFQeFmGOmGUQGsFgNYBpRiMN4NRurBYDEsICq7Y8cb7ojKfunN39NbsFNcsVNcaSYsN+aXGvGKt/IK9wyUnpWz76INQQg7VlX5Sl2ZAZdmoSX4qSgjoGUEpIIIVxLQagJSi0c52Wh9NnTc+KO/dBqjGrN577ol06O838OQtjyw5tFZgwDr3c8fHH0HaUaUDS3cihR8HRd4PTvgRnaQRXaoFT7ClvzsFi3WkR5/L//FfUbCA2biY0bCI3r8o9y4B9SYe9SYe9RnD2ix9/OePyRH38GF2WcGWWcEWmGvbwIss4JtcGH2pKjb5Og7xEgHQsQtLEgR9rkxd6aQTnbDOsWq33hXv/GtTPMuT/EueeVRmPi0IOEJK/4pK/4p64VrQYJLUdIT7ApWUdLdoniHgue2xfH2hXHWhdEWjPCrWE06P/g6PeQGI8quIM6hOPF++evHValPa9LdOVl+DbjAhpzgBnxYEyGqhfSslfa8Iy+pk/6yi5HUyUzsKEjoLEzsKkrqKnzVWaSJ150lyd2l6V3lb3oqM/uqs/uqcf01OZpMGkO6v5agQRprHBPX4wc4eAknU1qbMVCTNsROG2KnYVTP1HqYk445PdaQOd6YhSEtb8nRIK3uICo7SKpumrqPgQiKgbQKGawBI43oRDOQtwNFB1B1AVUXUHejqi4sZiINJtrBRDsYa0P/uIUaHWxEh+rRoXpsmAkyXIsM16pHatUjtaoRjmqoTjXSqB5pVo21oWNd8GQvikxROr3eccb+yr9y+i/PtP8R6aE/r9j620DHAaoCyBTSCFAhQI6ACRSMwYgMVUsQBQ8e74FHOsBwGxhuAyPtYKIHkfch8j5U0a8JoORi00umBr+o+VMzUFEx1t39R6T/Mpn+F6L4D0ir/up/+Tue/5VJ/8TEhKYtTqFQTH+LiAU90eE+e3cZb1q3eqvx2h0m6403fmOw7qvN36/e+O0X677+bO2Xn/zw+Uffr1r5/aqVaz//aM3K91Z/uOjzDxd+uWLxqvcXrVw058OFs1Yumb9snv6SuboL9XXmYSfPWlO91n+H9MwJJzOHnMyEeSbY79SqNaPHsH9tGmktTGgdbQxlCIIgSBuCtKZCV1d3jo6ePgR9MH+uueFay4vHHt48+/jWry63TrrfPuXhcNzd/qiH7TEP6+PuVic8LE+6W558bHn0odXhx5aHna2OuFgfdbU55mZ3wt3+JIa03+3fA53Oht67EPnoynM3qyQvG1z4HXLUvbx4V1aSZ0lKQEVmRB3pRXPu6zbGm94SvLCaIqqh8mtIIg55rKMA4VYCXjXglStaiN20oJJYS5rf0Vyvnxleu0oD9hZ5/5z/5Kes28bhp7+5bbLg11XQrqWQ6YezTFbMNXsfurBxdvT1DSmO5kSP3zuIEUPswtHmelVfJxDVI13pgxX3BfTDfKqxJM9QnGsgphqKyYYSopGYsEWM3yzGbxogG4jJhmKy+QD1wDDzorzsNuB4guZnSFuKqhWvbqXCrQy4pVjdXAo3laqbCtFmOmjBgcYXyhpPGfMGl3yES9wpJG8XEc1ERBMhyURANhGQTXgUEyyZ5k2l0aZCiqmQYioim0rIZmLKti6CaR91l4hxeKjk19Hy08Plv0pLjgqL9vIKdvSzTLgFxvyirVzWtl7GTkHRoYFKS2VXvLKfjEoZYKwUyKtRVSOs7kQQrlIlQmEZUEnARB8YawYjVag4V9n/QtHmLK2+0F9wqL9kj6jqJ1H1Vn6FIa/ciFe2lVu8W1z+60TdbbjJV10XoaxJUNUkqypSVRVpqoo0dWW6ujIdrspUVWWqqt/AtRlqdjpSl440pL2bSWuQ1vR171m7eEbv2NKjBu9jSD88s8XP8qe4+8cyvM6Rg64yIixZUdbMaNv8SGtqmCUu8HqW//XMgOu4EKucMGtCpB0lxiE3zkmDNDXGiRZ7lxZ7nxpzj/LsLjXmHv25MzPRJf/FQ2qMEz78ZlawjUboNL8b7yCNC7PPCbXLCbUjRdjTnt1mvrhf/Mq59PXT8hT3qnSvmgyfmgy/qnSfsmSvoiQ31gtXxnNnRpwrI86V8dyZ9cIZQ7rstUvJq/uliY4libdKE24Vx9sWPbNkRV5nhl1nhl1nhVkWRFoXxjqUJDiVvXpUmeKCIc3O9K3PCWgkhDcRI5qJ0W2UuDZaAoZ0JyOpnZnYznrRUZDQUZDQUfiys+hVV/HrzpLXWA7dVf6mtyqrvyaHW4vjsolcDp5fg8MaxwR1xHcyaUEDSVJPljQQpHWEgbosGTtTxn6j4fmdfHqInaZJprET78nmHEVzjqIpW9WSDbcR4HaiuoOk7CKr+xgwvwhDGh2p0yCNKjtRZSfGM6LsRLBvNUhPdoDJDjDeDsbawAynwYgmGsFoPTLGQcY48DhHNcJRjdSrRhoVI03K0Vb1WCc83gNP9KPIAFaBBmAUgHEAxrGFVzOnjM10+j+B9PRNZQQoESBHgBwBYwgYgREZohLCci4y0YvNewGTvUDFQ9Q8RC3QvAKVAKimX7GBoLBoaqfIFNIyFAyjYBSduu71jtPv7Lb61wwz+Uek/+Ln/wbpf9lgE00OPTExgT3AMFxdU37/vv1PO7as+XL5VuO1+3abbFz75ZpVH2z4btWWH77a9N2XG775fO1Xn/7w+UfffPLh1x+9v3rF0tUfLvri/QUzkV6+aPbHS+d/sGjOsgWzFs/WW6CnjVWIsfi7xjEM6ZkzvbE336bFEKQ/g2pNMj3z/vQ/IA1BkLa2traujkZoSAvS0dWfozt3rpb+bAhaNk9/+5Zv7a8ed7l95q7lwSc3j7vdPPrU9rC77WF3qyPuVsc8rU56WJ98ZHHovsXBRxaHHlkccrY6okHa3eY4hnSA45mQu+fDH1x65nI93u16TpAdKfwWPfYBK/FpaYpfdVZ4PSG+ifaqg5XZWZDVVZzTX00R1eeLG5mC+tz+GupoZy3MbwGiBriLNVj+sj37aVn05VzPgyzfw2Tnn944mCZZGPkd+9Zyw8IjyyHzxZDJB3M3vAft/hRy2Lv8uc3mzEe7iqKsePnxo/Vlw81Nqt4eIGoBfcTxWjcx45SAbCKiGIjIm4TEzSL8ZlHOFlHWBlHWBmHmugHcJjHOQIA3ExL3SWnnxopuwVWeoD4KaUlVt+LhVirSykCaS5CmCrSxHG0sBq0s0IQHdc+RWu/xEltx7nEeaYeIvFVCMJMQTbALV0KSiYBsxKMY8SgGfKoxn2ospBhjPEvIZlLSNgl1ezfRrIu2g8s4ICo6Ki0+IS4+JijcyyvYwSs06y8w4BZt5hcb8gpN+plbRYV7JGWX5G3PlN04IM4Fw4VgohxRcBBVm1rdp4YlABkE8CBQCsBkB5ioA0MFiChN1ek+wrkmKD3FLzsgrNolqDLjVRoKKo0Elaa80p2ispOjtbbKejclJ1hRE6OqTVTWvlSxX6nYr1Xs12pOspqTDHPS1HVpytpXSs4rVd1LdUMShAn957L0O/3eWDK9d93iY4YfnNn2seWBNQ9Ob/a12Bl77+gbz7PEgMv5kdaMKJv8SOvcMAti0LVs/6uZftcyA67nBFvmhFljmTQ15k5unBM9/gE9/gE5+g7lmSM15h452okUeZccdS8v7jEz0YUe/4Dy7DYuzDYr2CozyDIzyDIj0OJNwI2sYCt8uB052oEc7UCIsM8JtcF+gBx5k/bsNuP5g4KEx8UvXcuS3arSfdhZ2PhPv7Jkr8LEp4w4V3qMMxbMeJeCBJeSV27lqU8rU59WpD6uSn5QmexUnnS75IVdSax1QdSNggiLwkjL4ijbkhj70sS7Za8eVKc9YWe4szO96rJ9GvFBzcSQZlJkCzmqmRLTQp1CuiP/dUf+yzZGQhszvo01VYHuLHrVWZLcWZLcUZTSUZrWXZHRV53NZROnesTqiUI2QVxPEDWQhfUkHofEZRO59VR+Yy52BUtSTx5oJMrqidL67KG67EFOBlaK1lSj/xLptyfeTdnTSOPgdqKqnahBGh2oxJBGxpvAZBsqb0eVnYiyU7N6ElF1oMoOVNkBFNMh7wAT7WD8LdJgpBmMtYHxVjDeOrVgY7wRjDeiE43IeJN6okk93qKaaFVPdMCT3aiiH1XyASr9o9CTACgAkE/P634Xac0aqxnx54UZb9dB/t+RVk8hPYqAITUsgdVCVMkHSi5Q8oBKCBARiohQRPz2VS1CYSH2OrVaA5EAZGrt9D8i/WcR/wNI/9Pf+tOH+RdPH1OpVFjXmFKpJBAI129c/vHHLzdvWWNq/IOZyY/Ght9v3vj1hh+/WPvdZ+u//RyLtWs+++HLj7/5bPmXK9//fPmS1SuXfLli0eqVi7/6aMlnHyxYvkh/+SL9j5fOXfHe3A8Xz14yX3/BbO25etBsHUhfB5qlDWly5XdCg/TiWbMXz5q9SH8W9ibWJoYBPFtbW0P1XyKtqXn/AWktbR0tbX19/VmzZunpz9bS1oW0tCEtbUhHV1tnlg6kpw/N0oegWRC0YpHebuNvb5z56c71fY9tD7rYHHCx3v/E6sBTi0PuFke9LI95WB9/bHn4geUhLLB82tX6KFacdrc/6evwm/+d00GOU8l0nPPlVM9L2f7XqeE3mXGPSl56VaQH1uZEc4gvOguyWvIz6vPSmguyuivI/Rx6P4feU8OUdbTI2lpH2uvhPg4Q1YCePFlBeNNLh5Lgs9l3f352cVPQqR8f/vTFhTXzDyyDdi7V2bRk1prZ0LHvZ/ldWpfsaEr2ONCc/lhakjreUDnS0qrs6QXidsCjKRt8pczfBCQzPnGTgLhBgNsgyN4gzNwoSF/LT/uRl/a9MGMt/836/jeG3KxdEtLvo8yb6nJPlBMBml4jzZlICwFtpoPmYrSxFDSUgoYi0MoCdZlwTRRa66mutBtinhBRzMVk4wGCiQxvMkAwGSAYSYhGIpKBkGwgoGwRUgxFFEMx2VBKNpGRTAbJpsOkrQOU7b1Us266eR/jZy5rP591gMfay2Xt7GeZ8ooM+gs38IvWiko2iUoM+QWG4sLtkpIziuZIRUc2wqeAQRY6VqqerFUr2lSqXqVKhMJDQD0EFAIw2Q0mm8BIKSLOUvV4jzdZS6rPCquO8qt+6q8w5lZtEdYY8atM+ku380oPS6uujtU8GK/ymagMk9fEKjhxiroYBSdOWfdcWRevqn+hqk9U1CfK2XGTdXHy+lhFQ9zfNo5hBemZJeo9axfv/mHhceOVp80/szz43b3TBr4WP8XcPfLG/QzJ71JeyA0syEFXcf6Xs/yuZPtfzQm0yA6yyAm2JITZkCPtac9u58U60mPv5cbdy4u5mxt3jxZ7nxzthA+7gw+7Q466lxv3IDfuHinqFmZwVrBVdoi15oEQYa9BOjvEGsMbQ5oee48Z/7Aw0bn09dOqdC9OdiA7KwCb0V2Q4JIf9zgv5iEW2Fl3WbJbZbp7zRuPmgy36jSXqrRHZUmOJQm3C+PsC5/ZFkTbFEbblcTeKom/Xf76YVW6S12WZwPep4kQ0EIKbqdGdOVFY3euWqixrbTnbbnx7bmJHXlJHfmJHYz4NmZcGzO+lRXfznqBJdOdJcntRa/aS1J7yzP6a3L4HJKgniJqoIoaqII6oqiBLG6kiBrI/Doyj0N6i3Q9RdRAHmgkSRuI0gaitB43WJctrkoRV70WV6VIqpMl1akDNSkDNWkDNSky9hsZO22QkzFcnzHSkD3WlD3ejJ9szlE0ZWJIq9txig6Csous6s2DBQWotHwqkx77A9KwogNWtmNao8pOVNkBFJ1A0QEUXUDZCSY7wWQ7GG8HY61TR9/YMfhEO5hswwKRtyDyFljeBsvbYHm7Wt6JyLtQVd9UoolKpydya5CenM6kx//q0HvgTyut/rQwY2pVs3RqEvj/AulpzKaT6QkUjKNgFEEHEViCqISoGttq9Ye10DAiQ2EZCstQZADAWIinhRZjmTSYUX0HYGz6l5I/O/0Wxf9zu/efkVZpqtF//LGZr3+H9IzfHmZ+MvQPAz2x/ZLvvDPz8wAUlk+OA1QNUPWITJLwPProob3ffPXpdrNNe3Yb/7zLyMjgux+//2ztd5+t/+HLDd998e0XK79f/fGPX3+67uvP1n716Xefr1zz8fLVK5au+WTZ1x8vXfPJsjWfLFv14cLli/Q/XDjr46XzP146f8V7c99fOHvxHJ0F+tA83amm64X6uthqjXcCQ3qR/qwls+csmT0HQ3q+jq5mTLfGaSyr1gw5+S+R1tPS1tHS1tXW0dHRgSAsh9aBdHUgHV0I0tbTnqMD6epA0CxtSB+C5ulABmtXWJ776Z7VkftWBx5a7Hex2PfkxkE3i0Nelkc8rI64Wh92tj702PLwI8sDjy0OPbY45Gx52NXi8FOro/+PufeMaipt2783EHrvHRFFsFdAugVRVMQ2zoy9Yy9g770AYqGJvSC9hUBC6B0SIPQOCiE9oXeSva/3w4UZxnHuZ+Z57/9aD+tY19rZO2Lgy4/jrPdPbvE586uf1+9PvLc/O7cz8NLeV9f2vr++PeLuHvyT42khF3Pe3Sn48rgk+kVZ3MsKwru6tIiWgqS2kpS2kpS2UlJnVSa3sYTbWCVobuxtrRv6Wgk6aYBdBhj5oI3UGHOPcHfPkx12l1bNOrjI0E1P1kERsVWWXKAgYYYgOxZpvPVaHX1tDdl/RwfpSQ81YaCOOtBQO/qtGXAbAStzvDZAkOPJSHFjJjqwE6w5cVac6IW8yHm88Nm8LzN4n6dxw8yZny07wxZ0Rjlx8VsHMo6Jim8DWgCo+YTVRqN1eKyOhNVlY7UFWG0BVpMHmnNFlTFj1ECs/BFW5j2Qt4OXuoqbYs8nLO0iWHcRrPnJ1vxka16yNSfFmpMCY+k2/BQbAXFpV+rSbtLSnlRbfppdZ5ZDe9ayjuyVndkundmr6FkrOzOdOrNsWXnWcOIYt2gJt2gpO9+Wk+/EK9o6Vuc73vQZMBIAnwx6C8BAOTbUiI50jA/R0RE2GOWgQ+1gsAkM1qDdhUJW3Hi772DD6a6KPdzyzQzqio6SpZ2lVpxKO2apXUehY0f+ak7J7z2lx3upF/tLbw3THg1VPBiufAg1UuUzUuUzWuU3WuU3XOU7Uu03XPtkpM4fWb9Ye7Ot4a9Oplvtjdcv1l4zX33dIi1I7nWLtFznqq6epwaNtdsCjVVzVNyX6PziYHzYbebF320ee654dc4j+tb25Ie70/0P5b44kh98Ijf4RMaLIyn+hwj+B5Oeesb7HsD7H05+fjw16DQ55Cw55Gxq8Fli8BlyyDlSsDcxyCs15Fzqq0tpb67A0HfS81P458fxz48nPjuW+OwY/vlxQsBJQsDJ5MBTUOKXKUGnU4JO4wNOEoJOk0K9M95dyv18vSjyDjX2QVm8T0n0g+Ko+wXhd3I/38z5dCP74/WcTzdyPt3IfHM598P1ovBbpTH3afGPaPEPy2Pul0bdLY2+TYm8WRh2Ne/9xdx3F/LeXy74eLXg8xVq1K3SmDuV8Y+qk3zric+ayAHN5OCWtJC2jNdtGW/bMt62pb//mvHha8bHrxkfWzM/fMt935rzujkrtCHzZXPm65bcd235n74VRXwtDP9aHNlRHEunxneW4unlSYyyJHp5Eq8ujVuXxqkls2tS2TWpkM3MKiKnljyhGiIUuzqFW53Eq0zgV0TzymN4tChuWTSPFsWnxfIrorsq47ur43qqE3trE/pqkwYakgYbUoYa8MJm/HhT/HhT/FhTohjSY51ZGK9YJChFuyvQ/lpsqBEdbkaHW9GRNnSkDR1tQUfasLFWbPQrNga7s9rA2Dcw2oqNtGEjLfAEo1/B2Dcw3g6EUF9/pna48xEVtQMhHRUyACZAsV4Um6gX+76JcuCng7v/vfpQrBdF+1B0YhK4+Pv/jYYgpAE2DrBxgIl3XQyhYNKSD6wHCpuo0/5jFTSY0ADA4NsEAOMCjA1QBsDoAKMDlAU9N8AEAO1F0T6ADmPoKBCNAZEQoCIgwoAIAyIARBPEFP0Iv7/B9h8P/i5e/dcE81/vCP+eykIAxgE2ALB+gA4BdAygIoACDOr7RxZO/MWBCoFQCFD4z0TffwoAUKFoZHxsEB0fAsIhgA7z6U1BvrcdFs1YaK6/de2yVU5LnO0X2dvMs1k8a8kCi0Wzp82dYTprqpGFib6Fib7lFIOZJhOabWwwa4rhND2NaXoa0/U1oabpaZjpak7V0TBQVTTUUDbSVIH5aRVpRFESUUAQWQRRk5HWlJdTlpJUlEBUpXHqsjIqOCk1GWl1WRkNOVn4UklSQllKUkUGpywnrSwnrSIvoywnrSSLk8dJiIeIyeMk4FN5nISMBCIjgchJTYwdFUe/ZaUkYcRbUgKRlJiUmZZAEEkJCSlJSZyUJE5CQmoiAC4ri+jpyFuYqe751eX0Afcbp365dWLTlf2uF3c639zv8ui4+80jbtc811zzXHvNc82Nw2tveq676bnutuf6u0c33PZcf+fwhntHNvqc2vbi3M6XV/a/uXbgw40DkfeO4Z94pwRcIgVdS3t1Oy/MjxobWJb4qiLlXW1GWENuVEthXDs1iVlB4tRmdFZmM2ryOXUF3U1FA20lY18paEcZoJeDvq/dpalR9855Ll+yztzIzczQXkt1OoI4acjayCNXNlglPfSMvLUz990lQWn0t9wIPi1jqJkCGFWASQX09PGmz4Liu1+T97PiN3GjV3LDHPifFvd8mNn3dmp/qG5fsEZ3kGZXqFHXO0tB2NKumHUDpH2igotYuS+ofofWRInq4tH6FFFDprAhd7whf7whd7whHW1IBA2fQV0gqL4zTjnRn/Ubj+TCTV7CTZnHISzk4Bdx8Is5iVZc/FIu3o5LsOUlL+Wn2PDJ1vx0K37mYn7WQk72YmaOfWeOEyPbsTPLgZHpxMh0YGY4sLLs2dn27Gxbdq4dO9+enW/PzHdk5Dl25qwZrT2HNvmC9jeAGQs46YBLAYJa0N0Getuwvq+gvwUM1IPeCiG/eJSVNcaIE9H9R9sudNfsZ1A9vhUv/1Zixyhbyq6w7yyx7Sx27ixy6Sx0Y+R7MPI3M/K2MvK29VD391IO9lEP9FEP9FP29pXs6S3a2128v6/02FCV92j9tZHGG8i6RVoe1npb7Iw22xrCSd0brHQ3LTXYYKULE9JuCzRgihoye+1irS12hvtWz/DauujeXqegk25hl7bE3tyW4Xsg68nBnOeeWc89054eSn6yP8l3f6LvvoTH+5P8DqU8PZb64mRq0OnUoNOkoDPEwNPkkHOkIK+UwLPEIC/iywuk0IvElxeSg73IL8+TQs4SAk5CVBMCThKDz6S+9JpMaDGzU4JOJwWeSg4+I4Z0YcRtSsz90riHxVF3iyLv5H/28F06AAAgAElEQVS5mfPpWvbHq1A5n65lvbuU9+laccTtstg/FlmWxtwvi31Aibpb+OUmLDvP+XAl79O1/M/XqdF3S2PuVCT8FNKv2zLefs189zXjw9eMD23pH9oy3rZmvWrOCG5ID6xPC2hID27OCoWcbiv48rUwvL04il4SR6cmdpbiodjVJFZNCquKyKxOhiezMoVRRYDX8CmnJpVTR+LWknl1RG5VArcilkOL4dBi2OXRHFoMtyKWWxErqE4QVCd01ST21CX11hP6G1MGmohDTUnjzfjxlrix5vjRFvxoa/LoN9JYR/o4IxvjUcSQBgNNYKgZHW7FIKRH2sSN0RMl3xDGY98muqXFj4TtQNSBof9UKMr8C6T7J22i/C8IEvp/DWmAjQEwAsDID8u4Jr456MfAEDqxsWpik9VE1xY6CLC+PyCN0QHWDrB2yGkAl09jAoD2AqwfoIMAHQYQ1eg4EIqACAUiVAxp0V9Q/feQ/ieE/idG+W8gjQ4AtB+IhoBoEqRFf0B6/E+QFk7smBShg6NjQyPDQuEYAOMAjAJsGKCD9WV5l0/uc144ffmS6ZtXLHZfvniF/UIHm4U2i+Ysnme5aLb5gpnT5k6fMmuqkeUUAzGhZxnpizVNTwtqqo6Gqba6sYaKoZqSgaoivDZQVTRQVYQl3ypSE93PylKS6rIyylKSSpISYkir4KRUpXFqMtKQ0ArIxDYONTkZVQVZKIhqRRkpeZyEPE5CUUZKSRanJItTkJaENl0eJzEZ0mJOy0hK4P7IRH/HtATyvSsLNlBPXCsoINqaso42M7eut/U6sOHmyV9uH/W4ftD17mHXR8fX3T7iduvoWqjbR9beObru7tENd49uuOO5/vbhdXcOrr93eMPj41v8z/wWdH73y0v7Xl3c9+G6Z+T907GPveOeXEh6cZX8+m7OJx9KXFA5PrSK9K4u83NzXuS34jh6eRK7isyoTGVUp7Fqs3iNeT3NxQNfS4e/VYx21HDK8wCfPtZa++nujeVmxvoIMktOxmWKvoOy1G8z9T+d30/5+Cg16DI1xr+vPr2nLqO/Ia+7JktQnT7akgn4hYCXzqME0D7vYcVt64py7Qpz7Pm4ZPDtzKFQk8EXmn3+qv3PNPteGPS8tOh5a9Md6TaYvEuYcwZQH4DKN6KqCLQ6Aa0lihoyxxtyRxvzRxpyxhrSx+uTRPVfsLoQrPL+SLFXX8ZuHtGNSbBmJc9nJi1i4xez8TbcRAduoiMPv4yHd+IRnHhEB36aLT/TmpO9kJ09h5E1l5lry8xxYGTaMTLtGBm2jAxbdoYdO8OOk2nPzXLg5Dhycp3YeU7MfKfOPMfO3FU9pbuGqs6C5seg4z1g4AEzC7AogEMDgirQTQN9VNBXBHrzsO5MES8V5UaPfn041Hy2q3ofg+rRXrLiW4kdo9SOVe7QWWLfWeLYWbyss8iF8V2sAldOwXpe/gZ+3np+/lpB3lp+rhsvZw0nex0nZ5OgeFdv5fH+Wi8ENlltsNKF7hnWkW1aaiAu7V6/WBs+mvDZS7S22BnudTU/s3ne7V22z4+u+nDOI/Lq5gzfAxm++zOeHEj3P5j+7DDx6cEk3/3xj/ckPN6P9z2Y7H+U9PwEKfBUatBpYuBpMaSTA84kB5xJDj6XHHyOEOSNDzgNW58Tnx2L8T0U43so7oln0osTKUGnf4C0WJMhnfPpWmHE7ZLoe9TYB0WRdwrCb+WF3cj+eDXrwxWo7I9Xcz9eLQi7QYm6S4t/VJnoU5noQ4t/BJdllcU+KIm8UxB2I+/TNUjogrAb1Oi7ZbH3KxIe1RD86onPGlNfTIb018x3ENJt6e/b0t+3pr9pTAtuSHtRm/q8hvSsNjWgIT24Met1c857WEH2rSiyoyS6gxJHp8bTqYl0aiKzHN9JS2DRkhgVifBkVxCYlXjxNasqiVdN5NamCGpTu+qJ3IpYfkU0jxbFLY/k0aJ4tCh+RbSgMqanJr6nJr63NqG/Hj/QkDTUlDzcnDLcTBhvxo+3JIw348dak8a/Esc7yMLOTCEz5z9D+ieEhrNNxtv/uDPeDkQdAGP+CwH2/z1Ij30n9J8g/YdF/r7QGkxUaP8rSH/DQDuG0TGMMVHy9j1rjmK92AStBwE6AtARgMEwOIr9TP+lFql/j3N0DIjGgGgciETwg0AnDT8W9sefFKgQjAvBeE9fN/b9P8JQ+PscB+jIUDcrLuz1tvUrFprrr1hi8fs6J4/lS5ZYGjnZzLdZNGfhnBlzLc3mzjCdO8N0zjST2WbGM00NZ5oazjQxsDTWn2moN9NQz9JA19JA18JIb4ah7gxDXXMDHYjqKVpqJpqqMwx1p2ip6asoGKgqGqkrG6gqqstIQkgrSUqoy8pAacrLaSnIq8vKQFqry8qoyUhDk60ogSjhJNXlZVUVZNUU5dSV5NWV5NUU5cTMhsBWkJZUlJGCUpD+U6H4H/lsaRwOQaSQyUVjE5yGLyRxEmJIS0ggMlKInobMktlGO9bZXzi44fbxLXeOuN85uObmQdcbnmuuea6BBvrWkfW3j7rfOeJ+54j7rUNrbx1ae+vg+lsH19/39ICcfuG14+X5Pe+uHvp053j4g9NRj73i/S+mhNzMePegIPJZSWxgOeFVdep7yOn2kvjO8pTOChK9Mo1VlcGtzRY0FPQ0F/e3lA600sa+VYM+Fuhj1ZPx3r+4m0khOghiKYMslkNu/bKqKjK4KeV9cuDV1Ld3vhbE9TbkYowalFEpbC9F6cWATwH8nIHq9634E8z4tYJo2+4Iq97P8wffzhwMNuvz1xc81O72Mezymyp4NpcXYiv4sLY3fvtYxglR4R1Q9hajRaOVeFCThtXliuoKxhsKxurzxhuzx+uThXWRaPVrIc1nuPhib8ZhPmkzM9mJSbBmEuxYeEcufgUvaZWAsEZAWCsgrOlKcRWQVvLSnDgZtuxMK0bmQnrmAmauLSPbHhKambaUmbaUnWbLTrPlpNtxMu3Z2Q7sHEcIaUa+U2fe8s789XzK7uGa82jrE9DxEeuMxzqJQkYa4GegglSRAC/kxwm5EWOcz2Osj0JWyFDb9YGm413Vu9i0jZ2lK+mljqxyB06FU2eJbWeJfWexc2fxMkbRCihWoQs9ayUj04WZuZKRsYKRsaIzfXln+gp6uktn1npu8Y6+qhNDDecR6J7hsO7NtoZb7IzENhrKfYkOxDa86W6t84uj4f41Fme3zL+z2y7gxKrPFzfG3Pgl0+9Ahu/+dL/96f4HswKOpgUcSfE/lOCzF+97EDppMaRTg8+Sgs6kh15IDfZOCTybEngWQhofcDbh+UlikBch4GTC06OxfodjfA/F+h2O9z+S+OyYONwtpnXSixNJL04Qgk6nhJxNfXUu/e3FnE/X8r/cLIq8UxJ9ryD8FrTRWR+uZL6//L3v62pB2A24Hasi4XEV3rcK7ws5XYX3rUh4XBpzvyTyTlH4rcIvNwu/3CwKv1Uac+8HSDelBjWTg8WQ/pb1/lvmx7b0961p71rSXtenvqhLfVZNfFpNfFpDelGfFtSQ+aop+01r3sfW/LCvhRHtxVEdlLgOShydmkinxneWxTHK45hl8UxaPJuWyKpI4FTg2ZWJ4mtOFZ5XReDVEPjVyYLaJD4tlkeL4NGiuOXhPFoUvyJSUBkjqIzqrU3orY3rq0scaEgcbCQMNSUNN6eMNiePtuDHWpPG2wjjX4midrKInili5Iyz8lEeRcQvR7urJoq/hprBUCsmniz2A6HH2/80hgwyW0QHKB0AFgCcfyweQLv/r0L6r4T+70BaBNrhkDVYnQ7T6t8z6D0A6wOY+PcwBMD4/0tIi1H9z85JEJ6IxqMYQLHvrdXCP6LdYByAcQyMTVhrdHR0qBeIhgE2KhwUtDdV3b502n2VndXsqW7Oize72tnNM11sbrDcZq7tolmL5lrMnmFqYWY008xo1jTj2WbGP0Da0kDXQl9nhp72DD3t6fra5gY6kNOTgW1hpGemq2miqWqsoWKiqWqkrgzNtBjS2ooKuspKeirKeirKuspKWgry2ooKOkqKYmZDY60mJ6MiLyPmtIayApSmiqKKvIw8TkJOClGUkRI7bAhpZZy0irTM5M3TcLuGxF/8NIIgkjgJnIyUlLQk5LQEgkghiCyCGKrL2s8z2bXe7vyeNTcOb7i2d835Hcsu71t16YDr1QOrrx1cc/2Q2/VDbjcOut046HbzoNutQ2tvH3K/fcj97iH3B0c2+pzY+uT0rwHeO0Mv7H1z7dDH28e+3D8V63eeEHSd/Ppu9mff/IinJfFB5YRXVeT39VlhrQXR3yh4Oo3YUUFmVqazqzN5dXmChoKexqLeJspwa3lvPQV0NgBmU/bHkF9t50+XQeYqST07vr+NHANay4oiAi7ucv19+czDmxyuH/mF8PZpQ07ieHsF4NcBXjlgZo/WR/YU3OyMW8mPmd8dOa/vy9zB97OHQmb0PDHlPzDh35/KeziT47OA9cyW82p1d8SvoyRPYc41QHmNUmMAjQCq00BtLqgrFNUVCOvzRY05wgaSsDZKVPNWWOE/QrnRm3NKkL6bTVrHJblyiW68lHWClE3dxF/6Sb/3kbcPkH/rJW/tIq/npa5ipTkzMmwZWTbM7KWsHHtmlj0kNINsw0y1YabasMhL2Wm20E+zcxw5uU7MfGimnTvyVrKKN3eXHxysuzTS7DfeFjrW/mG0/ZOIHTbGfjvECOxt9+1qvcdvviVout7VdKm38VRv/aGump3cyk3sitWsiuWcCidOhRODasug2DEoDgyKE7N4ORS7aCUjdyUzewUzy5mZ5czIdGJkLGNkrOjMWMXK9+gq3TVcf3a87TIC6QvNNIQ0jGyLZ4LCWPdGG334tvVW2lsdDKCTvrPbLvCk65fLm+Nv/5bus4/8aE/q411p/vsyX3iSAw6n+B9I8Nmb7O+Z8vQI6fkJcsApcvCZtJCzaS+90156Z76+lB56IRVmpl9eSAk5D500KdibGHyGGHxGTGIY94YZaPgIGmv4NDn4jBjS2R+v5oXdKIy4LbbRYkhDQud8ulYUfosSdRfGusWQrkh4XEN4UoX3pcU/Ko25T4m6WxJ5Bwouu6xM9KkhPBFDuik1qDX91dfMN9+y3rdnf/iW9b4t421L2uum1JA60vNa0tMaon8N0b+G9Kw+Lag583VzztvWvI9teROQppfE0UugmY5nlMYyy2NYpXEsWiynPIFdEcelJXIq4396citiebQoPi2cVxbOK//CL48QVER0VUR1V0X11cT11cb218YPNiQMNeCHm/AjTYTRFsJoC2GsNVn4lShqJ2P0dJSZjbLzRJzC/wzpHwktHhcq7PhDIjrAmADjAMD7x+IDtBtWXcEs8p/XRf//17+HNBj5M57FkB7+Xto2OOn9g/8K0hj4JgLfhKBdCNpFoBMKBSwUsESALQJc0cR+kYllmhjoBWD034Sj/2t9zD//wr6nncWExuBQth9+jeICwGEgGgSiASCcCBKMdDNTYj97H9u30nb+asfFa5yWrLSd77DI0nqOqfVM0yWzTK3mzZg3c5rlNGNzUwMLUwPLqYazphrNNDWE4W5LY30LIz1IaHNdLXNdLVNt9ak6Gma6mtP0tKbra0/X14bRb3MDHXMDnen62hDVhmpK+ioKesry8giigCAqOCktBXk9FWV9VRV46igpQmZrKypoyMmqyUjDLLWKDE5FBqcqK60mJ6OhIKepKK+trKitrKijoqQuL6uEk1SUklCWllKVlVaWllKUklCWwqngpGErFywUhxs4ZCQlYNBb6s+clpSUlJKSkpKSkpSUlJCQgBNOZKQQGQlEGYdM0ZR1mjdl7zq783vWXtm37sJu13N7XM7vXXVx/+rLB92uHVwr1o2D624ddr/r6XHn8Ibbh9zvHN7w+PgWv1PbfI5teXJy2/Oz20Mu7n1z43DYg1NxTy8mBV4jv72f9cknP+oZJSG4nPCqhvyhMSe8pTDuWymhvZRIL09lVqZzqjP5dTldDXndDYU9dQUjbTS0o4ZelBr26MrlXR4vznsWR73rqSoGrJamTPylfR4LDGXgIjJtHDLfWP2Ah0uY363GzGhALwF9leArUZBzkx7rzIux7I6a1R8+b/jj3OFXc/uezup6PJN7bxb3/nzWw8VMPztW0MquT5uGk/YJ0y6A/FegKAqUJoHKNFCbA2oLQG0+WpsDGrLQepKwNkZY9V5Y8WKE+qC/4GJP9vGujF3dGb93Z+zqy9g7kH54MOPoSObxkewTwtyTw9mHetN3cFM9GOQ1jIwV7Jzl3DxnVrYDK8uekWHLINswSNZw0DeLaM0iL2Wl23Iy7VnZDuwcRwhpRr4TvcCJXriSWbSJXbpbUHm6p/Zqf+O9gZb7vS23upsvc+tPMqoPdlbs7ijfTi/fTi/fzqrYwan4nVO5jV25kV2xmklbwaA5dpbbd1JtOyc4bcegODEoTswSJ3bxMnbBClb+clauIzPHgZHtyMxxYuWsZOS4MnLX8ai/D9aeHGk+NwFpuJhys63hZltDCOnJgiXfUGsWqm9cqrNzxZQTG2bd2G797OiKTxc8Ym/+knx3e/Ld7SkPthN9dqU+2Z/svw/vsyfu0c6UZ4eJz46KIZ3+0ks8rzvj1UXyy/Pkl+dhq3RKyHlC0FnCi9Mw2QxhDJPTCU+PEoPPkELOpr70Iod6p770IgafgZBOCTlLfOkFIZ314Uru5+v5X24WhN8SO2kY7oaEzv18vSTyDjX6HoR0ZaIPhDRkcHWSnzj6XRb7QCwxpOtSnjaQnjeSAsWQbs/+0JHzsT37Q1vG22byq0ZSMIR0dcqT6pQntcRnDemBzVmhbTnvvuV9+lrwub0woqMkml4S10mJ76TEd1JjWWUxrLIoTmkMqyyKWxbLLo+Gp6AigVsRy6fFcytieeVxHFoMtyyWWxYN8QzFp4ULKiK6q6J6qqN7a2J6a2L6amMH6uMHGxKGm/AjzUkjzUmwWEz4LVVEz8QY2YCdDzhFIm4JyqMKBZMgPTgBafBXQouR/BMnzQAYD2B8gHX9oxN0/T+GdM+/LBwb+DObJ3vowf8SpNu/Q7oDCgMMFDCEgCEEDBFgiwAbBTwR4IkADwPd/9cgjYoAKgIoCjAUAGwcgAEAugHgAsABgAkAC6BsgPIA2gWwfoANoANsgPYBtA+M8KuL0kJ8b+7wWLnQwth9pe3aZdbOVrOt55g5LZnl5mzluHimuZHm4jnT51qaTYY0JPQMY70ZxhNGeTKkoYGGHlpM5ak6GtBeWxjpmRvomGqrm2iqTtFSm6qjAWvH5BFEXVZGR0kRsllfVQXaaGipYWYaZqlVZHDK0lKTOa2lpAA5rakoryYnoyorDaUig1PCSapKy6jJyKrJysEqcXU5eQhpBRxODicF670lJ+mvX1ISkjKSEgrSEvIIoiqJTNNWWLXY/KCH0/nd6y8f2HBut+uFfa6XDqy5enjdjcProa4fWnf9wNpbh93vHdl478hGCOlHxzb7ndr2+Ohm3+Nb/U/9GuC989W1g5/unYj2O5fw/DIh5Cbp9d3Mzz55kRN+ujbtY0N2RGtRQmtx0ldKckcZiVmRxqnO5NVm8+tyehvyAbeuuyYvOfTBy+snSG8es0rT0I6a9uKclHcvD25cNVVVQhlBVHGI0vf9Y3rSiK2Zwbnt7sUxwYBbDnhFQ2X+zPjVvLgF3VEL+iMWDX1ePPR28VDQ/L6n83gPZ3EfzmM/XsTws2K8cBC8cxuK+22ceBrLeoHmfAZF0aCMACpTQXU6qE7HqslYHUlYkzBe9WWs8s1Y5YuRsoeDJTf7C88N5J8eyj81lHtqKMdrNOeCMOeaKPc6mncDFF4TFVwcyj3em72fl72Nk+PByV3LyVvFynRkZ9ixyEuZqTbMFCtmihUzeQkjeQmbZMMiL2Vn2P0p4l3gSC+0bc+3/5q7/Fve+s7i7Zzyw7yqE4KaE53luzvKfvlWuuErdXUbxaWN4tJOWdVBXfut2L2jZFNnqQeTtoFFW8soc6GXOrdT7BmldoyypczSpcxSOybVnkl1ZFEcWRRnVpEzq8CJlWfHyFnKyLaj59gzcpcz8lw789fyy37rrz862uKNiOeLeVjrbVpqAAeQwUkm4kVY4i1Y7kt03BZpbFyqs2O5ybH1M67+tujJYcd33m6RVzcl3txGuPMr8eEOku/uFJ89eN/diT67En33pDw7nPL0CPHZcVg4lhZyFkIabr4SQxo2TCcHeyU9PwXj2GJBJw3xnPbqXPrr82mvzpFCzkKE/wDpnE/X8sJuQE7nf7mZ+/k65DQkdF7YDTGkafGPIKfFTro6yU/srcUqi3lEi/OpTPCrSXpal/y8gRjQSApsJAV+h/S7jpz37dnv2jJeN5NfNhAD6lL8a5N9awh+Vcl+NSlPG8gBLZmhrdlv2/M/fysM6yiK7CyJZlBiGaVxDGoCozSOTY1ml4ZzqJHs0nA2JYJF/QJPXlk0tzySB+u3y2PgyS+P4pWFC8q+QHWVh/dURPZWRvVVRUP1V8cM1sYN1cWPNCSONuKHm/AjLckjbanj7ekiRg4kNMajoDwqyisTCirQrpofIf1TQkMkiwktfoQyAMoDqACg3f/s7P63kBZXVv9DwVj6X8Ppf6OBSVSeHN8e+DOk/9C/hHS7CNCFgC4CdBR0QgFAxwBdBOgiwBAClgiwhYA7DnjjgC8CPQAMfy/G+if6L/cx/4XRQIgCIQqEGEABhoEhAAQAdALQCkATwOqAsA4dq8dGWsBoBxhnAyEPoAKRoLU6jxDy8NIujxXLF89YaWW5YYW106IZy5ZYujosWrfcxm6hpeUUnXnmRsts5y+YM22updnM6SYw3D3TzAgSerqhznRDHeiPYaAbatYUQ7FgMFwc7p5hqAu9tdhVT9fXVpORVvgOaV1lJUhoY00NcehbW1HhT+FuGWk1GWl4DXPYME6uo6Q4OVQOy8JhfbiGnKymvJymvJyGgpy6vKya3ERluKKMlBxOYmLbtASCk0JwUjArPYFsBJGECzhwiIQCDgeHh2tII5a6qi6LZuxZ73R257qzO1d773G9uM/tysH11w5vuHZ4w/VD7tcOrr+yd/XNQ+vvHt1454gHzE/fP+bhc3qr36ltfqe2PTn963PvHSGX972/fTTs0ZlIv3MxTy8mBl4jvb6b+fFxXrh/SWxgBeF1derHuuzIhtzYpvz4tuKkdiqBQSNxKsi8qvSWvFhBTSajlETFv64gfmKUplSTv4Q9uf702oUtLsv1FKVgvl9eCpGTRGQRRFNORlNKShVBzJWkT25cURzxTNiYBr7G8JK39yS69sQu74tyHPhiO/DRqv/VvL7AWXz/GbwnMzh+M5lP5jBfLBG8XT4SvVGU5DlOvD+eFgxy34GScFAeAyriAS1OWB6FVkWPVX4aob0aKn82XO47Un5/kHqjv/jySPHV0aLrYwW3xvPvjuc9RPN8sDw/LM8PFPigRfdRyo1x6oUhyrHuwp3s3M3MLDdOhjMn3Y6TupRNtGYmL2EmL2EmLWYQFrOJ1mySDSvdlpVlPxnSHYXW3/Ksv+Y5dhS4sihbBLSdgqrdguoddMo6OtWlg+pEp9jSKUvplKWdVLsO6rKvxau/UTwYtK2cmm38ml+41RuZFWvoZSvoZfb0sqWMMmtGmTWjbCmj1A5yml3iwCpcysi3pucu6cixoufZd+Y5dxas4pZ69FTvHG4+MdrmhYjpK4b0FjsjGPQWTxxbNUfFda7q2oWa7ku03a21tjro7XaZctzd4upvi/wOObw5uzr8skfiza0p935P892T5r+P5LcvyW8P4cne5KcHkp8eSvb3THl6jPjsODHgZGrQaXKIV3roOXG4G7ZgfTfT3rC6W1wpBku7016dg4TOeHMh482F9NfnU196QUgTX3qRQr0hpDPfXxbDuDDitjjiLb5ZEH6LEnUXQhoWi4lVneT3U5XHPv7PkKbnfoCQbkoNaSAG1CY/qSH4VCf5Vif5Vif716e+aM542Zr1qqPgE73wC704ikGJYVLjWKXxzNJEVmkcmxLBpnxhlYSxSsKYxZ8ZRZ+g2JQvHGo4hwqboaMEtOiuipjuymhBWTi/NIxfGvYDpOHZXx0zUBM7WBs3XJ8w0pA41IAfaiEOf00bp+eImBOExrhUlFcm5NGEggpR958gDYbbfoxyT45vf9+L9UcpmZAJRH/Q9x/q/xKk+yfFvf8awv0ppEf+JaQZIoyFYSwAYOlcJwAMAOgAo2MYQ4SxRIArBLwxwBsHXSLQNwFp7P8KpGGTtRAAFIxhoBuATgBaAKgBoByISrDRIuFgiXCAhg3Vg9E2MM5or0h/9+Tqr67Wy+ZP2eAw77c1tu7Oi5wWTHO1m2e/0Nxq9lSruWZLZpvNtzSZY244z2LKgtnmcy3NZs8wnTndZPZ0k1nTjC1M9M2NdM30taYZaEPQQjxb6OtY6OvAWDckMbTUULNNjaCHNtPVnGliMGeqsaWx/jQ9LT0VZVVpnLKUpJaCvKG6mqG6mrGmxjR9PQM1VfhSX1UFQheyFtJXHP3WlJeDhltXWclQXc1ES9NIQ11XWQlSWUtBHp5QmvITkIZW+wdOy0gi0jhEDGkpCZy0lJyUpKwkIiWBSEpLSMpKSMgjiDyCaEghM/XU3Gzm7nV3Pv77qjM7Xc7tXn1xn9vlA+svH1h3Zf/ay/vcLu1eff3A2jtHPG57brh50O3mQbd7Rzc8PrXF58TWx8e3PDq22efE1mde20Mu73t14/Db20cjfL1jnl5MCr6R+uZe5sfHBZHPqPHBtOS31eTP1RkRddnRTfnxbcWJHaXJrHISm5bKr87oqs2iUwilSW/IH3xS3jwgvn2Y9MZ/3hQjuC5MWQZRkJnY9CWPQ2QRREdWwVBOQR1BZqviruxwq0kIAt9SuojefYS9PfFbu6PW9jebF7gAACAASURBVIQv6/lk3f12VnfodF7AFO4LE9azKcxn01gBs7ve2Y5GrUWT9owRLo0RH6PZz0BhMCh9A8reYGWvx8tejle8HCl/PljqO1B6f7D8zkDZ9cHSqwMlV8Yp98aLHwkLfIUF/sLc56LcICwnBOQFC3MDsOKnoPwJqH6EVV7toxxlZf/WQV7LTV/OT7Pjpi7lpFizCEuYSYvZ+MXMpMWcFGs2yYad9idIM/MdGYU2HYXWnYXOHMranoqtAzXbB+p+76vdyi135dKWc2j2bJo1u8yKQbXqpFh3FDt0UNcyaNt4tbt6mvb3Nx3obdgrqP2NW72RXupML7NjlFkzypYwyqwZE37anku155TYsIqs6PlL6PlWHQVLOwudGcWr+BWbumt3DDQfHmg6hmxznAKTzZttDbfaG0M2wzJvmIeePINsg5WOx1IdCOmTGy1v7Fjs7+n0+ozrp/PrEm5sIT74Ld1vN/nJ7uTHO+Mf/Z7weCfeb2/SkwPkgBPpQWdSX5wkBZ7Ken0+8/WF1OCzma8vZby6mBpyjhjkRQjyhrVjKSHecGdG0osThICTpJCz6a/PZ769mPn2IiR01rtL8Dr1pReMfsM+aeJLLzgYHJppsYGe3HwFOV0ccZsSdRf2XMETlnlDY12F94Vh7XriM6hawrOapOfV+GfV+Ge1hBcNxKCWtNC2jNctaSGT1UwObiYHN6cF1hJ8agmPagg+tcm+dSn+janPG9MCm9JDOgo+0Qs/M4ojWJQoBiWGQYmhF0d3FEVyqJFcymdOySd28UdW0QexxHuu+KVfeNQwLuXzxBtKPrEpn8XLpCevquypihGvqoTLpEdaiCPf0kfas8Y781FWEeCUAF4p4NMAvxLrqkK7atCeOqy3Hu1rwvqbwUALGGoFPxSOTbbOYkLD+yI6ELGAkA+EPUDYA0S9E4LRzp9qotu46x8KgG6ACQD6M4FuALoB1vXHHawL/KvtGpNnk/3Yot03Afs/h83h/O2/hTTaCzABhnIAygIYHYAOADpQlCkSslAhHBraCUR0gDEAYAKUCTAmbM0SAYEI9AnBAAaGATYC0BEgGp4QNgLAKACjGDaMYcMoNoxiwyIg1uik8jEUAAD3haCocGJlyI/n3w5KwbCfCP3+EwoBKgR9IsAAoAWAClSYN9yb3C9IFLBie7kp2HAJNkRrq05Kifbf5jJvy/K5Hg6z3ZbOcLUyd1livtLK0sV65tI5potnGs83N5wzzWCeuck8iynzLKbMsZg619JsjsXUWeZTLMyMLKcawpz0rKlGU/U0p+ppTtXRmKqjMV1H01xXy0Jfx9JAFxpoCyO9aXpaptrqptrq0/W1oZ+eLDG8p+nraSnIw4i3prwczEmLuauvqmKgpmqgpgq5C9msLCWpKo2D9IWuWkNO1lBdzUhDHQqiHdprLXlZDVlpdRmcprysjpKCjpKCmgxOQRJRlcUpy+GUZKUUZSQVpCVkcYi0JIJDxCssoZnGfZekrKQMnBCuJIkoSyKaMsgcY521dnOP/OJy9Nflp353Obd3zeWDHpcPuV/ct9Z716qLe1af37Xq3M4V53auuLR75fUDa+4ccX9wYtO9IxsfHNvsc2qbv9f2Z+d2vriwG+rDvRNhj87EPDmPD7hKCr2d9eFRcdTz0oSQipR3JQmhzbkxzDJiU050W0E8tzKtvRj/rSixuy4b//pB4qv78S/vfvS9kB0VGHjb20RTXUlGbuIHkUJwUhPt4DhEUhGRUUOkVRHEVBqxNVK5v38DYBRRA45FnbBmR3gOJx8eTNra8WoB4820wWgL3jtdwTsd/ht9bqgR99X0nneLRqNWoEm/jhFOjhIvizJuYHl3QdEDtOTBeMndkZJbo2W3uwrOs7NO8fPO9JZ491O9+6leQ6WX0TIfYbE/WhiIFb5Ec9+MZYaiWe9BYRgo+AAobwA1cJzycLTk2gDVi5d3gE724JCWcYk2LMISVuIiZsJCZsJCduIiVuIifqotj2zLJdvCiDcr15FV4MwudGYW2TELHRj5Tsz8VezCtbwS965Sjx7aOi5lGb/MSUBz4JQvZVNsGCW2jGJHBsWlg+LBqtrZ13R8+KvXUOv5/uYzfQ1Heht3M8vd6KWO3yhW36gLO0utWDQ7Ns2JU+7ELbXlUK3ZFCsmxYZJsWVS7ZmlKxhlrmyaO7dqi6BmZ3fDgZ9DGp4wUT15Ndb6xVru1lqb7bR2rTQ5udHy1i6rgBPLP19yj7m5OfHWZgjpNP89KT67Eh5vT/TZhffbi/fbT3p+jBxwClZ3Z746l/n6AjnEK+3lefE8k+Tgcykh50mhF1NfXch4fYkc6g3LxEghZ6GBhlHuzLcX4YJLaKPFw0ySAk+Ja8cy31+GSP4pofO/3BRDujTmPjX6HqwLq0h4/FdIN5CeNxAD6lMC65IDagkvagkv6pIDGknBENKt6S/FeIalZI2kwMbUFzVJj2uSHtYkPa5N9q0nPm1Mfd6SHtSSGcIo+sQo/sKiRHFKYzilcazSOAYllkWJ4VDDJ0OaXfwRikv5zKOGiRdTQlRzqGFsymcW9TOHGs4p+8Ivj+JXRHZVxHRVRfdUxfXUxPbVJPTXJwzWJw01JY00pQw2k0a/5Qx35AkZhSI2FeOWAQENCKogobHu2h8gjQ22/AjpHzg92UaL6ABl/2tI/w2PJ08NEwtggu+TvP6iHwgNIY11Aex/WXH234c07JNG2UDIASIWGO8E4x1g7HvKYLQdjNLBGAsd56LC7nFRzzg6KEKHgGgYCAeAcGjihA1aYBigwxg2iGLDKBgUgWHRxDkszk//ZcTYz4SJ/iOksR9OFAPDGBgDYAwM9Q/RR8eaAWgGoGykP3WsjzDSkzjIS+hhJXxriCTF3798er2bvamHs+UG+1nrllqstp6xasn0lYunL188Y9mSGUtmmSycaTJ/hvE8C+P5lqbzLKZAMM+YamhhZjRzusnM6SazphlbTjWETloc7hY76Ql9L+qG2ehpeloWRnri0DcsNBOXfJsb6EzT19NXVVGWklRAEDUZaX1VFUN1NT0VZchmKEhc6KchpGFrtYacLAyDa8rLQedtrKlhrKlhpKEOua6tqKCjKK8lL6slL6urpGCgpqKvqqylIKcqLaUgiShKIQrSEooykmJOy0r+sbFDCpGUmsRpSURKCpHEIYg8IqGAIIoIYqymsNjcaKPz/B1uVke3Lj+7c7XXrjVnd6722rn63O7V1w+5Xz/kfu3g2uuH1t046Hbr8LrbnuvvHHG/d2zT/aObHhzb/OjEVr8zvz07tzPo8r6X1w6+uXXkw70TEY/PxvpfwAdcJb++m/vZtzjqeVlSaFnymyryxwrihzLC27qM8Ja82GryZzqF0NdYQE1+X5r8qSYjujD+TeTzm7+stFGTkZVGZCbS69/L4SQkpKQQaTlEVg1RUEEQIynEUknidzvLkk9P2IS3F+yNb7oYVAb+NkA8xIxwYYcvYEdM646ZwgvXZb3XZL3R5b036wtbMBxpPxy9Zixl/xjpuDDjNJpzRph/ZjTvxEDusZ6cw4Ls/cy0ne2pvzMydnFy9nHzDggKD/eXeKGlfsKiF6L8YCzvrTD77Rj5nTD9E8iJwLI+gYIPoPiVsPjJOOXeCPVyd+FJTuav7GRnHsGKg1/MSljIjF/AjF/ASljITlzUnWonSLfnp9tzsxy4uU6cfGde4XJu8XJWkSOz0ImRv4yRu5KZu5qd78YvXMMvcWXnObKL7DkUew7FkVXk3Fm4klHgxijexK7c3dVwbLjt8nj73dG2ewON1/vrz/fWH2GVbeosXdlRattRZsUst2HR7FjlzkyqPbvMhltqxSq1ZpZas8rsWeWOTNoKBs2FQVvNqPBgV//Cq92OQDDDASabbQ2he/aw1hPvqZy8FGvdIs31VpqbbDW3LzM85m5+Y8fiF8eXhV3eEHd7a9KdraSHv6Y/2Znmv4votzPR53e87068355E333J/p7EZ8dTnh4jBpzMCPXOfH0h7aV3arA3KciLGOQFq7tJoRfJry+nvbmU8/4axDAp5Cz0yqSQs8TgM2JLnf56YtoJdNv4Sa3ScIEHLBMTN0ZDQud/uQkT1UXht2Bamhp9jxJ1FwK7PO5hedxD2IglLhD7XiMW0kh62UAMgcO6m1JDW9JCW9NfQUg3pwU2kQMaU180kJ7XE5/VpfhX4x9V4x/UJD2sJTxqID5pIr9oywxpyw5llYSxKRFcagyvPI5XnsArT+CUxrGp0RxqJIcaDiPezOLPMO4NBSPeMNwtFrs0nFUWwS2L5tCiBBVx/KrY7qqErpr43hp8d21CX21Sbz1+sCFloCl5uIk00EIe7cgbYRSNM0tEnHJooEF3LeiuxbrrsO46rKcR62n8Duk2bKAN+x/7pP9UOMYGQj4QdQFR1x8B7f8ckf5j2OefJMK4P0iIclARB4i4PxfGByjvj5corF/j/90fAf+TflaA9m8hjfWJIY2hHRgKN352gLFOMNoORtrAUAsYbAb9DaC/CfQ3g4FWMNiBDbHQEf74SPfY6IBwdACM9YHRHjDaB8Z6wFgfEPYCEZz5NYhh/SgYREG/CAyKJs5BFBtGsVGoP6+k/Ll+cN7i86fOGwUiIUBHsGEh6AVAAEAHOl4xPpgHxvLAaCY2SOa1RabFX7tyymWNs579IvVVdiarrKe5WpmvWjJ9xaJpyxZMdZxv5jBvqv38aYssTRbONFlgYbJg5tQFM6fNsZhqYWY0zURvioGWmbGuhZnRLPMpc8ynzDQzMjfSnaqnaW6kO8NYD3J3pqGehb6Oua7WNG0NM11NcaAbwtjSWH+2qRGU2GdPhvRUXR1dZSVFCURJUkJPRRmGrM30dM30dKfq6pjqaMM7MPqtKSurKiWlLCGhhsOpS0urSEqq4XDa8vKGqqrG6uqmWlpTtbVNtbSM1dX1lZV1FRWNVJQNlOR1leQM1ZSmaKlN0VLTU1XQVJBWkkaUZRA1eSl1BZyqAk5ZTlJRBpHHTaypFltq6KcRBCcpISOBSErByaMScAaLhKGKzNIZeu52Mw9uWnZm91qvXWvP7HA9t2ftlcMbYIr6pqf77aMet4+63zqy/pan281Da+8f33z36Mbbnhtue254cGLLE+/twVf2v77p+fLK/tfXD324c+zLw9Mxvufwz6+QQ+9kfXiU+fExNTGEkhBcGBNYSXzfnB1dnxlRkxbeTk2pz45L/fg86sWd9C8hOdFvbh/fPVNHVRaRlEKkJRAcTlJ6YpIagsNJycsgSgqIsjpORQ2RMsLhTKURGwOFB/s3DxZm3lm/zEUFuepq8PnUnKrXq4YytnDxS9lxlswIE+Znfe4X096o2cMxS4aibHvCHUdSfh0h7Rkm7x5O3zWQ8VtP2lZ+qgebtI5OWP01aVUbYXU7yZ1O3khP38rN2zFQfAqlPhYVBIhyQ9DcN8L098PJb0aSP6JpEaK0MJDzERS8QQtfCCk+wvI7QyXnu3P2MhMduAmL2HELWLHzWbHz2XELOPEL2YmLuki2ArKdIN2el+nAyXHk5DtzC5axC5exC52Z+U6M3OWMrOWMTBdm1ipOjisnbxUzy5GT78wtcuGVrOWUbGIX/8Yt2cMpPdTfdG6w7bqwww+lBwm/BQ83Px9ouNdbf5FD28Wq8OikOdNptgyaHYPm0Fm2rJPqwC2355VZc8qXssuXssodWJXOrKoVzOpVHTQXOs2NUeHBqto0sapSPMYEzvH2sNYTT/Ce3Iu1wUpnvZXmxqUavzrpHFpjeumXuX6H7N56rY64up5wd4sY0qQnu/C+2yGkv7dKeyb7H015cYIcfCY99Fx66LnUYO/UYG9SsHdqyDm4BYv8+jL59cWc99cy316EJdxQMEUNXXX66/PkUG9xg1Zy4KmkwFOEoNPJwWdgxBuWj02u6BbXkRWE3yqMuA0hDfFc/P3lZEtdneQ3UcWd+gLmnlvSXjeTXzWlhjalhjaTX7WkhbakhU7Y6LTAxtQX9cRndSlPa5P9awh+NYmPahIfVOMfQEi3pD3/lv2yI/c1pziMTfnCLY3il8XxyhO4ZfF/hbSYzX9NSEPxabHs8mgWLZpDi+NWxQmq8V11+J665J4GQl8Dsbcxua+B2NeUMtCUOtBCGmwmDzSnj3YWjTIoQjZNyKvEumpAdy3oqQO99X+FNNbfivb//TyTn0IaYwIR919AGnSBnxEaA3whyhFrXMSGEgnZmJADfirI5skvIaf/l5D+EdV/A+mh/wHSoAtgXICyUFG7SNiGjbWAoQYwUA/6akBvJeiuAIJywC8D/DLQVQW660FvM+jvQAfYwkHB2GD32GA3GO4BQwIwJMCGBGC4C4x2g/FeIOoDcPYZ1o+CftFkYQMibAAFg9/HlE60QqFg8CfChv+uUPynzhsF46PosBAMAdAHAA+ATiBqAKM0MEYZYhMzE25cP73i17Wmq+10l9norXKY4r5izrLF05YtMl+2yNx54XSHBdNt5061mT1lySzTxbNNF8ycAj00jG+bmxqYGeua6GtONdIxNzWAOWnLqYYwIW2mrzXdUMfCSM/SWH+Wkb6Fvs50HU0zLXVYyG1prA+tM3wDTEJDQVRDWs80MZhuoG9pYjxVV0dNRlpRAtFVVoJUNjc0MDc0mG6gb6anO0Vby0RL00RL01RHW1dRUcxmNRwOXugoKBipqZloaJjp6EzX05uupzdVW9tYXd1AVdlETdVIRdFAVdFYQwUG5w01lLWVZDXkcZpKMtoqcrpqClqq8nDzh7IMArPOst85/T1FLS0ro4ggkhIIIiuFk5eSgkVkqjhkupasw0yDX12sjm5bdWbHWq9day/sW3/V08N7l+u53a6X962+dnDt9UNuNz3X3fJ0u+XpdufYxttHPW4ddr912P3esU0+Z359cWF38JX9gRd2h1ze9/r6ofe3j4bdOxnt441/foUUcisp8EpehF9+lD8lIbg5J6ou7Utp0rvGrLiu+oLixA9xwY98vA77XTj+5OIJ1/kWyggii+CkEHkpRBonKSshAQenSUvjlGQk1aQRJWUJZSVESk8SZyqLzFGT3OO8qDzsA+Huzc1mWqv1EI8pyKPftQteOH6NXsVNdhEkOwoSl/Ci5/O+zOGHzeuLtBqIcxokuPembOojbuwlre8hreGlLGcRHDuT7DsI9u3J9h2k5Z1prh2k1R2p63m5v45QT6MlD0R5z4Q5gWj2q3Hy2wH868GE96MpX0SpX0DmZ5D7DisIRilP0PL7IyVX+nMPMuMcOLEL2DHzWdHzWNHz2DHzuXELuQmL+MnWXKINj2zLSZ8o8GblOjLyHJn5jqxcR0aWMyNjGSNjJTPThZPlyslx5eS48AvXdFM399B29FYc7qs821d1baD29ujXh+MdTwD9DaCHgfZoYeuX0aaXw80Pe+tO8Wt+Z1a4dpTZ08vsOssdGOUrmaUreDQHLs2GQ7NlV9izKp3YNctYtS6sutUdlS70SldGpRujch2y0UYfdl5BPIv3bWy00Yfzul3nqrrOVYXDQTfa6K2zUvOwUd/mqH1wtfGFLTN9Dtq8Oevy5fJawt0txAfbyL7byU92kp7sSvLbgffdnui3M8Fnb/yjfQmPDyb5eRKeHSMGnEwNPpseei7t5fm0l+fJL8+nhV4QF46RQs9nvrkMU86wnHtyw1VK0Gl4H3ZnTYwLDT4DW6V/qPEWExqyGdaRFYTfKvxyszjidknkneKI24VfbhaE3RDfoUbfK497WIX3rU32hy3RjaTAtoy3rWnvWtPetZDfNpNfTYZ0MzkY2uh64tPa5Cc1BL/qpMd1SY9qk+7XJD6oxT+EkG7PeknPe8Mq/MQu+symRHCokVxqDIcSzaLEMEsiWZQIZkk4syScUfyFUfyFWRLOokSwqZG88hg+LVZQEScWnxbLK49hV8SxK+N5VUm8Gnx3HbG7IaWvkdzXnDrQnN7fQh5syRhoTZt0Zo50loywysbYFSJeNSaoBT31oLcB9DaAnkZIaNDbBHpbQG8L2teC9reiw62i70O8f0xOi4Et9tYoA4i4E/HnH8POP9M/gDTE85iQNSZkjY8x0XE2+Cf630N68sf4A9U/g/TQP4e0SPhtfKxFNFoH+stBTzEQFAJeLmBnA3Y2YGUDdg7gFABuKRBUg95m0EcHA2zRgEA0IEAHeKCfC/q52CAPG+ZjowIw3g2EPQATjybtE4E+EegbB30i0IeCfnRiysqfit3g/b9K/LH/mUa6+1gYGASgr7+3ZbS/GYDOMV5pGTn0gffmPetnO81VdZ6vvc7ZYv3yucuWmtsumLrMetYy6znOVrOdlsyyX2hhM3+61VyzxbOmLpk7beEssznmxpbTDS2nGcNA9/Qp+mbGutNM9KZP0YctWBamBhYm+jOM9Uy01Ux1Nabra88w1P2rk55pYjBriqG4tNvcQAc6acjpuWYm86ZNgTI3NJg91dTC2EhPRVlNRlpHSdFYU8NES3Oqrs40fb1p+nqmOtowgg0hbaSmpqegoCUjoy0rqyUjoy4lpYHD6crLm6ipmWpoTNfRsdDXt9DXn6GnN01b20xL01RD3URN2VhVyVRDFTaDGaopaSvJqstJacjjtJRldVTlddUUtFXk1JVkNBSlVaQRZRyiIIXISCA4BIHrsSQkpOTkFCQlcdCaykhKfN+ziWjjkBna0s5zjH9ZsfDgpmXHf191Zoer125Xr52rvHa6eO1acW6Py6W9LlcPrL5+ePXNI243Pd1verpPbOA4vvnhya2+p3/1O/Pbc+8dgRd2h17e/+baofc3j3y5fyre9zz++SVC0OXUt7dS394pin5Rnfox58uzjM9PW/PwLQXEtE/BWZFvI58/Drx+8cLu7XP1tA1k5RUQBRyiKIXISiA4ye+bRyQQOQlEUQpRVMVpqCBy2hKSpvJS0+SRZdO0fY/uzQp5dsrVbqOFupspstoE2bUAeXtqVs2HTfTYrb3EX/qS1nG+2LE+LOyOsBpKWt6dsIqftFqQvKqLuEKQ4sQl2rKTlzCTF7OJVmySDSfdiZPuwiC5dKSs4WdvGyk5ISq8I8rxEWU/QzNDxoih/fGhAzFvhhI/AlIkyAwHuR9BfghW7C+i3h8qvNybfYAV58CJns+OmseKnMuKnMuJns+LXciLX8RPtuan2PDItrxMB172xHBQRp4jM8eemW3HyHRgpDsy01ewM1cJstfwc924uWu6izf303YP1pwYqbs20uAz2hQ81vpq7FuQsD0UbQ8HHQTQng6+pqJt0cKvr0a/3u5t8mRXrm8vdfpKsesoc2aUuXJortwKJ16FHbfCgVPpwK5y5tQuZze4shtXd9auYtStYdauYdauQeDg7q32xjDQLYa0uGEa7pP+PsFbd80iZXdr5W2O2ofdplz5da7/EfsP59dEXd9AuLsl5f4vpMe/kXy3E/12JvntSPT5Pd5ne6LvvtgHe+Ie7sf7Hk56ejTp6dGUgFNpL70hpNNCL6S/+mOrNPHlubTQCxDD0DqTQ71huBv//Hhy4ClxABxepL06Rwr1/v9oO8+optL17YfeIT0kIRB670VU7KKIFHt3rKOOOuqMBRXsvWNXqtgR6b13sIGo9A4JSegthLS9n/fDA5GZM+f8z9vWutZeIeJaiB9+ue5y3fA0VvrTw3B2LD8qsPDFKdk4N8w2gZAufnWm5OXpstdnIaGLX5wqjAoseh4kQ/Wndxcr467KzHRd2v3m7DAIaRgo1pQVCiENJ8VkkK5JvV2dcqs65UZdyvXalCvViVeqE6/Upt6EkGYVhrJLIrpKorrKX3E/vuF+iOaUv2WXR7PKXrPL37DLX7HKXkLJOA3B3F8VN/Atvr8qrr8qru9rbPfXON63RO6PpJ4fKb11aYP1mYNNWaPNucMtOePthfz2fEFbgew51po/2lo4xv4kYH8Rcb9Kur8h/dVgsBZyehLPDVMhLR1ugpD+G6dlmprsDcTtQNL5vwnp3n8H6alVbghpobhLLOqSijjovxci7EJFHCDm/jTT/yeE7vl/A2kwAsAAAD0A4UjErcLxBjG/CgyVgr5s0JWGdCQibbGgJRa0xYP2JNCRDth5gPsR9H0HQ81guBOMdCOjPegwDwpyGoxPQhr5B0iLwTAChhEwCJ8oGJm8iTkkRYekYODvT3QI/hP+a42hgC9BBgEyAMAgQPs7vueHXT/226p5C2x1vRwN/GdY+s60ne9i6W5nMtPJcuEs59nT7Ge52Xm42s5wtnR3tHSzN3W1M3OxNXW2MbG3YFqY0M2MqLAPbWZIh4KoNtQjG+uRTRgUeFeDQdQxIOPgIDec64ar0hDSsAwu27kyoZImUr4N6NZMPQhpexOmvQnTnKFnaaBvaaBvpEuB69FwTttIl2JKp1noM8wZerAkbkKjmjP0TMhkfSyWrqVF19LSVVcnKCkRlJTIqqp62toMHR1DAsGETDbT1YWoNqfqGpOIhgQsE69jRMQZUQhMEo6mo0FUU9JUwGgrYXRU5fEaSiRtVbKOGgmrrovTIKkrElTldZQnOC0vh5HHyMnJKSgoKGEw8rJjHIoYjIo8RkMeg5XH6KljbGmaCx2N1nm67Vo5f//ahfvXzj+6xevolsVHtiw8smVhwJYFJ7Z5Bu70PLVrceCOJad+XXp2j9+Ffcsv7Vtxef/Ky3tXXPptefCfG+4f3fw4YCvk9LOzv0VfPhRz48+Ee8eibx+Kvv1HRvj5wje3c6JulsU+ZX/Kznr+6MWNcwlP70deuXDsl03zLC11MBgtDAangNfAYNXkNLXVsFhtgqYGTkVFR0UFp6lKIWoxbAwdTSiGDHVNI20VfRWMFRazcbZdfmTwnQNbllhQVtjrLbcmT8diVpgpnFhCj9zn9O3JypHUnZKsTWNJ3sMxM/ui3XviZvMS5nUnze5NmdWX5t6X7tqT4did7tCT4chLd+nOGz1+RwAAIABJREFUnM7LmstOXdCZvLgne+VYyR5pcZAk74o07xaa+1CS9pgf+3jkXagg7hma9gZkvwEFz0DRI7T0NvLhMr84YDBnW3fsrJ73jpDTvLe23dF23TEO3bGOAynT+tOn92XP7Muf3Vc4p6d4Lq94DrdoFjtvGivXjZXtzsqawcmaw8tZ0Ju3uKfAq7vAe6Bs9WjlLkHN8fG668LGEHHzW0l7jLg1UtwSJWmOQ1tyQGsZaC0BrRlo22uk49ZYyx89P1Z2fpnf9mlW+6e57C9e3C+Luyvn8Cqnd3/14FR5cH/M5VTP59Yt5NYvhuLVL+bWLcL4upBXzWSsmWUAS9yw7g3XsSCtpx6W9nbEL3LQ8HHVXDubvNubeXKt7a3dM8L/9Hx1wjvp/IrkCytTr6xOvb429cb6xJvr4q+te391XeLN7e8vb4m5tDXh+q8Jt3bH39yVFLwv8/Gf6Q//zHx8JPPJ0eyQgKywk/AKVmZoAFzBgsliEMZw1UrmpKG3lkE6M/RoRsgRuIWVGXoUbmHJStxlb8+XR18oj75Q+uZc0cvThS9OQR6XvT5b8vJ0YVRgfuSJgmcnZaj+8Pb8l/eXZdEltan3GjPCGjPCmzLDmzLDm7PDmrPDIKThsNhkQzq4Lj24Nu1WbdqthrSbdalXa5IvVyddqk293pgZ3Jb7mFUYyioOh5DmfHg9Cek3rLLX7WWv2stetZW+bCt92V72qqP8deeHN6yPb3mVsd1f43q/JfR9T+z/kQTVV53E/Z7MrU7pqcnorc8YbMwdaskdbS0cbS8QssrG2SVCVpmAVSzoKBnrLBprL+a3l/I7P/HZFePcKnHPD2lfDTpQN8VAT+BZJmQKpP/GafiOZKxJMtYE/wgVtqLiDiBrGyM9E4K94X/UBKR7/lEI6JaiPCnKE0s5YilHJOkSi9gSERsR/g9CRV1Awp045Px/COmev6EaQQf+LyE9LqgXjlaA/mzAiRM1vxz5ETJc+Wik8oHg65Px7+GgMQa0JANWPuB9Av01YKgVHWIhw13oCAcMc9ARDhjlgrFuMN4DxH2wiTDx6QEMSsGgFAyKwaAYDErQfgnaK3uKkR4x0idGeqRgQAr6/uU5gICRf6yEy+56/U0A8AWCHv4Qe3yQXVmYceb3HUucrOaYGWxfNH+1xzRPW0sPC/PZDvYL3d3nuru5Otg6WJvbW5nYWhjZWBhYmzFtLAzsLI3hO1amBtBDWxgzLIwZEM+mTJqxvq6hHtmARjSkEQ1pRGMayYROhhVvGCs2dXDMgIiVrWDBuDFZi3qiga1Pg+Vu6K0tDfQhjG2MDE1oVDiwTdHSNCARocmGPht+j7Uh05JONyGTDQkEQwKBoaNDVlUlKCmRVFR01dWpGhp0LS19LNaQQDClUCxoNEs6zZJKNaMQjUkTI+jGJDyENFFDWSZY9KbiNWkEDTpOVVdbiaCuoKWMUZHHKMhj5DFy8vITO9NTLmZhlOQwavIYHTkMRQljhJV3MSZ4T7PYsNht54rZu1fPObhxwaFNCw7/suDoVs+A7Z7HdywM3OkZuNMTJp+c3uVz7jf/CU7vXXHpt+W3oZk+svnRsS0hAdsig3a9PLfvzZUDb67vj7q468XVfTHBR5MenS58ffdLUtTH+OdVGXFZUSHxj+8/PHVq17IV043NGMqaZjiaEc7QiGRmzbRzsnZ2sHO2MLc1MrIyNrZ1spvl4eq5asl6D/vpTCzOGKtupImxJGAW2mDfBh95fzdoiY3+Uivj7XNm+ZqazsZpz9NR3GSmfdnXKPXErOZw36E4v5G4eX3vpnPjZnUlzOYkeXCTp/emufWlO/dlOPRl2PVnOvLSHLlpbrz02dzUhV2pS3qzVo0V7ZYUHpfknpfmXgW59yRpD8diH/JjwsZjnyEpr0DmK5D7DM1/hBbdlpZdFhSdGM7e0Rs/ZyDOue+9Y887++5ou+5oO947e957h95El54Ut96M6X05Hj35s7gFMAJsBjvPlZ3rxM5yYWW4sdNndKXP4mTN68pe0F3g01e2fvTrAUHtOWHjA3Hza0lrCtKZLmqNFjVFi+pTJfVFoLECNH8BzQVIy3uk/Z6g5dhg3UbuN29WxYLOLws6P3qxPnjyKmbzKmfyKmdxqmZzvs3tqpnPqV/Y1eDJbVrc3bS4u2FRd8MijI8zcbUHY80sfX83io8zEUIazo7JKuHL3Wm+LmQve5ynjZaXg7avq876WeRdSwwDVtlc2ep6f+/s0IPzE86tTjy/KvnimpSr61OubUq+vinu6sZ3l9Yn3doRffmXdxe3xN34NeHW7tjrOxNu/5b+8FDKvYNpD/7IeHwkOyQgNywwJyIoLzwoNyxwKqShku//nhC8FxIaTnpPNdNwbTor5EhGyJGcsGO5kSdkoWOlb86VR1/48O6iDNIFk6a57NX5kpenCyKD8iKO50cEFjw7WRAZVPQ8qOzV+c8xl77G3fiedLM6Obgm5W59+pOG9NDGzJCmrNDm7JDm7JC/QHpyqLs24159xt36jLsNmcH16TdrUm5UJ1+vTrnRkHmvNe9xR2FoZ0kEqzSqq/wVBzrpj9EQ0hDPrSUvWkteQE53fnjT+eEN50sMrzK2pyq+73viQHXyYE3KUG3qYG0670cKrya9py6zryF7sDlvuLVgtL2I31Es5n4c53wQcT4IusrH2GV8VimfVTraWTbS+ZHP/izgfBV1V0n7apD+amSgDhmsmWKjG8BQAyS3dKge5TcggkYodLxlIoNM2Coda5KONUn4jRJ+o3SsARE0ouNNyHgLkHIAwgMID6DdE/qPyaD/aKMnAdkD0G4U4SFSrlTCkYi7JOKufwdp6ThLLGSJhSyJiC0VdyES+GP0TBnV/neD3P8AaQB6UNADJuI5+9HJZDSADKFgGPxMLvubDRWhYDJSFB2bhHQvinJEojbBWJ1o+JOUGydpixj+fpdXfrEr/zQn/3R34YXe4qtITRTSEA3a0gCnFPRWgYFGZKhdOtSJjnCgEAhpYS8Q9wPpwOT22gSnETAoBcMIGJQgPETKRSQcVNSFirpkv5yf/x1/UQ9Af+6bIWAQAf0I6EVALwr6pmgABQMoGELB0MBgBwD8AW7L3atnFk6zn2ZmsNjFbtlM9wXWlstmzlg1d85iV1d3KytHczNbE1MTAz1DPV0mnaJPJehTCXAozMyQbmHMsDJmwKelib6tGdPSRN+cSTNiUEwYFCMGxYhOMqQRmVSCgS6eScEbkHGw6D3VK8PgbgZeG3IayoRKMtfThcNiMk0MlNEoZnSKrYG+sS7ZnE53tjCzYTKJqqqaGAwM7tbD44ypuiZ6NKYuWZ9MZOqSTek0G319SyrNjEwxI1MMcXhddXWiohJRWZmkpExSUaGoqFI1NPS1dYxJJAtdqpUe3UZPz4JGMaUQ4Sa3CZkAIW1MIzEpeAZRh4rV0NVRp2DVqVgNGk6dSdBgYFXJGkrQTMO9LJhEJi8vr6ysqKgoLy+PUZDHKCpglOUwqhiMJgZDUsGYEtXdzWje0y3XL3Ld4Tdzh9/0PStmHFg39+hWzxM7F5/81evkr14ndi4O2OJ5fOuiwB1LTu/yOb/H/+Le5Vf2rby6f9Wtg2vv/LH+3pFNE5w+uePZ2d9eXtz38tKe55d2v7116OXVQ8+v/JkZeTst8u7NY/tWzJ621M15ro3ddBNLO5qxOUHPRtfYiWljx3ScYTtn6dxlq303LF+6euE87zkeixfM8V3lu3nD8u17t/y+wG0uTV2LoaFiilN1oKtOM1I6smVuWviVQ2uWrHB19LKw9TKy9Te1X2dt50nGzlTFrNDHXFtBK7g+nxO3cTRnS2fcUlbC4q7EBZzkWbxUt950h94M675Mq4Fsm540G16ac0/GrN4Mz550v6Gc9cKi/eL8E+Kcc9Lc6yD3PpL2SBj7SPAuRBIbJU14jqY+B9kRaO5jtCgYKb0qLAoaydnVn7igP96tN9aF986RG23HnYR0V4wdO86Bk+zCS5/GyXRnZbu3Z7q1Zbpwc105OU7sLKfODKfONOeONLf29Olt6bN4xX59n37h/zgiarwuaYmUtieiHfmAVSxuSRY1JIhqs8Q1xaDuK6ivROuLxQ0J4pZQQcuFwYa93TUbur77d1R4tX1Y1Fziwanw4Fa6cSpnsKtmsb/P76pexK7zZjf4cJr8uI1+3Ea/7gY/zFJnnI8L3teV4D+N5D+NtGyarr8bxd+N4udK9nWZXI92ofq5UJc6kpc44L0d8atn0rbMZ+7yNDrkZ3l56/THhxZHBfjHnFkXf359ypVfMm7+mhW8N+P2nqTru2KvbH93ZcvbK5uiL//y9sov765tjbu5Kyl4X+r9AzkhAbmhx/PDgooiz5REXSh5cbH0+cWSF+fzwk/mhp3ICT2e+eRo+qPDKfcPJd09kBj8e+qDP7KeHsuPCCyIDMoNO5EdEpAdEpATerzoWWBh5Mn88OO54QH54ccLnp0sfnGq9NWZqX3ootdnCl+dhip6ebbwxZn8qDN5z4JyI0/lRgbCZ+GLc0Uvz5a8vlgefenT++sV8Te+Jt75kXTnR+LtutR7TZmPWrKfNGU+asx4CGNB67Oe1Gc9qct8DFWb+bg+60l9zuO67Ee1WfdrMh9UZ9yvyXxQm/WwPudxY97T9pLI9uKoztIXHeUv2eWvWB9fsz6+7vzwpqPkZUfJ646S152lb9jl0ZyPMbzPsT0V8QPfkge/pwz9SB2uThupSYcaqknvr03vrU3va8gcaMoeasnldxTy2cUCTqmQVz7OK4fPKfoo6v4q7qmS9H5H+n8g/dXoQDXSX430/5joTMs0WAsGa9GhGsCvBWN1QNAIBI1A0AzGmsBYC+A3T2i0AYw2gLEGIGgE4w1A1AxQFgBd/7W4KOhH/spL2KieeCI9QNqNSrmIhCMVd0nFXf/afkbEXETMlYo4EjFHKuEiUnituQegPSjon9hTQqdOTsFe7IQmCTcgBX0I6AFoz0+GIT0A7Zl4ov0/592QYYDCFbKRv8R9TznLgSCjKDoCwDAAgyjoEUvZ4+NNIv4nMBiHtD/o/3yuNetAfdLultTfeQWBQ+VXxD+eSOpeoG3JgFMM+r+DoSZkuEMy3CUd4UhHOMgoF+XzJpy0sB+IB37utqEjAIwAdBigIwDtA1IWOt4IxhrAaAPor0F5VaD7GxiqQwarpaO10vEGRNiICBuBsAlIWgHCBkgvkPYBaTeKciRohwS0SEGjBDSIQI0Y1EtBoxQ0CaS1w+M1YqQVAN44n5We+Gr/zvWes5wWznBYMsd10XSH2Y6Wi6Y7znGycrVg2hhRLRgUMwbZhE40ohOoeE0aQUuPpMMgY6H0SDp6JB09grYeSYdJwUOvbEQnGVGJhjSioS5B5p6NaSQjKhFCmobT1CNo65OwhroE6KqNKAQmBa9H0GZS8CZ0MlzTgu8bUQjWDJpMNvp0WwM9eybDwVDfTo9mS6fa0Gi2+nRXU1MnE2MDHBZOb2kpyBPUNXTxeH0a1UifYWrItGQa2ujrW+vSzAgkExzBBEcwxOENNLVp6ho0FTWcnDxRToGhpW1GIJkQSeZEshWNZqVHh4mklvo0EyoJ3so0JONlF7oYeG0GXluPoK1P0DEgahuRtJgEDQZWnaKpjFeT11LGqMtP9qflMBg5jJw8Rl4BI6+IUVDCKCnLwdsb6vIYnLK8AU7VxYTiO8N661L331bO3rPMfe+KGQfWz/5j07xDm+Yd3eZ1es+yU7/6ntrhE7R9aeA279Pbfc7vWnZ576prv6+9sHv5lX2rb/+56fHxHaFBu8NO7QkN2v00cEfEmR3xd4+GnN71OGh31JVjqZH34sMerl4wZ6a1jbulnZul83Rr99kOc+Y6LZhlP3e6zaxlnmu8Z6+YP917jtvi+dO9veYs8/Ncs9Jr/cZl27av3b126dp5LrPsmaZ6mloUVSULsuYcK8rBNXMLXj88tsnf295iqa21t42dn53jEnOLxabGCwx1PXRVZ1Iw/jbap9a7Rl9Y0ZzwW0/Wr33Zm1jJizvi3Xhpjr0Z5twUBidZryfNZCDTvj/DnZc8pzvFZzhrs7DwoDjvjDT/GpoXjGQ+kCQ+Er1/Io6JkL6PksY+A0nPQOYzUBAOSh6ixTeEhefGCw6NZC4bTJnNi3VlRztyYxy7Y527Yx25sQ6dMTas97ZdCQ5dSU4wKLQjxbk9xbErzYWT7szNdOJmu3BynFg5zu3Zbs3ZMzgflvVVbOPXBUpaHqBt0aAtA2ktQltLQVuBtCFbUJU5/iVHWlEMvpeCmiKkIRO0J4pZkcMd17iNf7R+39Bc4dNeuajrxwLWN2d2lSP7m2vnt1md3zxZNX7cxnU9bdt6WncOdO4dZO3ra9+FWT6dtMyduMyd6D9tgtN+rmSof4T0Mlfd5W66a2fQti80OrLC/uK2mQ8OLAk76hdzZkP8hV9Sr+3Muv1bdvCBrDu/p9zYF3/t1/fXtsVc3/Lu2tZ317a+v7E94fae5Lv74anKrCdHc56eyA8LKow4WxR5rijyXPGzs/kRp/LCT+aEHs96eiz90eHUB38k3zuYdPeADNKFz07lRwTmhp3IDTtREBFYFHGyIOx4XlhAbuixvLCAgogThVGBxZM7V1AyQhe+Ol344lzhi3P5UWfynp3OjTyVG3kq79lp+Drv2emC52eLXp4vfXOpPPrKx5hrX2Kufo29Xp1wsz7tbmPG/caM+w3p96ZCuj4zpD4zpC4rpD47tD47tCEnrD4vtC43pDbnaU32k5rsJ/AEVmNBeEvxs9aSqPayFx3lLzs/vJrUG0jov0G6+0ucDNIjNemjtRn8ukx+XeZwbcZAXUZfXYYM0qPtBaOsorGuEgG3TKYxnkwfhN1fIKelfd+lfRDVP6R938FQ7U8N1vzUSA3gVwN+HRA0ThK6BfCbwWgr4DeD0WYw2gD4DUBQDwQNQNQIQAcAkNP/8xMBXAT0Iz/XkWHoWD8Ak01ruFUl4QLxhDX8t5CWcCGhYScbmfDig1NWkqaiGo5W/SOku/8C6Z9F+/6/cHoC1SMA/RukxZOQlmWWDaKgVyxlC0St4rEK0PtW2nZ3oOJsZ96fLen7O7IO9hQFDX28Kq0JkTS+Ah2poLsUDP5AR5qlo52SUY50rAsRcBABBx3nAiEPiLqBqA9IJs00MggAvEgNV897gKgZ8L+D/krA+wzaS9GGPNCYDzpK0Y5ilFsu7fuEDH5CBj+hA5/A0BcwXAX4dUBQB8Z/IMIqqaRCgnyWgA9iUM6XFiKgQgoq+JIPKKgGoBlBGtpaC65eOPTr5hXzptu52hrNcDKf5Wo1zd7EwYLhYMGwNtY1ZeCZulr6ZA19sgaDpK5HUCeoK5C1VKlYDTpei47XomI1SJoqBHUlrIo8Xk2RqKFM1lKlaKtRtNXIWqpkLVUGUUefhDUg46D0SVg9gjb8izScJh2vxSDqwO+BL2gELQYZC/PIJobAqSRTGnnqzWkbBs3OQM+eyXBi6rswDZz1GfZ0mj2D7mps6GpmbKVHp2prwvFpdTl5TWVlrKYGAY+lkIl6ZLKNvr4tTc+KQrWiUC3JusYEIlNLh66qbqCpraukQlZQ0tfQMsERTPFECxLFmk63ZuhNZJfSKYZkPFVbnaqtbkDEwlI87FJPOQqCNybqGBE09XEadG1VopoCVgWjqYBRVcCoyGOU5Cc4/VPyGJgbqiyvoKkoT9ZQsqZh59kxV8yy2rNi1m/LZuxdMWP/Ko+D6+cd3eZ14lffoF3+Z3f5n93pN1XnfvU/96v/xT0rruxbfeuPjfcDtj0O/PVJ0K4nQbueBO18GLD53c0/n57a/fzKkcirJ4vjX5/at3uOo6PXzPmLZ3p6zVq6dO4y3/krfeetXjpnpZfHMhfr2a42c6bZzZvp5Llgmq/37FUrPNev9d601nvTlpXbNvtvWuHpt9DVw1yXTtPQtiDjZ1vQ9q+ck/P8/qkda/ycrZY6WHrbWfs42M81MV5oYb7E1srbzmq+OXOWEXWBBWOFi97Nnc6pVz1b4rcPFuwayFvBS5vFSrRiJRjyC+z7M6w4CZZd8Y69aQtHctcK8rcLcg+I8s9K8m8hOfekGQ8liY9EMY8l0eHSd5GS6HAQFw5Sw0FOCCh4iBbcEudfEhYcHcxY1ZeygBPrwXo3jR0zrSvWrSvWrSvWhZcwjZfk3pMyoyfNozvdg5fhwUn16Eqd3pXsxkl15aa5crKcu7IdO3Md2/Kcm/NmdH1Y1vt151jdGWnrE9D2HrRlgtZS0PoJtJRI6nKFX7NFn7PRinzwrRhUl6AN+ZKW9PHOmBF2aF/HJW7TwY6ajZ3ffDu/zu+snNZR6dRRMaOjaiH7hz+vYVNv8+6+toNdDb93Nx/ubvmjq2EfZs1s2upZ1BUzyP7TCH5uRF9Xwn+G9OoZjKUOeH8n/LYFhsdWOZ7fMj14ryeEdMLFLek3duUE78u9dyg7+EDard+Tb/0We31nzPVtENIx13bE39oNnXTGo8MQ0nmhgQXhpwojThdFniuKPFMYcbogIhAme2c9OZrx6HDagz9S7x9Kf/hn9tNjBRGBxVGni6NOFz07VfTsVHHU6cLwEwVhx3NDj+WEHM0JOZoXFjDRZn5xSqaCl6emQrrg+VkIaaj8qDOyL/OjzkBOF7+6UPL6Ytmr85/eXvoac+VH4s3alDtQE8mgWU/qs540ZIU2ZIU25IQ15oY35oY35UU0FT5rLIhsyI+ozwuvzwtvLIhsLopqKX4+tZrN+vhWpvbSN1AdZW9haCjncyz3S1xvVVLft+SBH6nDtRkjdZmj9Vn8huzRxuyhhqyBhqz+xqyBpuzB5pzh1rzhjoKRzsIxTqlMfK5M5QLup3FuxaSf/gZRLen99hcwTwodqkFGqhF+DeDXg/FGMNYEBC1grA3wWwG/A/BbAb8ZjDWCsQYwXj/hpAFr8gjjf/Psnpxykk08Df4F1dBJS3iImCsVQ0hzgGhSYg4QcxDJpKRcRMpFER4CumGxGoABFOXDcK5J8VGUP9lUhucm4VxYH4LKIM39B1T/ZeRNhurhv0JaJHPSKCqYCmkJ0jUubhMLqkBvHMJ6Olpzq+fjeU7JKV7ZmaFP10a/3kWbXiBtsYCdA/o+gqFawG+VjrEkY11wFO4v03AT/f6+iY8yMGpt4tfFBeO16MAnlF2INGZJKhMFpW+EpW+ln2OQqnikLgltTQedGSgrA+lMRzvSQWca2p0i7U2W9CVKhpIko0nS8WSJJFWKpANQCkARfyxnfLwUgHqA1BflhJ08vH7udEs3O2MHC4ajpb6TlYGNCdVEDwfBTCeo6mKVKDqKulgl+IKspYhVwRDUlXR11Gk4TUhorIr8xBSVshyceSaoK8lEw2lCGOsRtKEg3ZmUibo3FPzSUJcAbfrUd+CwNxwus6BRLOm61npUOwM9B0N9Z0MDJ32GI0PPRpdiQSba0qmORgZ2TAMzOlVHQUFd/ufKsrK8nLqaio6GuiGJZEImm5EpllSaFY1uTqUaE4gGOlhDHJ6uoUlRUaVraBrp4MyJZFuanqOhoR3TwFxPFyarMPDaulpqENLQ38OlrClnuwgQ0gZ4TZmZ1lGWU1fCaKooqCnLKSli5P9+hlpeTk5BSU4ensli6Cg66GPnWtM2L3LZ5Tttj//0Xb7T9q+cFbDNO2iXf8A276DtS8/s8D270+/8rmXndy0796v/mR2+p7f7XPpt5ZV9q28cXH/n8OZ7x7Y+PLHjceCvT4J2Pjm5NeLsrsgLvz89uz/+6Y2EiAde013smMzpNs4z7NxnOnrMsJ/jbjvb1Wqms/lMZ/OZTIqFhYGDs9UsGaRXLtqwbunmNUs2bvTfvNl/0+Zl61cuXOpoZKqvg7ehkWeZU3f7zUgNvXn1wLZV0+18nax9HGx9HGy97WwXWVl6Wpp52Vh4WhnPMqK6M/AeDA1/C5XfZmHv/WpX+GAZK3XrYP7mgRzf3sy5nGS3nhS3vjSPntR5PSnevanLh7O2jOUdEOWfFefdlGbfnYT0Q/HbEMmbMOHLp+LoJ0j8E5D+GGTfQ3JviXKvCPNPjmZtHcxY3pfs052wuDthcU/iop7ERdzEhd3Ji3gpC3vSFnWnL+pOX9SVtpCVvLAzeU5XkkdXsjsnZRo7w7Ur25mV69KZ59ae79FV7v8XSLdmgtZS0FKONhaIa7JFlVMgXVMKGoqlTRnCjngh56Wg59EY9+Jg2yFu9abOCt+ur16dXzzbPy5mVazsqdk+2HJwuP34YHtgX+upwY7TAx2BPS1HMWtm01Z56C5zJ/q6TtS9/VzJ/6HcvWq6npetjo+9zvaFRkdWOgStd77x69yIgGXRZ9YnXNyScXN3zr39ufcO5dw9mHHnYFrwfgjp6Ktboq9ueXd1e+yNXxNu/5YUvC/76bGckIC80MDCiNPFz86WRJ0ribpQEnWu6Nmpwsigv3EaKickoCAisOT5mbKX52QqDD9RGH4COmlopvMijudFHIdhJnBbOv9FUMHLUxN6flZGZfii4PnZwhfnil9d+FeVvjz38c3FyneXv8Vf/55w43vCjR+JkyHemY/rs540Zoc15YQ35UU050dOqCiqqfBZY35UQ35EQ96zpsJnLUUvJ+5flb9mfXjH/hTd9el91+d3XZ/ed316z/4Yw/oUw/rwrvPjO/bHGPbn99wvcdzK+N6qpN7vyYPVaUN1GaP1WfymHEFT7lhz7nBj9mBjNoQ0NNODbXlD7fljXSX8SY1yZCrjd30Y6/o8ldNQ6EA11F84PVwrHa2V8OvQsXp0vAkIWsB4OxjrQAUdE09+KyJoBoImIGwComYgaQU/6fvfPHv+tyEt/IugvZaKu1ApF5VyJ3rhkx1lAPpQdGSS0xN4hi1YAEYmQ8J/BpxN1rr/f0CaKxR3SoU/wFAm6I4Wd0QJGp+O1jzk1z4SNUSIm14vS3pWAAAgAElEQVSCjljATgc9xWDoKxhtQAUdEiFXLOIiUp7sw8dfevyo7IMIPGrZA0AvQFlA8B3pKZI2ZQgrYvi5EUMJD4bi746lPEDyQpGySFD5Avx4iVY/l1ZHSb8/k1SHjjfc5bfeELTfErCDRd0PxAMh4pFICf8lQJLFI4ni0Rwg/tzfkR377OzONR6uFqR506xnOJm72Rk7WzOtjXWZulo0vAqdoErRUSRrK5C05Ck6ilScMhWnTNFRJGkqkDSVKNpq0Afr6qhDSGspYiCeIaGnDlVBYw2/X4+gLTPWsPptqEuAqGZS8NA9M8hYfQrOgIyTOWwYCzpxI0uXZE4lW9F1bfXp9kyGo5GBgx7dkaFnR6NakImWFJKdgZ6DkaEd08CAQNDV1tJSVJrM/8IoYjAqCvLayop4VRWKhgYDhzMik02pVDMazYJGM8DhIKTJyip6ahrGWLy1Ls3ewMDR2MjKgG5CJTFJOD2cFk1HQw+nZUDE6hN04CUuAyJW5qSNKDhjoo4xUcuQqG2A16TpqJE1lPBqijqq8lgNFS11JQ1VBWUljKICRl4BIzcxSSaPkVOQx8gpYDCqGAxBGWNMULbX01pkz9i0wH6P/8ydS113+7kf3bTo5LalhzcsPP7L4pO/eAVt9T693UeG6gu7l1/6beXlvauu7l9z4+D6239uknE68sK++wFbXl47cuPI9pK4qD+3rLMz0LPQ07M3sbI3tbMzsbfUtzGimBsQTQ1JliZUK2Oata2J63SHBXOneS909/PyWLF84bp1S7es9/llnc+GtUvWbPRbu3qRr6uZtRGB7MTUm21B2+417f29C49PHdowx8XP2cbf2X6pvc0yF+dFVuZzjJlzTZjzzZnzzZmeVobetgaLDHXmUTC+RpjDXvSow+7FD3xa49aPFm7vy1jZl+7fneLTleDNivfhJa8ezt4mLPxDnH9Bkn9LknNXmnEfQlr4+sn4iyejkQ8ELx6Kox9IEu5L0+5JM2+Lsq+Lcs+ICw8JC3eP5e0Yzdk2mrMFaiR382DWhqGc9QM56wdy1vflrOvOXN2VsbIrzY+b7MlNmcNJ9WCnu7Mz3VjZrqy86Z35c1jFPj2ft/FrAqVND0BrNNqchjYWIE1FkrpcUXWmsDJD9CkD/ZQLKgtBdRloLENb8sSdaRJeHNr/CvQ/FnEvDTX8wf26beDH9u6KLZxPW7iVu4fqj4+3XxB0XhvpuCZg3x7n3RrjXBvsODtR7vZ1xS111lnqjPN1Jfi7UZa7U/8dpP3ddL1sdZY5E3Z4Gh/ytwlYZXd955zngavenl4Xf2lLxu09ufd/z7v/R9a9g5nBhzLvH0y8vSfu1s7313fGXNvx/vrOuJu7Eu/sTb67P+vJ0ZyQgDxYso48M8npc8VRp4ujggojTxZEnMgLC8gJOZr99Ag8QZ0TcrQg4kTpi9MfXp/7+Ob8h9fnyl+dLY4MLIo4WRBxIj/8eH748bywABhMlhNxHCo38kRu1Mm854FQEMwyFb44B31z2dvLpW8ulb65VPL6YsnrizJIf46+/DXmSlXctW/x16virn2NvVoVf/N74u3ajEd1mY8bs8OacyNaCp61FkZBNRU8b8yPasiLqs+NbMiLasyPai582Vr8ivUhBp7W4H6J41Uk8Cri4ZNbGd9VGcepiGNXxHZ9ie2qjONWxnOrEnq+JfX8SB6oSRuszxhpyBptzhlrzuW35A42Zg82Zg80ZA00TJhpyGk+u5jPLh6dopGu4pGu0lF2OZ/9ScD5IuRVToU0rHvDcNAJQg/VQkiLx+oRQSMy3gLG24GIBYQsIOwC42xkvAMVdCDjbeh4CypqBqIWIGkHP+n7XzzRPgQMS8GIdGLHdyqq+1HQD9A+FOlFpDyphCsVcSYhzQJCFhCxgIiFTgqI2ai0C5V2oSgHAC4APAC6AeibaNYifICOABT2bmEc6dCkYHW9Z1IQ0ty/o3piIv1vqB7+eYV6KqonzlxCSA+hoF+K8sRSNiJuAKPFYCgL9KVIuXGSrvcIOw5hx0m7kkF3FugtAIOfAb8aCFtRUZdU0i2WdEtRHgK4MqGAB4UALgJ4KOhBQTcAvfA1AB1g7Cvg5YnrEsdLn48m3et/fmEg/Aw/6oz43SVp4hU05yZacEtSdENUdE1YdHms5MxA+d7ezzsHKncPVv8+3HiE335qrOvyODd4pPOhpC8ajGR3Vb8Nu7ZnxWzT6Sa4+faGc5wsnSyZlkyKGYNoRMXqEdRpOFUGUYOKVdHVUaZoK1GxKnS8Gg2nqqujTNJUoOHU4agUWUuVqKFMUFfCqyniVBV0lOVkwqrIY1XkcaoKOFUF+IKgrgSL5LAPDV2yrPQNfTZcymJSCUwqwYCM0yNoQwsO47vhfLUJmWCmS7KkUaCZtmcynA303YwM3YwMHQ0YDvp6TsZMJxNje0OmnZGRKZ2mq4NVV1SURXXKpCKP0VBWIGio0fBYI12KmR5dH4/Xx2KpGhpwiIyuoWmIw5uSSM6mJrZG+mZ0Cmw/6xN0IJL/idAEIwrOhIQ1IWkbk7FGJB0GXpOmo0bSVMFrKOmoK0NIqyjLKSliFBQx8goYuQlXrSAnJyc3mexN05QzJSjZ09T83c12+3rs8Z2x22f6H2sWBGxacnjdgqCt3oFblpz8xQui+swOX0joi3tWXNyzQsZp6KcfHN8eeua3Byd3hJz7PfxqQMarx+7mBgwdTXM6w4RqYKRraEBiUnT0CBo0kpaePsHElGZta+LqYjPTw3nh3Gle8928F83w85+/Zq33L2uWbFzrvXHtknWbl23Y5LNmtr2LBVXP0YAxz1r/l4XOz6+eeH3zzFbPGX7ONstdHZfaWy+2tlhoYbrIynyJreViG9O5pvoehrqzmLre5qZeTH0vJtnPFLfOWvP3ueTwA26fQtaNFZ8czNnHTd7CSdrUl7GdX7BfWHJIVHJcXHRFmh8szb2HZD5Akp+I3z8af/1w7PmD0bB7o8/ujb28K4y5K04MlqTdkWTcEmdfRkvPo2WBUJKyk5Ky4+Ly45IPJ6QfT4o/HYca/3iEX/bHcPGBocLdfRkre9O9eWme7LTZrAx3VrY7O3cGO29eR54Xr2zj6LcAScNdadMrSWOiuC5bXJsjqs4UfU8VfUkVfUxFPmSBz/ngewmoLwetJWhnrpSTCnoTQN9rlPtY2HJ5pDpIXH+O/+3UQEXQUNUFQf0dScdjUcdTQftjfsdDAevBaMeN/ubzGF9XnI8LdqmzzlJnHR8XvJ8bcbk7dcV02r+DtI8zydsRv3waeesCw/1LLY6tsru5ax6EdMLlrVnBewseHcp7dDjnwR+5D47kPj6cdv/3lHv7E+/8lnB7T8LtPUnBe1PvH0h7cDD94Z8Zjw5nPz0Gx8dgxbswMqjk+amS56emchpa5JyQo7mhxyCkP745/zn64sc358tenil5FlQcGQi/GUJ64lJWeABUTsTx7MifmlrlllW2/4bnopfnYVW8KOp0RczVqvdXv8Vf/xZ//WvsVRmkq9Me1GY8asgK/SukXzQVvGjMf96QF1Wf+6w+91lj/vPmwpctRRDS7zmf47hf4nkVCd2VibyKBG5lQndVIrcqgfM1vqsyDorzNZ7zNb77e1LPj+S+mtTB+oyhhszhxqyRpuyRpkk8TwpCerg1j99RONJZONJZODxFQ6zif4U0rHhPbVGjkzFkYLhWwq+XjDUh4y1A1AHEbFknGB3vQsfZiICFjHegwvbJGxsdAIUM/u/0D5Ae/BdId0+FNCrsBOM/hQo7UWEnIuycimqAcADgApQLQM+k351k88+ks6HJQnEvAL3/ROj/BtKD/wxpdHIR6yekuyUIF5G2ImOVYKQUDBeBgQK0LwfpzUZ6c5GefDBUCoY/Af53MN4IJJ2IlCtBe8WgVwJ6JKBbJunkr04KuhHAQ0APCrrRidc8ADqAoArwCtDaJHHJ8/HY4KHQ08P3A8YeHROGBYieBwjfnRxPOMlPOj6SdGQ45ehQxj5O5ipWng+naEV3+fr+yu0DNQdGGk+ONF9GeyPHOp5/zb5658SKtXOM55mTF1gwPO3M7Ayphro6NJwqHa/GIGrQcKoUbSWyliKkMkVbSVdHGQKbrKVIUFegYjUo2mpEDWUIYIhk2WsdZTltpYnSN0S1hjxGUwGjpYjRUZbDqymSNFVgqVzWhIZ4ljlsCGk4QQZL5foEHUMy3piEl+1BmeuSrOi6NgyarT7dQY/uwjRwNWQ6MfWdmPpOxkwHJtOSTnMxM7NhMo10qWQtbS1FJaUpaZ2wzAy9tbqSPE5TjYrTMaXTLPT0TKlUAxyOoaXNxOKMCUQjIsHexEgGaX2CDtwZm1LfJsm2xUyoJGNdvDEZa0rWMdXFm+riDclYBn6i3oBTU9ZWU9JUUVBVwijD1Sw5jNxEZ1pOXlEOxoeqYTBEFYy+tpyhNmauNW2Lp9seX489vh4HVs49tn5xwAavc78uO73dJ3DLkhObF5/YvDhwy5IzO3zP/eoP/TTk9LXf1948tOHO4c13j265+cemp2f3Bp/YnfXmybk/durrqKpjMHp4Ak5VS0tZW0NBW11eR0uJSNLSM6KYW+rb2Zu7OVvPcLefO9NpwRznxQvdfXznrlq1eKPfvJVrvTdu8tu8Y83WPeu2L5vn5WRsYadHW+RgvGm+89MzfyY9ubFzyWxfJ8uV7o5L7a2X2Fp62VgssbVcam8NIT3LiD7XhOlparXYxNrLxMzb1GCJIWm5OW7nNN1jS5hJ55f/eL5HWHYFVN9BPl8czj82UhAgKj8vLb0lKbyP5D1Esx6D1BBp3JPx1w9Hn90bCb07Gh7Mj7oz/iZ4/P0dceJdSepdcdZtpPAGUn4DfLwFPt9BP91GPt9Gv9wCX++AqmBQFQyqboOq29KvN0Rfrgo+XhovDxzJ3zmSu7Yv0w9ymp0xk509k50zty3Lk1u0buTrUUndLWlDlLguVvgjTfgjU/AtRfg1WfQ5WVSWLClOk5ZlgYoiUF0KWspBezHCzkE5aYATD9ivQGuotOEhaAiVVj8Wfnsk+P5EWBclbXktbXslans+1ho61vFkpP12b8MFjI8L1tcV5+uK83PD+08jLXMnL3en/gcnvdSF5OtCWj6NvHG23t4lZkEbXIL3eoYd848+vzHpxs7cRweLQo8UhQQUPDla8PR4cVhg+v2DKfd+T7yzN+H2b/G39kAbnXr/QPrDQxmP/sh6cjQ39Hh++MmCiECosueny16cKn0eVBIVWBR5ojDieEF4QH7YsbzQo/lhxwojjpe9OPXpzbkv0Rc+vj5b9uIUdNJTnTe8aymDdHZ4QGb4MZmmQhpWuUvfXCp7e/lvhP5HSEM/Dcvd35LvVqc9qM8MmQrploLnTQUvmgpeNeS9gGoqeNVS9Ka1+G1n+XvWh1j2xzjO5wTul0QoTkU87+sEodkVsawv71lf3rMrYtkVsT0/knurU/pqUgfq0iGnhxoyB+szBuszofrrMwcasoaackZa8kba8kfbC4Y7fmpoQkWj7HJ+14dx3mdRT4Wk76u0vwoZ+IYMfJP0fZV9iQ5+B0M/wHA1GK5FBI1SYQsqhmcoOQCZKP+iQh4ihBs+nYiwExV3AEk7kLIA2gPgJYz/QpOQHp6E9OCkJs9eoT2TkOZMlLvHO4Gg/afG28F4OypsR4XtiKgdFXeg4g4g6USlLICwAcL5F7JC9QIwAEAfAH2T9JXBmAvQrn9C9dQN7ymc/nna8q+oBsKpkEZAjxTlIQgLFTUA4Q8w/h0IvoLRz+jIJ3ToIzL8GfC/AcEPIGoAklZU2iVFeRLQJwb9ItA3RT0i0COZlBT0SCfWpXohuQFgAUE16CkDDRmgLFoS/5Afcnb07vHxe0dEj4+Iw4+Mvzgy9vbP4ZhDQ+8PDsUfHEzZw0tbycnx6y5Y1Vu2abDit+GaI/yGs2PNN/ktTwvfHw7cNX2pC3GOJX6RveE8C0N7GsmCTtIjaFK0VahYNTpeQ1dHlagBYaxG0VYhaSqRNJXIWsrwNUFdgaSpMtVAy9j8ty8hufFqitqK8loKclDaivJYZUW8qjJRXVUPj2UQcPpEvAGJwCQTZZpa7v5XSENOm1GIFlSyJY1iRde1pera02l2ejQ7PZqjAcPJmGmnr29KITsaG9saGloyDIx0qTQsDquiqo6RU4SElsfIyWMwchOoVpLDqCnKUXE6RroUUyqVSSQy8XhTCsVMV9eETLJm6sMrmdA6wyEyAyIWEhoOlMlWuo0oOGMy1lQXa0YlmNOIxrp4A6I2DadJ0VbTxWoRdTRwmqqaaopqSvLwBPUEpBUVFJTk5RUwChiMMgajpYAhq2LoahgHmpa3g/Hmec6/Lpm533/O4ZULj69ffHq776ltSwO3LIEK2up9atvS09t9IKov7F4OIX3j4Ppbf2y89efm639svnNyd/j1wLiw27PsTfBKGBUMRlNBGauiqaWsraWExaoTqTh9Y7qFrZGDo5mLvbmLo6Wbi83M6Y5z57h4es5YunT2Cr95q71m+kJIb/bftGfdjs1+q+c5TXMxMvJxs14/3yX4xL7M5w92+sxd4mi+YrqTt6OVv5v9YjvL+ZYmC6xMF1iZLrAyXmxn7uviMMfEcjbTyoNhPN/IdLmdzQZX25U2DC991S1OpNtbPT6GHOjNvj6cf70/5/xw/kVR2S1p+UNp8RMk/wmaEwIywpDEEOGbB6PPgkfC7oyGB49FBgte3BW8vSuKvS9NeihJfyDKeyApfQw+h4HKSFAZBb5GgW8vwI9XoOo5+j0K/fEM/fEMrQqTVD4Wfn4g+nhNVHZ4vGjnUM7annQfduo8VroHO2MmO2teR8ZCXuG60crD0tpbSEOktC5GWJ0y/j1d+DVRVJEg+pgkKkkS5SeLC9PQD3mgqgSpLUWbSkFnCWDlgfZ00JYAmt6BxmhQ/Q58i0aqoiXfosU1MZKG99KWOGnH+/G2F6LOiLH2u4ONVzB+bng/N/wyd+Ly6aQVM3SXT6f8Z0j7ulH8plH8p5FWzaD8ttT8/PaZ9w4ueXRoSczFzSm3dhU8/bM0IqA0/GRR2PGS8KDSqDPJd/cn3tkbd3P3++u/xlzbGXtjF0S17Kp0fvjJwsggOAVWHBVU/vInpIufnZzKaQjp0udBn96c+/z2/IdXZ0qiAmFPWua5s55MJJTJCJ0Vdiwj7GhG2NH00CPpoUdkE91TIV0efaXs7WVY8ZbVuoteni95cfbLuyuycve3+Os/Em/Wpt5ryHhYlRT8I/V+XcbTppzwqZBuKXrVXPi6Mf8lVHPh69bit20l0e2l7zrKYjrL37M/xnV9iodif47lViZAQnd+jun49A6q83OMDNL9tWkDdelTlAE1OAXSo635o+0F/8jpUXbpGOfjOO+zuLdShmR08Lu4t/JfIY2M1CKCRkTUCsTsCUKjPQAdAOjAJKQnOA3RCKSsie3bqctL/+nZJ8vikOEZmdxXhgYXnVj8ZUvFXaiIBcbb/wLpSVSjgjZkvE2G6okfBn5ogItVf3uCPtjNBbK1K0RG6P8a0qB/8gT1P0IatqVH4GCaFO1GUQ4ALADaAdIGJE1AXA9EdWC8FghqgKgBFTWh4hYU6YBXpaWgVwIGhGBACIagRGBACPqFoF8IeiWgTwr6paAfrjJDVAO0CwgbQF8FaC4En5IkyeGjYVdH7gUJ7p2UhJyURJ4cf3mc//bYUMyRgdjDg4lHhtMO9Wfv7CvY1l+yZ/DTH/zvgWMNl0VtD0SdEanPdgftdl/iip9jjZ9rTXM2INuR8Q56dBMKjopVI2kqQU5TtFUo2io0nDoVq0bWUiZqKBI1FCGkKdoqZC1l2HKGk9uyuW5onbWVMJoKGA15jMw9aythiOqqBDUVnIqSjpICFFZZEaeiRNJQo2hpUHW0IK0ZBJweHkvH6VDxmnTihLeGZXADIhaeszQhEybM9BRO2zPojgw9ewYdTnfPsDBzMTGxptPtmEx7Q0MHQxMbppEplU7D4nBKKmoYOTkMBiOPkYfV5klLDV21hoIcUV2NpKZG0dAwIBBMyGQDIt5cjwYPV+vhtPQJOhDJ8HODzEzL1rH0CVoQ0uY0ogWdZEIlGJKxcJTdSJdsQCHSCViijoaOuoq6soKqAkZRAYORx8gpKSqpKCooTkBaHYPBKmCoqhhDLXlXBs7f1WLrQvfd3h4H/OYdXrnw2AbPgI2esrb0mR2+ULBFLYP09QPrbhxcf/3ghvtBe8/s35j+6vGVY/uJKhhVDEZLSUERg1HCKClglBQxqhpKOmRtuj7Z2FjXzIhi6mjp5mQ1zdXWY4bTvPnTvBbN9PGa6e8103+Jh9+6pZvWeK1fNt//F7/1W5dt8Jm10MPGxm+G4/r5LreO7cl9/WSnz1wvB5MVMxy8Ha28Ha0WWBnPtzRZbGe51Ml2sZ3lPAvjWaaGHsZmC63tPa3t5hiZzDUy8rOxWmFvuczK0N+C4m+qs9WFemf7vM8RAYLycPA1SlD2RPoxQlIWISkMQ/IiQWYkkhQqePtg9FnwaHgwPyx4LDJ47Pm98df3xe8fSROeSFJDRXkRkrKX4Ms78C0BfEsAP5JATQpoSAe1KaAuBdQngfoEUBcLqqORby/Rr4/RT2ekZftH837pzfDnpCxgpc5ip3mwM2axMjz7CtcJKg6jdTdBQwRaHyOpThZ9TxVVJIgrEqQfksRFicKcRHFeClqag34pllYVI/VloP0j6CwDLfloYwaoSwV1aaAyGVSkgspUpDJJUpUgqUlEmpNBR5Kg+cV4e9hoy93++ksYHxest5O2jwt2mTtx+XSKnxtx2TTd1R4ML3vsUifCxHUsd8YKd8byaXrLplG9HPFLXYjLp1PWzabvXGR0bI39zd8WhB71i728JfX27rzHh0ojAsqeBZVEnCwOCywIOwmvXaXeP5QU/HvC7X3xt/bG39oTf2tP3M3diXf2pj04mBNyND/8OLTCBREnCiOOl0ScgCqNPClTUVhAcfjx0siT5VFBH56f+vji9KeXZz69PFMcGZgfGpAbeiw//Di8VJ326FDm08NZYcdgVmhW2LHM8GNpIYfTQg5nRQRMbUVPVXn0ldI3l2Q2uuT1xfLoK19irn6Ovlz1/qpsursuNbgu7X5DxsOa9Id1mY8bskKbcsKb8yMhpNuKXjbmP4d4bip4BdVc+Lq58LWM09BPQ7E+vW8vj2778La1/E1r+Zu2D287Pr1jV8R2VcbxviXKKt79tWkyDdSkD9SkQ0gPNWQNN2YPNeUMNeUMt074aX5H4Sir6KfYpWOc8nHeR3HvF2TgKxj6Boa/g+Hv0v5KZOArOlgFhr+DkR9g5AcYrQb8WulYg1TYggg7gZgNpDwg5QFpH5D2IeNcRNglEbAkgk6JoF0qbJtAI8oDsoEmCD8pD5Vy4XgXHMaeeEq4qJQrRXolaK8E7ZUivXC+emLEenI8CiAcVNoFJJ2oiIUK28F4BxhvA4I2IGgFYy1A0ALGmsFYMxC0wKwV9C+3NTuAhAUkXf8gaTdAuADpASjvp0A3QLsAYE2iegqwp2aw/ExMg5Ae+Qc/PVnuhqtlk/+0bhTloCgbRdko2jlxvxJpB0g7kLYBaRtAO1GUjQAuAnqkoEcM+kVgRAT4YsAXA74EDEvAsAQMScAQXB6TggEE7ZMivVKkF0V6AcKTjDVJer9LmstFn9LEGW/FMWHiF/fEkTfB22AQF4ym3JFm3pbk3hbmXxcV3RSWXBd+vj5WcRXUPxz7Hjz07S4YTROzYqMf7tjobeA3W2+2A8nVjOBoSLRhkC3IRCYWq4fTouM1oCCkyVrKJE0looYitNEyMw0FYayl+Bcew+lu+P7UP9KQx2gpyGkrKmgrKsCjkFhlJZyKMk5FGb4gqKmSNTWoOtowW9uARDDWIzPIWCpWQ9bAZuC16VhNSGgjIs6IiDMh4c0oRNiZtqVTrakUayrFlk51NGA4GxrY6etb0+n2BkwbfX1rPQM7AyNHI1NrA0NjIoWipa2sJCev+PPwhbzcT0irTEoVg9GUlyOqqlK1NY11yUwSDkasGOsSIaSn1rplu1iGZDyTpGNE0jGh6JjSiBYMiqW+rgWDYq6na0InG1MpTDKRjtMha2sQNNS0VJXU5TEKsgQyOQxmyo+hhsEQFDE0FYw5VtXDhLbOw3G/34I/Vyz+3Xf2n2vmHduw8NS2pWd3+p3e7hO01fvsTr/Le1ed3el36beVNw6uv3low5V9qyGtbxzaeOnQlocXjr64d9XRmKaKwahhMNpKyooYjAJGUR6jrKygqa6C1VEjELV16QR9pq6xpaGNjYm9o6Wbu8Ocua6LPGcs9Z613HfuqmULVvvMWbZ68brN/pu2+G/YtnzjmsV+s+3sl05zWDbD9uKBbdmvnpzfv2W+jYGXk6mfu+0SZwtvF0tvZ2tvZ2svR2tPO4uFtuYLbMzmWRnNtzNdYGM219J4noWxl7W5t7XFEgvjFQ7mvpYMH1PyOnv6US/H58c2NsXdBfXpwg8vJR9fi4tfCrLDRenhIPMFmhg5/vqh8Pn90fDb/Ig7wlcPhW8ejbwMHn19TxD/dDz7haDgtbgsDlSkgR85oDYf1BeB+iKkJgepzwP1eaAhB9Slg+okaVUs8jUC/XIJ+XhYULijP3MlJ8WTnTyrK3U6L302N2Nhb/6q0Q/7RV8vIDUhaE205HuSqCpF+jVJ8iUBKUuUFiegBclofhpSlCUuy5ZWFIu+F4vrSpDGMtBQgtbkg29ZoCIDfEgHZamikqTxknjBh4TxygRRbYKkMVbQ/GKs+elw053BxisYODXm64pbPp20zJ3s60rwdSEtd6dOppro+rvp+rvS/F1py9zoENJLnPC+roRVMyjbFxkeW2N/fc/8x0d8Yq9s/V+svWVwW3fX7i0LzCQLLUtmZgozO3E4TZqkTRtoqE2DbYNN23DSht7A04AAACAASURBVBkcTgwxM5PMzMzMKMmivdf74S+rbnrfz3ueM2fmGs+2lJHtT79cC64VdWt/ypNjGS9PZqE+sc/Z1Bdn4h7/FPvoRNT9oxF3D4fdPhR664fQWwdR6FjMw6Nxj4/HPzmR8PQn1HJOev5z+ouTSHyfU1OV9Ph48pMTac9/yXh5OvvNudx35/M//F7w8Y+c97/zX51NfXkaRZrEPT6ODm8oIZ3gczLh1SlkphNfn0YMRq3oqcXtTN/L/A8X0ex36tvf+R8uIkgXBFwtDbpeGXGrOupOTfTdmui7NTEP6uIeocGx2vjndQkvpkx3v6lNfoMK3Z+heiqklZxuz/nUmuPfnOPXnOXblO3bku3XmhfQkR/YWRTcUxzaUxrWXxYxUBk1VInwHD1UGT1YET1UGTNc9Tekx+oTRxuSkJkWtKYJ29KFbX9Deqw9Y7wjU9SdI+nLlw0UIjDjwyWygcK/OT1Jbhit+J/L3fKJdpmoZRLSzSBrAXkHyDsA6wSsE+QdIGsHaRtIWv8haZtCsk4cQ5vNPTim0BQL2wlYB8jb0TEPXNwE4iYQNYGoAQSNIKyH8QYQoLvXtSBEy2AN+EQ9GmRToHrqqS6F0I9uV/xF8i7Auic53QV4+/8S0iP/HdITAEI0TI7hQ4jT6I+V4z1yvEs+CWzAFMLxDlBMh6He84AUxqQgkuFCGT4ux8fl+KgcH5XjI8rpdMUiFjYA8l6Q90gETZLBamlroaQsTZ4Rg8UFQ8RHPOwNxL6DpHeQ/g7PeYsVvIOS91D2ESp8sQq/0YJX0ppP0JUAXclD1cEBT45vXGK+fCZvjgvL0ZJqzdW3MNQ3YxrwDPQNdbW5NF0uTdvIQAu5Z1TWpmuREa0RsNErqAz+WVlbWdxWdqOVCNcmEbSJBE2CQloqBHRNUpuookMiImwjTqPAbUM9XY6+HpdO5TL0prarkZNWlrstGAZWTJoNm4GctIMhy57NtGMxHDlsF56RmwnPicez53BcTEydeMZOPFMXUws3cytnE3NrFseIaqCjoaqqRiQRFdmc5ClOmkIgqBEUtyY1VAh6FDJdU52lrcnQVKVrUBiaqoa6mlyqDhof+2+QNqPrWjB1LQ1pNlymLY9lw1XUw83ZTBMGzYiqZ6inw9LRpmtrUtVUtVRJZJIKiaSCWtTo11AlENQIBF0Vgr4KgaNGcGToLLM3+2qB54FVC39Yu/DnbUtPfb387LcrUdH79I4ViNPIRv+xdx1y2Fd/2Hzj8NbLh7b+dfr7j4+uH975pQVTV22yMa+qQlEhkEkENVWStoaqnq66AU2XwaEZGbNMTNkWllwbBwtXD4eZ89wXL5m50mvOulXzNmxYumXNwo1bvLbtWPfNt+u+3r1xx/ZVXyybNnOJi+26WY7nD3wV+uzmnz8fWOxosmme6/rZTqs87VZ62Hq52Xm52Xm5OaxwtV/ubL/UyWqJq9lSN9OFTsZzrNhzrDiL7cy9HG1XONh4Odhs8nT5Zq7HNk+HDXa8ndNtb+3ZFHf79Hh2oKwgGMsLEqf6TsS9lcW8xcJfST89E394KHhzd+zV7fHXd0Zf3x5+fXsi4AnE+YoT/ETpQdLsSLwwEcr5UJUFNbl4ba6sKkNenYHXZUBtOtQk45Vx8tIwvPgdlPwJ+SfF/P1D8Zt7Ipd3hs/tipzVHTW7J2bRYNIGQeZBedEfUPYYL/fDykJlxZHS/DBpTogsPViSHChLCJEnhstSoqRpsdK8ZHFRqqSML63ky8vSseIUeX4ilhOP8WPkqVHi1DBRWogwM0RcECKvCMPqg+VNfuJmn/GGO0O11whfzGWvm0FbO90AQdrbg7rKzWCNJ2PTbKMNMw3XTmN5u9NXuTJWuTJWu7PWeDLXzmB7e9K9PagbZzL2rDA/s93j5g/Lnv6yNvDKt5G39ic9PqqEdPrLc6kvz8Y/Phn78Oeoe8fDbx9BTjr01g+ht36If3Ii7vHx2EdHYx4eiX10NP7J8cRnPyX7/JT67MRnSnl6POXp8bj7h+If/Jj0+Gja858yX53KfXcu/8P5Qt8LBX6Xst/9hsbN0l6dQeXuuKcnkl6djn/xS4LPydS351Lf/5r89mzKu3N8399R73lqBxqBGSWcJL36NfHlueTX55G3Lvh0rSjwennIn1WRt2tj7tXG3KuLvV8X96gh4YkyzKQ2XhFjUpv4ojbxZXXiq+rEV2hqrDYZMftNXcrbJv7H5gzf1iz/tuyA9pxPSrVl+7dk+7Vk+jZn+bZm+bXlBnTmBXYWBPUWhfaWhA2URgyURw6VRw1WRA2VIyk4PVIdN1abMFafON6QNNaYLGhOFbakiVrTRe18JITq0ba0sfZ0YVfmRE+2tD9PNpAvHyyQDxagZ/QtNlSIDxfhw0X4aCk+UadAnbxDYT2RxF0g7sQnOrCJVmyiWZHdLWkAaZNCsmaQNoGkEcQInPX4RD2IG0DcAJJGkDSCtAmkLYB14HgXjncB1qVglbwd5K0gbwVZK8iaQKr8hDqYqIPxGhirgbFaGKuGsRoYq4bRamysCh+rwQTVuKAWF9aAsA4TKZJKFT/xH2oCcROOhtXFrSBpA2k7yDpA3vk3pOG/oPqz1Sx8YJKU/yp6/xdIy/BehaBHBkpUo4n07sm5dDSa3gswIMdHlXjGsFEMH5mcgBsEvB+wfpD3gawHpN0gboeJNvF4s2ioXtpZIa8rgtJsKEiHnGTIiYfiZChNhMpEqE2EhkRoSYK2FGhLh96i8fJEvCUHpO2S9oLn10+snmfrZK7vYW9ob8k05+rzDPV5bAMui8ZhGBhSdVm6Gmw9TbaeJjKvbD1NFEWCXmTpanzWhJ7ajVZq6nT3VFTrkFR0SEQdEhlJl0xB0qOoahNJ2kSSDomsR1HVV1WjqqkbqGvQNNTZ+oowEzM2DVW8kYU1o+mb06kWDAM0OIZkzaIjG42ctKsx182E58LjOXO5bsamLlxjF66pq6mFh4W1m5mlg5GxOZPN0NfR01JHXWEE5qlT31O/1SQSdChEuqY6U0sNiaWtztHTQr8P0r84rW9C1zVj6VqwDaw4dGsjhrURY/LfsMyYdGMalWegz6NSjaj6hjo6TG0tbTWypipJnayCfh8lp3XJRH0igUEiGGtR3I1oXq7W3y6d9eOGJSe+XPzT1sW/bF968qtlaHAMtaXRCtYfe9ed/XblhX3rbx3/+uaxr37fv+nFjXPvH99ys+TqU/4+oKmhpkkkUEhEdTWyljpFW1tNV1+LytJnGdGNuAyeGcfc3tzJ03HWAs+ly2avWjVv3eoFGzYu+3Ltok1bvLZ9vXbHjjXb92z6Zuf6r9bNX+o1zWXTAs9f9mz+eP/yi+tn5jtwty2fsXaOo/dMe69pNktdrZa62ix3d1jh7rTM1Wmxs9VKT7MVHpyFjvQZ5nrTzfTn2xotdbZY5my9xN7Ky9F2rYvjGkcbL3OTFebcLS62BxfNCL58oszvzkRuOBTHSVMDhZGvxWE+EPkGC3mOBT6VBTyV+D0WvLs3+vauJPAFxPuJkwMm+MHy3Fi8OAUqsqE6F6/Jx2rzZdW58pocvD4b6jOhNhWq4rHSSCj5CKW3IP/kRPq+ofgveiKXdoXP7orw7Irw7I2aNxi/RsDfJys4D6WPoPwjVhaKFUfJcsOlWaGy1GBp0id5fDAWHyZPjpCmRomz44R58aKCRFFxsrgwSZwTL8mMlaZFS5IiJAmhE4nBwqRAET9YnB+MlYViNYHQEiBrfi1sfDha95cC0mumUdfPpK+fyVztabDKzWC1Bx2tSnu701e6Gng50xRyM1gz09DLk7bcRWfNNOrOpSYnt7vf+H7JgxOr/C7vCP9rb+KjI3yfXybXos6m+JyJffhz9P0T4bePhPx1KOjPA0jBfx2MuHso4u6hyHuHoh8cVkD6+fHk5ydSnh5PfnIs+cmxpMdHkx4fTXx0JOHh4YSHhxGkEx8dSXl6nO/zS/abM3nvfy34+Fu+3wUE6az3v/HfnEt+cTLh+c/JL09NhXTah/NoVTrD74+cgGs5AddQEzrj4yUEaZQ4luBzFp36SHx5Lu3dH1l+V/IDrioTx+rjHiA1JDxpTHxam/C0NuFpTdyz6tinVXFTlOBTleBTlfCyOvFldeKrmiQE7FdN/I/NGR9bMv3asv3bcz615yBUB3TmBHRk+7dn+bVl+rZn+SlDx/qLQgeKwwZLwlH02HBZ5FBpxFBpxGBZ1FD535AW1CcJm1JEzakTLWmi1vSJNr64PWOiIwNxerLizRd2ZYp7c6ZCGhH6M05jIyUwUadAr7wN5J2A96BMbBB3gqQdJtrQCpZ8AuV7o1STapioVXwVVYGwGgQVIKgCQQUIq0FYCaIamKgGcR1I6kDePInkFpA1gaxpEu31IK6HiRqYqAFh9d8fMlrxWdwKEoxWYWNV2FgVJqjG0GK3sEYurMEmqv+WqHZSdTJBjVxYj4kaFKhGnMY6/5eQRgc8JuPB/97JFv0D0vgYho8gTsuhTwa98inCoBeD3kk29wCgwns3QC8oksOVc+mDCgeP9YGkAyRtIG4DcQuImkBQB+O1+FjdxGi9aKhe2l2Dt1VAQynUlkBtEdTkQ3s5tBdj7QVYZyHWXQx9xdBbDD2l0NcAo10w2NpemPrixvmVc1ytuQbTnMytzVlmxgyuoQGHpW/EphmxaYZMKpump69OQUlhym1mtBOljAybCumpNloJY9SQ/s+ioEK36r+lpULUUiEqUT2JcJIhVZfL0DNj08zYikUsVGpGd6jQChYitBWTZskwcOSwnYwMnbkcZKPdTHhuJiauxsZuxqauPBNXnpmHqeU0c2sPC2s3Y3N7I2MzBoNjoG+gqa5DIWkSCRoqCnR9BmkES3USwVBPB7lnI31tQ11NI31tcxbNlmeIKt5KTishbcrQM2PpmrOoloY0JPTPrI0MLQ1Z5iyGGZNuzmSaMRgmNBpXX5+qpqqrStYmE9WIBArhb+mpUXTJRCqJYKiuYq6n7mnKWjfDaa/3/INr5xzeOPfY5gUnvlx06uvlv+1ZgyJNUIn7wr71KNLkxuGtV3/YfOHg5sAXt08f2UdVJagRCGpEAplAUCEQKWQNoooamaShStJUI2tpUrR01HXpOnQ2lW1ENzI1NLMzc/RwmD7fY9HSWSu95qxZOXft+iWbVy/Y8MXyL7d5f7195bbdG7/97otvv1y++iuvxduXzzn69YZ3dy5EvL47x9Zw/Txn75l26+e5rJpht8zNGkF6uZvjEmeHhY4WXm4mXu6cRQ70mRa608ypc2wNFzqZLHAwXeBgOdfKZJ6l6Qo7mzXOjmsc7NfY2a11sNnqafvH9pXxt8/3xvpCbhRkRchjPwgDnwr9Hkz4P5R8eiz99EwS8HQi4Iks+KUs8q00NVCSGYrlxUFJKlRkQ3U+Vpsvqy2U1hTI6nKhIRcaMqA+Fari8bIoKP2AF16T5hwbTdnZH722O3xhT/jM7nD37nD33ohZA7FewtSd0twzUHQfL/uAl4ZixTF4fjRkR0NaOJ4SCokhkBQOKREYP0qSGSPKiRXkxwkL4idy4yeyYifSoiQpkZL4MGl8mDg+RJQUKEoPmsgJlhYHSSs/YfWfZA3vxI3PBA0PCBtnM1Fbeu10g/UzmWun01d70Nd4Mrzdaas96Gs8mWunsdZ4sFe7s7zdmCvdaaumMZe66i2yV1/horV9vuHRTQ4X98y9eWjJhwvbA6/vinlwKPn5CZQClvzidNLzU1H3joffPhb85w+frh3wv7LP/8q+gGt7P13fhybIIu7+EPPwSNyTI3FPjsQ+Phz36HDy0yPJjw8nPfox8eGhhAc/xN//Pu7ewdi7BxIfHkp8eCjp0Y8pT46kPTuW4fNT9uuTOW/PKga8X5/NfHc+8935tFdnUl+fyXh/PsHnJLqLlfz6TMq7c2hVOv3jb/lBf+YF3sj9dD0n4BpqQiNIJ/icRRczY5+dSvA5m/r290zfy/kBV0uC/6wMu1kbc68h/iFSY+LTpqRn9UnP6xKf1cQ9q4p5UhHzuCLmcWXsk8rYJ5UJz6oSn1cl+FQlPq9OfFmd9KIm6VVNss/USJO2bP/2XL+2bP+ObP+u7IDOLP+OTL/2DN/2DN/OLP/unE89uYEDhaEDhaGDRWFDxeHDJRFDxeFDxeGDRWFDJZGDZVHDFTGjVXHjdYmixpSJptSJljRJG1/aniFuz5B0ZEo6MsXtGQjSgg4+stGSvlwloZWSDeQryY0NFWIjJbiwChPVgrgepE0gbQVZB0i7QNYFE+1o0BqfaARhnUxQLR+vko2VwngpjBeBoBQExTBeAmOFMFoEowX4SCE+kg+jRTBWCOMlICgGYRmIKkBaB9JGkDbgknoQI7tcA6JqXFiBCytAUIGPl8N4KYyXwlgJjJZgQ6X4YCkMlSGhqTdsuAwfKcfGKpDw8Up8vBIEVbiwChOUT1HlpKrl41XysWpFnXyiCcTNIGkHaTvg7ZPJpp+h+j+uZimvbA3/H0O6Vw7dSFMXoCcJ3QXQBXgX4B2AdQHWCXgP4N2AdQPWDfIOkLeBrBWkzTBRD6JaEFbBeBmMlcJoCYwUw2iZeKhSMlAr763Bu6uhowraq6CjCjqrYKhROlgnHKyZGK6TjzbCWDOMNcNQMwy0gnS4OT/96LebXczYjuZsZyuuGY/O41ANDakslh6Toc+i6zFpugx9bZquJlVDlaahxtDSYGprsnW1laJrqv9H/W8hraVC0CSo/FsIz/+SCkNHk6GrztLVQCHe5oZ0tJSshDRy0tYsuiXDwIJOtWEz7DgsxGkkFx7PhcdDkHbnmXuaWE4ztZpmbu1pYulmbO7I5VmxWDw9PZaGhoGqqh6JpKVCUCcQVCfpSJpc0yIRCRqqKhx9XZTObaSvzdJWZ+to8Ax0UXF7amcakdicRTVj6puz9cxZVAu2waToFmy6A49rZ8SxMWRbs1noXjU6xkVTV6WqknVIRE0CQY1AoBBUVAlENRWSBomkoULQJhEMKASmGsFUjzLDgr12pv2u5R7fr5159Iv5xzYv+GX7UgRpVOs+9fXy0ztWXPn+i8sHN539duXF/Rse/PrDxyc3ZzjbUdVJqgQCRYWgSqaQiRQCgUwiqpPIGmSSBoWooUZU11LVpGrpMfXpLH0Wl8G14Fo6WrpMs58522XBfLclC9yXes9fv3Lu2o1LN29esXXz0i++WfvV3s07v/besG/Tuq1LZ+3buMLnxrm04FcLnYznO3C8plluXOC6do7Tymn2y93tlrs7LHWxX+Rot8DGYrmD6Uonk2UO3Pk2rLnW7Hn2RvMceLNtufMcTBa5WHl5Oq32cPFydFhqbbvK3mnzdM9lljwva+53c11fHt3V4P8EzwyH5ICRwMf9724Ovf1z8M2N4be3BL4PZcEvsLA34sg38vRAaVYwnh8NpSlQmYnV5Ehr88Q1uZLaPGl9NtaYAw3pUJ8MVdF4eRiUvpvI/m087UBf7JddYSs6Q+f2hHv2Rrj0hDv3hHn0Ry8dT/pKkvUzVngbSt5DaSgUx0FeLGTFQloUJIdCQggkBUNqKM4Pk2WHi/MiRAXRooJocW6MNCtWxo+Wp0ZjSZGQGClPDJckh0rSQiXZodLCYElpEFYTKK3zlTS8lTS8JqyfSV/pprPCRWvNNOqGWax1MxhrPBlrpzG93WlrPBnrZxhums3dNMt440ze+ulGa2ew18w09JpG93LTWzON+tUi7tFNDhd2z7l5aMnrXzf7Xd4Rfnt//OMjiU9+SnzyE7oYHXHneOjNI4HXD/pd3vvx4p6PF/f4XdkTcG0vGhyLuv9j7KOjsY8Pxzz6MfL+9xF3DiQ9OZz8+DAiNMJz9O190bf3IWxPRXX68+N8n1/4PqeSn/2S/OIk/825zHfn+W/O8d/9mu37B//Db6lvz6W9+zXL70JWwMUMvz8y/S/kBl0pCP6rIPiv/KA/cz9dz/a/mvHxEtq2+gzSKW9+y/h4Kc//yn+DdEPyi/qk559BuiruaVXic6TqpBfVSS9QOGhNso8yGRQdo0TqyPbtzvnUkxXQleHXyfft5Pt2Z/r3ZAX0Zn8azA8ZKggdLgwbKQofKQofLgwbKggdKAwdLI4YKI0crogZq44X1CdNNKVKWtKlrXxZR6asI1PamSXtzFJCWtDBF3Zm/DdIywbyJX254t4ccW8Oelc2VCAbKZGPV+Dj1SCqBVEDiJthohUmWkHQCsJmEDaCsA4fr5aNlUuHS8VD+dhgLjaUCYOZ+HAWDGbKBzOwfr60Px3r58sHM/CBDHw4C4azYTQHRnNhvAhEVbhYQWVMUImPl2NjZdh4iXysGB8twkeLQKECGC2CkSJsoAgbKMEHS5GUnIbRCiQloZF3x4SlCv0T1fLxKlQeB2EdiBphogkmWkHaAnjrf4Y01jVFqJyAOuh9GD6A4UMYPoRhoxg2imFCDBNOgbRgEtIjGD4gh245dMqhU/4PQncD9ADWDVgnyDtB3gYy1DhvAVkTyJtA2gjSOsUcuLBM8b+csXwYysIH0/H+NBhMh+EMGMmXD5bIBiqx/kror4LeGuivh4F62VCjTNAqFLSMCVtEki5cPgj4CEiHQNQPsuGy1PDTB7/2tDY0NlC14hlYcA0MdEk8DtXIiMo1NDBiUzksfUO6LpuqxdLXZOloKcXU1qRrqhuoq1LVKAbqqgbqqjQNNZqG2lRI/7dyNxoZ+xzbFJI28W8eI/espULUJKgoa+BISkjrUIhaZIIOmcDQVjNm6FtxWVYcpgWbjkbGlNPdlgwDBGkLOtWKSbNnM1Fz2p7NdDA0dORw3IxN3YxN3XnmHsYWniaWClSbWnmamjsb8WwZLFN9Kldbh6WhoU8ma6kgQP69SE0kEdQ1yDraalw6FYWWGNP0uFQdI31t5Ow/g/Qkpw0s2AYWhvpKQlsa0tC7SkjbGLJtORxbDgdxmqutzdbUoKuq6qiQNAkkdQJRTYWipkLRJKuqE4k6FCJNk8JQJ7A0CLYsnfkO3K0LHA6umXHiy0XHtyw88eWiM994/brL+8w3Xhf2rT/19fJTXy///bu153auOr1jxd2fvw19evW3Ywc0iQQDTTVFPCpZTV1Nm0AgE0nqRJI6iahOVFGlEMgaZHV9TW2GHtWIYchj8syNLOzMHN2sPac7zJnjvHCe6+IVs1evmL16w+LNXyz/csPC9V+t2v7dF7u+WbNp55qVXyycsWvN4ju/HkkJfPnl0mkuXK3FLsbr5jqtneO4ZrbjqulOy90dFjvZL7C3W2BjtcTKwsvO2svBaqmd6UJ7k4VOJvMceDNs2Es8LOc5mc5zMFvsbLPCxcnL2WW1i9sGj2kbp7mtsjP3tjbeOd3+yuYVEWe/b3x9Uxr7Vhz+VBryROB/b/jdXyPvbos+PZGEvhKF+8j5frKcILwgAkrj8co0WVWGuDpLVJ0pqs2W1GXKGzKhIRXqEqAqAi8LgtJX45lnhpJ2dUasbw9Z3BE6szfcoy/MsTfUoSfYtT9y4WjCNjH/hDzvJl78BkrCoSQecuIgIw5SoiAxDOKDITEIUoIwfpA8J1SSHyYpjJQURMkLYrG8GMiOhcx4SI2F5BhIiYG0aDwzUp4bKS+KlJaGQW2kvD5Y3vBJ1uhP2DCLsdJNZ7mz5mpP/Q2zWOtnos0rOgoHRQcrN8zgIq2fxVk7i7N6FnvdTOamOawdS4wPb7D7Y9fsm4eWPD+1/t3vW4P/3BN173s0FBb94Fj0g2ORd0+E3jzy6dr3vpf2fbiwWwnpsNvfh9/5IfLeoZhHP8Y+Phz7+HDs40Nxjw4hJ5348FD8/e8RoaNu7Y28+R0Cdsyd/TF39sfePZDw4Ifkx4dTnh5PefpTwuMTCU9/Snt1hv/mXPrrs+lvz2X7/lEQfC330+W8wCtFoTcKw27kBV/ND7lWHPFXYchNxOm8wBvITPM/XEx790fiy3PxL84gSMe/OIMgnet3WQnp+rgHUyHdmOIzFdKI0DUJz6uTniHVJD9Hqk15UZvyAh3YaM58O/XGRnvWx97sT71ZAT2Z/l183y6+b3eGX29WQF/2p6H8kOGC0OGC0JHCsJHCsOGC0KH8kMH8EATpofJoBGlxc5q0lS9ry5B3Zsk7s2Rd2bKubMTpiY4MFEMm6MwQdWchEkv785AQnoVdmShJVAly6WChZKgIGy7DxqpgrAbG62GsHsbrYawRPeNjNfhIpWSoRNxXONGXI+5KFncnSruTJD1Jkq7Eia6EiY54YUectDtJ2pss703BBtJgIB2G+DCcCSPZICjFBOX4eDk2XiIfLcVGiuTDhbKhfPlwgfIUBD6Uhw/n4EN5MJQHAwUwUAQDRTBYDEMlMFSimHQbK4fxchgvB0GFQsJKEFbiglJcUIILSnBBqULj5fh4JQhqQFADgjoQ1IGwEYSNIGqCiaZJSP8L1YrZrn+g+v8C0jh04dCBQwcOXUiTJe5ukHeBvAOk7SBpBXELiFHZvwKXlOOiYrmgUDqaIx3KkgykS/pSZH3Jku44UWv4eHOQoClI3BaKd0dBXzIMFOCD5TBYBcM1MNoAgiYQteOSThn0CPCuMbxPBCNyEAAIQDIqH+upL4g78q2XI0/dzZLqakUzZlHYBkSGAYlnqMMz0jMxMjAxMjBh6/OYukYGWhyqNvLQSAwtDSWkFUjWUFMKYfu/DY4pJsVI/0Q1BQ11q+pRVFE3+p9I/od0SGQdElGdQNAgErRJBKo6iaWrwaProYOVU6e7EZuVnEaT3vZGbCWknYyMPEzMPEzMPIwt3HnmCNXTjC2nm1jNNLfyNDZz5fDsmWwrAzpPR5ehpqZLJGr8E9IUVRVdPU0mQ9+ERUfp3Eoe/+uoxlROG1hx6FZGBspat6UhDaWOIw9tzWTasFj2HCMHI649x8iWbWjDYFgaGBhpadMp6toqFA0CRZWgSiGQNSkaaiokTQqRwBTmUwAAIABJREFUpqXO0CTT1QimBmrTLOne7sZ7Vrid+HLRsc0LDm+c+/O2Jad3rPhl+1LUir50YCNi9uWDm15eOBTy5MpCDwdUJ1AnotRwoipFk0CgqBDVVIhqKgQKgUAmE0jqJDUEaR7LyIRtYm5kYWNi72LpPt1hzlyXRQvcly6buXrF7NUbl2z5YvmX6xes2+a19bsvdn27dsuWxYu+9lrw/Rbvi0d3R7y+d2b/VnuW6gwr6gpPi9Wz7NfPc1k7283L02mxk/1CB/ul9k5LzO28rZ1X2bsst7VfYm+92NlqgZPZLDvOYneLGTZsd3PGPAezlZ4ua6d7rnJ1W+novNbdbb2by0YXu7W2JuvM6HvdzZ5+6513/UTHm6uCwPtYxDNx0KNxv/uCwEfSsJfiSB88/aM82w/LD8VLYrGKZGlVqqgyXVCZJqzNENely+rT8fokqIuGqlCsNAAveSHIOj2Ysqszcm1b8MKu0Ok9Ya69YfbdIbbdQS59YfNG4jaL0o/Icv/Ci14rIJ2bCJkJkBoDSeGQEAKJQZAaBBmBkBsizQ+RFoRLiyKwwmgojIX8eMhNhNQ4SIuH9HjIjIecRChMgLJEqEqAhgRoioXmSGgJJ2yczV7lrrvCRWe1pwFy0t7utFVuBqgnvdqDscqNtsqN5u1OX+PBXjuDvdzNYIU7zduTvm4GY/Mc9ndeZie/dL24Z/bjX9a8Or/507WdEXcORN3/Mer+4ch7RyLvHYm6dzzs1uHA6wd9L3334eLOj5d2+V/97tP170JvHQy7fTD8zveR97+PfXw48fnx1Fe/8F+fUnSjHx2Je/B97N0DUXf2Rd78LvzmrqhbeyJu7Y74a1f4zV1Rt/bG3DuQ+PBQ0uOjiU9PxD86Hv/kROrL0+mvz6IrWJkffisIvJLtfzHX/2J+0NX8oKs5AZdyAi4VBF8rDPmzIPhGQfCNgk/X8vyv5PheyvpwIePd76kvz069gJn8+hz/wx85vpdKgv+sCL9dE32/Lu5Rfdyj+vjHDQlPmpJeIEjXxj+vinmiJHRt4ovaxGfVSc/qkp7XJD+vT35Rm/KiPvlFXapPU9qrRv7r1oy3LVnv2rPet+V8aM963571vi834P8X0uhhKD9kIC94sCh8qCRypCx2rDpeVJ8qbk6TtWbJ2zPlHTmyrmxZV66sK1vSlSPuzJzoyBJ08BU9acTpnmxJbw6SuCdb1JUp6OCPtaWOtaWOt6cJO/kT3ZnSvlxZX4F8sAQfqsBHqtC1aWy0FkbrJue2KvDhIvlAnqw3U9qdJG4NkbZ+krUFytoCZG0B4jZ/UYuvqNlf1hUm74qU90TjvfFYfxIMpMFQOgxlwVghjBfCaBE+ko8NF8iHcmWDOdKBbGzoc8FQDgzlwUA+NlgAAwX4UCEMF8FwEYwUw0ixYm1sCp5BWAmiKkWp/HOVg7AShNWKI5vCeoVE9YC3KgSt/+xPtylnsJXAxvGuv/NN8SEMH8GwUQwb/xekBQp+4wMYdGHQgSkg3YMr+9CI0LJmkDWBpBYmqkBcCeJSEGaDMB0fS8WHEvC+GHl3ONYRiLX7yZveTtQ+H6t4MFRyb6j04Wj1C3HTB2lbOAzk40OVMFIHwiaYaAdZN8AAwBAOozIYn4AxGYhwEIFcKB7tH+1uOvbdpun2dDMmwdpIjWNAMGGrWpvq6+sQGFQKi6ZuyNDkMrQ4NOW2lTpaXEYBI0xtzamuGmEb4ZmqRtFXJeurkvUoJF0KQYekok0iaKkQtIgEbSJB+aylQtAmEXRIKjpkgi6ZqEsmahNVlO5Zk6CiQSCg+1RKV63sTCMnraVC0FElUNUoVHWSviqZpknh6OmYMqhWLKYlk2ZOp5ka6JlRqeY0fUs6HS1M2xuxnU24ziZcRx7HycjQhcdzNzX1MDFFnHbjmSB5GptNN7WYY249y9TSg2fqYsSzY7LNqAYsDQ1dMklDhaCq8netW0OdTDPQ5XEYxnQDnoGuqYGeOYtmZ8RGKeImdH1zOhVtb1uw6egStjWbYcGm23GZ1kYMGw7dikNHkSboLogFg25Op1nQaNZMpj2H48TjOfGMHblcFx7PwdDQQt/AUEObSlTTJJDUCWQKgaRKIKIJMh0KUZdC0CYS2FpER67eXCvW9gXOhzctPrJx4aH1c37esujs1yvOfL30yIZZ13/YdOv49nM7vU7uWP7nia+eXfj+7m8/6FEIDH1tMoGgra6GrloTCGQVohpBRZWggma9ySoEohLShjSWIY1lTOeas83sTOzdrT1nOc6b57p42fSVXrNWf7Fs69YV2zYsXL9t5Za9m3btXLfti/kLv9+8/tzeb88d2BH46Pqjiz85slSdjTSXOJmsnG67aa7n+rnTvD1cFjvZL3V09HJ2W2rh6GXj7mXntszWcYmd7RIX20UuVnMdTaZbGy50tVg9x23NbI+FDtbTzYznW1uu8fBcau+wyMpyiaX5ajuLDXZmm2043zhwfnA3Cfhxa+Ffvwx+eiiKfCkIfzER9QqP94UUf1nGR2m2n6wgGC+JxsoTpBVJ4opkQUXKRHWqpDZVXpeM1cVjtVHyqhBZqa+s5Lk49+xo6p6eyHUdwYu6w2b0hLn2hNh3Btp0BDn3hM0biv1CkHZUkvsnVvQaLw2F0jgoTob8ZMiOA34kpIVBehhkhkFOKGQHY3khsoJwWWEEXhQDxXFQHA+FyZAeB/xEyEyA3GQoTIMyPtTwoYEPzXxoSYO2ZOhIIqybztowi7VpttHGWZz1M9jIQK+fwZ7sSTOmXsTydqd7e7BWe3LWTudsmM3Ztshk/xr70zumXz6w8Mmpda9//9L/2rfBN7+Lunco/vGxmPtHwm4eDP5rf9Cf+wJv7A24tmeKdofeOhB2+2DE3R+i7v+IBryR0nxOJz39Of7BkZgHh+IefB95d3/YXzv9r24Lv7kz7PauiFu7Iu7uibm3L/bRwcTHPyY8OZr9/nzG23Npr04nv/gl+cUvqS9Ppb8+k/H2XMbbc9m+vxcEXMr/dCnX/0Ku/4XCoCulYTeKQ64rFHStKOBKvu/F/A9/5L3/PevlWb7P6ZTnJ5Of/ZLicwqRPsfvQnHwzdLQ2+XhdyuiH9TEPEJ3NWrintUn+iBCl0c+LI98WBH1qCrmSU3cs7rEZ3VJzxuSXzSk+DSlvmxMfdmU+rIhxacl/XUL/01bxtu2zHed2R86cz525/r25Pl1Z/l2ZX7syvzYmfGhM+NDB/99e/q79vR3fbkB/XmfBvIDBwuChgqDBwuCBguCBvNDhgoiBgsjh4tjR0tjBVXJovpUcVOmtCVT1JQhbOFPtGWLO7NFnbnCruzxjuzxjkxhJ1/UlSHpypT0Zst7c+W9ufLefHlvvqwrW9KRKW5NEzYlCpriBE0xwubYidZEWRtf1p4t7cyTdRfJ+ivkgzWy4VrZSJ18pEY2UoENFWODuTCQgXXFS5vDxXXvoeGJvOYvadUNWfV1adU1Qfml8YpLwpq/JurviRufSVrfSTsDsd4YeX+SbCBNNsDHBzLwwXS8n4/3p2F96Vhfuqw3DUnely7vS8f6+fhABgxmwlAWDOXgQ3nYcB4M5ys63EhjxQpUI42WwdjktvdIBQxXwEgZjJTBaAmMlsBYMYwVw3gJjJfAWAmMlSna2MIaENUqZs6lLSCb/CprAlmTXNYolzVi8iZM3iTHmjC8GcObMaz170sh+MAUSI//++4WjqOzmL1y6JJBtwy60C4WjvUA1gXyDnyiDoRlICoCURY+migfjsXHo/DxMPnwJ1nPR7z9NTS9gJr7UHoVCn7Fsk6I0g8NJO7vTDjYlfrzUOE1Sb2PvDNCPlwsHWvERO0g7QP5EGCjGCaUyUUAMjkmBlyKSUQgFoJc3FtXffXUCVtjuo2JgY2JgbUxzZJLNTPSM2HrGrN02FQ1I7o2l6FjRNdm6asz9dTYVA0jAx2mtiZTW4ulo83S0WZqa9E01PUoZB0SkaGlSdfUoGmoG6irKUXTUNehkHQoRG0yUZusokVS0SIRNIkETSIBPaPXle+iWreOyn+QNoGoTSCiZ10iWSEyRbmvpUNS0SeTaeqqLA0NQy1NEyrVjGZgSWdYM5n2LEN7NtueZWjLZiOHrQwjU65muRpzXY2NFUNkPGNPU7NZVtbzbe1nGJu7G/I8eKYuXGMLGt2UTucaUDXIKsp5MRKBoEFW4TAMzDlsUybdWF/P1EDPiklDhz1sOSxbQ6Y1m+HI49hyWFZMmhlN35ymb8mk2RuxHY2NbNgMKxbdCv1WUxy/zWTkuJOxEUoddzY2duLxHAwNHdgce5ahNY3B09FnqWlSiRQdFZIGgaCjQtKjkHXJJF2Sij6FxNbRsKBTXbjsJQ422xfN/nHD8p83L/9l8+LTWxae2zr/+v7Vv+9aevPIpvPfrfx557Ibp78Nfnl5uh1TnTiZhEpES9lEAoFMICoH1MgqBAqZSNEgq2urquuqa3KodBOmkRXH1IZracu1dTZ1mWk/Z5HH0qUey1bN8t6wcOPWZVu3e239auWX367atnP1l6tcZ22Zt+jXPbtP7tz65vqvfvcuLbDlGKsTZhizFtparvWctmnOnI0zZ62Z5rHG03Wtp8cCK+sFVrbzra3nW1svtLVe5Giz1MV+mbvjXDuL+Q5WCxytFznaLHayX+xkv9TF0cvV1dt9mrf7NG8391XOTt52NmvsLb90sdnpabfHw+bnpdOefvcF/88zncHPxCmBsrQgUbIvFEXIikJkRWHykiisJE5aEisrTcArU6A6WVoZLy6PFldGyWoj5XWRkpoQecVrWd55cdq+weiN3cFLuoJmdYW4dQY7dQQ5tgQ4twXP747ZPJp+VFp0G6reQ3UkVMfJy+KgLAFK46EwBnIiISsCsiIhJxpyoiA/BorioTgeK44VF8VKiuOkxYl4USoU8aEkA8ozoDob6nOgIReac6A9Hzpy8e4cvDuHsHYac/0M9sZZnA0zDddNZyEqr5vO+k+Qpnu701d7crw9DFe5s9dMZ30532TvGrtTX8+4sG/+g5PrXvy2+ePlrwOu7wy9uT/q3qHIO4eCb+xDpzUCru0OuLbb/+ou9PDp+p7wO98rCR33+Fjc42PxT47HPzme+uJM0tOfEx6fiHt0OObBoYi734Xc3Bl44+uw29+G3f42/M7OiLu7oh/sj310MOHJ4cSnR5Ke/5z84pcUn5MIz/w3ZzPf/Zr1/nye34WCgEtFgVeKg66ir6Uh18vD/iwJvV4Ser005HpJ8LWywKslAZdLP14s+XCh4M35nNfnsl6eSX91mv/6TNb78zl+f+R/ulwUeqs49G5ZxAOE4erYp+iGdF3CC1Trrox+XBH1qDL6MXq3Pul5fdLzxhSfptSXU9Wc9qol/XUr/01bxtuOrPed2R+6cj525fyN56mEbk9/15vjP5XTgwVBA/mBA3nBA3lhg3mRwwXRw8WxYxWJgprUiXr+RDOCdKaoLVvYkSPqzBV05ox1ZI+1Zwg7+eKudElXprQ7S9aTI+vJkXfnybpysc5cWUemuDVN1JQobIwRNkWJmqMnWmKkLUmylnR5W7a0M0/cUyzpL5UMVoqHymVjlbKhAll/trw3Ge+KxlpDZA0fpLWPxgtPjeQc7Ofv6efv6Uvf3ZO2uzdz/2D+MXHNRXH9TVmLj6zTH+uNxvpSpP0Z0v4MGEiHgTToT4X+VOhLgb4Uea9CWF/qZ5DGh7Pw4RxsOAcfycVHcmG0QNGrHi3CRwphtOhvSKNIltFyGK5QaKQMRkpgtARGi2GsEMaLYLwExoqx8RJsrAwfr8SFVf+AtFL/gHQjJm+UY40Y3oThTRjePOXmZt9UM/3fIT0gRXHceK8c71UQGmsDWRMuKpULskCUgo9HSYb9JINv5KNvxYMvxT3PxW2PZfX3oOovKLoAWT9hKQeE0dtGIrb0RWzpjP6mJ+XocOEVcd1LaUeUbKxSLGyTinvl2DCOCzBcLMclcrl0fHQMcAAMZKNjIJPByEjgk8crZ0yzNmJY8hgWXLq5Ec3UkIoq21yGDpehY8zSM2Hrcxk6bKoGQ1eVoavK0tdk6yrwTNfUMFBXUyaN0DTUEaHRK0rpUEg6FJI2mahNJmqRVLRIKlMgjfBMnPru/w7SRLJynVqHRNQnkw1UVZnq6iwNDTMazZxOt2aybNmKU9A2dKYlnW7JZJizaJ8le9saoro3y5HDdjBkObJZLkYcT1OTmZYWM4zNXTk8d2NTN2NTWw7HmmtkymZqq5FViQQyiUAiECgEAk1Lw8KQbcvlWrCZZlSqcjzNgWvowDW0N2LbcVhWTJoFnWpK1TXW0zbW0zal6iq640ZsOw7L1pCJptusJxfGkOlHZXkHrqEjj4M+yonDdTbioRPXllQaT1ObqapmQCTpEghUEolKoeiRSNoEgo6KCl1dnaenZ0mleRqbenu4fLt03uG1S37+Ysm5rYvPb1/4xzeLL+5ecuWg9/WjG3/ZvSLwxYXLp3e52tJ01QkU4mT+KGES1yTlnByZoEIhEymqZDVNVTVtVXWmjj6XyjBn8aw45rZGVk4mjjNtZi1wXrh82oqVM1etm7tu48L1W5d88fWKLbvXbt+/YcfW+d6zjK3O7d5z+dD++2ePxL97uH6Wg6k6wY1Nn2dh6e3muWnmvI0z56z19PB2d17l4bTYyX6Ro90Ce5t5tlbzbK3m21kvdLBd7GQ/3856gb3NQgfbRY52Skgvc3VZ5Tl9pce0la4eyx2dltvbrXKy+8LDecdM94NLZm9zttpkw/l5xcyw34+1hb0WpoeMp37qT/ownh0I5fFQlwb1GVCbDuXJsqIYqEuHmhSoS4KGeGiMlddFCio+CYqfyXJ/n0g5MBC5uT1wWfunuZ3Bs3rCZ3ZHzOkIm98Z6d2b+O1Y9mlp6X2o8YW6KKw2TlYVJ6+OxyvjsOIoLDcCywiFjDDIiAB+OGRHQX48FCXIi+MlJYkT5UmSijR5ZRZUZuPVOVCbBw0F0FwArYXQXghdxdBdjHUXy3sKFZBG6SWIxMrBsf8I6bXTuavc2cud6SvdaZvn8vausTv51fQ/9s57eGq9z+9bPl7+2v/at8F/7g2/fTD81vfBN/Z9Rmh0CyvwxndR939ULl8lPD2R+OwnpORnp5CdTXhyNPr+D+F39oTe2hV6a6cS0pH3dsc8PBD/5IfEp0eSnx9DC9YpPieRgc589yuy0UWBVwo/XS78dLko8EpJ8DVE5eKgq8Uh14pDrpWGXC8NuV4edK0s8GqF/5Vyv8ulHy8WfbxQ8P73nA+/5Xz4Lc/vQkHg5aLga8Vht0vC7v0b0tWxT5GqYp4gVUY/rox+XJ/0vCH5xVRIN6b4IClR3Zbxtj3zHUJ1G/99G/8jUmv6B6W6sgPQmHdvXlBffnBffnBvXlBvXnB/bmh/Tnh/fuRgYfRwadxoZZKgJlXQkI4gLWzNErRnC9qRjc4ea88QdGaIujImurPEPdni7lxxd66kM0/SlSPrypV0ZIra0kTNSchJC5qiRM3R4uYYcVOcpDVpoj1V1JUp6s0V9uWJBnIlw/mSgXRxd4K4I0zS4ieufyWsejRedrmX/01HondzjFdD9IqG6JX10d7NiVs6+buF5WdE1VclDU/k7QF4TwzWlyrvy5L1ZMNABvSn4/1peH8a1peK9aXKe9OQsM+ddA4+nIMgPcnp/KmQxkcKcUX1ezKMZaQMhsoVGi6FYWS1i2BUQWgYK8HGyrCxCkxQDcI6ENb9G8//yUlPhXT7f4L06CSbJwkNoziMYjCKsjzlMCCHPkVQKN4GeCPIymXCTPFYrHg0SDjgM9R9e6jz2mjPzf72ewNN9wdr74xW3BIUXRVm/jqWdGQkdm9X0JaO4C0d4Ts64r7vy/xttPyhtPWTrC8FEzVIJ7rk0n4MGwUQ4iDBQYphMpFACDiAHEAqB5msMCHhW+9VFlQ9C7aBGcfA1JBqzNJDeDaia3NoWmYcA3MjmhnHgMfUZVM16DoUmjaZrqOmyNbQ1KCqqSoTwZBpVnJ6Kqr/LyD9H/VZrXvKEBlRKT0SiUqhGKiq0tTUuLq6JlSqJZ1hyza0M+TYGXLsmGwrBgNBWtE2nuS0NeK0EdvJyBDJhWeEID3TxMLFkOtubOpubuFiZuZsaWFtzNXVUKWoKFawtFRJRjSqrTHP3tjYgs20pNNRBCkiK5ID11C5qG3FpFlNJpWiyx9TIT11pRuRHkFaKReusSvPxJVn4sI1dmBzLKk0jqYWU1WNSiIZkMlUCkWXSETVBX0ymaWhYaqj58hkz7e23DjDdc+y2cc3LDz35dLfvlry+45Fv36z6MJ3XhcOrPnr1I6Id9d3b5o73dmQRSVpqE6aaRUlpMkEIoVApBBUKAQVCkmFTCGpqpMpmmRVqroWW4dqQudYGprZcCwdjR08rKbPcpi7fNqKFdO9Vs1YtWaO94YF67at2Lx3w44fv9yzd812Hlnz4IYNf/185Oqx7/IiP+7fsNRYnWBH1ZlubLzcyW3DzLkbZ81dO336KndnLzeH5W7OS5wdFjrYzrO1mmtjOc/WCkF6gb0NgrSS00ucHZY4O61wdlvh7LbMwXmJnf1SW5uVDnYbXZ23TnNZZcX7aprjvvmeO6fb73AxP+09N/rqyb4Ef0lxnKw0TlIcIy6KhapUaM6F2ixpYSxUJUN1MtQlQ2MiNMVjdZHCsgBBwVNZ7oWJ1B8Hor/pCFnXHuzVHe41EOs9lLB+IOGLgeSdI/yjovwrWMULqAuC+hi8NhGvTYTqJLwiASuOkWWHy9NCsNRgxUYWPxJy46EwEStJkpSnSqv58tpMqMuDukJoKIKmImgtgY4y6CyH7jLorYC+Mugrw/tKCai4jQrdqz3oiM3oGUFaqdUe9NUejPUzjVe5s5c50Va4Ur+Yw0VO+o+9856c3fT64raA6zs/3dgV8te+iDvfR945FH7re4RkpYL/2hdyc3/orQOxj47GPT6W8PQEssJKJT09mfL8ZOqLU0nPjkff/yHs9u6w27sj7u4Jv7MT2eio+3tiHx1MeHoo+fmxVJ8TyEOnvTqd9up0+uszSGmvThcFXsn3v5jz8fc8vwvISRd+uozQWxh0pTjoanHQ1bLAqwjSSCV+l4p9L+b7XSjwv1j46XJR8NXikOsl4XdKw++XRz6sjH6MqIwgrbTOSiFI1yU+q0t8hlCNhJa10HNjis9UTrdnfPiMzUp1ZvlP5XRvXlBPbmBPblBvbmhfXkR/fuRAkQLS47Wp4/VpguYMQXOGoCVzrDVzvC1rrB1JMRQm6s4SdedMdOVMdOWJOnPFHbmSzryJjixRa/p4c/JoY/xoY+xYQ9R4Y6SgMUzYFC5siRK2xY53JAm6UgQ9qYKe5Im+ZFFPjLgjZKLVd6L+xWjFnf68iz1ZR7rS17clzmuKndMcN78xbkFT3PK25PVdmd+MlpwYK/9jou6RrNUP74rGe9Lk3Tny7hzoz4KBf5S7/2dIY0PZ8qHsSU7/XfT+HNJKTg8jPJdOKYYX4aNFyEPLR0vl4xXy8SrFLpaoESTNf0vaCNJGXNqISxv/R0hPmukpnWnF4erJ89X45J1sOQwpz3wB3gtYB2BNgFWDJFcyHicY9B3pfdrTeqWl/mRL7ZGOhpNtdVc7am71VN7pL7s9XHBjJPOPoeRfBuMOd0fu7Y490J/y03DeRUHVM2l7CAymg6AMJO1yaT8uH8bxMQARgBRAhuNywAFkUpBIQSYbbG46f+iQkyHbkcM2Z1FN2PqI0EZ0bSQOTcvciIa8NY+pa2igydRTo+tQaNqqTG1NhpYmTUMdGWgkqpoqQ0tTKVT3RsD+fwVp1KL+T9vSJF0yCUFal0jUI5H0yWQqhWJAJrM0NEz09K0YTHuOkSOX58Th2nM4ViymMvBL6adR3RutZk2F9AwL85nmlshJe1paeVhZedjY2JjwdNQVZ6dVVQgGmupmLKa9qYktl2vJ/Buun0Fa+ax8xd6IbW/EVuJZOYKOEK5kMzrepRSCtLuJmbuJmSvPxI7JNtHTZ6trGJDJNApFn0zWUVFBkNYlEumqqpZUmj2TNd2Y6+Vo+9U8j0Or553avPjX7Usv7/E6vX3+b7uW/bR9QcCjX6+f3rl+kf2KubYWRrpUHSKq5P99dwuZaZIqgjSRQCKpkFWJJHUiWZeiTtfQ4VJZ5iwT5KTdLafNsJu92G3JUo9lXtO8vGetXD9/rQLS2/YeWL/DSou+2M7xtwO7b/x0MC/y4/kDXxmrE8w1VV1YrMV2Tuumz940e/76mTNXe7p6uTksc3VCSFYSeqmL43I350WOdgsdbKeaafTKQlvbhba2i23tFtvaLbOz9bK3Xe1kv97Ffp2j9faZLrvneW73dFhva7zV2fy419w/d20KunS8NvQFXpmGVaSOZEeNZkXh5enQkIvgjVfGQU0s1EZDTZi0PEBa8lKad02SeXos5fBgwr6B+F3DybvG0/eKMg8Ks48Js0+L8q9Iyx7iNb7QEAkNiVh9Cl6bDDXJUJmIF8Xi2RHytBA8NQzSwiE1DPjRkJcAxclQmiav4mN1WXhjHjSXQEsptFZAWzl0VkJXBfRUQ28VDNbCYBUMVMJAOUFpo5F7RkkmyDpPgpk+BdjM9TONV3tyVrgwVrrTEKRP75h5cf+CR6c3vL647dONXUF/7Qm9uT/y7g9Rd3+MuP1D6K0DITf3I6E+NCp0Kw00YnOKz0n0kPjkl6mQDr+zJ/zOnoi7eyLu7oq4uyvy3u6Yh3vjn/yQ9Pxwqs+J9Fc/Z7w9x39zNu3V6RSfkyk+J9NenUYVb4Tk7A+/5fr+gfx0QcClXN8/cvz+yPW/kO9/sSDgUrH/pWL/S2W+l0o/XizzvYQgXeB/sRDVyUOulYTeKI34D7VuBGkltpWWujL6cXX8sykBZC9qEp5Xxz+rjn9Wl+RTl+RTn6w4mdXCf9ea8b4/IYvZAAAgAElEQVQ1430L/wNSa8bHqerI9u/MCejK/dSdF9iTH9STH9SdF9idG9RXEN5fGDVQFD1UEjtanjBWlSyoSxM0pI838ceb+GNN/NGWjNGWjNG2zNG2zLH2rPGuLEF3trAnR9STP9GTP9FdKOoqmOgqEHXmCztyhG0Z4y2pI42Jw41xw/XRww3hgqYQQVOQoDl0vDVirCNqvDN2vDtG0BUl7AwTdgROtH8Ut74U1d4fLr7Slf5LU8KOtuQlzQkuTfGurYkz2pLmNMUvaEla2Z62ZbTo6Fjp76LqB/JmX7w9Gu9Kx7vy5N150J+DD2Rg/ZlYP1/elyHvy5D18pHQt1h/Jj6QBYPZUyE9yek8fCQf4RkbLsCGCxRBaWjee6QURkpR6Ck+XILewkYKsZFC2WihfKxYPlYsHy2XjVVi43VyQSMuaoWJFpA0g6QR4fm/Q3qyJ/0ZpKdMkCniTf7Gs+KuFxrzxgGdy+wDvB2wOsBKMHHaxFjoaL9PX+eNlvqfa8p215btaKw+2FJ3qa3uXk/to4HqRyNlD0YLb4/l/jmefWUs++J4wVVRxQNZ01u8JwZGc0FcA/I2kPcCNjTl0LUUQAYgAxwTDg+DHAOh8P2jh/MdHS30dD3MTCzYChuNPDQqdPOYusrSN2I2m6rB1FNj6KpT1ShK34wcM+pJK5vQyrf0VSl6FPL/FtJTB8SmSrkw/dnsmPLztRRpZQpO66ioUCkUjra2GY1mw2IrBqS5RpaGLHNDZSon1ZRBRRPgZgZ6qP5szaLbMul2LIaTkaEbjzvT0sqVy3MzMfG0tHS3tHC3sbLhGelQiKqTU1pcA31bY66jmYkDj2tjyLaerJ9/ZoLRK+hFZJ0RmKdCeqrJ/jfdEaSRjXYzNkWcduJwzQ1oRlradFVVuqoq+sO1CARtAkGPRKKrqprqUy31qU4M2hxz3joP211Lpx9bv+DU1iVnv1p8fufyY1vmXDu6JfzFpa9Wui10Ndy03MPdjsNjaGqSJifEJoveKkSyCpFMUKEQCGQigUQkkCgqRDUVkg5ZjaquZajPMGUa2xhZOZk5eVhNn247a67zggVui1dM91o9x3vjwvXbVmzeuXb7gS927l715TLn6YYkyo6Vi+/+ejzq7f27549a6lO4av8fa28ZHfXZhf1OJu4yGclY3CfuCe4Egltb6qV9SqGuz9MWaKFoCxQKVdxCXIm7J5OJ60g8mbiP/GWfD3cypFTec951WNdiJTdhVtfqhx/X3tfem+pmZR3m6LLJP2h72LIdEeFbQ/wjg302+vus8xGsFrivcHdBte613p7rfb2QvUZFbwTpBbft5LTS2WWtu8dGL8EWH+8tPt6RAo/NHq47/Ly3CFy3ejrtC/B6dUXooVWhzwd5bXO32+1l9+GWZX98+lbF7R8nK7NAWgdtFdPlT1S12Vh9NjRmQdMTaEqBpgRoioPme+qaH3DhaazmpLr6W3XNCXXNCUz4DSY6g9ddxOp/wpr+wNsekZJUkOUQ0nxcUoi35UFrHjTlgigbytPJ4hQoTIOidChMg9IsqMmH+iJoLCFbywhxJXTVkj1NRG8T2dcKA60w2AZDrSDvgOF2mJDARAeMtcFIE2VXGHtxA+hTSKNo92KJm7ak9M2MCuKgtvTWIMaeCO7rW1w/Pxhy6u3Vlz7a8vuxvY/PvoIgrXHSKZffSbn8TvKlw0gpl99J/fFI2pWjGkhrnHTub5/k/vZJzs+f5v7ySe4vn2T//D7qSSdfej350muI0GlXXs+49mb2L0fy/3i/6OYnJbc/K7nzZdGt/xbc+BxZ6pI7X1Y8OF4d/W119LdVj76pevRNNbLFsd+hAnjZg2PlD49XPjxR+fCE8OE3NQ9OiO6dqL17vO7+N7UPvql98E1N9Le1Mac0kG5I/RHZ6Gdq3QjSmlq3BtVt2U+3hCJCo01kz0BaVnRnkdMLVO4pfYjUW/aot+zRUkLLa+LlNfFD1XFDVfGjtakjoifjdRlj9ZmTTTnTbfkznYVPCS0pmpAWTcqKJ7tLpnpKp3rLpgbKpgfLZ4aqFPJa5bBIOVynktep5HWKwVrFQM1cX8VMT8lMV8GUNHdCkjkuSZ6Rxc12xc10J8z2JM72pcwMJM/1J88PJM/0PJ7rvqfsuqWW/apovzQp+mao+KOunIPS7OUdmQJxhrckO6grO0ycsVycsUGavXum7uOZhm/nW6+qJffx7lSivxAGK0l5DTlSRY5WECPlxEgpPlyGD5dg8tJ/gjSMV+BjZfhTTlcRE1VLIb240PRPkCYmaxclxKYWhE+L8Kl6bLoRm2rBZjuIuS5yvhcUPaCUglJMqp6KUIkJlfhfId27OPE8rOG0xjov4nkECSfGgJgEcgJgFEAOZDfgbYDXEvP5qun46ZFfh/tPd3V+1NH0mqT15R7p+0O9F4d7b4733p3puj8vua/suId13CM775Odd0nZIxhMgrE8mBGBUgzYEBDj6H42SU7/6SoXoQZMCYQacExUUvTi9m3uNjZ+tjw3G4aDzbOQ5jHM+Exz9GJjZaQR08KAbobS3U85bamvZ6ajrVmvrfHW6NFYi/L/F6QNKZS/ctqYqv1nF66lgbS5traVnh7LyIhnbu5gRXOypjvTGc5MhjOb5cheGItCA832NAt7moW9lTmKa2n602hvaLCTE4p/Bzo5+TrY+zs5uvE4lvq6BhSKqbYWy8zEhcv2drT3crDztrP1sbdzs2Es5bGG0+gdaelyFU3TeukPaP6u5l2DfLR0xYfL97e1D7Bz8OXZOtMZfDNzG2NjzboVTUXBWk/PWkeXradvZ2zgxbBY6cTZHeL+1sbQD3evPLI16NtDUUd3hsVe/fL6icObg3g+tgb7NgauC3EVODAYJlQj7YVVLQuY1tKiaKG9alQKhYogrUfVNtLRM9czpJtYcq3YzjaOAjsBgnS4YPlKvzWbQjZHLdu6e/XO/et3H4zc98q25w9u2PVq5C5zCmWFu9OFz4/+fva/D69+F+7Cs9HRcjQ19+PwV7n7RAaGbAsL3R4etC0scGtIYGSQv6bovcLdBTWnEblRlxpBeqWHa4SL42pXtwVC+/nuCAzYHuC/xUew0dNttbPDVl+v/eHBByJCdgX57Qjw2RcS+OLKkP1Bnqt5liE0/RfDvO4f+7g7O1EhKp6vyVPX5xONudCUDY3pUJ8I9XFQHwtND3DRNaLpKrT+Cm2/Qctv0PI7NN+AljvQEQ1tcXh7Eil+QnblQU8R3l2CS4sWIN2YR9ZmkWVpeGES5KdAQSrkp0FJJlTnQX0RNJeS7eUgrSZ6RMRACz7QRgy2k0MdIO+EkQ4Y7YSRTpiQwVgnjLSDvImyJ4K7J4K7K4yNwmKLO0xY/wTpjT70SH9WVBBnWwhrdzjn5Y2OnzwXePI/qy68t/G3r/fEnn8t6dJbKZcOp/14JP3Hd1MvHUm7cjT1xyPPcDrl8jsoKba0G539y0fZv3yU+8tn2dc/yvzpg4yfjj65eiTtypvJl15P+P5lROj0q29kXn8r59ejBTc+KL71aemdz8vufa3pQ6OedPn9YxUPjpfd+xrVupeiWhR3GkG64sHxyocnqu8fr75/XHjnWM3tr2vvHq+5dxxBWoTa2EnnGpIvNKZdQbkwTa37GeusSY2hNFlH7s2O3Judebc682515N5sz7nRlv1Ha9bv6FGcf1tScEdaeFdjnbtKH3WVPuoui0ZrvTWbvfsqY/ur4gaq4wdrEoaEiUPCxMGahMGahJG6tOG6J6N1GaMNmRPNOZNteTOdhdOSohlp8ZSkaFJcOC4pHJcUIk5P9pRO9pdPDlZMy2vmR0SKkXrVWDM22oyNNapHG9TDdaphoWKocq6/ZKa3cLIrZ0r2ZK4raa47YbYnca43ab4veX4gRdGfohhInO+Nnu+6p5DeUHZeV7VfUjSenhYeG686MliyradwRVfu8u78tT15G7pyInvz9gwWv65o/Gqu8ex863Vlxz21LBnvy4PBChiuxker8dEqbKQSGylXD1eoh8tU8nKVvBSTI2aXESPlMFIGo+UwtgBp7CmnK4mJKoRnfLwaH68mxoXEuFDjnmGyHp8QqieRajRSTdWop2vVU3XqqQZsqoWYFsNsF8z3gaIXlFJQdpKqp/ozpLsIvAvHuwiie0F/D+lRjXVexPPwwtkMfBiIUSDRlcxBILsAbwNMRCoKsZnk+fG7k8M/DvUc75F8Mtz36fTY6ZnJ27OTicqJVNXoE3wwgxjMAHkOjObDSC6MF8FsJSibQd0N+ChBzGD4/MLprYVe+DxJzgOhBEJJKGeBUI90y7773xdBri4CHjvAyd6JQXOwsVrqmDnWJjyGGXph04yZFgZMCwOWpSHKjlkZo8EqXY0W4sQ62qbaVHQAY6m9/r+AtCHl74UGsTTfGmlRkYy1tQx1nn6miQ4Vnc9ClLLS02MYGaH+tCOd7sSgu3BsHNl0tEMUrRxBC8Ic6VYuLPrSIrMvn+tvxw90cPDi8fwdHAKdnLztbP0cHbztbNnmpkYUiqWejh2d5uVg5+foIODzvGz5gS7OmrCY5nOQCdaUuJ+JiT3zrgH8Xx/RZwbaO6I14358u0B7R39bew82x5FmbWdlxTM3ZxgZWenpWejoIFnp6FhQtBhUbZ6BvrOpoR/Lcp0H77ll3m9uDnk7MvjzgxtOvbPn8eX/ffTihlWeDG+uwZ61fnvXB6/wdXRmmtAMKUZaFD2UYF9IeqOwN5VCoWppaelQtVHF20hHz0LfhGlKt2PYutt6+DkFBbmFLfNeucp/7YbQzZHLtuxYuX332h0HNu0+GLnvlch9b2zf52Rh6cmy+uT1/Wc/ezsv9tb+9REMbQrXwNDVihlo67Tay2dzUPC2iJAdy0O2hgRuCQ7YHOi3wc9bU/cOd3ZY7+v1DKRXuLuEOdlvEHiu83Bf77nA6S1+vpu8vdZ7euwMCY4K8I/09dni57s9KHhXePie8Ii9YcEHwgL3+gu2uDksZ1uHWZscCPC8f+zT0bLMybL0uaonWO0TqEuH2kSoiQVhDNQ9JOpvQdtt6HwInY+hPQ7aEqA9DTqzQFIAkkJSXEhKS4mecrKvEu8px7pKidYCaM6H+lyi6glWmKLOSVBnJRJZSeqsRCw/FcqyobYAGsvI9kqQ1ZJ9jbi8AxsR48NiYkQCo1IYk8KYFMYlMCGFsQ6QtxIDTZR9y/l7l/F2h3O2BzMRklGU7J8gvcbDYrMfc1swd3uozc5Qm4Pr7D7a7//tWyu/f3/TH8f3JV58M/2nI5nX3s+6/kHWtQ8zrr6/FNJJF99GSr50GPWkEaeRULo795fPsq59mP7ju+lX3sn46Wj61beSLr4Wd/5FBOknPx3KvP5W7m/vFt78sOT2Z2V3v9BguPLhifL7x0rvfqUx1sW3/1d+/xh6LLv3Nap7lz88rnHS1fePV907VnP76+pbXwnvHEOQFj4+WRd3uiHxXGPKhabUHxCk/xoZW1hjknYNjWC1PPl58WzlbUnBHSRx/m0NqpdCWlZ0D0G6q/Rhd1l0V3l0d1l0d8Xj3oqYnsqYvsrY3qrY/qq4/pr4wZqEwdpEeW3SYG3ikDBxUJgsF6XL658M1z0Zacwca84eb8+b7CyYEhciGz0uKRwTF4xLCiekRUshPTMsnBsVqcaa1eMtxHgrMd5KTDTj4434aIN6pEY1VDU/UDLTWzjbkzPbna7oSZnrTZnvS1X0pyn605QDqeqBFGVvrFL2QNFxQ9H2s7r1Ct56GW/5Hmv+Zr7x6ETti/Ly5+TlL8jLXpKXvTZW9e5s/VfKpjPzzZfmWn+b67ivkCVhfdkwVAaj1fhoNdpFqh6pUg9XqocrVPJylbwcGyr/F0gvcvr/AGlisu5vCf0nSE83EzMdMNsFcwjS4v/vkF5S7n4W0ksJPQAwQOKDQKLjGUMA/YuQrgdFGTGbrZ5KnBu7MzF4bWzgh7nxK6C+R6hTcHU+oSwkZ0rxiVIYq4SpWlA0wlw9KJsB6wSyD2AcQIGThJoEADWAgiTnF3aq4HOAKwBXAqYEXJ2VEBe5cjmKSrkwrT15bDumBZ9pzrE2QXaZTTNGuW4+0xxBmmGuj36nmeiYG1CtDPSQezbVpppQtTTHqTT3qRgmxpqm9f9FufvfIa3htAbSBtoUgyVjXaa62ijOZkShGFMoZlSqlZ6ejbGxraWlM5PpwrFx5tg4cRgI0hpC86zMbC3NHKwtUeYLScBmefE5vnZ2XjxegKMjgrS/k6O/k6Mj3dqIQqHp6jjSrX0d7L3tbF1tWB5cTqCLMypKL61RowEqBF1NlVujZ5itCXh723LR52jsOPq0ECcXZKD9+HZBDk5BDk5ePL4Lg+nCYjlYW7PNzOiGhojT5traFlQqTVuHbWBga2zkaGboQTMOtWNs83d5cY3fh/vXvb0t4uGFL8598OKrmwJD7E0iXGh7Vvu+um1lZKiHj60Vx5RqTl1YVK6vveCnFyFNoVKpOlRtXe2FzrSJtgHN0JJrxXHlufk6Bga6hq7yX7smcP2G0M2bwjdHLdu6c/W2fRt2Hozcd2jnwRc27lgl8HayMntl27oTH7wmzE44enCXtRaFqatrb2IpsLGNcPFcHxAQFR68c0XoRn+fTQG+mwJ8N/r7aPrTy92cUVsauerVAnf0daij3UYvwVp3t1UuzqtcnNe6u6338lwn8Fjr6b7B2zsyKHB7eNi20PDIwOBNgUFbQkJ3R0Ts8Pfd6e+zJ8h/u69nKNPK3UBrkwvv052bxOnRg3mxM2VJ6qoUsjoRqmKg8jHUPISmaKItBjoSoT0Va03DWrLJjhKQVoFMBFIRIanFZUKiR0j2CfG+GryrgmgtgKZ8qMvBKtKUeYnzGTFzaTFzaTGzqY/nsxJUxU+w6ly8oYRor4RuEQw0E6NibFxKjEnJcRmMd8FEN0x0wUQXjEtgtBOGWrC+hoVyt8ZJoxNYmhyZ5mxlpJ/VJh+Lzb5Wm3wZWwPZO0L5O8M5eyK4r252/vxgyJkj6y5/vPXOqRdSrxx+cu1o+pWjGT+9l/Pzx3m/fpr645HkS4cTf1hc0339g4xr76dffTfr5w81XyOQIyX/cCT5h8Opl46kX3kn89q7GdfeTv3xUNLFV5MvvYLS3ZnX3yq69VHlw/9WPfyq4v7/Su9+VR39LQpvoyY0SoqV3Pmy/P6x6uhvl6bGKh4cr0s8K4z7Dn2NIF1966vKG/8T3jlWffdYzb3j1Y++qY05VZ9wtjHlQkv6peYnPy2tZmuC3O1Zvy1VR/bv4twb4twbHbk3W3NutGT/0Zz1u0Yt2X+05txozbnRlnuzPe9WZ8EdSdE9WcmDrtKHfdVxPVXxvZXx6Pfe6oT+6sR+YdJATdJAbbJclDrckD5Sny6vT5OLUgdFKcMNGUONGcMNGcPNWWNtuZOdBbOykrnusklx4URnwZi4AEF6UlaMOtMzQ1Uzw9VzoyLFeD2CND7Wgo+1YGON6tF69XCdUl6lGKiY6y+e6S2c682dkqbPSFJnpWlzsvT57nRFzxNFT5qqN1UhS1DJYjHJQ0x8F2+/ibf9SrT+QrT9qGj6dq75+Fzz8bnmbxRN3yoaT801np1t/IHo/A2T3Malj/CeBGIwA0YKYKIcpoRoQzgSOVFHjAvxsRp8vBofrcJHq4iRcmKknBwuh5EKGC2HsfJ/gjQ2VoWNae6F1BLjImJchE+IVBM1Sg2hp6qw6WpsuhqbEuLTtajijU81ElOt5HQHzEhhTgIqMag7SFU7qWonVZ2gFgMuAVyGqcWYWopjMgLvIojehROT0E8s6FlIA4wDjAOMIkgTMEhA/+JeFI26gewCUgpkBzlXS8yV49P52HQ2Pp1GzKSBIhWUTwiiEMfLCKwa1A2gbAWlGBQSUEiA6AXoB5ADjJOgIIBUA6gBSCAA1ABqlWoKQAGgJJTTQCqBVPZ1tnz0nzeCPFzcOSwXFj3A2YFracqnmy0NddtYGSHfzKWbalrRNBMdC0MtM/3FtSFLImNLs2OoBm6hp2tC1TKiUEyoWua6OpaG+hYGCzchNAcq9CgLWP2rDLW1kQyoVCR9La1/EYL0UlQjLaTJtLTMqFRLXV2msTHfwsKOTnPhsu3Z1nymJZduzqdb8OkW6HYWQrWdlbk9zQK5as2Ysp+jnb+Tva+Drb+jXZCLY5CLo7+jnZU2hWNi6MK09rbl+jnY+jvaBTjZoz9Ca1IEPLaPHc/HjifgsZE5RjBeymMUMUMvKBDuybVB81qanrTGkaMFLMg9I0gH2DkE2jv62tl78fiePJ47h+PAYHDMzWn6+shJo3I3U1eXa2TgYG7sZGHobmUUzLda78l/K2rFzVMf3zv3xRcvb9sd5ubD0vO0pm4PdXlnz7qoUNd1fg5h7lyWkRZa6LZ4UJuipaWlpaVFpVLRF1oUioGOrgFVx1Bb30zfzMac5cBydON5edr5BriERHivXB+yKXLZlq0roratitqzbvuBTbvf2PXSc5t2HN7/nBff5s29W05++nZlRvy7r+xn6FCtqNp0qgHX2NKHa7dM4LUh0H9zSMDOFeFbggM2BfgiP416z+t8BBpvjYav1vkIVnm6LXN12uTjibRe4Lba3XW1u+s6gWCdj/cm/8BNgUGbg4I3B4VEBodGhoRFhS/bsWz5gWURe0OCDoSHvrA8IlLg4WVh4qBNcdOnvLkuNP7sF+OlKeqatMm8+4rC+1ATD3WJRGOcujWJaH8C4gKQVoCsBqQNIG2G7g7obie72sieFuhrJPrqVN2VSnEJ3pJP1GWqKtPmCxPms2MUmY9VmXHqrHh1VqI6LwUryyBq86C5FCRV0FNLDDaohzuUiNOTiM1dMCaFUYkG0mRfI2VnqM2uMDbaZIJ8c1QgfXswc2eojWY/aFQgfbOv5WZfy60B9A3e1qjcHRXM3BHCOrjO7sN9ficOLf/hg81/HN+X8MOh1CuH068czbr+AWotZ1x7P+3KUVTiRmNXCNtoNhqdqlzK6cyfPnpy5b20y0dTL7+dcuk/iT+8GnP24MNT++MvHEy6+DLqSef8ejT/j/eLb31advcLNHlVdu/rZ+re6LHy4QmUEauO/rby4YmKB8eFcd9VPf624sHx8vvHNOXu6ltfVd38suLWl5W3v6q4f6z60TfCmFN1iWcbki8shbTGRiPfrAmRLXjo3Bvi/Jsd+bc78m+3591CVEZgbstdeNfgubvsUU95dG9VbL8wqa8mUaN+YdJAbfKgKGVQlCKvTxtuSB9tykAabkgfbEiTN2UON2cNN2eNtuaMt+dNigtnu0rnusvmustQtHuqqwQFvGd7y2f7KxCkZ0dqFaN1qrHGBUiPN+HjTfhog3qkVimvUgyWzfUXz/Tmz/ZoFptkzXdlKrqzlD2Zqp5MdW+mqusJ1pWCdyURsjhSGkNKHoH4EUgeEpI7uPQWLr2FS+8QkjuE5A4hfoBLHuDSx5gsTt2bhPWnY/JscqwQJsthWohP1eNTzcR0y8Lm7al6hGpirAYfrSKGKxGkyeFyGCn7P0J6cQ/5nyCtmlpw0guEnq7GZ2qIqWpiqpqYrCUm62CyEaZaYbodZjtA2Q6qVlLVTijbFsw0JiYxMaaWPgNpdFlysdD9J0L/GdLDJAwjlgP0AnQ/XWpGdi1KCsp2UDSSs3XErBBmqmG2ChRVoK4hyRqcFALRAngnYL2gHgT1EGBytEcMYBJghgA1BqAmF0QCBoDhhAJACaQSlNNAzINyKunBre3rVgjsee4cljPT2pPHdmRZ27MsNT1pDZUZ5vpoMBoJvTDM9RnmhlYGCwVtVOvWSNOQNtPRNqJQDCkUIwrFVHux07xooA21KIZaFIP/15D+d0L/C6RRRxxNDFvo6FgbGHDNzHhWFq48jgOHbsuy4jEsbBmWtgxLPt2CSzPjWJhwLU35FqaayxyuLLobm+nConvy2F62XAGf42vPD3Z1CnFzDnZy8OayPW2YKGImYLN87HgBTvaBzg4BTvZ+DrYIqBpIe3BYrotTXs9YakRlzZ+in0SBsmd62+jvoiFpbw4PlbsD7By8eHx3G7YLi+XCYjkwGDxLS4aREZrFMqNSabq6dF09jqGhnZmJg7mhs6WRH8diubPN9lCPlF/OZd26/MH+DduDnJY7WnnRqKF807d3LDu4xm9HmPtyD46jlQFNj2Ki/XT7KWWR05pf2hSKAVXHRM/I3MCcbmzNteI5sz0E9n7+zsFhguVrgzZsjoiMXLZl64otu9ZE7V2/4/2XDu/fsGPv+k2Bzg5HXtp76rPDNy9/F+bpYEmlWFC0LCl6NgZmLnROkLPLKj/vTcH+O5aHoZ70pgDfDX7eKz1cV7i7IDajFrVmYBqFvdd7uW/09tjo7bHW0xVBerXAc62311of3w3+ARsDgzcGBq/3D9wQEBQZErY9YvnBNWv3R4TvDQvdGxG+PShwmaOtp7mxox5luS39nc3L4777pCvtzlxpgqI4Rl3ymKyOxxpS1c0ZeFse2VkOEiFIm0DaSkg7yW4J0SUmujrI7nbobSZ6RGpZlaqzmGjOIesysYqU+aI4RU6sMisGz4pVZ8Wrs+JVeYnq0ie4MJdsLiYkFWSPEOuvw4bbVKNibFwKE10w2Q0TMhiXwZgYJqQw1gnyNhhsoSAeL11mggz0ngiuZlp6iz9tk49FpJ/V9mAW6klvCbDZEkjfHsx8fg3/vd3eX70advHDyN+P7Y09/1ry5f9kXns///dPC37/PO/XT3N+/Tjz+gfpV99FnE66+HbC92/FnT+kWTH2DKeTfziSeOE/cWcPxZ17Lf786/EXXo47/1LsuYOPzxxI/OEl1JZOu/Jm+tW3cn55r/DGxwjMCNWa4nbhzS9Qfxp1plFxe6HEHXOy4tEJ9JPV94/XPDhRe/e48M6xyhv/ewbSooQz9Unnm9KvalrOS/U0KfZnSEuK7nUW3esovNtecLXCRGUAACAASURBVEejjsK74uL7kpIH0tKHXeXRPZUxfdVx/TXxA8KEQVFKf11KnygZqb8uZbAhDUne9GSkJXO0NWusLXu0NWukJXO4OWO0NWekNWe0LXesPW+is2BSVjzdXTrbWz7fXznXVzHbWz7TU/ZUfeWzg+UzQxWz8mrlsEg9Wo+NNeKjjfhoIzHWRIw2YMO1qqEqZX/pfG/RbE/eTHf2nCxrXpqlkOUqu3JU3bnqnjx1Tx7Wm4v35JI92WRPFvRmQ18W9GVAfyb0ZcNgPgzlw+CzIvqyiYEc9WAuNpyvHivGJ8tgppKcqyXnWhauXMy1w2wbOdMMU00wWf8U0sOVTyE9UvYvkMbHF+6FIEIvLXfjEzXEpJCYqianq8jpKnK6gpwqJ6fKUe4MJkUw2QDTTTDbDIoWUtlEqFoIVQuhbCOUbZiyHVO2I0Lj6m4C6yGIfpIcQIew/oLncSSAyb+DdDdA11MtoLoXiN6F81ZKGSikMC8FhQxU3YDLANpIaAPoAnIQyAkgpoGYBXIOYAblt0lQEIATJGAkYCQocYIAHIAAwADUpGoGsBkg5ke6Oj5+62UfB7Ybh+7KZblwmPYMazeejRPHWjNqpYG0tamulbE2zUTH2lSXbqbHtDBAlXCOtZm1kYGmlL10/AmFtlAf2oBC0adQDCkUdIhCX1Op1npa6P53SD9DaD0K5R85rU3R6BlUG2ot/FsBFb0ZRkYsMxMnro0dh27Ptkays6EhSLPNjdnmxgjVSy9o2TMsXDh0Nx7Tncvw4tsEONmGONsHO9pGuDkF2HHdGVbONHN3Js2HZ+Nrz/W15wa5OAY42fva8xGhkatG6HVnMzWGGE1OayC9FMmaTSboRWOmUYvak8UW2HB8ebaB9o4hTi5BDk7efFsPNseFxXJjs13YbEcmk2thQTc0RItNaLq6NF1dloGBramxramhnam+m7VpII++2tPu95Ofi9Ie3Tj5yXMrvde4MVc40QJYuoc2Bx7dueyV9YHrvHiBdnRHupGlHsVAa8FML/zSolCoWhQqRUuLok2h6FG1TQ1MzAzNzfTNacYMO7qzh62Pt2NAsGfE6sD1GyM2b46IjFy2edvqLTvXbXt150svRu1/cdvOtUH+K/3dw7zsN4R7o96ECYViTtGl6RhyTa08uNwwT4/1wQE7lodtDQlE5e51PgI0Hr3GywMVutHwdISLIyL3el+vdQK39V7u670813q6r3Z3XemxAOk13l4bA/y3hIRuDgre4B+wPiAgMjR05/IVB1as3BMStsXPP9Lff3tISKS/r58N3YZCsdOleJnrvLbCN/70p31P7k3kR0/nPVKWJajrMlSNOXhrCdlRBeI6kDSBtB2XdCBI47J2oruF7Gkiu0VqaaW6o5hsyiFET7DKZGVhrCLnsSrnMZEdg+fGq7NjVXnx6tI0rDYbbykkJGVEd7W6T4jL27CRTmJMAuNSmJDBhBQmUE9aBuNiGOkAecvTZSaI05pW9K4wtuYW1tYAa+SkowIZm/2YCNJbgxjISb+/x+erV8OufLrtxon9sedfS71yOOeXj4pv/bf45v8QpLN+/hBBGo1jxZ0/FHf+EFoFitrSmdc/ePLTe8hwJ5x/O/bMG9GnXn106sWYM6/EnX8p/sLL8Rdeij69P+78C0kXX065/GrK5TfSrryZee1I7q/vl979Cqns3tcIvchVI6EQWeXDE2gBWc3jkzWxpyqjv3nGSdfc/rrm9tfVd48J759A6W5NcEwD6aXzV6ghrcl1I0hL8m5KCu5Iix+Ii+8v5XRH4d2OwruSkgeyskdd5dG9VbF91XEDwoTB2sQBUWJ/3VNI99elDNSnDjakDTWmayA91pY93p6DOD3cmjnaljvSkTfekT8mLpiQFml8MyI0ctKTsuIJ6ULMe7q/dGagbG6oQiGvUQ0L1cN16uE6bLiOGG3AR0S4vFo9WK7oK57rzZ/typ6RZSlk2QpZ9p8JnY9E9BaQfYUwUAxDxSAvgZEyGK2CUSGMiWBUBKMiGBHBiAhGhTAqhJEqcqQKH6/GxqvV00L1nAhXiAhFIyjFoJSCQgoKMcx1wlw7zLTBdDM5JiLGasiR6qeQHi79F0ijnvTChc1xkaYtjU8I8QkhIjQxVYnYDJOl5EQJOVECEyUwXgbjlYDmrWfqYa4en2/Alc24shlXtOKKVrWiTa1owzEZjskIrIfEe0lyAAC1llHLWXOtckIzeQUwjTi9tNxNICcNXX864LFwCnMIcDlgclAPgWoI1COAjQIxvEj0IRImABRAqoHEAQggVSSoSFCQoCJJnCSBJIAkQEWAmiTUOIYgjc1PAjEPxGxVbtrWlSFuHJqXHcudz/Jy4NvRaS48lgOHjpaZoOwYSnFrrPNSP00306ObGdCNDTWbTBCbNXhG5hXZaMNFM23wd4T+F0j/tcqNhp3+ltB6VC09KkUjfSpFf9GsI0ijiWE0jmVtYMAwMeIzaDyWlQOH7mJr42rHduQy+HQLlrnRUkjbWpqhorcDk+bEsXblM935LDcO3ZPL9LfjBtrzAvgcfx7bh80UMK09mDRPlrWAzfDmsgQ8FoK0n4Otrz1fQ2jN2DRqUWuazQjDmjK4htPo0YPD8uJznoG9N4eH5qSDHZ1DnFxCnFwCHJ387B08eTwvW1tPW1s3LteBweBaWNiYmrJMTKz19Gi6ukx9fY6xMc/YkGuk52Bu6Mm0iHDl71sVlHXnmqQ4/dihfes92TuCnDa4M19a6fHF8+vf2bZsi5/dWi+7AAcWy1jbVOdpxXtxDRmFQqVoaVO0KBRdLaqhjoGRrrGJrqmFAY1jYefIcvNy8A/yCEeQjly2ZcvySATp3Wt3vLX/1beff3H3+jU2JtpGFIoJZeF/E4K0hZYBXc/Ywdo6wNlpTYDvrpURO5eFbQsL3hIcgDLeaE5a456XuzlHuDiivHdkkP9aT9f1Xu4bvAXrvTzR5PQaL8E6H+/1vj6RwUHbw8OiwkI3BwZsDPDfFh62d9XKnSGhO0NCN/v5rfPxjgoN2bl8WaizPUubwtOj2OpQQlmm729dkXL2i+6Uu9OFiTMlyWpRnqqhEG8ug/Ya6GwASRMpacGlLaSsA5e14tImQtYEXfXQVYuLy/G2AqIxixSlYeUJquIYZd4jLOcxmRtD5MXiubHqwnisIoWoyyZaCwhZKdFbgfULSXkLLm8jhjtJlOse64BxCYx1wmgHjLTCcCvImyiaZd07Q22W7h1DOTLUn94ezEQ96Ug/2iZfxmY/5mY/ZmSA9Y4Q1ovr7d/f4/PlK6EaSCdf/k/W9Q8K/vgs/7fPsq4tADj1xyNJF9+Ov/CmZpkJWgiK9oVl//JR5vUPEKQzf/oo9dKRuLOHor976dGpFx+eOvDw1IH73+59fOZA9On9j88ciL9wMO3Km5nXD2ddP5p57Ujub58U3vwC+emCG5+jKSxU2V6IcEd/q9kPWhd/5pmedPX94zW3v666+aUmOFYbc6ou7nR9wtln0t3PdKab0q5p3hGkpfm3pIV3xYX3OgsfdBTcb8+/15Z3ty3vbnv+vfb8e+Kih9KS6K6ymN7K+P7qxIGapIGapH5hUp8otac2RaNeUWpfXVp/fXp/ffpAw5Ohpkzkm0fbckdac4Zbskc68oY780Y788ekheOyoomu4klZ8aSsGHnoqa6SCelCfGyis2BMnDfZXTDVUzjTVzw3UK4YqFAOVisHq9UD1dhgDTZUpe4vU/WXKHoL5rpz5rsy52QZClmmUpqpkmWpu7Kx7hysOwfrzcV6c7HefKy/gBgoQfkvGBfCpAimGmGyBaZaYbIVJlthYlHo26lWfKZFPdOinmtWK1rU6jZM3QlYN2C9oO4FdRcoZTAvhtl2mGlZCmlCXkbIy0BeTg7/Y7n7r8GxJXPSteSkkJiowsfLifFSfLyQHMtHggWhq1xlMFWJz9So50SYogFXNhKqlqWQJvAuAush8X6SGEKEBhhZMmr1pwUmADOI0ySMLYF0/5K6N2oqL16qhmEg5EAMAy4HbATwccDGgRhbaHuTowTMEgRGEEASQJBAkjgJahJUAAog1EDgyD+TABjAnGIegABCiSumgJifH+298t3Xy7yd/Zw4/s48Nx4zwM3Jhct2ZNNtWVZomckzbWkNpNGuMUsjqqUR1cJQm25siBrPGipr5q80L+hxQUvHq/4VzxpI62tT9agIwFq6WhQkzctfRNHRpvwV1Us/01SbisbGrI0M6KZGLJqpLdvaxZ7j6cR35rM41mbWpvocK1OOlSnX0pRracqnmdvRLRGkHTg0F1umK5/pyrb24DD8bDnB9vxgPtfPhhnIZQfxOD5sphvd0sXaQsBm+NtxA5zsA5zs/R3tfO35XnwOMsrubKaG2ZrsN2L20v700n3d/wRpdFJTMycdaO8Y6OQc5Ozi6+Dg6+AgsLNz43IdmUxbGo1vZcW3smIZGdH19en6+iwjQ7aREdtAj29i4EIz9WbTfG0sv3zjgCjtUcaNi+/tXr/d32FvsNP+EIcvn1v70Z5Ve8Ndo4LdVgjs7GlGlgZaeloUbeqfIa1N0dKmaGtRqRQtHYq2npa+ka6JhZE13ZTLsrD1sPUJdA9bGbhu47LIyBVbt67aun1t1K4NOw5E7n9t70vPb9vx/PYtXo42JlSKqTbFXJdiQKEYU7TMtAzMtAwsdAzYZhYCe9tl3p7bIkJ2LgvbuSxsa0jgRn+fDX7eG/y8N/r7aLaBrnB3iXBxXObqtMbLY1OA72qBOxqkRrPUaBMZ+nZzoN/2kKCtIYGR/r6bAny3hQXvW7Fse1DgvmURuyPCIoP8ty0L37duzZoAX1e6pbUWxd5Ux9NCfxmf9t99kZV3rsxUZEyXpGHCAkxURDZVQKsQOkWkuI6UNmLSOkLWhMvqCUktSIUgqwFpFdlehrfkkw1PiNpkrCJOXRSN5T/E86IhPwYKY6EgnixNImvSiMZs6CyE7lIYqCCGhORQIznYTA62koPNMNQC8iaQt4K8GQYaoL8OBuphsI6CGIxQjTit2eCNII0c9hZ/2kZvcxQc2+hD3+BtvdHXMiqQ/vwa/pEdnp+9EHDhvY2/fLnr0emX4i68nnLp8JOr72ZcfT/t8kKnOfnSYeSh4y+8mXTxbZT3RvExNB6tcdtpl99L+v7t2DNvIEhHn37+0XfPPTy1P+bsc4++2/fw1N7Yc8+n/ngo8/rhzGtH0q+8nXHt/fw/PkMrTdA+k7J7X9fGfqdxz4jN9QlnGxLPocy2KOFMzeOTVY++QXPSqCeNnDRKd6MRLFHCGVHCWQ2kkRCbG1N/aki5uvSuBoK0rOieuPCehtCtuXdac+8gVHcU3BcXPZSVPu6piOurSuivTuyrSuitTugRJncLk7tqkrpqkrqFyRpO94pS++vTBxszhluyR1pzEKGHWrOH2nPkHbnDnXmjkgIkFBZ7BtLjksJJceGkJH9MkjMuzZnsyp/uKZztLZ3tLVX0Vij6ypS9ZYqe4vmeQmV3vmKB0OnzsjSFNE0hTVPK0lVdT9TdGVhPpro3C+vNVfflqvoLsMESXF5BjNXABDoW2QKKDlLRCfOdMC+BOQnMyRY024XPyrA5mXpeolJIlViXCu9WEz2ADwA+ANgAqHtB2QMKKcx1wkwbOdFAjolgtIYYriLkFYS8DIbK/gXS/zQnDVMNMFlPTtQSY5XYaCk+UqCW52LyTPVQBjaYhg2mEYPp5NATkGeAPJscKVBPVShnhOr5ekLVRKpbSXUroe7EVR0o103i/UAMACkHGAYYWewKTwNMLy4PWaoZgGmU8SZAvqR7Ldd8C8+IlAMpB2IYiFEgRoEYxskhjJTj5BRGKHECcAJwHHDEaVADqQJSAYQCcBVgasBJBOmpuQVIg2oGiNmm8rz9m1cFufIDXfl+ThwXDt3HxVbgYOdgY81jWKAFJs8Ex2gmOkhWxtpLpGttZGBloG+uq6PhsWZCGs1Ga5iNsG2mp2Omp6PZN2K0xOn+DaG1KQbUZwm9sNvrHyCtTaVoUykalutqUfS0KHpLPh8tOVlomRvomhroWJnqs+nmjnyWuwPXmc/i0s2fgTS6AI3uVqG9Lg42Vk5MS3c2PdCeF+ZkH+5gt8LJcZWL8wonR382y9nC1MHc2NOGHuxkhxJkyEwjSCMe+zvaaUJkSwGswTNCNYqPofe/LXf7cPk+XL43hyew4QhsOF5srq+dfYCjk7ednbednaetrQubbU+nI0Lb0mhcMzOmoSFdX59paGhjaIjq3s40c0cLo1UCx7VeDl+/+XxHXnLqz+deXRd4aEPgXn/uR9tDPt23+tV1/nvCPdf7O/nwGTbmeqZ6FANdio62ZgfZAqR1dHSoFC1tClWHomuoY2xuSLMysqEZs125Aj+X4BUBazcui9yyMipqddTO9dv3bNq1Z8PuF7Yd2Ls56tV9uzYsC2CZLfRHjCgUEwrVTMvAlKJvpmXAMDJxZrMCnB3W+3tHhQY9A+l1PoKlO73DnR1QxRu9LO7xfgrpdT4e673cN3h7bPIVbPLz3OzrGekniAr02RESsDXAZ8+y8N0rIraEBkZGhG5btXxdcICfo50xhcI2pDqa6Dgbae32d79/4pPuzLiZ8hyspoSoLSMbKqFViPZ3kpIaQlpDyoSEtIqQVICkEiRVIC4n24rJphyyPpUUxmEVMeqih1j+fSL/ERQ8huJYKI6FiiSoTYPmHJAUQm8pDFWQ8hoYqIO+RrK3Ae8V4d21WE8t0SMieoRqWRXWXYX3VBO9NRSU60Y8RpxG0e6llnpbEAM5abS7e2sge7Mfc5OfVVQg/cAq7n+2un64z/vkWyuvfhZ1/+QLMedejT9/KOXS4fQf331y5T00GI1sNNoMmnTx7bQrR5MvHU6/+m72Lx+hdWPZv3yEIB139q3H37326OQrD08ejP7upZizB2POHnx85vno0/uRk44993ziD68mX3o99fJbqZffQnZcc2aj6NZ/Kx4cr3l8UhPzRnc1kBoSzzUknxclnBHGnNJsHKu7/03t3eO1d48L75+oe3SyLu50Pdr1nXi2LvFcU/pVBGYNm+uSfhQlXq5PvoI43Zx+vS3zV3HuDVnBbVnRvc6ie+2F99sK7rXm323Ju9OafxepreBeZ/FDadnj7sq43uoEpK7q+G5hsqw2WSpMkgqTZLXJXaKU7rrUnvq07rrU3ob0/qaModZseVvOcHuuvC1H3pYz0Jo10JaNOD3cmSfvyB1qzxlqz9EY6NHO/LH2PKTxztzR9oyxzicT4uwpae60LH+mq2BWVjQrK5qTFM5J8+ekefPSnHlpxrwsfV6WPi9LmZcmzkvjFbIkZVeyqjtF3ZOq6klX92Zi/TnqwXxMXoqNVBLjQphugNkWmG8lsQ4c7yCxDlCLQSUDZTcou0HZi8/1YPO9qvlelbJPqe5X4AMqcghbYNIgEIOA94GqBxRSmO34K6RhqAKGygj5P5a7l24ce0royXqYaobJBpioJUeqMHmxcjBH0f9E2Zs62xU3J4ub64qZl8UoumJVPfF4T4KqL001VqqYrkGQBrwd8HbAJSQm/jtIo+jWtKY9/HR/yJ8gPUHC2CKV5TiMLmoYh+HF934c+gjoB+hHk1qI2egUJg7jODGHkwROLDSeMXLBTAMogJwDNGqFKQBXI0hPzs4BEECoQT0Lc6P3f77o58gOced727O87VluPKYjm+Zpb2vPtuYx/rpWTI9upqeB9J+lRzPUt9TXQ71nFOHWRMbQo7EWBc1lLbSrl2wEQ4RG1e9/gvRiEftPhP4/QnopqvWWCP2DQGP3TXS0jPWopkbaNDMDNt3clm1ty7bmMSxsrEzYliZsSxMbC2O2pQnHwoRnZcanmfPpFmyaMZ9passwtaWbuDAt/PisEAdemD1vlavjajenlS4OQTwbD7qFs5WJG9PCi8NEGe9gV6dAZwfknn3seM9Uv5c6aU0uzJVFRztBUev6n4JjAhuON4eHOO3JYnuy2AIuz8fWDpW7BXZ2Hny+s42NPZ2OzLQ9jcY2MaHr66O7IzbGRrYWpm4MK1drsw3+nr42luu97JOvnWt8Ev3rV0ePvRS1P4D3nzWen+9d/d6OZfuXCzYHu0Z42NkzzayMdU0MdfT1qNponYn2opPW1tahautQdbW19PS0DIx0zMz1GTRjti3TxcPBL9xn5frwTUshvWXlluei9r+0e/9rz+2JWhdhpreQWjCiUIwpOsYUPWOKnomWPs3QiEezdGMzVwrctoYE7l4RsT08JDLIf3Og36YAXwRgzRoyVPpGmbIIV5cVHu6rvT1Wey8sCl3j4bJO4LbR22O9wHWdp8t6gfMWX/dtAYJtAYIof8+tAT47QgO3h4dsDgnYGBa8cVnoquDAYC83AwrFhEJhaFMcjLWX27E+2L4h+6cL89Ul6upSUlhBNlRCSxV0VIOkipRWktJyUlpOSEoISQlIS0FSBh0l0FoIDdlkfTIpjMUqotXF9/GCe2TBQyiKhpIYKH4MFQlQmwItWSDOg54icrCUGKoke2vJbhEuEyolVcrOSoW4XCkuV4rLlOIylaRcLa3AuyooaEIaDUNvC2JozPTucM5fg2NRwcx9Kxx2hdttC2ajnvRzq23f3Or6/h6vY69H/PhJ1P1TL8WeeyPu/KGUi+9k/vRB9vWPki8tbByLv/BmzNnXY86+jmrdGkgj+5vz68fpV99NuXwk+dLR+AtvxZx+Pfq7lx6efP7+t/vuHN916+ttD07ueXx2X/yFg/EXDsacfSHm7AvxF15Ovngo6Yc3E344lPj9oZQf3866/l7+jU+Kb31edPvz8ntfVj46Joo92ZB0pjn5XFPKucbEM/WJpxuSzojiTwljvxU+/kYU+119zHf10afqHp2se3Sy7vGp+vgzTUnnm1O+b0r9vin1+/qU75vSryI1pl1pSP2xLvlSbeIPwoTv65Iv1adcbkj9sfnJT21ZP4vzfpcV3uwqvispur+03I1q3UgI0j1ViX01yX01yb3VSV3ViT21KT2ipG5hcndtYrcwuUeU1FeX1lef0leX1t+QOtSUOdKWNdqWO9aRM9qWO9yeO9CcOdCatZTcgy0ZA81PRtuzR9qyhlsz5S0ZQ81P5C3pw80ZIy1PRlrTR9vSxjueTIqzp6W509JcxObpzuyZzsyZzsxZccasJHVOmjYnTVXIUhTiOIUkVimJV0kT1LJEVXeSqjtF1ZOOD+ZgQwX4cAk+WkVM1pEzzTDXDooOQt2OYe2EupNQd5JKKamUksouUtmDz3chTqsVfWpVvxofxEg5AcNAygGXAzEI2MBSSMNEMzlRR4zWLjrpv0K6Eh+vXKh1TwiJcdR7riMm68jJRiSYaoLpFphsgLFakJfjA7nqvjR1V5xa9mi+/eZ8+x/zHb/Nd/yi7PhVJfldLf1jvuuBcqxgfqpaNVdHqpuB6ABSAkQXSSzkxQh8kCSGgEQ2eimk5/7ORs8ATAM5ATAG5DBKmT0DaXwR0kgkDCABDAD0AwwCDJMwQcAsCWqCXLiRgQrbxFInTSgAUwGuxkkCB5iZm0U9aVDPzg33nfzsPSem2TIfF3eutcDBxsOezbQwcrG1sWdb27KsNMvFmBYGKDJmaURFa0w0FW/0aGmkY2Wgh3i80EdEc1b6eshba0LdCNIIzCjPharQGnwuTWUv1TNV7v8jpHW1/t5Jo5tNmtjaQn+aSjHR1zbR1zYz1KWbGrGtzPkMmh3D2pZhyTI3sjFbENfMmGduwrcw5VmZ8axNbVlmtgxzHs3I0dpcwLH247P9uMxALjvElhPqaBfqyPe35XjYWDlamvLMDAOdHYLdnEPdXYLdnAOc7H0dbAOc7ANdHAU8tgCNUKOG9KI5Xpir5nLdbBiONJoDzcKFwXBnMwVcroDH9uRwPLk2nhyOgMf25vO9+XwBm+3L5wfYOQTY2/tw+V4cjoDL8+LxPDlcbztbfycnfydHbzs7N7aNI51uT6M5MBhsMwuaviFdz5BpaGhjbGxvaelmwxCwGa7WZl42FuFONu/s3lj48Nf6tIdXPnpjf6DdK8tcPt+7+rMD655f6R0V4r7O38WdY8U01bEy1jU20NbVebrRBG050dHR0dfX19PRp1J0dSn6JnpWdFM2h2bnaisI9Vq+LnTD5uVbtq2K2rVu596Ne/ZH7nlxx3Mv7drz0u6dL+2OsmWY0k20zfVQW1rLiKJrRNE10dK11DewMTeztbZa7um+NSxo35rVu1ZGRIUHbwsLRpYazUyjxd3r/LzW+wvW+gpWCtxCne0j3JxWeLquFCxge5Wb02p3583+gg1ebms9nDd4uWwNEGwP9tkR5B3l77knInh3RMiOiOBty0KjVoRtXRGxISJkdbC/rbWFEYViSqG4WJr4sWjrXO1/+vi9+fpqZXUpLiwlG8qhpQI6ykFSDpJyQlJCyMpxaRkuLgVJCYhLoaMIWnKhMZ2siyVF94nK2+rS3/Din6HkVyj7HSpuQNlvUHWHqIsmW5JJcSbZnY/3l5IDVdAjBFkNIa5Wt5epW0tULcWqliJVSxHWVoK3l+LiUlJaTtkVwdkVwdkZzt4RZrM9lLUthBkVzNgaRN8Zzkbv20NZWwKtN/lZIm0OpG/0p20KsN4Swtgeytq7nPP6FvcPDwSdOLTq4gdRN44ffHT6jfjvD6f++F7K5XcTvv9P8qV3ki+9k3Tx8DPK+vmj7F8+zv3t0/w/Pi+48UXBjS/y//g8/4/PU398L+nyO/EX3oo59+qj0wcfnDrw4Lv9D77bG31mb/SZ3TGn9z7+bk/M6b2xZw7EnXkh/uzB7GuHUy69mXrxUMZP7+RcP/rk6uGc60eLbn5Sdf9/RTc/Kb31qSj2m7aUs01Jp5sSTjUlnW5OPtOQcEoU+01N9LHqR8drok8IH38jij0pWuxD1yWeFSWcFSacrUu+0Jh2sS75h8bkDK1dzgAAIABJREFUixrVJ35fl3BBFH++OfVyQ9IPjckX2zN+6sy63pl1XZLzS3fxbWnhXUn+XXHenc7c2225d9py77Tl3GvLuScueCQuihYXRUuKY7vKEnoqkvpqUvuFad01Cd01cZrfe2sT+kTJ/XVJQ43p/XVJvbVJA/XJw80ZY22ZIy2ZQ43p8qbMocaMgfpUlDgbqE8dbEgZakwdakoZakoZakoabEwcbEwcaIgbqk8Yqk8YFMUN1cXL6xOGGxJHm5LHW1InWlOQJluSplqTp9uTZjqSZzuT58QpCnGSoiNe1RGrFMeppQmYLBHvTsZ609S9T1R9mdhQATlaQY4LybF6crwJJlthtuNPByo0UspgXgJz4gXNd4JSDCoJqLsAHwRcDvggqAdA2QPzC5AmxhqJcRExWkuOVKPVoTBaCWOV+GgFNlaBjVWgDBrKhaknRPh4vXqiHptswiabsKkWbKoFm2ojplrJsUYYqQV5OQwWQF86SB/hLT8r684ra79T1Z1Q1R2fEf53subzuYavSelZkN9UjWYopqswRT1gbYB3EriUIHpxcoCE4cWM2ASQT/VMK5okp4GcWtQEEOOoag24HHA5SQzhIMdgEF+ixbo32nAyskSjACNAoBr4KBDjBDmJEdNqYlZNzOKLI1ea1dxIJKhJwEhQKean0Hi0sCjvjed2ezlwkQT2HHc7jjOf5cCh821oDhw6CjnzGBZsminD3JBmomdlrMswN9TI2lTf0kjHTF/LVI9ipqeNKtjPCC0SsTTUpxkb0owNLQ31TXW1jbW1jPR0NTLU1THQ0V4gK4WiTaHoalH0tamGujrojwx0tPX1dPR0tfV0tXV1qNpUClWLQtWiaFEoSx3zM9ZZV4uCwmVLpbN4W1GPQjGgUg21tY2p2ibaOoZaFPTfSTc2YpmZciwt7KytHVkMhrEh18yUa2ZsY2zAMzN2olvZW5kzDfV4VmZcmgmfZm5rbeZIt3JiWjozrV2YVh4cljub7sm18XPgBbk6+Thw7azMabpUnrmJK5flbcdz5bI8eWxfZ3sfe74Dk+bJYzuzGS4suguH6c5hObMZbmymly030MkpwN7ei811YzBcrRnuTKYPlx9gb49uYHuy2AI225PF9mCx3BksNwbDlU4XsFm+fL43l+3GYLhYW7kxGAI2y43B8OTa+Njaetty3W1snBk0dJeTb2XNsbBmmljQDU3phsYMIyOOqQnf3MSZYelEM/Hh0gMdWOv9XL57/1B50r32/ORDm4J3BdgeXOV5ZPvyVzcEPbfSd0uQqxfbxIdvbWOiY6FPNTPU1dfT0dXV1dUzoGhRtXSXhsqoVIq2LtXQUMeYbcVz47uHCsLXBK/bGLYpatnWPWt3v7B5/+u7nt+zbuPh5194+4UXXt65Y01IkKm2lpkO1VSbakTRMqBQjCjaRhRtU6oey8TCkWnjyeP6O9kvEwg2hARGRaDYl996X6/t4SEb/LxXeDov93CK8HAMdbUNdrWL8HBcKXBZ5+OxOdBnS7DfpgDv9b6ea73d13i5rfPx2OjjuclXEBngtTXIZ1uI3/ZQ/x1hAXuWh+xaEbJnVdjuVeE7V4VtXx4WFRGyNTzYjWFlRaEwdSgMbYqrlWWIg+3za1bl3v5D3VI1XJwM4gpoKyKa8qCnWtmUg3WWKcTl85JKpaQKE5eTHUXQlgMtadAcB6KbILpO1FxWV55Wlx5Tlf4Xq/iCqPqfqvIrrPYctPwMkkfQlQZ9+WR/OfTXQHcNyGqgswpaSghRPlaTg9XkkMI8rCYH6guhrQwkVX8P6ahgRmQADWlLoPXWIDp63BLCiAxibAy03hRIiwymRwUzdoazX9rg9M5uv+Ovr/7+/W2/ffXC3VOvx5x7K+nS0eRLRxO+Pxx77lDsuUNx599M+P4/iT+8nXzpndQfj6ZdeTfj2gfZv3yc/8fnxbe/LLnzVdGt/+X/8Xnub5+mXf0g5crRhItvx5x/LfrMi4/OPPfw9IGHp/fEnNsfc25v7Jk9sWf2xJ3dH3/uQOK5FxLPvZB++VDShVcSz7+cfvlQxpW30i8fyrz6n/xf3y27/UnxjQ/Lbn8ievx1U8K3DXEnGuJONCeerIs/URt7rCb6WNXDryoffVX9+Jgw9ltR/Kna+NN1iWfrUs7XpZwXJZ0XJZ2vS/2+Me1iQ/KFxpTvkRqSL9QnnRclnK2NP4O+qEs815J+qT3zSnvmFXHOte6CP7ryb0nybotzb3fm3OrIudWRc6cz925n7l1x4QNJYbSk+LGsNL67PLG3Mrm3OqWvJrW3OqG3Jk6jPmF8nzC+vzZhqD55sC5pQJQ4VJ883Jg62pw+0pQ23Jg63JAur08bqksdqE3uFyYNiBIHRAmDdfH9tbH9osf9osd9tQ/7ah/2Ch/0Ch/01Tzor340UBM9KHwsF8WO1MePNcZPNCdOtMRPtMRPtiZMtiZMtSVMtyfOdCTNdibPdyaqOuLV7bHqzjhckoDJErGuJLw7Vd37RN2biQ0VkMPlMCYkx+oBQXq6E+a7QLEopRSUUlCI/x/a3jo6qvtr+z7JJDPxcddM3F0IDoXiUoprvUBbKC3QlrZUgSRoi0sSAgFC3BPiNvEQd3eZuM+cc77PH9/JkMrv997v+7x317VmTU4GFrRr9ZNr72vvrUpuTzeAyXowWQ+m6sB0PZhpAHPNQNEFlD1A0QPmOsFMK5hqBBP1YLwWGy5Hh0rh0lBcno/L88FQAT5ciA0VoMMFqiz3SAk6UqIcLVOOVizEs2KiXjFRrxhvxCYa8OFqFaR70kB7FGgMxCtuKIt/m8n/bqbg66m8L4dyjvVnfSTPPzZT9c1cy7U5ecL0WAE6XYEr6wDajGHtON6DgQEMDGFgBANjGJhnMAbf/O3a1dhChANUDtA3kAZYHwp6laAbVWkhpAfm+9yDAIcaAvigqheA9QO8H+ADKJCjYFgJxlAwjYJZiGQA/8EBUG0cm8XxaeXsGMBnATYTH/J8y+rlZjyWOZ9tzmeb8llSLkPMofGYZC7DSMiiCJhkPsOIRzdkU/SYRjoQ0jR9bboBkWFIYhrpMAxJdAMiVU+Loksgk7T/VbCsvRDbhtoEfSJBj6itQ9ImEbUgfSF6YQSJoIloETS0tTThcy2CBkETUX9M/cn/AmmC5r/g+Z+QJmloQE7rEgh6iIYhQYtCJNF19Vh6BlxDsjGdbsZmm7KYJkyG0Eifo0sUG+pbMOnmDJrAUE9EedOlljCpxiyalE034TAshVxLIddKxLM3ETuZSx3NjC2FXGMWjayF8CkGNhKBi6Wpg6nESsSzFvMdTCU2EgGcfIO/Cr6xlwituDw7ngCu+YRLueEktFqw9wxlw+Vasdn2Ap6TWOgoEsBBbWsOy47PhePa9gKeHZ9rzWGZM2imNIqURjNm8URMHp/C4hhSOQZGPCMjEYUioZHFFEMTBtnZmOdszLXjU7cscX5w8fv67PjQP37e5ibdt9z2t6O7Dqx03OgoPrDKZZWtyFXCNKXrsnQJFJKmLoGggSAIokXQIiIETYSAIJqq5LeGhoaWJomkqcMis43ZEgcTJy/7Jatc12xYtHHHih171r57cMO297Zs+2DHu7vfXnd4+/Z1Xl5wEMBAU0PnzbSehg6iQdXS5xnRpCyWnVSyzNFhndeiLUu8Ni9etGWR+5ZF7tsWe65zcVzlYLXKwWq5vbmXrYmXrclSB/Ol1qYrbS1W21u95WC92t4KvlnrZLvCxhw+X+tku97VYZOH81Yvt22L3bd4uWxd7Lp9qfs7yzy2L/PcttRjy2KPzV7uzmI+GUGMEISCIDwdHQsmc5mt7cUTx+XFqcOFsVhVGqhOBfUZoClbUZUKWgtnmoqmm0pmmovnmvOxxixQ/wrURIPaYFD1EJTfUBb9OpHz9WjaJ0MpB4fT9g1l7J/I+3iq+GtF9UW88R5oCwOdyXhnLugoBM2FoCEfVGYri1Nmc+KnMqLn0mMUGbFzmbFoXhL+Oh1UZv8d0pDTWzzYG1zobztS1jqQ1zlRN7uzti3ibvFgb3BnbnRnQ0ivd2NsdGVs8WDvWyX5eIvtj+8t9/l8493v9vj/fPj5hQ/CrxyLvv555NXjId4fhnh/qOa0GtIJt04m3/s6K+Cc7On5vKCfcgJ/SH/0Tcr90/G3TsXe/CLqxvGwKx+G+BwO9t4X7L0v2HtXqO+eUN9d4T67wrx3hvvsifDdG+V7IPrywUjfw6EX94de3B/hcyjq8pGoy0dir32QdPPTjAcnMh6cyA34uvj5udLgH+BrZfgvJS++L3r2XX7Qubyn3+UHnSt68SOEdEnYhfIon6rYKzXx1yrjrlXEXq2IvaqCdJRKFZG+ZeHepaEXS0IulIRcKAr+rSTkQmXU5dq467Vx1xsS/2xNe9Cc8qg55VFDsh9UY0pAY+rjprTAxownzVnPW3OCO2ThnQWRXYVRnQWRnQWRXYURXUVhXUVhnYWhCwXHtPpeR6k1UB4zWBE7UB7TXxbdWxrZXRzeVRTWWRjSWRjSWRTclv+sLf9pa96T1rzHLbKAljy/ljy/5lz/NtmTTtnT7vxnfcXPB0qDh8pDRyrDR6vCRqvCRqtCx6rDxmvCJ2ojJuvDJ+vDp+sjZuvDIKSVTeF/g7SiNx0fyAXyInzotQrSE/VguhmfUQlMN4PpZjDVqCL0VD2YrAeTtWCydp7TTWC2Dcx2gNkOVbR7qh6M14KxKnSoFB0qRuWFysE8XJ4Pb2zgI/n4sKoJjY+WwLMZ+Fg5PlqJjddg4zXoeC020YCNN+ETzehkMz7ZCEZqgLwc9BeArlTQGo3VPZkt+2Oq8Hd5xml51sn+9ONdKR91pH7Uk3N8tOzbiabrs4MJ02NF6HQVQBsB2orjXbD9rCY0BsYBtMsLIf3m5pUa0kMAH/onpDHQO0/obuzNLpSFkbF5qX/hAkjDnxVQMP7fIY2ik7hyEuCzYwNdt30vOplL4QVlYxZNwqaJWVQBk8yhG7JpBmpCc2kGbIoei6wLqUzRJVD1tNSohpymGxD/E6RVVF6w9dNQm2BA0tLVfoNniGHIXYhntbQIGtA0q220FkEDfh4+/7+HtMpPa2gaaBKMtLTJ2kSqNomlZyCgUIyZTCs+z4TJ4OqR6FoaLJKW0EhfYmTA09cRGKnmsv7GafgTj6WQayMR2ElFDqYSJ3Opk7mUqUekkQhCmpGzhYm7jYWNRGAp5DqZS+2kIisRD37eWsy3EHAgpM1ZbBsODx7MgNvEHAQiWy5fnQ6zZnOtWBxrNhe6alsez0HId5aInMRCOz7Xhsu25XEchHyIbbUchHwbLtucxTJh8yVMvpDG4pHpPCMKn0wWU6kSGtmYRrbg0J2Nee5mQhsu2Zpj9MnOjakvHzbmRJ97f8vht5xO7ly1a7Hlenv+jkWWa+xFi0xY9gIK30CbSkSouiS43kRLSwvOYkEnrVpvokHURoh0AwafyjPnWTqZuSxzXLl+8aYdq97ds/bdnSs3fLb34Me79u5au/7zw4ff27HDmMVg6esaaKrXviI6iAYJQfQRIo2kzzY0sBDwFtvZrvX02OTluXGRx7bFnjuWLd7s6bbOxfEtJ5u3nGxWOFhASK90tFxsKV1qabLMyhRqpa3FGkeb9a4OakivcbR529lug5vjRnenTR7OmzydNi9y3rrYddsSt+1LPLYtdt/s5b5pkdtqR1s6ghgiCF0D4RCJxmSyk1i8e/nisvDAqdcpM8VJePkr0JyDV6WAmgzQVjzbWDTTXAohjTdlg4ZkUBsHaoNB9X38te9kzjf9yR93x+7sjN3UGbuuI+HtgYx35Tnvj5eemau9grYE4h0xaEc63iYDjXmgRgZK0+dy4ieSw0fjX04lhM4khU8lhSsyYrH8V6A47Q2kF3J6qyfnncX8ze6sdU7U9c60LR5sWPRe7WC00ElDh713pfijzTbfH1568di6m2feffDD/qe/Hgn1/TTq2meRV49HXTsWefVoxJVPwy9/ojbTMTc+S7pzKvXBGTWkc5/8mOn/XdrDsxDSkdeP/Sukw7x3/g3SoRf3hVzY9/L3vaEX94ddOgBRDTmdevezHP+v8gLP5AWekT0+XfD0m9LgHwqefpP/5GzO47PwPkfe0+8Kg38qDlGtGKuOu1qbcL064UZl3LXKuGtV8df/Sejil78XBf9W+OLXvKCfCp7/UhbuXRV9pTrman3CHy0pdxqSbjck3W1Iulv3SnVyozHlUWOaX2NaQGNGYGvO8468l3A7d3teaJssZCGYOwpC2vNftuUFQ3UVhfWWRvaURECE95ZGDpTH9JZG9JSE9xSFdRaGdOQFt+U/a5MFteY9acryb8x+1JT1qCH7fmPW/Ybs+w2Z9xoy77VkPWrN9uuQPe4ueNpX/Hzw9Yuh8pfDFS9HKkNGKkNGq0JHq1+O1YSM14ZO1IVN1obM1ofN1ofMNYTONYcrWiKUbVEwOzbXkYj2pEJIA3kpPlQORqrBRD2YasKmVQJTTWCqAUw2gKl6MFUPJmvARA0Yrwbj1WCiZh7VDWC6EUw3wiFpfKIaHyvHRsuU8iLlUKFyME8pz8UGc+dPSsvwYdXZK7iEBB8rV60qm6jFx+vw8QZ8shGfaAaTLdhUC5hqAuN1YLgC7y/Eu9Lx1hhF/bOZsjvjRT59Gd/1ZnzVnXaiM+3zzuyTg8XfTjVeVHQ+mpWnzIyVYDO1AGsBWAcAvQDIwQJCz0N6HGDj/wbpkb9DWkXc/6+QVvYthDSugvQYCiYXQBpTQRpgcHhaqZyA68Zaasu/+fyohEk15TKhpFyGlMuQcOlCDk3Apkq4dLh+i88w4tIMOFR9NkWPTdGj6mlBSENOq0XR+XctjHDDpdxqSC8kNCSupgbyN0Kr+a220Qsf/l9CWj1mraOpqbfgspahBoFG1OEaGopoNDM2S8qgC430WSQtupYGk0jg6RC5eiSegS7HUBeOUC/ktJhBMeEwIGutRDwbicDJXOpuY2FvIuYa6RlqInyKgYOpxNXKzE4qMuezIaThJ9Wu2lbEtxe9sc7QT0NLDQltyWSb05lmNIY5nWnJZFtzOAuRrIa0vYDnLBE5igT2Ap6jSOAqlbhKJU5ioTWPJ2XxxAyOkMbiUag8IwrPyEhINhJR4F1OqhnD0EnCXWQutuGSVzqY/XjscH7U44LIhxe/2LfJSbTTy2LPUusV5swlUuoiE6aLhGZM1ubqEYxZNI6RIby9odrnrYEgmghcF6qFaBMQLYoulWHIFNONbSX2Sx1WbFy6Zdea3fs37Nu2fP3HO/Z+uvvgwc3bPtq9+8NduzxsrSnaBCOChp7KUhMMNLR1EU19hEjR1qWSiEI61cFUuszRYY27ywZP982eblu9PGB87C0nm9WO1sttzTwtxF5WxiscLCCkl1ubLbc2W2ZlusLGHLrnNY42axxt3nKw/pugk962xG37UvftSzy2erltWuS20dN1y2IPHolgiCAcohZLS0tiZOQskay0MvP7/uR0cQr6OkVZEg9qM/GyJNCYC5oKlI3Fs02lsy0lcy0FaFM2aEgFdXGgNgQrvzld+LM8/YvO+L2t0RvbY1Z3JizrTFrRmbS6J23rgOyj8Yrzcw33lG0hc20JaHMGaMgDVbmgOG0uM3YyMWwi7uV0fOhcUoTiVSSeEQfyU0BJBqImtJrTULtXSLZ78Ta5MTe5MeETCOn1rsy1LvR1rvSNHqzN7qytnhzopL894PXbJ2tufLX97nd7An8+FOLzSeTV4xFXjsXc+Cz6+vHIq0ehoq8fj/vzi/ibJ2A3OtP/u5zAH3Kf/JgT+EP24++zAs7Bcnfk1aOhvu+/9D704tLe4It7gy/tDPPeHeatKneHX9od4b0n0md/lO+B8Ev7I7wPhF/aH3phb9jFfZE+B6MvH46+fDj26nvJtz7NfPBF1sMT8DXX/1Te469lj0/nBnyd7Xcq69GXGY++grtF856dK3r5c1nEBeika+KvVcddhZxWx8LLI7zfHKV+9pP60FZp6IWKSJ/KKN/auGvNybfq4m/UJtyojf9TpaRbda/u1iXfq0952Jjm15oV2CYLape9aMt93przrDnraXt+cEfBS7Xa8l605D5rzglqzglqzw/uKgrtKgptzw+G73tLI7qLXnYVBvcUBHfkP++UPWvNDWzNCmjKetSc+bAx635z5v2GzHtNGffqM+40pt9pTL/bnHm/NfNBe/ajLllAb8GTgZIg+evnw+XBIxUvRypejFYGj1W9GK8Onqh5OVHzcrI2ZKYudLY+TN2WVrRGwuDYXEeisjsF68/B5flAXqyC9FgtmKjHJ1UCE/Vgsg5M1IGJOjBeC8ZV28TASDkYKQejFWCsAoxX4xPV+EQ1GK8G4xX42Gt4dxLiWTGYoxjMwgazcTjKPCzDhwvBSClYmOIeqwJjNWC8DkzUg4lGMNEMJtvAZBuYagdTrWC8ER+uwgaK0e5stC1xriFkqspvvPQPecHFwYJfBvJ/6i/4sb/057Fan7mO29jAizl5xux4BT7TALA2gHcDMADAMHhD6EkMTAJsch7S4wAf+9vp6Pmk2BDAhxYQtw+gfQDrAwtiYv9h+GoBpNEBoOgFym6g7AVYH8AHMFwOIY2BCQzMqJaXAAXAUYChAEeV6DSGT6shnZ+Z/N6ud8QMiqWQayHgWAg4ZgK2KZ8l5TMlfKaEzzQRsOAuaz7DiEPVh04ammnonmn62rDQDfWfnDSkshFRa6Gx1tPW1CNqk4haCxvM/yQu5PE/sb2Q0/9vIa29QAufLzzaoYdoGGlps/T0+GSyiE414bAseWwzNkNgqMckEtg62kIjfbYukaVPYhvocI301JwWMygCqqGUTbcUcq3FfFjTtjcRu1iaethaWgg4VKKmDoJwDHXhQ2sxfyGkrcV8Mx7LlMu04nOcjI0dRSJ7gcBeIHAUiZzEYgeh0JbHcxAK7fh8Kzbbgsk0o9PNGQxLFsuKzYY3NO0FPHsBz5bHseaoDmtac1iwRG/NYUGKOwj51jyeOZtnwuZLGBwRjSGg0AQUiohCFlHIAkM9Y5qhQF/LhKbvZiqwFzLtBIx17tZ3fvmy+/WrgpiHJ3at2L3Mcvcyy7esWMtM6UukdDcRxZJGMqPpe5gZe9laSRl0EixyQxtNQDQ1NTU1NbUQbS1EW1/LwIhE5hryzXmWHlZeaz3Xb1u1Y/faXR/vPPzetl1H9xw6tu/g3o0bD23btn31KpY+yVATemjEQJNgqEnUR7T0NIiGWiS6vi6XbGjKZbtZmK92ddq4yGOTh+t6V6f5cSzb1Y7WS6ykbqaCRZaSlY6W6nL3anurlbYWy63NoIdeCGb4XagdS9x3LHF/d6nHu0s91JDe4OGyZbGHlKwPnbQ+gtAJBFuBwF3E++ztZV1JwaA8fa4gBpQmgddJoDkfrclEGwsVzSVzLSVzLQVYcw5oTAP1CaA+FFTenC76YTD90474HW1xb3UkLe5Jce9Oc2tLdG1PXtGZuXOw+MRkzRVF85O5lghlQxKozQLl2SA/RZkeO5MQNhsXiiZGgJQYkBwNMhNAQRooyUIWEnqhdiwRbPXkwFb0tkXc7V68LR7s9W6MdS6Mf0L6o802p/e4//LR6uuntqkhHXHlWPjloxFXPlXb6Ojrx+Nvnnh196vUB2fSHp6FkbGsgHPZj79XayGkYU/6xYU9Ly6++58gDXkcfflw2MV9YRf3Rfkeir58ONLnYKTPwYQbH6bcPpp869OU20cz7n+e+eCL9HufZT36MvPhyfT7X6Td+zz1/sn0h6fgXerC4J9KQn8ti/SuiPaFKo+5Uh13tTLKtzLauzzCuyziQknI74XBP+UFnc99ei4v6HzOk+9kT38sDvmlLPxSWcSFqujL9YnXauIuV8e+yYdXx12tib9eFX+9NulWXcqdhrR7TRkPmjP8GjP9GjIeNWT4t+Y+bc0Last70V7wvD0/uC3/WUvus6acwKbspy2yp215L9ryn7XKnrflP2vPD+4qDO7KC+rKf9KdF9SZF9iZ+6Qtx78181Fz5v2WjPvwtSnjXnPG3cb0O03pd5rS77RmPmjLetiR49clC+gtDISQHip7Bgk9WvlcDenJuuDJuuCZutCputDphpCZprDZ5nAI6dmOmLmOeGVPMjaQBQbzwUARkJeCoQowVquqOY/VwvozNl4DxmrAWBU+WomPlMEsGCYvxYaKsaFifFhdsn6Nj73GRkuwkWJ0uEA5JIN4nhvIVAxmYPJMfCgTDGeBkRx8uBAfLsGHS8BIqWppyUg1PloNxuvAeJ0K0uOtKk5PtoCJRny0Gh0sQfvy0K40ZVvMbMOLqRr/6bqHU7V3JmpujtXcGK2/Nd5yb6bLf7YvTDmSp5ysBXPNAO+eT3HD/djjf4E0NvkPSKu2mgAwNA/pwXni9s9Duge8IfQCSOO9ONoLlL1A2aeSog8oBoCiD8x0gdlOMNsNFD24sg/F+5X4kBKMYmACA1MYmMHBHMDnAK4AmAJgCqViCpa7AZjF5ybCngVsXLHEjMeCtVZzPtuEx5RyGcY8BhxAkvKZEi5dwCRzqPoMQxK0zlQ9LVj6hq1oso4mTI0ZEpF/TY3B+xn/Cml9ElGHpK2G9EIq/43TsNC9EM//E1T/TyC9UH+5d4loGBK06CQSx8CApa8rolOtBVxbEd+EQWWRtBjamhw9El1Hi6GrzdQjsg10eGR9WPcW0ckiOtmEw1A7Y1j0djQzhpbanM821ETUnHa3sbCTiiDObY2FENJSNt2Cy7ITCh2EQiex2M3ExNPc3M3ExJbHM6XRnCUSJ7HYXiCw5fGsORxrDseGy7Xl8SCS1bJiMy1ZjIWy5rCgn3YSC+1FIhuB2IIvNOPyTdhcYyZTwmBIGXRjOg2G40xpRhKyjjnTyJpLdRSzl9iKj+5aE3H/996K1MyQm8e2L97gxN/habbJSbTCjOEpIju3eIzhAAAgAElEQVTzjBx55JV25u9tWbdj5XKegb7W/GUsCGktTQJRg0TUIGkjRD2CPkOXLaYb24ocPKy8VjivXuv59p51O9Z5LN/oter97bsPbN52aNvWQ9s2Wwu4ZI03y+n0EA0SokFCCHoaWmyyIZtsIGLQ7KSSlc4Omxcv2rLYY6O7y0Z3lw1uzhvcHNc62S62kLga87wsJGucbWBGDFrnVXaW0E8vszJV01rdpX7b2W6di/07i93UkN6x2GOrl9tmT7eNnq7bl3m5GAupCGKEIPoIoo8gFmy2M4+z0VyUfuO32bxEpSwWK4gFZUmgNhutTAeNRYrmEkVrqaK1GGuWgaYMUJ8E6kNBw11F+Xl59iddyds7Xq3sSnHvTrHvTLVuf2XfluzemrahL/+jsYpfZhrvzzS/VDTEgopkUJIO8l4p0mJmksJnEsLQpEiQEoO9igIZ8SA/FRRn/gXSsPQNpU6QwRY1rIFv8mQvdNLQZ+9cyj+yzvzUTpefPlh5/dS2+9/vg+XuiCvHwnxVhA7z/Tj88idR147F/fkFhDSMdi900pn+32X4fZtw61Tcn1/EXDsecfnDUO/DLy/tC724L/TSrkifvRE+u6CivPdE++yN8TkQ63sw7tqRxD8+iLt2JPzS3rCLe6J8D0T5Hgi7uCfCe1/s1cPx19+Lu3Yk6c8P0+8dS7t7NPGPD9LuHk+9cyz59tHk20dT736W8eBEVsBXuU/O5D//vujl+dKw316H/14a/vvriAsV0b5VsVcqo70rIy9URFwsC/u15OUvBc++lz05l/P4rOzJueyAMzmPvy18/kPJy19KXv5UFvZ7dfQlqKqoixVRF+DEV0XUpYpo79qE6zVJN2qT/qxN+rPu1c26lFv1qXdrU+82Zfk3Zwe0yYI68oM68p+35z1tzX3anB3QnB3YlOXflPUYfrc972l73rM22ZOOnIDOXP+e3MAuWUB3zuOOHL+OrIetWffbMu61ZN5ry7jXnHG3Nf1uc8bdlrQ7LWl3unL8unL8emT+ffmPBwqfyIuDhkuDhkuDxiuCxyufT1S9mKwOnqp5MV0bPFP3cqbu5RSEdH3YdGP4bHP4TGvEbFvkbEfMbHucsicZ78vEB3LBYCGQF4PhMjBahY9Wo2PV+KhalWC0EoyWo0OlmLxUOVCM9heg/QVofz7an68cLJifpCrERgqxkXxsOA8dylHKM+cG0lUaTFPI09HhdGwkAx/NBkMFQF6kYvzQa2z4NT5chQ9XgbFaMFYLxhrw8SYw3grGW8GEGtI16FCZcrAQ7cvGelIVHbFzreFYV/hc58vZjhcznc9muoJnekNmB8KmB+PQ8dfYdBNQdAK8D+CDAJcDfGwe0pMYPo3h0/+A9MgCDc1DenAe0v3zkO6BkJ5fNDa/awzvBVgvNtuFz3ThM91QYLobTPeC6W5sqgOfbsemO7HZLnSuR4H2KjC5EoNt6Un4R8KxWRybVd2NxqYAUL0O93deu/SLm7W5hYBjLeZDSEu5DAmbJubQhByakENT22g2RU/deGYYktSQpugS1IQ2JCILj0su1N/uUareEwmGujq6OkRIX1UkW0uTqE2A9lpdA1eHyP63Ia2NICQNDT0NTX1NVd6bSiIy9HQZuiS2gZ6ESbUS8Sx5bL6hHk1Lg6alQSVq0kgEhq42S5/EMdRV96dVW8k4DDMey0LAgfS1NxGb89lO5lIXS1NjFk0fQXQRhE8xsDcRO5hKbI2F8DO2xkJzPtuEw4CQthcIHIRCF2NjT3Nzd1NTB6HQgsl0lkggpx2EQohqGy7XhsuF1lmNamsOy5LFsGDSYdHbQchXy1kicpZKbUUiG4HYiie04HLN2GwTJlPKoEsZdDMW3ZhGNmNRLThUCVXPjEV2MRUutpZsWGR14uDbsqiHfRWpQZfPfLjRbc9Sy52e5hvs+Eul1BWmHE8hbaWV+PynRy599cUSO0sdAkKAW8c0EIKGppYmQYegq6ulp40Q9bUMmHocPkUkoZuac63tJE6u5m7OUgdnqZ0lV7Jv47bfT3/z2YEDW5YvcTQRMnU09RdAmoggRESTiGhSDXQZBrp8KtlKJFhsa7XO3XXrEk+422SLu+smV8fV9lbuUr6DgOlpJlrroiprqwkN+9MrbMxhAXxhW3qdi/16V4fN7o5b3Z22e7q8s9gNzmJt9fLY7OW+Y8WSNS4ODE1EH0EoCKKPIFIG3YHHXiPiXj+yqyvyiVIWD/JjweskrCQJ1GSDxgK0uUjZUqpsKcZa80BTBmhIBo0RoOm+svLHYdknPanbu1KXdae5dKdatiVLezLsOtKc29JWd+XuHy77bqru5kxT0Fx9JF7+CpSkg8IUZXb8TGrU9KuIueRINC1GkRKFZcaD/BRQlI78K6FhQxqyeYsHe5Mbc6MrY6MrQ53uXu/G2ODOXO9MW+dE3b6IvX+18ckdTuffX3H91LYHP+wP+u29sMtHI64cC/X5BNa6/8bpxNtfwuBYpv936uBYht+3KfdPJ935OuHWydjrn0Ve+SjM50ioz4Fw7wPhPnuifPdFXd4T6bs70nd3jO++2Mv74y4fir9yOOn6+69ufpRw4/3wS3tDL+yGkA75fVf4pb3Rlw/GXDkUfflg4h8fZNw/nnrn09irh5P+/Film5+k3Dme+fBkbsDXsqdn84POFbz4oejlz0Uvfy4O+aUk7LeySO/qWN+qqIuVkRfUU1v5QedyA7/JDjiT8/hspt/XWf6n855+V/j8h4Jn3xcHny+P+KUq+veq6N8qIn8tj/ilLPzn1+E/l0X8UhbxW228b038lZr4K1UJV6oSrtUk3ah99Udt8s2mjAdNWf6tuYHteU878oPa85625ga25DxuyXncmOlXn/6wMdOvTfakIz+oTfakNduvPftRV45fd65/jyygO9e/K8evI+tBe+b9tox7UK3pd1vTVYRuSbvTIwvokQX05T/uLwgcLHqqhvRE5ct5Qr+crg2GkJ5uCJmsDZmsD51qCJtuDJ9uUUM6arYjRtGdiPelg4FsMJgP5EVgqBSMVgDVjHK1alIZVqRHytHBEuVgIdpfoOzLU/TKFL0yZa9M2Z+LDsmUwznYcB42nIsN56JDWUp5pkKePjeYNjuQOjuQOjeYopCnosPp2EgaPpqNy2X4YCEKOS0vxYdeY8Pl2JB6HWn9XzndjI83oKM1yqEKpbwEHyzEB3KVfWmK7kS0N1HRF6/oj1MOJqAjr7DxFGwyVTGejY1X4dOtQNmjSlljwwAbxXGVh8bw6b+Wu8cA/hdCz0N6PqENCa2GNNozv6l7HtKq8HavcrJdOdmunOxAJ9TqQic60Ml2dLIVnepAZzqVs91KRY9C2a/A5BgYQ+edPY5PA2waoLMAmwZgFqa7ATrV0Vx77usvzPlsCwEHGjgLAceEx4SQFrCpENJiDk3AJMPgGJuix6Hqc2kGsO5N09eGkFZr4YLPhYIVb935aShdDcRAS9NQR9tIT1dPl0QiakHQQsdMImrp6ZLUDltDfbJBA/nfgLTWX0XS0IB4hoIbQwVUMsdQX0Qn20gETiYScw6Tq6/DIBIo2hpUoiZdR4upR4TNaQhpAdWQT1GtPTFm0cz5bOiq7U3EsMTtZC4V0owgdTiGuk7mUvgtRzNjexOxhYBjymVa8tguJiYOQiE0yo4ikZuJiatU6iyROIpEjiKRg1AI694w123BZKrZvNBMWzDpNlw2NND2Ap41h6W6zSUU2vAFVny+mtDGdLqERhVTKVY8No2A8A1INgK2CYNsxiI7GvNsRUwva96BjR63fzvZlBfdU5Z89/zRnV5me5dabneVrjZnrbcTLxbTlxqzrp/+LOzmlb3rVuppa2hrEyCkNRENbYKWnra+AclQR0OXrEPhGgkEVDHfSCwgS6RMc0u+7TLH5XvX71rtsvT3Mz9U5+bf9/HZtnLZSmc7EVmPQdLQRxB9DUSfoEFENLURAkmDoKulYaSrzaEYmnDZzqbGyx3tNnm5v7ty6WY3l02uzuud7FZamTkKmNYssquEu9rRSu2hl1mZeplJFpsbL7c2W1jfhhVvCPJ1jrbrHKw3ONlucXPc7umyw8t9x2KP7UsWbV3iudnLfZ27sxGCwMPhBggiopBt2Yz1pqIvlnuUPLiO5iWAogRQkjidHQ6aCkBjAdZSrIJ0SwFozgKNaaAxEtTfni77YTDno6607T1pq3rSXXvSrNpTzPpznboyXFtTV3Zm7ZaXnpmsvTHd9GS2PgxUp4LKbFCWoSxMnsmOm8qInkmPns2ImUmPRnMSQFEqKM1A1H1oWOJ+ZzF/qycHUhlyGqbJNruzNroy3nahrbYnr3akrHWmvu1Ce9uRss6Junu58OMttmf2evz0wcprX259dP7gi4sfRlw9HvvHiYRbp2L/+Dz88iehPh9FXTsW+8fnMNqddOdUpv93UFkB56CHTn/0TdrDsyl3zyTd+jL2+mdRVz+OvvJBhM/B0Iv7gn/f8fK3HSEX3om8tDPGd0/clQPxVw8mXD4cd/lQwtUjcZcPRXvvj/beD711jM8B9ZcQ5InX3lMr6tK+2KuHk299mn7vs5TbRxP//Djt3ud5Qd/AHFl+0Dn1UBZUycufykLOl4WcLw3+oTDo2/wnZ/OfnC14+k1h0LdwygsOehUGfVvy4vvS4B9Kg78vfvFNafD3leE/V0f+Whb+U1n4TxVRv5VH/loe+XtF1IXK2EtVsb418VdqE65WJ15vSLvTlPEAZrs68wI7ZI/bcvzhlx2yx+25AfDLlqxHzZkPmzIedMkCevNU0O0vCOzLf9wj8+/O9YNsbk2/B9We+aAj62Fn9iPYje4vChoseS5//Xyo7MVoZch4dch4dchEjco0zzSEzzSEzzSGzjSGTtSFjDeETzSGTTbNQ7ojarYjStkdj3Ynob0pWG8a6M8BA/lgsAgMFqODJUp5CTpUhg6VKuUlyoFiRX8R2l+g7MuHYFb0ZCt6spW9OVhPDtqXiw5kKQYz0IEsdDADHcxAB9OhlANpyoEUhTxVIU9VDqUph1KUQynocCYul+HyfHywEPppfOg15DQYrXnD6dF6MNqIjTViY434eAM+XgfGauByUHy4GP5AAMZkYDwPTOaB6XwwXQBmCvCZAmy6GMw2gtl2oOwBONwpNgrwsTeQ/ntPWg3pIbUWTDkPABzWuuHq026g7AZop0rKDqDoAnOdUPh0JzbVoRxvV460KoZbFMMtiuE2xXCLcrRFMd6qmGhDZzrRuR4M7YNtaRhkw/FxHJ8vv6PTENIK5cT09DAAs4W56VvXrbI1FjqYSqzFfHM+25hFE7Ooxhy6MY8h5ND4LIq5mCvlM+HWLQhm9Ww0dNXqcjdZR5OiSzDUJpBJ2hQdIqSyPkHDiKhF1SVRdUlwWhrmuuFnDHW09UlEXR2iDunNIBbUf4Lxws7037SQ1uoP/ydI/z/Cm4ggehqaBgQt+EdlG+pTiFoUbQ0hzQimtaUMKk1Lg0YiGBEQKlGTbaDDNtChkQh0HS0eWR+2qGF8DCa9YZvZ1ljoZC51szZ3NDM25TJZ+iRoEC0EHBuJwNHM2NnCBI5mmXKZJkyaJZdlzWHZ8jgw8OVmYuwsETkI+Qtz2rY8jhWbCaeqIJ5teRw7PteOz7XlcSCz4XsoOz4XtqWdJRK4j8zJWGonFJoxmRIKxZhKNWUwBEb6YqqRlEE1ZVPNuXQrAcvemO9syrfk6C615Z04sDEu4EpnSWLlq2dXvzq01VW8w910o71gpSljiYS2zlby0Yblv3xyyPvMCZaRvq4OEf7nIGoSCAhCQLS0ESIRIekR9On6HBHLxE7q7OWwfI3Xhk3Lt21dtWPfpv271m7/aNfBhOcvq7OzN3m5b13m4WoiYBIRPQTRh0fHNQg6BBIB0dTWQHQICJmkxaeS7cSCJXbW69ydtyz22OLuunPp4j0rlmxf5LbS2tRFzHHgM5yErCUW0uXWZqvsLGFPeoWNOaxyr3WyhZBe52K/zsV+rZPtWifbTa6Oa2wtNthbb3VxeGeR684lnu8u8YSQ3r7Ma5WjrYRqpDd//4OuQ7TlMt8yEW2UcKN/OTOVGTOTHY4XxiryokFtFmgsBC0loLUMayvDWgrxpmy8Pg3URaDVN6fLzg/JjnalvtuetKI92b07zbk307E3y60r3as9bW1P7qHRsnPTdX/MNARO14ZgdWl4dTZamaksS0dL0xTFKXBUWlmYjJak4q/TQXkmok50Q07D3vNGVwZ8CBebQBu9wYW+zpW+xpH6lhP1bRfa2y60tQ7ktQ7kd5fw3t9geeIdx28PeF06tu72N7se/3TwxcUPwy8fjbx6PPLq0ZeXPnhx4b0w349hdgya6eR7Xyff+zrl/mnYn059cCb1wZmU+6dT751NvHkSlrsjfd+L9D0U7n0gzHt32MVd4d47o312x/juib28P/by/ljvA7HeBxKvHIn1PfhPSMP38VcOJ1w9AvGccPUIJHrc5UPx1z9I+vPjxD8+SrjxYerdz2SPT2c9+irL/7TsybcFz76HZro45JfikJ9KXnxfGvx9afAPxc+/y39yVvb4a9nj0/lPzuQFnskN+Crr0ZfZfl/KHp8uDPqm6Nl3xc+/K3n+TeHT00VBZ16HnCsP++F1yLny0POVUb+WR/wCLfUbVMd5V8ddrnt1syHtTnPmw7acRx2yxx0y/7Yc/9bsh+25Ae25fm05/m05jxa+dsr8OmV+vXkB3fkBvXkBXXn+3bl+HbmPOrIetGY+aMu435JxvzXtQUvG/bb0h62ZDzpyAroLAgeKXwy+fiEvfSEvezFaETpWHTZREz5eGzpVFz7VEDbTEDnTFDHbGDHdGD7eEA4hPdUcMd0SDm30XGe0oitO2R2v7EnC+lLxvsx5Thei8iKlvAQWtxe6Z2VfnrI3BxIa7c5GezKxnhy8LxsbyEAHM7CBN3ieh3TKAkinzCsNl+fgchkYKgBDBWCoGB8uxodL8KHXANbVR2CNvQYfrUFH69DROtgdV12qHitXdb5HS8BEGT5VCmbKwGw5PleJz1WisxXobDWYbQZzHX+BNBj/K6QXjmCN/APSC7eRQEj3qgit6AKKrjeQViyA9GwnNtWBT7RjYypIK4dblENtyuEWdKQVHWtFJ9ux6U58rgdX9gFcDneqzENanTafBNgkALNKdHJubgyA2dTE6A2rl9pIBGpIS9l0MYsqYdNgupvPoog5NBGbKmCS1XPSEM9wCstAGzHQRiChDYmIHgGBjWcIaTgbTdEh0vV1YVsazl9BbNP0dCj6Ov8K6f/Se/7/C9L/pdz9N0jDPjqFqGWkpUnR1mAb6MA6tjGdwjfUoxI1DTQQIwLC0NVmG+jAFrXaUosZFCmbbsplmvFYUDDsbWsshI7ZlMtk6hF1EYRK1OSR9S0EHEczYziRZSHgmHOY1nwVVp3EQpjKhpB2MRa7GIvhqBWcp4Jl7f8Eafgc4llNd5gdsxMK7UUiGz7fjMmU0mhmTKYVlyuhkcVUIzHVSEIjm7AoFjyGtZBtI2I5m7IdxJS3XEx++/JIVXroSH1OWtCNc0c2b3eVrrPhvmXBXiqlegoo6+yND6x037t2OU2PRNQmwEKItoYmhDRRg2SgbUjRpXIoQinPwsHU1cth+SqPt99esmn9ki17Nx088s57Bzbt8v72+zqZzPvMqdWOVl4WEiGZSCEgBgSEhCDaGppELZIGhLQ2YqSrzSUbmvFYrmbSVY62GzxcdixetGPxou2L3Da7Oa2xt1xiJnYVsu15dFcxb4mF9C0H67ed7VbbWy2zMl1qabLU0mS1vdUKG/NVdpaw0A399Honu/V2Vpscbbe5Ou7wcNnh5f6Ol/s2T/dNi9y2LV200tnOhEE1mL/nRiVqWTDpiwScTWaiqx/uGUgOmcgIAZUpU7kRoC4b1OdjTUVYcyna+hpvLsQbc/H6dFAfjdXem6n4bSj/ZHf6gY5XGzterexJXdqXsaQ7bWlnyurO9O39sk8nKn5VNN5XNj9XNEShDenKuhxlTfZcVeZcZcZsRbqiPF1Rnj5bkjJXmqooT0crMxE4AP0307zBhQ53jW1yU9W01zvTNrjQN7gzYXAMQnqNvdFbdoZbPZgH3pKeeMfxm/2LLh1bd+vszsc/HXx+4YMw308jrx4Pv/zJiwvvPfvtcIj3h7DoDRNkibe/TLz9Jdw7lnL/tFqp984m3/oy7trxKN8Po33fj758OMr3UKTP3ijvPdE+u2N99sT67In12Rfrsy/20v7oi/sSrx6K890ffWlP9KU9sT774nz3x/rsi760J/7ygYQrBxOvHkq8eijp2mH4JuHKwVd/vBd35UC09/5Y34OxVw/HXTuSfOvTzIcn0u9/kfnwJOxPwxHqvGfn8p6dK3h6tvDZmaJn3xYEnZY9/jon4GSO/ylZ4Kkc/1PZ/ieyHp3MCTiZ/+RM4bMzhUHf5D/9uijoTGHglwWPTxY/O1364tuS59+Uh3xfHfVzZfjPZeE/lYaeLwn5sTT0/OvwnyuiLlTG+NQk3ahLudmUca8t52GHzL9D5tee69ee+2jhK3zeIfPvzPNvzX7QlvOwI/dRh8yvM9e/PdevPftRW86jjhy/9tyAtiy/lqxHLRl+zZkP4WtXXlB30bOBkpCBspCh8tDBipcjleGjtRHjNRFjdRFT9VGTTZEzjTFTzVEzTVFTzVETjRETTZGTLRFTrZHTbRGzHVFznVFznVGKrhhFV5yyKxHtTsZ7MkBvNujLAX0ybKAQlReh8iJ8sGj+hlU+2perss7d2cruDLQrA+tOx3uysN4M0J+BDaSDgXQMajAVCkIa1rrnzXSacigNH8oCQ7lAngeG8sBwIRguBCMlYESdI6vARyqwkSpspAobqcZGqlRV9/EKMF4BJirxiUp8ohJMVoGZGny2BszVws1iAG1E0QZc2QQUbUDRCdDehZAGYBwHE/Manz9DCS9GDy0kNK7GM5Sa0MoOXNGOK9qBshMoO4GiA8x1gDkYCusEM534RDs+1oaNtqEjrcrhFmyoBVsI6YkObLoLKHoB2q+GNA5G3qxVwcYAOg6wcQCmlOgkjk8rZkafBz5c6eWqhrSFgGPCYUjYNHVPWsCmcmkGXJoBj27IoxvCdLd64xhFl6BHQPS1EIougaavbUTS0NFAVEjTIcJ0GJmkTdUlMQz04JA0vJxhRNSi6enQ9XWpBrpwmcnCfSb/PSD2vw5pDUQLUe0pI2lo6BJUO1j0NBFDbU2arhZDn8jSJ/EpBrCIzdQjGhEQfQShaGsw9YhQ8AOw7i1hUqVsOtwVA/8NG7NoJhyGvYnY087K1crMhMOgkQg6CKKPIDyyvpWI52hmDM20OYdpJ+LaCzgOQq6zROAqFblKRc4SgYOQ624qcTeVuJmIXYyFTmK+vYBjw2VacxiQ0AshDTkN+Q33nKjHsWD8G6bB4WfMGTQrHttOxDdl0cVUI7gGVUQnq37U4NDsxCwHEcNVytr9lnvg5R87i1O6i15lvrj54Xr39fb8t6w4qyzZtkySDZPkLqHb8qkUHe0F++M0CQiihWiTNHXoBgwWmS1gGJsJre3N3dztly5xXb3c/e21Xls2Ld9+ePv7BzfveW/brqKkpJJXsXvWLFtqY2zG0GOREENN1QQdSVsHQTQJmoguUcNIV5thoCukGdkIuIutzNa6OOxZsewdL8/Nro4bne03OtutsbdcJBU4cunWTIqbhA+t81sO1jA4pp7IWmlroYb0KjvLtfbWGx1stjjZbXd13OHh8s4it22erlvcXTd4uGxd4rna1cGCw4QVb10EMSRoiKlGtgzKBlvT95c4lD2/NZYdCuoyp/IiQG0GXperbChAm0qULaV4czHemAfqs0BdLKjzV1RdGSs8N5B1vDflYG/KuwNp2+WZ2wczdwxk7hnM+ni08Nu5qutYQ4Cy8eVcfbSyKUPRkKtoyJ2rz1HW5Shqs5U12YrqrJnytJnytNmK9LnKDATCGKbDYN0bOmlIbmigIaE3ujLgMpN1bsx1rnQI6dW2BhtdqLuWCb7Y7vDN/kUXj7596+zOgPMHIKQjrhyLuPJp8MX3n/9+BEJaHfN+dfcr9WZQtVLun06/ezbl9qnEP76Iu/Zp3NWPYq4cifQ5GHZxV7TP3mif3THeuxdCOvbS/oQrB9WQjvHeG+uzL8Z7b/SlPWo8Q0FCx18+kHLzg9jL+yMv7o31PRh//b2EG+8n/flxyu2jybePpd79LO3hiUz/U7DlnB14Nvvx17kBX8kCT+U9+UoWeCrb/0SW3xdZfl/kBJzM9j+R7X8iJ+Bk3pOvip6fLX7xTeGzMwVPvi57cbboyanCwC+Ln35VGnS2KOjM6+DvqsLPV4X/XB56vjT4h8IX54qCvy8NPV8R8XtFzMWapGt1KTebMu625z7qyg/oLnjclR8A1Znnr1aHzA+qJet+U/b91uwHzTkP2nIeteQ+ast51JLj3yF73Job2Jb9uDk7sDUrsCXnSVv2k9bcp91FL3tfhw2WRw5WRsgrIgYrI4arokZqo8Zqo8caoiYbYyabY6eb46ZaYqebY6daYiebo6ZaoqdaI6fboqCHnuuMUnRFz3VGq/x0VyLanYJ1p+M9GVhvFjZQgA0Uwl2e2EABOiBD+3LRvlysJwftyUR7MtGuNLQrDetOx7rT8d400J8OBtRKVUNa0Z+s6E+eG4ScTlfIU5VDGcqhDCDPBENZYCgbDGWDYRkYloGRAjBShA8X48PwmHQJNvwaHXmNDpejw+Wqbd5j5aoTIFO1YKYOzDaCuSagbAFoK8DbAN6BQ2HtQNEJlF0A7QVYL8AHARhS7f4E4/NS43kYADn4K6HxhYQGfQDrVRMam2tDZ1uBogMoOtR3R8BMB5juANMd+FgbNtoKCY3Km1F5MzbUhg21YaNt+FgbPt4BprvBHIT0EADD/wJpbEwNaTro4iYAACAASURBVABm+3tafX4/7+lksxDSplwmXGYiYlMFbKoa0lDqIWkWWReGveHYFRyVhptBaXo6ND0dqi5JPSENTTOsfv/NSZP1SAs3jv1PIP1f4P2vkP7XO9MkDQ2tf7SioRZu+YaT0zDmpqeJkElaTAMSy1CHbaAjoBqa89n2JmJjFo2lTzLQUHEaJsiYekT18Wl1ggzuNjFm0eATW2PhIntrLwcb+JvA5rShJsIj61sKuXAHmTmH6WgscBLzncR8F2Ohm4kYUtlRxPM0l3qYGbubSlylIicx30HIteOzbXmshYReyGkrNnOhk3YQ8tXfgh+DM1qWLAaEtAWXJaYasfRJLH2SkGZkwmGYcpmmLLqNgO1hLnI15nmYcT/btf7V09s9r9N7S1Juf39891LbFebMNfYiZ4GRKVXTgkmS0Eg0PRKJoAk3vBI1CVqIxt8gbcK3tDFxdrHx8nRcvth59duLty9xfGvLync+3vXe/g3bwu8/GGmovvf79yvtpBZsPSYJ0UP+AmlNDYRE1DDU06bpkdgGOqZMmrup5C0nOwjpLW5Om10dt7g5bnCyXW4pdRdzbdk0Rz7L3VgA697qOPdSS5MlFtKVthYwLwYhvcbOapODzVZHu+2uju96uLzr6fbOIjfopDd7ua/1cLYR8shaqtkwPU2EbaBjzjRaY2eyxowT/NupiYIYUJumfB0PqlPR2hxFfb6ysRhtKsGbi0FTPqjPAnWJeP1TZfXNqVLvsbwfhnNOjWR/NpHz2ZTss9nCU9MFZ6YLz8++voJWP0Trnilqw2aqo7HGLLQpDwpvzMMaZFiDDKvLnavKVMwL2bFEADmtrnhDZkP3rO5Mq3aFujM3e3LVkF7rQF5ta7DBmbJjMffYZpuvdrn++tHq66e2PTy3J/DnQy8ufBDi/TGE9LPfDr+89EGY78dw9Vjk1aOQ0GobnXzva4jt9LtnU+98lXLzy+Sbnyf9cTT26nuRF/eH/PpO1MXdURd3Rl/aFX1pV+ylvXHe++J9Dib4Hkq4cjDWZ0/0pV1RF3dChMd47466uDPx6oGkaweTrh18df0QfJN49UDClf0pf7wf57s/2mdv4vXDqTc/Tvnzo8Q/Pkj688Okm5+o894Zfl9m+p/KePRVht+XmY8+z/H7PNf/ixy/z7MeHs98cCzr4fEcv89lASdkASfyA78sCvq69MXZ18HflDw/U/j0q6rQc2XPzpQ8+ar02enSoLMlT8+8fvZdZdhPakiXvPi+5MWPr0N/qYy8UBVzqeHVjca0m61Zd7vyHvUWBvQXB/YXB/YVPYbqLQzozvfrlD3syH3QnnO/NftBU/b9xpwHTdkPGnMeNGf7Nef6t+YGtMgCW3MDW2RPW3Oftsqet8tetOcHdxWEwNHq/orooaq4oZrYoeoYeXXMcE3sSH3sWH3cWGPsRGPcZEvCdEviVGv8dGv8VGv8VFvcdHvsdHv0TEfMXGe0oitG0RWt7I6Z64xSQxrrSsa6UvCudKw7E+vPxwcK1ML6ZXhvLtabhXVnYt2ZaFcG1pmGdaZhXSl4dyrenQp600BfCuhLw/tVQvvT0P40RX+qoh8Gx9LmBtIV8vQ5eYZCno7L04A8HcgzgTwTDGXD4WkwLEOHZKg8H5UXKocKlfIipbxIKS9RyovQIdX9yvk7XZDQcG14O8C64CiUaqMI1gOUXQDtAMougPYAtA/gAwCX42AEe6Ohv3jleTbPawGh8V6A9gC0ExJaOdOknGnCZ9vATBuYbgNTrWCqHUy2gYk2MNEGRlrx4RZsqAWVN2ODzdhgMy5XQ7odTHSqII0NzEN6CAdDf1lBio0AbAyAqTnFOACzNZXFn3/6vpO1KUwUwxEsMx7LmEMXMSkCJpnPogjYVLgWFBIaRsYETLKQRWEa6cAQGdNIB7alafraTCMdNtmQaahP19eFqFbTWs1pdU+aTNJWbxxbiOd/TkL/b0D6P1a5NTW0CH85Uw0Pe+hpIkZEAvw78qgGIibFTMC2kvDtTcRSNp1GIugiiD6C0EgECGmOoS7HUBd2pqEThTFvKZsOnbS1mO9iaepuY+FiaWpvIuaR9eFQlh6CCGlGqpi3iO9sInIxFjpLBBDSkMrOEgGEtJuJ2FkicBTx7AUcCOmFeP4nqhe2peEstZNQ4CjgO/B5tpz5eS0uy4rHNucwxVQjlr4u20BPSKea8jhmfK4Zj+MkFbubSux4LAuG4XYv5we/f1eRHNZRlPw68cXpI1uXWXGWWnPdzZhmTG1jhpYJW59lpG9IIs3vdNPSRjS0EW0dDR0jXQpFn8Yk8wUsqZnYzs7Czc1h6SLnVSs8Nq1y37Rp+faPdr7/4fbdN3/6eaShuiYraedKd3sBhaaF6CCIFoIQNBEiUQdBNBENRFsL0dchGOlqM/SJEhrZxVi40t76HS/Pd7w8313sscPLfZuH80Znu7dszJdZGC82N3aT8B35LCcB20MqhP3pVXaWCyG9wc0R7vR+28Fmk4PNFgfbbS4O73q47FzkvnOJ57tLvLYv89q0yG3dIlcHYxEceYei6WpZ8BhLrCXLTNnnDqwbLoyeeR0H6jOUla/Q2hxlQ4GysRhrLsWbi0FjAajPBfXJeF0wVvNorvz2VPHV6YJLs/kX0IKLeJE3KLkMSq5jpbexCn+8OhirjVTWxiiqE0FjNmjIA035oLkANBWAxny8XobX5WK1OXh1Nl6ZhVVkIu8uFcKwmBrSsOi9zom6wYUOJ6HflMHnIf22C22dK32dE3WtA3mTK23HYu7xLban97j/9vFbN77a/uj7vU9/PRJ88cNQn09CfT569tvhJz8feP77keCL77+48F7wxfdDfT6Kv3ki4dbJxNtfJt05pVbi7S8hpFNvnUq59cWrP4/FXXs/6tKB0N92RF/aE3VxJ+Q0hHSC76HEywfjLx+I9XnzrRjv3RDYCVf2Q06/un4ICnI6+cZ78ZcPxF7e/+qP99Jvf5p68+OkPz9M+vPDpD8/fnXr09S7n6Xf/yL90cn0RyfTH55Ke3gi/d6xzAfHsh99Bgmdcf8ohHTe45N5j0/mB35Z/Oz06+Bvyl5+W/ribOmz09Uh58qenXkddLr8+dmy59+WBp0te36uOvSnqvCfK8NUGbSKsF+rIy/UxHjXJVxuSvmzKf1We879ngL//uLAgZInAyVP4Jv+4kA1pNtz7rdm3W3OvNeS+6gp9yFUc65/iyygLf9pe0FQW/6ztrwX7fnBHQUhb1aKlkf3V8T0V8UN1yYO1ScO1SQM1sYP1yYM1cePNSSONiVMNCdOtL6abkuebE+abkuebkua6UiY7Yyf7Yyd64pTdMUou2OV3THK7hhFV7SiK1rZHa/sjse6krGuZLw7FetOB32yBZzOw/plWG8WhDTalYZ1pqEdqWhnMtaVAjmthjSUmtOK3hRFf+psf9psf5pqFkueoZCnY4PJYCAZG0zG5Wm4PA3IM/GhTHwoSynPVspzlfJc5WCeQp6nkBdAofJCbKgIHy4Go6/BRCWYrgezTfhsC65ox5RdGNaNY30Y6MfAAIr341gfUHYCZTuY64DBLlTZg6F9KDaoxNXqx7E+HO8BWA+O9wDV4Q0Vod9AGs5WoZ1A2YHNtSlnWhTTjYrJBnSyGZ1sxiea8YlmbLwFG2/BRpux0WZ8uAUbav4bpMFQOxhtB+MdKkgr+gAGl6uM/B3S2AhAIaSnZ2ZHAZjNSk/csWWdnbnEwVSi3qRhIeBIuQwRk8JnGPGYZLhxDI5gQTPNZxiJOTRjHoNuQGRT9GCjmqyjaaCNwOFpLpXMJhsyDPTgIQ1Ia4oOkWGgR9EhwqI3LCDDOem/Qfpf15X8T1Lc/wnScN/nP/XvNXANhETQhJBWG2uiBkLSRHQ1EH0CYkTSoOlrs410+TRDEZMiYdOczKVWIh7XSE8fQfTmzTSMj6mHp9VFb1MuE272hs1pO6kIjmO5WplZiXgcQ134/3oqUdOEw7CTipxNjV1MxRDSrlKRu6lEzWb45h82mgXRu9Alwyfw4d/60/YCnrNI6CwSOgr49jwujIKbsxlmLLoZmyGhkblGBjyyoYhBM+Gyzfhccz5XSqM5ikRuxhJHIXeJpfFnOzdH3PFtyX8lr8l/fPWHHSscXE2oTsZUc+7/oe09o5s6s/DfY0lW793qlqvce6ElkNA7BEhCChB6C5BA2iQzk2RS6L2XQCihuVfJknvHBgPuvXfci6Rzzns/vLbiSZl7/3fdy3qWljjSWvDtp2fvZ+9NVXARpYgq5bI4NBrci04j2pMRAoQ03Z7JILPYVKGQLVNJXXVO/oHe08P8Z0/zW7DszffeWfLBu4vWbV657scD+1ue5PVVFh85uHN+sE5IRugIQoYjeSQyhDSBiFDtEQaZwKeR1Dy2j0Ia7qpd6O+7PDR43axp62ZNWxUetMjfa66X22wP50UBPq95uASpZX5ycYBSGqpVhjurw53VENKve7rO8/eChzfe9PVY4Oe12MdjqY/nCn+fVcH+b4UFvzU99K0Z01a9Bs9Lh/g7abj2dhR4pgVBuDSiq1Ic4Cp7zUv5zixdRdKNgSfRoCnXUmoAVbmwJ43XlYC6p6CmAFRmg0ojXh6Blt2xPL9hLrpqLbyMFV4GBVfAk2sg/wqefwMt/NVadB97HoWXxoNKPahOAxVZoDIX1OSDmnxQlQcqc0FZFl6aCV5m4i8yQEk6eJaGvDVTCcNiU3lsG4y2CX5hUYhoSah0fpBwfiB/YfBEJXxZiHDNTPnu5d6H3gn9Yfu8MwdX3/hm/Z3vNz78eWvE0R2Pj2z9S0jD5aAJZz+GnWmYIDNeOZR26fOU8weST+1NPLkj8eS2xFObE49vij/2XvyR9dAxx/y0NvbHt+N+eif+5/cSDq9PPPJe3E/rYn5YE/2ft2J/XBv307rYH9fG/LAm8ci7SUfX64+/bzjxQcrJD6EMJz7Qn9yQcPS9+CPr9Sc3GE5v1p/6KOXMFtPFHfqz2wyTkE6/ui/96j7Tlf2mqx+bLu6AYM64uivt8g4bpPNu7YecLrj9SdG9Q0/vfw4h/fT2Z0U3Py26dfD5vS9f/PZVyd0vnt//uuzxv18+/vbl429LI/5TFvlDecxPVfFHapOO1ySfqEk5U5t2vjHrcmve9Y7Cm3+w0W35N1pyr0Eb3ZB5qS7jcn3ejdrcX6Dq8n5tKLjTVHi/+cmDlqLHzU8etRRFtDyJai2Kbn8a21kS3/U8ofNlYneF/lVlSm+VvrfC0FWe2FOe1FuV3F9j6K/TD9YZhhqNI42m4aaUkUbTSGOKuVlvbkk0t8RbWhMsbXGWtji0LQ5tm0A11pqItSZiLQa8NWUKpHPwrly8Kxd05ODt2XgbtNGpaMsEofEmA95kAM0poMUI2iaEtxvxdiPWYcTaTdYOk6XdaO4wjnemQZm70se7083dJmtnMtaZiHUm4p16tEuPdRvRbiPanYp2p6FdGZbuDEt3lrk7y9ydY+7OsXTlwOMc+Ksn0EzjIxXYaBU2VouNN6GWVtTaZsU6rFiHFe2yYF2otR1Ym4GlDozXoeP16FijxdxitbRZ0HazTVgbiragaBNmbULRpr+CdMeEjcYmbDQ6XmsZrTaPVJmHKi2D1ehANTpQbe2vQvtqrK+qobDeWqy3FuuuRbtqIKRB9xRID7eAsbZJSPcA2zS2bXEKBtUHwOjwSC8A47FR91+fHuzlog5wc/JyVEJIuysdtA5CpZAjE7AgpGFwDPpp6KFVEp5aypdw6bBXLeUxYK0bDk9DJw1bziIWQ8JhidlMIZP+P5z0/5GH/v8K0n9pr8kEOyrp9/tapKnbQ+0QGmkiIselEAR0ewcuQyXiwvlylYADE2QcEsIjE1iEiTciOtmBTbetC4UbQx3FfGcHkQ3SUAFuTq5yiZhBoUNPRiE6ivneakWgszpQKw9wlAU5KUJd1eHujuHujmFuGvga7Kz01zj4qiQ+SrG3QuQtl/gq5X+GNEyA/0FwQMtP6RCglPmrZP4qGexMu0qETkKek4ivFfJUAp6Sz1UKeGqRQCMVaaViBZPlLpKEObtMc3XxlYlm6rTf7t5YEHev9Wn6i7Tof+/bEOgkcFcwPRy5MoGdmEsQsxlsezINsaPbESCkyQiZRqDRSAwaiUEncdlUoZiv0aq8fD3DQwJmzwxeMidsxfplG9YtXLtp+Zqvtm55mZI0XPfieUr0x+tXaHkULhlhkAkEOwRBCHYEEpzPI9khNBLCoxIVbIabiOctE8/xcF/o77t6Wsg7M6etCQ9e6u/9hofLLDfHNzzd4KKxcGd1oMrBXyEJUEqDNfKZ7k7TXDQwQQZt9Bs+uoX+3ou8dUt9Jsz0yuCAFaGBK8NDl00PXRQauHhGaKCLlkNCKJNThRw6SS3nu2vFr/lq5vsr4i98PfIiETTl4lVpoC4P1BWC+meg4QWofwZqnoDKXFCRilfEYmUP0ee/WYvvWPNvo3m/4jl38Ox7IOc+lv0AzXlkzo0YL4gxP03Ay4ygIgOUZ4HyXFCRByryQHkueJkFStLxZ2ngWRr+NBU8MYFCIwI3i8G1JLbVJUtDxOte16yZpYL8hgFv+IXFoeL5gfx5AbyFwcIlwaLFQfzlYeJ1r8m3LHbf/1bAPze9fnzfkkufr7n5z/fufr/xtx8+ijq+A/akH/z00aPDW+C9DTgwDSFtuPSJ6eqh9BtfZN78KvvWP1KvfGY4tz/h+M7Yo1vijm1OPLkl5cw249mtScc/SDj6HgyFxfywLuaHdbE/vhv3019C+u3o/6xNOLw+4eh7Scc/0J/cYDi1MeX0ppTTm1JObU4+uTn+6IbYwx/EH/0g/sSm+BMbDOe2Zlzdoz+7JeX8ttRLu9PgJtGrH6dd+Tjtyl7jhe2pl7anX9kJbfRUJ53zy8fZN/bm3txXeOfTonuHiu4dKr57MP/6/rxr+wp/+aTkty9LH3z9/P5XLx58Ux4BCf1dedR/qmJ/qk44Wpd8rMFwqj7lNHTSzZmXW/Outxf8AtWWf6M173pL7rWW3Guw1t2Qfbkx63JD1tWG/F/q82/V596sy7tZn3+rsfBuS/H91uJHHSWR7c+i4OGs9mfRHSUxnSXx7c/jO8uSuioNPdXGnmpjV6Whs0LfU2nordL31aT016YM1BmHGo3DTSaokSa9pVVvw7O1Pd7aPgFptC0ObYtH2xKxNj3epsfaUvBWI95uAp1ZWGcW1pmFd2WDziy8IxNvy4AdaLTFZG0xoM0TmnDSbX/idLsJazehbUZLu9HSnmrtSLN2pKGd6WhnOt6RirXp8bYkvC0J70jG2w14ZwremYJ2paCdJrQz1dqZbu1MN3dlmrsyzZ3Z5s5srDsX78nDevPx/iJ8oAQfKkVHKqwj1eh4vWW80WpttqBtFrTdgraPW9usllZgaQLmenysFhutwUbq8NF6MNYAzI1QMPyFW+on1fi/IA0jY+ZmfLQeHa61DFZb+6vQ/iprX7m1r9LaV4n2VqC9VdaeSmtPJfaqGuupwXpq0K4ayGnQUwd6G/H+ZnywBR9pA+NtwNoB8O6/gvTUcvfo0FA3AOMP7v0S4u/p6awK9HDxcFToVDKdRu6udHCSCRQilkzAcBAxFVKOzFb3lvIVEp5czJ24jiXly8VcByFbKmBBSfhMMY8hYDO4DCqXSuYyqBIOSyrgyvhcMY/NpZIZZCKDaEcj2bHsiWwamUsls2lkKon4/x+kKcS/hfTfikSkEAlkgt3EiYhJTlOJCJNC5NHIHCqBSUDY9oiExXCUChzFfBeZ2FHMF9HJLBLCIdux7REagjAICJtEENAoDmymgsfR8Hlw/lgr5DkKuE4ivofCIcDZMdDdOcDZ0ctRGerlHuju7KaQCqgk6hROB7io/bVKP0dFgJMqzFU7zd15us5lmrvzDJ1LuJsTLHf7qGXeKgcvpdRb5fDnfjNsQuskIpgRg6Fu2IR2Fwt95BJfhdRP6eCvlsObHDZIO4n4TiKhRiRQ8rkKHkcp4KmF/CBnF0c2V81k+8pl/ippkMZh49I51w7/o8QUOdz84sGln8N1Du5yRoiHTOtAFbPt+HQKg0CERpNKIJERAsXOnk6kM8hMGolBJTCZZL6II9coPHx1oWH+s+fNWu2mClwxd+2HKz/4aNW7e99dnxf1yNxUBQZajn+1x1vJFTMJPBoZXtkiECl28AYaglAICJdCkDCpKg5Ty2XOcHOe4+2xLNgfVryXBPrMdnea5qgIUkhnujst8PN6w0c3Tavyk4sD5ZJQrXKWqzbcWT3DWfO6p+ubXu7wdYGf1yIfz8Xenkt8vJb6ei8L8F0S6Ls0MGBJUMCi4IBlM8KCXLRs4gSkqUSEy6DIRDw3lWSWt9MbPsoLX221VGWCxjxQnwManoDGItD4HDQ9Bw0loO4pXg3b0ol4WQz2LBItfIjmPEAzHqCpD9DUByA3DmTHoJmRY5kRw1kRI3nR48UJ6EsDKM8CFdmgIg9U5oCyHPAiHX+aij0xgkIjXpAC8gwgV48s8uevniZfN0u9MsxhSaBweYhkzQzl269plgQKlwaJlgWLV4RKp2ppiHhxEH+BP2eBP2dhMH9xqHBJmGhZmGDbcs9D74X+uGveyQNLLn2x+u73H0Yf25Fwem/cyb0Rh7c/+mlrxOHtD37YdPtf7937/oPIo1tjT+5MPLvXcPFA2rWDGTc+y7jxWfr1Q2nXDqZePWS68onxwj79uV0Jp7bFHt8UffjDqMPvJxzbmHDsQzhhFfvT+tifJkawEo+8l3B4fdxP78T++Hb0j+uif1wX/cM70T+8k3x8o+H05tTzO9Mu7JrQpb0ZVw4knd6VcHJX3PFtMcc+ij66Ifb4xvhTGxNPbUq7vANi2HRxm+ncNgjsjKt7Us5sMZ3blnZhR9qFHekXd2Zd2ZN3Y/+TXw/mXt9XcPOTwlufFt76tOS3L8se//Plw6+Lbh8quv158Z0vnt79svi3r0p++8ezB1+XPPym5OE3xb99VfLwm9LIb8ujv6+M+bEm4ef6pGNNxlMNqWcb0y+2ZF5uy7nWkXejM/8XaKMhpBtzrtRnXarNuFCdeaEm/XxV+sXarKu1Odcacm80FtxsKbrdVvxbx7MHnSWPu15Gdr2I7iyN6SqL7y5P6KlI7K1M6q1K7q0z9tYZX9WnvapPe1Wf0VuX3luTNilTf61xoM442JAy1GgcbjCMNCWNt8SMt0SaW6MsbdHW9hi0Ix7tiMc6E6zt8Za2OEtrgqU1CW1NRtv1eLsR70gFXemgKxN0ZYLOjClKQ9uMaJvR2ppibTFYmvXmpuTxxqSxhkRorCda1JN4RtuMWLsJazOirSnWJj3akIzWJeF1SXhdEmhMAY0poNEAGg2gyQBaUkCbAXSkTDC+IxV0ZuBd2aB7YkxrgtDwLMdAMT5cgo+8REfLrKMV1rEqq6XOaq234s1QGNaKjTdhY434UC02UIm/KgU9L0B3Ceh6CjqLQc8z0F8K+kvBQDk+WAFGa8F4IzbehFrbcKzj90OToAvgnQB0AawTWNrBaAsYaAR99XhvLd5dhfaUoj0v0J5SKKynAgrtLse6KvHuKry7BvTUQuGv6s0DLWPDrebRdqulA8c6AeiBmjxu3ft7fAwfBNgwbh4CuGV0oPfoj9/5umv9dE6hfu4eTnJXpdhFJXZVip2VAq2cp3HgqCQsuYTppJE4qiQKB76DmOMg5silPLVCZHsiEbIkQpZUxJYIWSI+Q8ClSYU8iYArFXDFfI6EzxHx2GIeW8hlsWlkFo3MotrTyXBlN5FDp/BYdAadTKfZ06gkCplAtreziUYlke1txEXgQ3vS78u9bYvJqBR72yTuH0Qm2MFD0QwCkW5HsImG2NkWirFI9iySPZNIgk/IdshU/b6K8vfjXQQejSJmMxRCvkYsdJVLNCKei0zsqVUqRBwIdQ6TQiUi8OcIj0KW0GgyOkNJZyrpTBWbreGxtQKui1jg7iD2UDj4qBU+GqVOLg100YZ5uHkqZTDsTUUQrr2dt5NjoLtrgJuLj0btp9FMc3ef5eE53c09WO0YpHEMdHT0d3T0ddR4Oao91EoPtdJLKYPyVsl91AoftcJXo/TVKN0dxJ4KB1+N0l+r9teqvVVynUziKhHqJCI43+XnqPJRK7yUMk+Fg6fCwd1B7CYVuUlFzmKBVsjT8DlKDlPBZrlJpO5SBy+F0l+t9FaIvGTcae6yJdM9TY+vND4zVeYlHNz81sIQd285K9TFwV3Gk/GYLKr9RMuASKTYEe0RO4qdPdWOSiPQaQQ6g8jm0YRykaOH1jfAa9qM4LnzZy1fOmfV24veeXfh6r3rP4y7ea2v+nlfTVFnRc7qecEsIkJGEDqZgiAUIoFOIBAgpO0RhEmyEzEpaiHXzUHsq3SYrnNZGha8bs7Md+fMWjMjbHlIwOIAnzc9dLN1bnPc3eZ6ey7y833TyyNEIdfxOOFq1TStZobWcaaL01xPjyVBAUsC/Od6e87Suc/28lzg57M0MGB1aNBbYcFvhQWvDg1aGuT3zuzXZri7iclklp0dzLIJGUytQByo0frKHOZ6uX3x/qqeJ6mg8RlanQeanoLGItBQjDeW4M3PseaXloYSc00BVmECL5PB0yS8IA5kR4OMaJAeDdKjccNDTH/fYrg/bvrNnPnQkvfYWhxtfZ6AlhvRslRQlgHK0sCLNPypwVqQbMlNwPOTQV4yyEkC2YnIsmDxqnDZ6mny5SGSpUEiSOJlwWJI6OUhEhuel4dIlodIloUIl4UIlwQLFgXyFgTxFgbzF4fyl4YLNy9xPfBu0H92zDmxfzGEdMzR7fEndsWe2BNxePvjn7dFHN7+8MeP7n77wf0fNkQd2xZ3alfi2b2Gi/vSrh3MuHEw48bB9Oufpl37xHTlE+PlAykX9iSf3ZlwalvMsY+iD38Y9fMH8Uc2xh/dAJVw5IOpij+yPuHwfpaNLgAAIABJREFU+5DZ8YffTzjyQfzRDfpTWwxnd5gu7DZd2mO6sNd4cW/q5X1plz9JPrc/8czHcSd3x5zYFnNiS8zJTQmnNiee2Wi6uC318taMy9vSL201nd9iOr8l7cKOzMu7U89vT7uwI+PSroxLu9Iv7sy8vBviOe/G/oKbn+T/ciDvxv7CW58W3/ms8Nan2Vf3Ftz+rPDO50/uflF078vi3756ev8fT+//49mDr4vufVny8JuXEf8uj/6+IuY/1fE/1ScfbUw52ZR6rin9Ykvm5fZJSLcX/NJReBOa6abcqw3Zl2uzL9VkXazOvFCdeaE262pd9rWG3BvNBbdai+90lPzW9fxR94vH3aVRPWXRXWWx3eVxPRXxvZUJvdWJPTVJr+pNvQ2mV43prxrT+xoy+xoyX9Vl9dZm9takvapN7a9NHagzDtabBhv0ww2G4caEseao8dbH462PzW0RUzltbY+3tiVaWpMsrUnWtmS0XY91GPFOE/TBf9YEoVtTLC0Gc7N+vCl5rDFpvDHJ5qqxtt89NNpmxNtNeKsRbzJg9cmgNglUJ06o1gRqTaAuBdSlgAYDaEoBzSmg1QDaTKDdBDrSQEcG6MoGnbmguwDvLkB7Cqy9eeirQuy/IY2OlaPmKqulBkMbMKzRijda8WYMa7aaW9CRJmywDn9VDrqeg/YnoDUftOSBlhzQkQ+6ikFPCeh9DvpKwUAVGK5DRxus5hYcbZ8A80RDuhPgXQDtBOYOMNIKBpvBqwbQUw+6a62dpZauF5auF9bul2hPKdpdjvVUYD1VNuG9tXhvLXhVB3rr0b768ZG20bHOsfEOs6ULxWB6vHcS0t0Tm84mDloPA2wYWMcAZhnobPvhm6+8XTX+Hs5h/jpPZ4WbRuqqlriohM5KgZOSp1VwHeUctZzrqBKpVGKVSqxUipRKkUIhhBKL2SIRSyhkikQsiYTj4MCTSrliMVsmFkA5iPgOIr5UyIPYFnCYAg6Tz2ZwmTQ2ncKmU/hshojH5rDpbBaNyaBAWk8VhUwgESGPf4e0zShDSENO/93yEzLBjmI3uYh7yqZPJpEEaW37q43iNDvkLzX1yCYcIROzmTIuWysROQq4zg4inUaucRAwyAgRQcj2cOIIYRJJXDJFQmXIGWwNi6fl8Jx4PGc+11XI10lEHnKpl1IGOervpAl2cw7Vufpp1RoRj08hwrq3lM1ykjv4aLUBzs7BLq4zdJ6ve3jPdPMI07qEaJ1DtM4BWic/rdZL6+ihUevUSg+FHFLWhmoo+A/5a9UBTpoAJ42vRumllHnIpc4ivptUBL/vIZfa2GyTi1jgJOQ58jlqLkvJYjny+I48vrNQ5O4gdpdw3KWMYCfRm4FOh7/YVp4T0/ws9cGFn5aE6F7TKXwd2O4itpzPYlFJsF8wGQUgUAkkOpFOJ9IZJCaLzBYwxCqxo6eTX5BXeFjA67PDFyx+fcU7i99dv3jtznXv3z93tquieLj5RVd13vVT3zhw7ehEhEwg2hNYCEIj2hEIdggRQUh2CN3ejk+nyHhMtZDrLhcFuzrOD/Jb9dr0Na9PXz09dFmw/+IAn9lurq+5OL/m4jzX02Oxv98iP9/Zbq6hSsU0jXqmkxZ+9KaHbrG/35IA//m+3jN1HrO8vN7w8V7o77s0MGBlcMDq4MDVwYErgvzfnT3zNQ+djEq1QZpHZShoHG+xIsBBOdfdY9eyRTWmONBeBRqegoYiUP8Ery/EGorRphJL84vRhufjNcWWl+n4UwNeqMeyE/C0WGCKASnRwBANDJFAH4EZHlpNDy0ZDy25j6xPoqxP48wv9eZSo7XUhL4w4iUpaFGyNS/ekh1ryYi1psei6bF4WiyyKlz21nTFqnAZ5PGqcNnSINE8bzYkNHy4PEQCsb00SLQsRLgiTLwiXLI0RLggiDc/kLs4lL98unjDAu3H6/y/2/b6if2LL3/51t3vP4w6vDXm6PaY47sjj+yIOLw98siORz9t/u37DQ9/2hR9fLsN0qlXP4X7NSGkUy7tN1zcl3x+b8KZXfEn4dKxDRE/vx/18wcxRzYkHNuYdOKj5JObk09uTj6+MenYhsSjHyYc+zDx6MaEYxsTj29KPrlZf2pL8ulthrM7Ui7sSb28z3Rlv+ni/pRL+42XD5iuHEy5+Kn+/IGks/viT++MO7Ut7vTmxNNbEs9s1J/9yHhxc/qlremXtqZe2Go6vwXiGRI68/LuzMu74Zucax/n/3Kg4OYnT349+OTXg9BPP737edHtQ7nX9+X/eqjg9mdTUQ1pXXTvy2cPvn4Z8e+yqO/Ko7+vjP2hNvFwvf54o+kshHRb9tX23OsdeTcgqqdCuj7rUl3mxZqsizVZF+szrzZkXWvM+6X1ye2Op/d6XjzsLY3sK4/uLY95VRH7qjy+ryLhVVViX3VSX3VSX21yX0NqX1Naf3Nmf3PmYHPOQFN2f0NOf0NOX11GX13aQF3aQJ1xoM44UJ88VK8faogfbYoca3o43hxhbomEuW5r60Sh29qaYG1JgkJbk7G2FLzdaG0xQKGtKX8W/MjmpP8HpLE2I9aSgjXq0bokvCYRr0oAEzKAKgOoSgbVyaA2CTToJ/x0eyroSLVBGu/Kxbvy4dC2tbcA7X0Cz3hgg8+x4VJ0pAIbr8LMNai1HkebcbwFx1tQvA3DWtGxZnS4Ee2rQbte4m3FoDEX1GWC2gxQnwGaskBrAWh/AjqKsc5nWG8Z2l9lHaqzjjZg45Ocnjhm1QHwboB2AXMHGG0DQ21goAW8agKvGsY6Ssc7X5q7Si3dZdaecrS3CntVjb+qgwJ99aCvAfQ3gv5G0N+MD7ZYx7rHzd1mS5cV7UGxbgx04aD7f0EaMwPreEtN5Rf793o6q4K83UL93L1clDqtzN3RwVUtgpB2UvKcVXwntVAp4ymVIo1GqtXKtFqZWi2RywU2JItELLGY7eDAk8n4UilXIuH8JaSlQp6Yz5EIuGI+R8Bh8lh0LpMm4DBFPDaXw5jKaZvoNHsqhWhPmiA09NkkIvK/h6T/DGl7BKFAKzyJZBbJHnZJp5Ib2msaMkHivxOc82aSCHCKTEinyrlsDZ/jJBW6KqUuKqlczGVQiZNjwQiLZM8lU3j2FDGZpqSzHdlcRw7nv5y0XApRGuzmHOiiDXB2DHTR+mnVLhIhn2RHRRAKgggYNDe5PNDFJVznMcvTe5a75zRnt2nObmHOrqFOLoFOzn5araejxkOj9tCoPJWKqWYayket8JBLPeRSyG9PhQPksbuD2EnIc5UIdTKJh1wKkewiFrhKhJDQMERmg7SKzdbyBRouz5HHdxELdFKel5wXpBXP8laufN0n4tqRrvK8ssy43WsXvuGt8ZGyPKU8hYDNopJggWHyKiiRTiLTiXQGicG0Z7EpHCFTYoN0kM+Maf5zFs5a9s7id99b8s7GpWvPf/tdy7P8wYbn/Y3FLeVZy+YG0YkInUyhkFh2CAVCmmSH2BMQGglhk4kCur2YQXESc33Uste9dYvDguD1qmUhAYsDfd/00EFOQxIvDQyY7+012811mkb9uqvLGzr32W6uc9zd5nt7LfLzXeDnM9c/4M2AgPkB/osD/ZcHB70VFvz2tLB3poevDg16d/bMN3y8NWw2c3IqjEWiiEhMd55DqEo7x123Jiwo4+ZF0FYFGp6B+iegvgCvy8frC7GmEmvj87GGZ2M1hZYXGfjTVCzfgGYlWlPjMGMsMMQAfQxIiQOGWGCMxkyRaHo0mh2N5sdZixLGixPGnyVaniWhT5PQ4kRrYbwlN86SHTuWGjGeGmFJjbakRiMrwxzWzFCunalaPU2+Kly2Kly2LFg834cDCW3T0iDRkkDh4gDBshDhqmnS1TNky8PE8wO58wI4i0P5K2dKP5in2bvW79utr53Yv/ja1+vu/7gp+si26CPboo/tij62K+rozqijOx//vOXhjx89PrwZQjrhzB79hY+Nlw+kXfvEJsPFffoLHyed2xN/emfciS3RRzdFHt4Q8fOHj39YH/XzBwnHNiaf3Gw4vdVweqvh5AStE09tTjq+OfHklqRTW5NPb9Of2a4/t8t4ca/pyidp1w6mXj9ounIw5fKnxisHTVcPmS4fgpxOPLs7/vT2uNObE05tTji9IfHUBv25jakXNqdd3JJ6Yavx3Gbj2a3Gs1tTz2+HVW6o7Kt7oXW2lbshrUt++7Lkty+Lbh/Ku3Uw79bB/F8PQVoX3vkc6sndL57e/8eLx/8qjfy2LOo7aKZrk442ms42pl1ozrjUmnWlLftqW861tpxr7bnXYTe6MWuC0LDiXZ15oT7zamP29ab8m21Fd7pK7r8qfTxQGTtYFTdQGd9fFd9fmThQldRfk9xfkzxQq++v0w80pfc3pw+2Zg+2Zg+35g215A415w825Q00ZPXXpw/Wpw/WmwbqjP11SQO1SQN1sSP1j0caHo42PhprejzeFDW5xiTW2ppgaYm3NCeamxLMTQmW5kRrix5tNVia9TbZgG1j9lRIQ020qFv/AtJoswGrT8ZqE7HKeLwiDgorS8TKErGyeLw8Aa9KALVJoCEZNOlB+yShO7MgofHOAqyrAO0usr4qRvueWvufYYMvIaHRsSp8vA631ONoM8DacKwDxzpQvAPHOtCxFnyoEXtVjbY/tzYWoDWZaIUJLU8B1SZQmwYac0BTHtZcYG59Yul4bul+aemrtgzWoiNNuHnyoCQUvK5h7QTj7WC0Awy3gcFWMNg01lU51lMx3ltt6au19tdhgw04DG8Pt01opB2MdILRLjDaBUZ7cEuf1dqHYn0o1ovhrzC8B/uvLjjcdzZlPyhuAebRsuLCHRs/cHeUB/u4B/u4Qki7aaSw1u0o52gVXBe1wFkjUjhwFQqhWi3RaKQajVSpFMlkfImEo1SK5HIBBDN8FQqZfD5dzOdMlYjH/oP4bAaHQWXTKRwGlc9m/MFJ06gkaKMZdLKtBk4hE6gUIoT0H4a1/ncDm0ywI08etprqm1kke9u1K1sBnIbYUZG/ttFTZYM0l0oW0CgiOlXFZWlEPCeZSKdVuDspxTwWbGbTSHZsezKbZM9ECCzEjk+wl1CoEgpFSiPLmTQ1l2UDpKfCwU+r9lLJPZUyfydNiLuLn1at5DAZCEJBEIYdImOzPZXKMHfdLE/v6W66EI0ThHSw1tnfUeuj0Xiq1Tq1SqdWeqtVsMo9tdbtq1HqZBLokl0lwj8I/laA2IZPpn7tD5B2Egg1XJ6Gy9MKuO4Srpec56fiBzoKQlxEu9cvLs2IbXqa9tvp/8z2VAUoeH4q4Z8hTSWQGPYUGoFGJ9IhpAUMsVKk0Tn6+OtCgrxnhnjPmjd9yeq5a99ZuPbdecu/3ftxdW5aZ3n+aPvL4faXv17+WSFisKlUImJPsqMS7QhEAmJPQMhEhEpEaCSERULYRETNY+tkojBX7dwAn2XhQcunwT0kAcuCAhf4eL+hc39D5z7Py3OBj/c8L8857m7TNOrZbq5zPT0gwt/QuS/w8V7g57MwOGR+cPCCwIDFgf7LggJXhwa9PS1s/czpa8JD3nl9xoLAAFehkDEJaRpCFJGY7gLZDFfdHHe3OS6ON745COpLQG0hqCsEdXmgNh/UF4DGIqzpqaXhqbnmCSjNBc8yQKEJz9Zj6Ym4KR4Y4oA+DiTHAn0sMMRhxlg0LR7PSsLyktAnSebCOHNRnLUowVqUgD5JQPPj0Nx4LDvOmhmDZsZgGXFYRhyy0I+3Klz29mua1dPky4LFUEsChTYnbbPRENJLgwUrwyWrpjvYIL0kTLBqlsOH8x33rPH995ZZJw8suf7N248Ob4k7vjP22I7oY7tiT+yJO7k3+tiuiMNbIw5vjTy6NerYtpgTO+JO7Uo8u1t/4WPj5X2mK/tTrx5IvXog+eLHSef3JZ7dHX96Z8yJbVHHtkQd2Rh5eMOj/7wb+dP7sUc3wihZyplthtNbYU07+ez25NM7ks7sSDqzI/nszuSzO5PO7Um9+mna9c8zfvky/eaX6Te+TL3xReqNL9JvfmW6+oXx0kHDhU+Szu2JP7099tRHscc3xp54P+74+4mnPzCe22Q6/5Hx3GbDmU2G05tTzmxJObMl9fz2zMu7s6/uzbn2MWxIF9/5DNa9827sh88Lb30KXTWEtI3TU2ld/NtXzx/9E85Ml0V9Vxn7Q3XC4fqU0w3Gc02pF6Cfbsm83DyphsxLdekXatPOV6edg6pJPw8h3ZJ3s7PobvfzB/3lkUOVccM1CYNVCUPViYPVyVBDNXobpAdaMoZbc0backfa8kfa8kdbC0dbC0cac4YbM4caMgbrTYN1xv6axL7qhL6a6KHaR0O1D4frHo3UPx5tiBxrhNc1os3NcebmuPHG+LGGOKjxxvjxxkQbfady2oZnSGib/hLS2KSNRpsNaF0SWpOAVsShZTFYaQxWGmN9Hmd9Hmd9GYuWxqEVcXhNIqhPAk160J72B0hjXQXWricYXGnS9xwbfIkPlePDldhoDTZWCyxNwNoKsI6J0jQOR7A68bFWMNiI91Zb20osdXnWyjRLqcHyPAlUGECVEdRm4nXZ1vrcscZ8c8vT8Y4Sa0+l9VU1NlgHxpqApR2gHQDtnFg5gvcCrAdYu8F4NxjrAiOdYLTd3F9vGWiwDjZiw834SBsY6wDjncDcBcy9wNwLzH3A0j8h6yCwDgJ0CMMGMGwAw/ttkJ7C6b+C9PhIQUbq+tUrXFTSYB93fw+tl4vSTSN1UYm1cp5aylZJmRoZ21HOcVTyFQ5cmYwPBQ00RLKN1mIxG1pqPp/O5VKFXJbovyWGbWkOE/5VwGZw6BQ2jcyhU7hMGoQ0i0n9Q7mbyaBAM02lEGlUEmxRQ0hPndf6Q1Lsz5CmEghTu9E2/Z9CGn40ldB8OlVIp/Ip9nIWXSXgaCR8Dyelj85J5SCauKZFQOh2BDpiB6efWYgdl0DgEuz4JDsRhSRj0jR8jrNY4C6TeCgcPORSSGt/rTrU3SXEzdlHrXCVipiQ0wiiYLP9NI4zPbxm6jzDXdxCnVxCtM4BakcfldpLpdIple4qpU6l8FIpbfXtqfJWyT0n/xXooaF7hpCGD10lQmcRHzrpqZB2FvG1Aq6Gx1ZzOGoOV8XmKJgsBYuu5TJdRSw3EcNFYB+g4U/XyS//+EVjcVplZsL786d5iug6CUvGYzIpRNvlEoqdHYQ0BaFQ7ah0IoNFZvPpIrlA5ary9HENDPF9DUJ60czla+euWffGsn3vffBUH99ZljfQUNxbV9hcnrt+1UKaHUJESBR7OsEOIRARIgEhExAKAaEQJpZ0KjlMF7Eg0FH5urducUjgiulhq6aFrAwPXhUWuiTA/00P3euuLrPdXCGtbZB+00P3movzTCftHHe3eV6e83293/Tzn+PnN8fb6w1P3TwvzyV+3isD/VcHB66dFrpu1rQloSHecjljYoedHRlB+ES6C186w1U3W+c2XSX714drx15kg5pCUJcPanNATS6ozwdNRaCpCGt8gtc+wV/mgKdZoDANyzKgaQmYMQ43xAJ9LJYQhSVF48kxmDEOT03As5JBjgEUpFhyY6z5UWhBLFoQixXG4QVxeEE8yIsDeXF4bizIicez45A3PZkwLLYiVLrIn7/In780SAStM2xLQ9kgvSSIvyxEuDxMDMvdC4J4S8OFK2dKNyzQ7lnj+8+PZhzft+j6N28/PrI14eRu2JNOPLM/8cz+mOO7I49sizyyLerYtogjW6KPb485sSPu1I7Es7v1F/YYLu5NufSx8fI+/cUDyRf2Qycde3J79PGt0Uc3RR3ZGPnTh9GHP4w//lHSqa0pZ7aZzu0wnduRcm6n8eJe/YU9hnN7k8/vTTq3J+n8vuQL+5Mv7E+7/nnGrX9k3/ln5p1/Z9z+V/qv/8y4/a+su9+mXf8q9cpnxksH9Rc+TjizI/bURzHHNkQfWx977L2EU+/rT39oOLNBf3pj8qkNENL6Ux+Zzm2zIbng5ifFdz57du8L+Kb4zmf5vxywFcDzfznwl5DO//VQ4Z3PYVvaxuny6O+rYn+qSz5Rqz9dn3K20XS+Me0CVEPahcb0iw1pF2rTzteknqs2na1KPVuVerY67VxD1tXG7Out+bemQnqkOmGoOvH/FtKj7QWj7QVjbU/G2p6MNeeNNmcPN2YO1psGalP6qhNeVcX3VUYNVD8arHkwWPNwqPbRcN3jkfqI0YbI0YbIscaY0YbokbqY4dpom0bqYsYaEscaEmEpG6L6L/Fs099BGm02YI16rDYRrYpHy2LQl9HY8yjseZTlaaT5WYylJNr6MnYC0nVJoEkPWk2T20lz8K58vLsQ9BRjPc/w/lK0vwwbKMeHK8FIDRivA+ONwNw8eeAZ7gbpBdgrDH8F0G4w1gaGmkBPNdpWgtbmWSvTzC/11pIkUKYHFSmgOh3UZqF1OeMNeePNxeNtzyyd5WhvFdZfC0YagaUdWDsmbkhP5K57APYKoL24tQdYXgFLDzbWiY114uNdwNwNrH0A7Z9cFjYEsCGAjQB8dFLjAB8H2CiOD+P4MI4PTl6ttm036/0d0mAAh+u78XEwNpxpSFqxYK5WLgrwdPFyUXo6K1zVEmelyFHGVUvZSgkDSiFlyaUcqZQL288CAQM2oSGYoXWGD+GnAi7tD2wW89gSPkfC50BIi3lsEZfFZ9F5TBqPSROwGUIui8dl2lDNZFCYDAqLSf0Dtm05sj9D+n876T8Hx2znov+Pyt2Q0Lb5MR6NImDQIKQdGFR4S8NdLfN117qq5CIu878KvAhCRxAmQmATCBw7hEdEbJB2kQh1cqmnUuYmFelkEi+lzM9RFeSiDXV3Cfdwm+6lk3M4TAShIwgbQbR8QYDWaYbO83Vv32BHpwlCK5QeCoWnUumhUnmolTq5TCeTQEEYQ9nwPLXf7O4gdhbxoXV2EQu0Aq4jn6MVcJ2EPFj3hoKQduRzNFyuis3RcHkaLheGqN3EHDcRw4ln76vk+So5a+YEFSY9aHqSeum7Qz5SloKOSDlUBplAgjNsRCJcaUIj2pMR8lRIy/hKZ4XOyzkw1O/1MP/ZC15b9WbowrVz17w7b+XGJSuNv/36qrqo7UVGT23BUFtp1N2rMh6TSiAREQLBDrGbPGZqP5n1oyGIA5up4XO85Q7T3J3nBfouCw9ZNS1s1bSQlaEhi/x839C5w/bzHHe3uZ4ecz09ZjppYaF7lrPTLGenNz10C3y8p0L6TS+PeV6ei329lvv7rgz0XzstdM2MsOXTwgMdHemTFQISgtARkpotDFQ7znJ1fk2r2DF/ZkdmLKgvAtXZoCoDVGWAuizQkAca80BDIajJQ0vS8CITmqe3ZMSPGyPNyY8tSY+siY/QhEdYYiSWHIUbYjFTPJaeiGUm4VkJaGYkmvUQy36E5UbieVEgLxbkx4GCBJAfD/Li8Jx4LDsOWRwgWBnmAINj0EDDJvTiAIEt4P1fnA7kLQ7kLQrkLQqEqTHhsmmiFTMkGxZod632/seG8MO75139x9pHh7dASMed3Ks//6n+/KexJ/ZEHtkWdXR71LFtj37+aNJPb4s7tSPx7M7k8xOonoD0+X3xZ/bEndoBzXTk0U1xJ7bEn9yadGqr/sz2lHM7TRd2Z1zak37545RL+w2X9xsuHjBc+sRw6ZOUq4eM1z4zXf88/eZXGbf/lX3vu+zffsj+7Yese//Juf9j/sOfM29+k3njq7SrnxsvH0g+vzvu9ObY4xshpONPvpd08v2kk+8nnvgg6eSH+lMfwZVkaRd2wCo3JHHR7UNP737+9O7nLx7848WDfxTdPpT/ywFor4tuH/oDm6eaadiWtnG6LOq7ypgfaxKPwYHpOsOp+pTTdcYJNWacb0g/V592tib1TLXpdE3qmZpUOFF9tTn7BoR0b8mDgdKIwYrYoco4COmh6uShSU4PVif31yQPNqUPNmcMN2ePtuaOtRWMtRWYW5+YW5+YW/LHm3NGG7OGG1KHalL6q+L7KuNeVUT2Vz4eqLw/WPUIHsIaqY0cqY0crYuCb4aqI+EFjsk7HJEjNXEjNXGjtfFjdQnj9YnmhiRLY7KlMdnapP9LTYU03m7Cp0AabUjGahPRijj0ZTRaEok+jUCfRliKIixPI83PoiwvYqzlsXhNIqhPBs0G0AxXk2aAjhy8swD0FOO9Jfirl/hgBT5cDUZq8LFaMNYAzC3A0g4s7QDrAmgPwHvhnSuADwCsH6C9YKwTDDWD3hrQ9hyvL8Aq07HSFPx5MijVg/IUUJ0BIW2uzzM3F4+3PbN2lKPdlaC/Fow0Te7W7ob7RCFBMbwfYP0A6wfoAED7cbQPR/twyOaJ2xgjAB8B+NiEwDgAlt+FmwEYA2AEgKHJneGvbBvH/gLS6CgYHzElxC6a85rGQeDrrnXTSHVamYtK7KwUTeS6pUyFmC4TUiUCqoOYJRWxxQKmiM+AEguYtiw3j03hsSkCLg2+5zDt+Sy6gM2AsrlnCGYhhwkhLWAz4NeEU9JksAZuE8yXsWhkFo3MplOYVHsqyc7eDqGSiFAUImGqyAS7v9QfnDREso3Zfw6OwaMgf5btfhdcSA73k/Mo9gIqWUqnwAXXznKxh6PC01Gtc1QxSQTKFEgzCUQmgUhHEDbRjmtvJ6CSJEyqksN0FHCdxQJXqchFLHCTTkTJ4MGrcDeX6V46P61WyeHATSl8AlHN4fo7al/38w/UaP00E5D2VCq9VCofjcZP6+gpn3DMkMo2VP+hxA3RayP0nyENLfWfIS1nMLV8gYtIpBVwXQQcT5nAWybQSVg6CSvYSeIr536796MXxqjipIfvvBGiZhFFTHu6vR2cYWPY28OAN5VAoiAUGoHGIDFhuVsuUDkrdJ5OAcE+s2YEz1829905wQvXL3pv07J3185e8ODc6a6X+S0laT3V+YNNz9uqij9cu5xHpZEQhGCHIMjA5R6oAAAanklEQVTEMVP4U4BOQJgERMKkKzlMd7EwSKuZ4+O9OCxoWXjIirCQlaEhNidtgzRsS8OG9Cxnpznubov8fJcE+C/0950XEPhmQMA8f7/5vt4LfX2W+vusCPBbGei/JjxkVXjwqpkzwlxdIaQZ9hQSglARooLFdxdJpmk183ROawJ1Lx5dA5U5oDwNlJlAWQqoNIHqDFCXCWqyQFUaXqLHixOt+THmjMdjxnvj+jvmpNvmhF/x5PtA/wA3PMRTIvCUKDQlymqMsaQ8xlIfYKl38bR7eMYDPOsRyIkCedEgPw4UxIPCeLwgHi+IR9bOVK2bpX5rumJlmMOqcNnamao1M5QrwxwW+fP/ktOLA3kL/Tnz/dhwBGtpuHj5dDEMju1c5fXF+yE/7njj0herH/68Of7ErvgTu+JPfZxy8VDKxUNxJ/dGHtkWfWxH5NGtD37c+Pjw5ogjW6KObYk9uT3+9HbI6eTzew2XPtFfPJB0fl/C2b3xp3dDMx11bEvymd3JZ3fqz+yEhE67tDf7yv6sawdSLu2fxPNB0/XP0375Mu3WNxm3/5V265uMu//Ouf9j7oOfsh8ezn54OPfx0cKI49m3vs2++XXmja9Sr35quLg34ezWuBObYo6/F3vsvbgT6xNPvJdwfD08hQk9tOnctoxLu3Kv78v/5QCEdOGtT2FGrOj2IZuThtmxp3c/h6mxgtuf/RnSsC0NJ7KeP/pnaeS3FTH/qU44XJN4rDrpeE3yiVr9yVr9yRrDyRrDyab08zZO16adrU07W5d+ri79QlP2tebsG215tzqe3Ol5dr//5ePBsujBitjhqt8hPVSdPFCVNFCV1FedNNCYNtCU/mdIW1oLzC25UyH9qiL2VXlEf8WjgcqHA5WP/8Dp4ZqIoerHg1URA5WP+yseQQ1UPh6sjB6qihmujp2K6vH6xL9ms03/DWm81Yg16rH6ZKw6wVoei76Mxp5FYk8j0OLH1icRlqII67Mo6/MYvCIOVCeC+mTQlII3Ga3NqWhrJtqRi3cX4b0loK8U7y/Dh6vhuDM+3jRBaGsnQHsA2gOwPgD6AT4IwBDABwE2AKx9YLwLDLeAV7Wg/QVoKMSrMkCpEbzQg5d6UGEE1RmgNhuty7E05Jubiy2tzywdL7GuStAHIW1bNvJqcpPoAAYGMDBoy3Zh2BCKD+H4xB1oDB/F8VEMH8excQw345gZBxaAWwCwAoABYMUxM46NT+H0EAAD4Pe7W3+CtGUYjI8Y42PmvzZDLeV7u2qcFEIIaRfVxPyV2oGlENMdBBQJlywVMuCclUTIEguYNlpLRWwRn8HnULksMpdFZjNIDKod1R5h08iwlM2hU7gMKnTMPCaNQ6fwmDQhhynkMKGThpzmMqgQxkyqPYNCopOJdDKRQSH9Ads2SP+Bzf8b0hQ7O8rfBMf+bgQLAvjPgqhmk0lQLHsik0RgEe1EdKqERpayaPButItC4u3kGOLlIWYymJPnPWiIHZNIoiIIGUFYRDu450RIs3dgUOUsupLDVPPYEJmw1AxvP/urlYGO6tn+AV4qlYRGoyMIA0E4COIiEs/w8vZ3nIC0t1IFCe3v5BTo4uyrVvtqlLAhPbXo/ZfBMfizwNaQhjyGPxds/x/4ELalNTy2gEhUsthaPl/D5Wq5bJ1E4OUg0Ik5zjx6uJtSJ2IGaUR5Mfeai9KOfbbTS8YV0Ik0EmKPIHR7AotCoZNIFDsiGSFQ7ah0Ip1FZnNpPCFTohCqXZQeni6BAZ7TZ4UuXL3owzeCl3y4bOP21ZtWTH/z6o8/1OWm9pTltZemj7S9GGgtf3jzooBGocIBrElIExGETEDo9gQ2mSSiU2VMhlbA9VMpXvP0WBAUuCQ0aElo0Fszpi0PDlrg4z3H3c1W8Z7r6fGmh86WKZvr6bEsKHBFSPCiAL85Pr6zfX3f8PGe6+05z8tzobcHHJteEx6yIjRw9ayZ09zdIaSZZCoJQeh2ZCVP5MjjhziqFvu4L3RxyLz0M3iWAl6kgJJk8DwRlCaCyhRQlQKqjKDCAErjQEkUKHqE5t6xZNw0m65bU65Z9VeB6Vdgug1Md4HxHqa/Z9X/NpZ0bzzxDq7/FehvgpRbwPgrnnYPZD0COREgLxoUJ4DiJFCcDIqTERgZg+4ZprtXhcsgpGGIbJE/f0WodGmQaHGA4K3pihVh4iVB/EWBvGWhoqXh4kUhgoXB3CVhgvfnqjctcj74TsCRPfMvf/nWja/ffvD9hrjjOxPP7IfBsdgTe2KO73zww6b7P2yIOLLl3vcfRBzZEnNiW/TxrTEntkBIJ53bY7xy0HDloP7yp8mXDiSe+zju9O6YkzujTmyNPbk9+fxu48W9xot7067sz7l5MO/moawbBzN++TL7zj9N1z83XDmY9eu/0m59o7/6edqtb3If/JR59/vMuz/kRRwrij1dEHUiN+JEweNjOb9+l3H9y7Srn6de/VR/YU/0iY2Rh9+POvpu7LH3Yo69E3vk7bij7ySe+EB/emPKmS224Fj21b02uwxhbAM2zHhDFd76FMbEbJC2xbxtqe8nd7+AM9MvI/5dGvltZdxPVfE/Vyccrk06WqM/BlWtP1ZvOlVvOlWXeqrWdBKqOvVktel0Q9qlhoyrzdk3Ogpu9z693//y8XBF7HBV/Eh10nBV4lBl0mDVhIaqk4dq9OOt2aNt2WNteePt+Za2QnNrwXhL4XhL4VhT7mhj1kht+mC1oa8i6VVF7KuymN6yx10lv/U+v9f34uFA2cPB8kdDFY+hhisj4JvB8keD5Y8Gyh4OlD3sL33Q//LxUHnUSGXMaFUslLk2wVqfZBPakIw2JGONeqxxktZ/JnRLirU+Ca1JsJbHWl5GWZ4+thQ9wp48wp48shQ+thRFmIsfmUsiLC+jrOWxWHWCtTYRbzKiLWl4ey7ofgJ6n4P+MjBYCYaqJ/HcDCxtE04Xemi4+gMepbDdeUQH/8tJ1+WjFWnYCwNWkgSeJ4EyA4Q0Vp9rgzToKge9lWCgHow0AfNEuRvHugHox8EgDoYwMISBEXxCYzgYw35/NWPAjAMzBiwAWHGAAYBNeQUAYBDVAFhsnJ4E899AGh8HqPnejavh/j6OMqFOq9DKBc5K0aSZFriqRc4qvtqBpZIyHWVciYAu4tKFHJqQQ4NveEwym0bksyg8JpnLsGfTiCwqgUmxY1LsWFQCXAIKMTb1HJbthKVtoTebTGKQiSyqPYS6Dec8Jo3LoHIZVEh6No3MotozKSQGmcggw3opgU4iQcGpHvvf+52EyQ2UE9+0QdrWfrbh2Vblhg9ZJHsOmQK7zpDBtlY0g2hHRRAmiWADNnTVXDJJSKMI7Al8kp2ERtbwOe5KBx8nRx9nrVYq4VMp0EZTCQT7yaUoTALCJCJw7Qk8aqnisjR8DsShu1joIRX7yBz8FHJ/pcJPpQh2cQ1ydvHTODoLRVwCgY4gXAJBw+eHeXiEuLsHurj4abV+Gkc/jaOvWuOjUvmq1dBDw4lnaKO9Jsvp8KOpKW7opGFb2taZdhELpn4TNqRVHKaSzVCx2fDgtJNA4MTjablsVz5PJ+YHqB10Yo6/UhiilaybHfJMH9lclDZdp+ZSECoR4dApsP7PpdPtETu4d4xBYrDIbA6VC4NjbmovD+cAX/dpob5vzg5dPj98xZJpK96du3bf21u+3bG7KT+jPD22tjBxpOVZf/OLnoaX295bS0YQEtEOsUPgHyJhYv8MnYDwyCQxlaLmcDzl8iCtZoaH++LQkHfefGNFWMjSwIAFPt6wyj3PyxNqtpvrfG+vhb4+sBIOA97zfb3n+gfMDQxcEBiwwM9nvrfXQm+Ppb7ey/1914SHrJs17a3XZs3x81MLBDA4RiYQKXb2HDLNVSoNUMped5Kv9tYe/2gVeKYHhbEgPwIUPAJFEaAkBpTGgdIEUBoDXtzHin9Bn1zFCq5Yci6Mmk6MG46jqWfGk0+iKefxlEvW5EvWpCuY4SaqvzUed80Scd4aecESdcESd9mSdB1N/RVkPQC5EeBJHChOBE/1oMTwX5CGZnplmMOKUCkMlC0LFi8OEMDJaQjpleGSP0N6cSj/vTdVENKHd8+7+PmqG1+/ff+7D2OObrfNSUce2RFxeOu97z68+937D37cePe79x8f3myDdNK5XYaLe5Mvfmy6/pnx2mcpVw8ZrhxMvrAfcjr21K6kc3uMlw9kXPsk/eqBrBsHC+589eTOl3m/fpF586ucu//6A6RTb36deff71Fv/Svv1u+yHh/Mjj+c+Ppr54Ejug8MQ0qlXPvsDpGOOro8++nbM4XUxh9fFHV2fcPz95JOb9Kc+Sj2/PePSrqmQhrIRuuj2IZue/Hrwyd0v/l9Dui75mI3TdcaTUJDQdamnatJO1aSeqU+92Jh+pSnrenv+rz3Fv/U/fzRUHjNSGTdcHj9YET9QntBfFt9XHt9fkTBQmdhfmThYnzrQmDbUlDXcnD3alDvalDvalD/SmDfamDNcnzFckzZQpX9VnthbHtNbGt37IqLn2f3ekvt9Lx4OlD4eLIuwQdqmqZAeKHs4UPp4qDzKRuj/55CGnIaRMdCcAiNj1vJY64soa/Fja9EjvPARXvgILYRm+pH1WYT1hQ3SyaApDWvNBB35oKcY9JWCgQowVAOG68B4Mw4JbZ1K6N7fCY1NEhobBeggGOu2Oen/Kne/TAblKaAmE9Tn4A15aFOhtfUZ2v4c9FSCvmow2ADGWoClA6CdAOvB8B54MgsSGgMjEMyQyn+SBQMWHGA4wHAA/qBJVFsn695Dk53pvr+FtHX87vUrYX7eGgeBm0bmKOM7KYTujg7OSpGTgu+iEjopeSopUylhaBw4EgFdzGP8HaQ5dNKfIT3Vd9oIDfNWENs2csOHkNMQzDY2s6j2NjEpJCgIaRqRSCeRGPb2dBKJRiTCaxl/IDSENMXOjvqndPdU62wrg9sc9t9Bmmb3X5CG3+GSSSI6VUgmCuwJE5CWSXw0ah8nR51SKWWzaMjEYmfipGh2CIOAMIkI2x6xFb1tTtpNJNBJRN4OUl+5zE8h91PIAzXaAK1ToJOzt1KlYLPZCMKxsxPT6R4KhY9GE+jiEuzmBinupVB6yuU+KpUN0l5K2d9BeqpR/ktI24rkNhut5rLUXJaaw5kKaScez5Uv0ImELny2q4AVpHEIc5bPdFOc++enlZkJF/7zlULAhBk6CGk2lWqP2NGI9hSEAp00h8oVMiVKkcZV5enpEujjMT3EZ+6soCVvhixfHL5y3Zw121d88NkHmwqiH9XmJNXlJ3SWZ3ZW5o92VF86+r1OIyfbE6dCGha9aXYIi0jg2v9fnd1nVJPnHgDwTEISRshO2JtA2CiItmhrndWiFq9a7a22trc997S91oMLoUUBqQgolaq4QDbIDCAQEsJQZJQtKiR4UbRlykokyZvnfnjgNWJPT8/l/D9ABuf99jvPfz14c2MjZw7H29o6wMlhva9PyOqgfwS9s2NFwIc+3uvdhWtdBTDFHeTogCL9noszRBo2jq3z8V3n57cE6WAfr60+ntsC/LatWrnG0xNFmojFEfEGxiSyPYfjacENsuVtdTGP2rl2WpKtkeVoa9O1sltIYzpozga/5YH2AqQjC3TfQDouan9LQlrPq5vOKWtPKyWntLJYdU0MIo3TSRLVlQmvKs5ryi/Oi35V3b4wn5WgzY5X5ybM305Sl13SVt9AZBlIYy5oKwG/lYGOStBVjQlZZQmRDvbnvo00LE5vC+BBpHcEmkOkN/rQtixnbg3kbPZnQqT3vGexf6P94V3eMV+/nxwafO3EzuzITwtjDxb8/K/c6C9yoj7Pjf4i+/Rn6T/uTYvYnRG5N/2nT/LOHCg6d7A4/svSxC8rk/9dc+V7ccohWeoJaerJ2pvHJdePiq+GVl7+oeLid+W/fFuZ/K0k5QfZ9VDZ9dDGm6EtmWGtWSfvpx+vTz1xLyNCeu1IdcrhhvTwurQwiLQ09WT1jePiGyfrM0835MbKsqJrM6PqM6Mb0yL1kS5JPFB09tPic5+I4veVxu8Rxe0uPbur9OyesnN7K+I/q0w8AOekYWuYPtKo0OjZGr7elnW8NfPY30f6sSimv+zMQHms/M5ZRWWcojJuoCpuoCpOXn1OXhMvr4lXSBIU0kSFNHGw9vxg7QWF5NcntVee1l/7vSltpDVzsjNvuqdopq9kqqfkZXfxRE/peHfJeHfJRE/peG/p+APR+MPK8cdVkwOSKUXtjKJ+drBhVnF3VnFXqWiYHaideSR52Xdnord8rKdorKtwrOv2WEfeeGfuZHf+VG/B9IPCmb7FeAPp3KkHOVMPciDSsw+LlY9LVf2iv4/067GrYTHyTKwbqtbIK5D+cqSvFOkqQtoLkNZ80JIPmvOWII2gSD+VgReNYKQFjHeBl1DoQaAcAupnOu2wTguHo0aAbhTeIvUnSGuVQDsN5seBchhMKsAfPeBJi26gXttXo+upBn3V4LEEDDaC/zaBoWZkuE37oks70gMm+8GUHMwNgVfDAIFLx2DNGBVahQAVPDFDpDVgXgPUeqHVAK0WgLdjAWkdAAABuoXDtE43vWjz5BtIA7h0TAXmlbdSLi1zd7Vk0xytuNZcmp05w9GKbcun2/Jp9hZ0W3NTSw7Vgk2x5prwGVR4jTTblMyhUVgmhnQq0dQQB2+VhvdfmRri4FJrU0Mc3ZBkSiQY43FGOKwJAW9CwMPfjXBYYzzOlEigGRBpBkT4GXgLJNqKBU/YqN8w0KowzDMvsZaKw8Ou7CUl5zd6wfTKz1BiNN399lvoI8HrKVGkId4Q6deJAQMCm0pmGxJZJAKXQrIxM3HmsoQWFh421t6OjtYspjGBSMRg8JgFR7BwpwcWQ8FjjIgYGgnHohjwjcgWJlRYCXZmMQQsppDD9uBxPfk8T3O+l4WVj7Wtv7NLgItAaGXFNzIyweGoWAyLTLZjs30dHQOFQn9nF09rGyHP3JXLhUi7mnNhrhta62bBg0i7WfDgorE/RRolfEnp2p5pZsegoWVpOzodIu1gxnAwYzjRmS5Mliub5cZl+lrxVjhaCeiUj1Z4FKfE9zVWrvASUIhYdLsqlUgkYDCwu5uMIxsRjSHSaLrb0/VdH/f3A702rvHdsilge0jQx59t2PV18M6cxLNDLTX9DSXyptIn7TXIuOJhs/TzPTsoZNICzhgMHouDSJPgBc9YLIdMtmcwhHy+n53dex6ewSsDd68JClkZCA/Ta10FkGTYNbbeXQjT4O862K9xdlondFvnIVzv66eP9CYPt61eHsE+XhuEgq3LvINXBq718bHncODdXEQ8gUAwoBiQrFkMD3PWuzbsjXaMI+t9FZkJ02WXZ0QXZ8t+UVYlq2tTNI03NPduzt9PQdqT1G2xmtbo+ebIucaTU+LQaXHofO0JtSRCVxetk8ZqKmNUothXpXGzBXHTGTGqm1Hq61GvUqNfZcXNF5xXV1zRStOQhizQVqJrLwOdlaC7ChOyynL7Cj5EGs11f7ScgyK9xY+Far0j0Hx7IHezr9kGb1OI9IcBrE3LzTYtN9u1mg+RjvpqTdIPW64eD8n6aV9+9IG8mIM5UZ9nnz6QdWp/xk/70sL3pIbvSg3flRaxOzdmP0RadP6r6kvfSq8eklw73JAeLrsVUZcWJks9AZ2GrWRlF76pvvR9zZVD8DzddOvY/fTjDalHGtPC7mVE1F4/Kr5yuCE9XJZ6ojLliORmmPj68aqrR6uvh8nSI2VZ0ZL0UzW3IusyTjWmRcquHXsb6TsX9t9J+mfl+U8rEvaWx++DJ+nqC18sQVr/3Aw7yDqyjsFYoDr7BEQa7fH+m0gr3kQadRoiPVh7/onswhNZkrwmeVB6eaju6vO7N/9oyRhvz3nZVTDdUzTRWTjeUTDSUfg6uopGuot/7xb98aB89GHVRH/N1IBsWl43PdAwI2+c6ZdNP5ZM9YknesvHukWj3YWjnQWjnfljHXnjnfl6SBdBpOEBejFyFyN/pq9w7lGJql8EkVb1i/4aaeSZeAnSsK8bIq17KNJ1F+s6CkHrbdCcB5rzkObbmtYCTVu+pqMA6dJD+lkdeNEERlvBZDeYegRm5WBuCKieAu1zgDxfWAe2sPh64q+QVk8A1XMwNQhGesHTNiBv0D2S6h6IwUMxkNeCJ3fB02Yw3AZ+7wAjvWC8D0zJwewgUD0DmheL/38SgMk3kYZpbTUC1P8n0joAdLCJbE6vzfvPkNYqgWo29XKyj6szn2Fsb8G2ZJvY8MzsLZjWXJo118SWT7Phm5izyOYsshXHmM+g8uhG8A5pfaSh0DQyHgqNIm1GMjAlEoxwWCoWA2E2wmEpGAz6pymRgCpOfXOoCebA4SUc6FAyqiZEGuIKhV6C9NtC689Z6Q9Jwy/qx+vXF7vDINLo2BV8DLRrDD6MKRHPMaJwKSQO2YBHNbQyNXJg0V35fKGVpb9A4MDnmZEM4Q7whR/sIiE4DJWAMTXA0skELoXEoxrCDSfODLqAxXRlMd3YLA8e12sR6UBnQZCnl79AYMdm0wgEmMPnmhh729sHCoXLnZzdLa2EXL4bj+dpaYkiDXd/QqRhgzesRqPnY7QKjo5Kox3gUPG3w45Ot2cwYDjSmY50phOd6cxgeppbuHGZTmYmy2z5HhxTL77xmUMHHzeJ9328Bfa6kwlYWKcgYDAUgoEh1pCEIVHwVBrZjGXM5dMt7c1dhE5+HoJ3vNzWLBeuD/LevMl/R0jQzn0fhOzfsPXisdCn98W9kvyH9QXyloq54V4wOZQYE25sRMESDWBRGkWasNhRzyKRbOh0Vy7X29o6yE24JcD/41Wrtvkv3+zttd5duE7oBqvRcApLH+nVTo4fuLl+4O62wW8ZnJPWR3q7n89Gd9dgf9+Q1UGbAgJcrayMCUQCBmNAIOLxRAMC0YJOc+czg2w566xp360StF0MG8lNGM39eSw/9mXJudk7SUrpJVXdFWVDkvL+mZl7YXP3wmYaj07UfP+i/OvR8m+mqv+jlh5D6n4E0ihN1elXohhVSexsfvT0rci5KxHzl39UXo1UpkWrcuPVZclITSrSkAXainTtpRDp/wFOQDpSpoRYOQAAAABJRU5ErkJggg==&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;http://www.lepoint.fr/politique/la-gauche-s-apprete-a-presider-le-senat-01-10-2011-1379357_20.php&quot;&gt;par le point.fr&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Sauf énorme surprise, c&#39;est Jean-Pierre Bel, un élu ariégeois de 59  ans, jusque-là inconnu du grand public, qui devrait, samedi, être élu  par ses pairs premier président socialiste de l&#39;histoire du Sénat.&lt;/p&gt;&lt;p&gt;Président  du groupe socialiste du Sénat depuis 2004, il a fait irruption sur le  devant de la scène avec le basculement inédit à gauche de la deuxième  chambre du Parlement lors du renouvellement sénatorial de dimanche  dernier. Il affrontera comme candidat unique de la nouvelle majorité PS,  communistes, PRG, Verts, le président sortant UMP Gérard Larcher et  l&#39;ancienne secrétaire d&#39;État de François Fillon Valérie Létard, qui  concourt sous la bannière centriste.&lt;/p&gt;&lt;p&gt;La division de la droite  devrait favoriser l&#39;élection du socialiste dès le premier tour. Le  nouveau sénateur Europe Écologie-Les Verts, Jean-Vincent Placé a laissé  planer la menace d&#39;une candidature, mais pour mieux négocier des postes  de responsabilité pour son parti.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Passation de pouvoir&lt;/b&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Les  opérations de vote débuteront à 15 h 30 après un discours du doyen de  la nouvelle assemblée, le président du Parti communiste réunionnais Paul  Vergès. Chaque sénateur, appelé nominativement, déposera son bulletin  dans l&#39;urne. Il faut la majorité absolue des suffrages exprimés aux  premier et deuxième tours pour être élu, puis relative si un troisième  tour est nécessaire.&lt;/p&gt;&lt;p&gt;Le sixième président du Sénat depuis le début  de la Ve République prononcera ensuite une allocution avant la  passation de pouvoir qui se fera dans la foulée, au Petit Luxembourg,  siège de la présidence qui jouxte le Palais du Luxembourg.&lt;/p&gt;&lt;p&gt;Jean-Pierre  Bel a promis un &quot;Sénat plus moderne, plus modeste, plus transparent&quot;  face à une droite encore sonnée, mais qui va s&#39;attacher à amoindrir les  effets de cette défaite à sept mois de la présidentielle. Le sénateur de  l&#39;Ariège va dès lundi s&#39;atteler à organiser la nouvelle gouvernance de  la Haute Assemblée. Une tâche pas forcément aisée vu l&#39;étroitesse de sa  majorité qui compte 177 élus, soit deux de plus que la majorité absolue.  Aucun groupe politique ne la détient à lui seul.&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://lesprimaires.blogspot.com/feeds/6116208402212314319/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/la-gauche-sapprete-presider-le-senat.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/6116208402212314319'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/6116208402212314319'/><link rel='alternate' type='text/html' href='http://lesprimaires.blogspot.com/2011/10/la-gauche-sapprete-presider-le-senat.html' title='La gauche s&#39;apprête à présider le Sénat'/><author><name>Unknown</name><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-4947742609034231208.post-8271052853317051077</id><published>2011-09-30T09:41:00.002+02:00</published><updated>2011-09-30T09:43:57.427+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2011"/><category scheme="http://www.blogger.com/atom/ns#" term="Aubry"/><category scheme="http://www.blogger.com/atom/ns#" term="Baylet"/><category scheme="http://www.blogger.com/atom/ns#" term="DSK"/><category scheme="http://www.blogger.com/atom/ns#" term="Démocratie"/><category scheme="http://www.blogger.com/atom/ns#" term="Elections"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><category scheme="http://www.blogger.com/atom/ns#" term="Hollande"/><category scheme="http://www.blogger.com/atom/ns#" term="Montebourg"/><category scheme="http://www.blogger.com/atom/ns#" term="Paris"/><category scheme="http://www.blogger.com/atom/ns#" term="Parti"/><category scheme="http://www.blogger.com/atom/ns#" term="Presidentielles"/><category scheme="http://www.blogger.com/atom/ns#" term="Primaires"/><category scheme="http://www.blogger.com/atom/ns#" term="Primarie"/><category scheme="http://www.blogger.com/atom/ns#" term="PS"/><category scheme="http://www.blogger.com/atom/ns#" term="Recherche"/><category scheme="http://www.blogger.com/atom/ns#" term="Royal"/><category scheme="http://www.blogger.com/atom/ns#" term="Socialiste"/><category scheme="http://www.blogger.com/atom/ns#" term="sondage"/><category scheme="http://www.blogger.com/atom/ns#" term="Valls"/><title type='text'>Avènement des primaires, mort des partis ?</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://variae.com/wp-content/uploads/primairesmortpartis.jpg&quot;&gt;&lt;img style=&quot;float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 417px; height: 255px;&quot; src=&quot;http://variae.com/wp-content/uploads/primairesmortpartis.jpg&quot; alt=&quot;&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;http://www.variae.com/avenementprimaires/&quot;&gt;par variae&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Pour l’instant, et contrairement aux craintes que l’on pouvait avoir à  leur égard, les primaires citoyennes sont un franc succès. Qui aurait pu  affirmer avec confiance, il y a encore quelques mois, qu’elles  pourraient attirer &lt;a href=&quot;http://leplus.nouvelobs.com/contribution/193399;l-audience-tele-record-du-debat-de-la-primaire-ps-sur-france-2-une-gifle-pour-sarkozy.html&quot;&gt;5 millions de Français&lt;/a&gt; devant leur &lt;a href=&quot;http://falconhill.blogspot.com/2011/09/heureusement-quon-les-ces-primaires.html&quot;&gt;poste de télévision&lt;/a&gt; ? Qui aurait pu penser qu’elles résisteraient à l’injonction médiatique du &lt;em&gt;clash&lt;/em&gt;  et qu’elles deviendraient une démonstration d’unité de 6 personnalités  de gauche, au moment où la sarkocratie se lézarde et se divise? Certes,  l’organisation est encore loin d’être parfaite, et il faudra attendre  l’épreuve des urnes – et le taux de participation – pour porter un  jugement mieux étayé sur ce jeune processus, mais le spectre du &lt;em&gt;bide&lt;/em&gt; ou du &lt;em&gt;flop&lt;/em&gt; est déjà en bonne partie éloigné.&lt;br /&gt;&lt;br /&gt;&lt;p align=&quot;JUSTIFY&quot;&gt;Pourtant – ou peut-être à cause de cela – on trouve  un certain nombre de personnalités et de militants, à gauche, et plus  précisément à ce qu’il convient d’appeler « la &lt;a href=&quot;http://www.despasperdus.com/index.php?post/2011/09/29/les-primaires&quot;&gt;gauche&lt;/a&gt; de la &lt;a href=&quot;http://clementineautain.fr/2011/09/12/primaires-a-gauche-la-bonne-idee-chronique-france-culture/&quot;&gt;gauche&lt;/a&gt; », pour &lt;a href=&quot;http://www.liberation.fr/chroniques/01012361467-primaire-socialiste-la-democratie-du-naunaute&quot;&gt;critiquer&lt;/a&gt; durement le principe même des &lt;a href=&quot;http://www.alter-oueb.fr/?p=2424&quot;&gt;primaires&lt;/a&gt;. Leur argumentation, &lt;a href=&quot;http://www.marcvasseur.info/index.php/2011/09/15/les-primaires-socialistes-la-fin-du-parti-militant/&quot;&gt;citant&lt;/a&gt; fréquemment un récent ouvrage de Rémi Lefebvre, est la suivante : oui, les primaires sont un processus d&lt;a href=&quot;http://renovitude.net/?p=4093&quot;&gt;‘ouverture&lt;/a&gt;  à la « société civile » ; mais elles ne seraient qu’une vague rustine  sur un parti socialiste incapable autrement, faute de rénovation,  d’attirer à lui le pays et notamment les classes populaires. Les  primaires ne seraient donc &lt;em&gt;qu’en apparence&lt;/em&gt; un succès  politique : elles consacreraient en réalité au contraire la mort de la  politique structurée, militante, « conscientisée », et l’avènement d’une  vague &lt;em&gt;&lt;a href=&quot;http://l-arene-nue.blogspot.com/2011/09/desir-dhollande.html&quot;&gt;démocratie d’opinion&lt;/a&gt;&lt;/em&gt; où les citoyens, &lt;a href=&quot;http://www.variae.com/a-propos-de-la-%C2%AB-charte-des-valeurs-de-gauche-%C2%BB-des-primaires-citoyennes/&quot;&gt;mal informés&lt;/a&gt;, grossièrement au courant &lt;a href=&quot;http://monsieurpoireau.blogspot.com/2011/09/les-primaires-moi-dabord.html&quot;&gt;de quelques idées&lt;/a&gt;, vont valider dans les urnes socialistes le candidat choisi par les sondages ou par les médias.&lt;/p&gt; &lt;p align=&quot;JUSTIFY&quot;&gt;Cette critique rejoint un certain nombre d’interrogations &lt;a href=&quot;http://www.variae.com/les-militants-grand-oublies-de-la-renovation-socialiste/&quot;&gt;que j’ai déjà pu avoir sur Variae&lt;/a&gt;,  notamment sur le rôle et la fonction des militants dans un parti  donnant désormais la part belle aux sympathisants non encartés. Pour  autant, elle a un défaut majeur : elle se conjugue au conditionnel  hypothétique, et vit dans la nostalgie d’un militantisme n’ayant hélas  existé, dans la période récente, que dans l’imagination que ceux qui le  prônent et le défendent.&lt;/p&gt; &lt;p align=&quot;JUSTIFY&quot;&gt;C’est en effet un beau conte qui nous est raconté ici : celui du &lt;a href=&quot;http://www.sistraer.net/2011/09/maman-tas-vu-ca.html&quot;&gt;militant&lt;/a&gt; politique &lt;em&gt;formé&lt;/em&gt;,  éduqué, ayant fait de l’engagement politique un choix de vie et ne  prenant des décisions – notamment en matière de choix de candidat –  qu’après mure et instruite réflexion. Ce militant, totalement &lt;em&gt;rationnel&lt;/em&gt;,  est arrivé là où il en est grâce à un long parcours personnel parsemé  de collages d’ affiches et d’échelons politiques à gravir lentement ; il  a enfin gagné le droit de payer sa cotisation et de choisir, honneur  ultime, le &lt;a href=&quot;http://www.jegoun.net/2011/09/pour-moi-ca-sera-francois-hollande.html&quot;&gt;candidat&lt;/a&gt;  de son parti. Son bagage intellectuel et politique le protège des aléas  de « l’opinion » et lui permet de décider en toute conscience et pleine  responsabilité. Mieux encore, ce militant n’est pas isolé : il est  membre d’un parti de masse, patiemment construit, regroupant des  centaines de milliers de ses semblables et à même de faire basculer la  société, contre la presse et les puissances d’argent.&lt;/p&gt; &lt;p align=&quot;JUSTIFY&quot;&gt;Cette description vous a fait soupirer d’aise, voir  verser une petite larme ? Bravo : vous êtes comme moi, un romantique de  l’engagement militant. Mais la réalité a des raisons que le romantisme  ne connait pas. La réalité : celle, en France, de partis politiques qui  peinent à atteindre ne serait-ce que la barre fatidique des 200 000  militants, ou alors seulement au moment des campagnes présidentielles ;  celle de la société de consommation et du virtuel, où les sollicitations  sont nombreuses et où on trouve la colle à affiche décidément bien  salissante ; celle, encore, de la méfiance envers la politique et de  l’effondrement des grandes idéologies.&lt;/p&gt; &lt;p align=&quot;JUSTIFY&quot;&gt;Face à ce constat, on peut, il est vrai, avoir deux  types de réaction. La première : qu’à cela ne tienne, nageons à  contre-courant et imposons notre logique ! Donc partis politiques  fermés, exigeants, organisés verticalement et se méfiant de tout ce qui  sort du schéma canonique de l’activisme militant. La seconde : soyons un  peu plus rusés, ouvrons largement les écoutilles en nous pliant aux us  et coutumes de l’époque, et &lt;a href=&quot;http://www.variae.com/7-raisons-de-participer-aux-primaires-socialistes/&quot;&gt;laissons les gens venir à nous&lt;/a&gt; avant de les intégrer, éventuellement, dans un circuit militant plus traditionnel.&lt;/p&gt; &lt;p align=&quot;JUSTIFY&quot;&gt;Peut-être la première option est-elle plus belle sur  le papier. Mais je n’ai pas vu que les formations qui la prônent, comme  le Parti de gauche ou les partis trotskystes, aient été capables de se  transformer en partis de masse à la seule force de leurs petits bras.  Plus problématique encore, la logique de l’élitisme militant ou de  l’avant-garde éclairée du prolétariat (puisque c’est bien de cela qu’il  s’agit) ne connaît pas de limite ou de mesure : n’entendait-on pas  Jean-Luc Mélenchon, en 2006, pester contre les honteux adhérents à 20  euros, parce qu’ils n’avaient pas fait &lt;em&gt;assez d’efforts&lt;/em&gt; pour  devenir militants ? A ce jeu-là, on se retrouve vite dans une logique  malthusienne de cooptation et d’épuration, qui rend de facto  inatteignable l’objectif rêvé du « parti de masse ».&lt;/p&gt; &lt;p align=&quot;JUSTIFY&quot;&gt;A contrario, les primaires ne conduisent pas  nécessairement à la dissolution des partis, bien au contraire, même. Je  connais plus d’un ancien « 20 euros » de 2006 qui, profitant de la main  tendue alors par le PS, et alors que rien ne l’y prédisposait, est  devenu un militant parfaitement actif et intégré au sein du parti. La  première édition des primaires citoyennes peut avoir le même effet, au  centuple. Si ne serait-ce qu’un million de personnes y participait,  elles augmenteraient déjà considérablement le nombre de Français en  contact avec le Parti socialiste. Et il est aussi faux que méprisant de  dire que celles et ceux qui vont voter les 9 et 16 octobre sont des  moutons manipulés par les médias. Je n’appelle pas « moutons » les 5  millions de Français qui sont prêts à sacrifier une soirée pour suivre  un &lt;a href=&quot;http://intox2007.info/?p=3291&quot;&gt;débat&lt;/a&gt; pas forcément très &lt;em&gt;glamour&lt;/em&gt; entre des &lt;a href=&quot;http://bembelly.wordpress.com/2011/09/29/pour-stephane-guillon-aussi-cest-francois-hollande/&quot;&gt;candidats&lt;/a&gt; à &lt;a href=&quot;http://sarkofrance.wordpress.com/2011/09/29/primaires-debats-echanges/&quot;&gt;l’investiture&lt;/a&gt; &lt;a href=&quot;http://www.yann-savidan.com/2011/09/mon-retour-sur-le-d%C3%A9bat-t%C3%A9l%C3%A9vis%C3%A9-des-primaires-socialistes.html&quot;&gt;PS-PRG&lt;/a&gt;. &lt;em&gt;Il se passe quelque chose&lt;/em&gt;  avec ces primaires, chacun peut le voir, je crois, dans son entourage,  et c’est peut-être bien cela qui dérange les déclinistes et les  Cassandre, qui donnent parfois le sentiment de prôner l’élitisme  militant pour mieux rester dans leur entre-soi confortable et rassurant.&lt;/p&gt; &lt;p align=&quot;JUSTIFY&quot;&gt;Les primaires posent deux questions : comment  redéfinir le rôle du militant « de plein droit », et comment transformer  l’essai pour aider les participants au scrutin à franchir le pas d’un  engagement plus suivi et régulier ? Mais le simple fait que l’on puisse  poser ces questions est déjà le signe d’un bouleversement politique qui  vaut la peine d’être assumé, et joué, jusqu’au bout.&lt;/p&gt; &lt;p align=&quot;JUSTIFY&quot;&gt;Romain Pigenel&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://lesprimaires.blogspot.com/feeds/8271052853317051077/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://lesprimaires.blogspot.com/2011/09/avenement-des-primaires-mort-des-partis.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/8271052853317051077'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/8271052853317051077'/><link rel='alternate' type='text/html' href='http://lesprimaires.blogspot.com/2011/09/avenement-des-primaires-mort-des-partis.html' title='Avènement des primaires, mort des partis ?'/><author><name>Unknown</name><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-4947742609034231208.post-5704752459494460340</id><published>2011-09-29T11:28:00.001+02:00</published><updated>2011-09-29T11:30:46.813+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2011"/><category scheme="http://www.blogger.com/atom/ns#" term="Aubry"/><category scheme="http://www.blogger.com/atom/ns#" term="Baylet"/><category scheme="http://www.blogger.com/atom/ns#" term="DSK"/><category scheme="http://www.blogger.com/atom/ns#" term="Démocratie"/><category scheme="http://www.blogger.com/atom/ns#" term="Elections"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><category scheme="http://www.blogger.com/atom/ns#" term="Hollande"/><category scheme="http://www.blogger.com/atom/ns#" term="Montebourg"/><category scheme="http://www.blogger.com/atom/ns#" term="Paris"/><category scheme="http://www.blogger.com/atom/ns#" term="Parti"/><category scheme="http://www.blogger.com/atom/ns#" term="Presidentielles"/><category scheme="http://www.blogger.com/atom/ns#" term="Primaires"/><category scheme="http://www.blogger.com/atom/ns#" term="Primarie"/><category scheme="http://www.blogger.com/atom/ns#" term="PS"/><category scheme="http://www.blogger.com/atom/ns#" term="Recherche"/><category scheme="http://www.blogger.com/atom/ns#" term="Royal"/><category scheme="http://www.blogger.com/atom/ns#" term="Socialiste"/><category scheme="http://www.blogger.com/atom/ns#" term="sondage"/><category scheme="http://www.blogger.com/atom/ns#" term="Valls"/><title type='text'>Le Questionnaire sera en ligne à partir du 9 octobre</title><content type='html'>&lt;div  style=&quot;text-align: center; font-family:arial;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;L’enquête à laquelle Vous êtes convies à participer s&#39;inscrit dans le  cadre d&#39;un&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;Recherche Universitaire de doctorat de Sociologie et de Science Politique.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Vous aurez la possibilité de participer à la Recherche Universitaire &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;avec la compilation d&#39;un Questionnaire en ligne.&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: italic; font-size:180%;&quot; &gt;&lt;span style=&quot;color: rgb(255, 102, 102);&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-style: italic; font-size:180%;&quot; &gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;span style=&quot;font-weight: bold;font-size:100%;&quot; &gt;entre le 9 et le 16 octobre  &lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: italic;font-size:180%;&quot; &gt;&lt;span style=&quot;color: rgb(255, 102, 102);&quot;&gt;C&#39;est quand?&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-size:100%;&quot; &gt;   &lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;span style=&quot; ;font-family:arial;font-size:130%;&quot;  &gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-style: italic;  font-family:arial;font-size:180%;&quot;  &gt;&lt;span style=&quot;color: rgb(255, 102, 102);&quot;&gt;Où participer?&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:100%;&quot;  &gt;sur le Blog &lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:78%;&quot;  &gt;&lt;a href=&quot;http://lesprimaires.blogspot.com/&quot;&gt;http://lesprimaires.blogspot.com/&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:100%;&quot;  &gt;&lt;span style=&quot;font-weight: bold;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:85%;&quot;  &gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;span style=&quot;font-size:180%;&quot;&gt;   &lt;/span&gt;  &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:100%;&quot;  &gt;&lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:100%;&quot;  &gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;br /&gt;sur Twitter&lt;/span&gt;  &lt;span style=&quot;font-size:78%;&quot;&gt;&lt;a href=&quot;http://twitter.com/#%21/LesPrimairesPS&quot;&gt; &lt;/a&gt;&lt;a href=&quot;http://twitter.com/#%21/LesPrimairesPS&quot;&gt;http://twitter.com/#!/LesPrimairesPS&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:100%;&quot;  &gt;&lt;br /&gt;&lt;br /&gt;sur la page Facebook&lt;span style=&quot;font-size:78%;&quot;&gt;  &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:78%;&quot;  &gt;&lt;a href=&quot;https://www.facebook.com/pages/LES-PRIMAIRES-DU-PARTI-SOCIALISTE-2011/141081982654813?sk=wall&quot;&gt;https://www.facebook.com/pages/LES-PRIMAIRES-DU-PARTI-SOCIALISTE-2011/141081982654813?sk=wall&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:100%;&quot;  &gt;&lt;br /&gt;&lt;br /&gt;sur Coopol &lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:78%;&quot;  &gt;&lt;a href=&quot;http://www.lacoopol.fr/groupe/les-primaires-une-recherche-sur-la-democratie&quot;&gt;http://www.lacoopol.fr/groupe/les-primaires-une-recherche-sur-la-democratie&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot; ;font-family:arial;font-size:100%;&quot;  &gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;et directement sur votre adresse email&lt;/span&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;a href=&quot;http://feedburner.google.com/fb/a/mailverify?uri=LesPrimairesPs2011&amp;amp;loc=en_US&quot;&gt;Subscribe to LES PRIMAIRES PS 2011 by Email&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;span style=&quot; ;font-family:arial;font-size:85%;&quot;  &gt;&lt;span style=&quot;font-weight: bold;font-size:100%;&quot; &gt;Tous les votants aux primaires &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: italic; color: rgb(255, 102, 102);  font-family:arial;font-size:180%;&quot;  &gt;Qui peux participer?&lt;/span&gt;&lt;span style=&quot;;font-family:arial;font-size:85%;&quot;  &gt;&lt;span style=&quot;font-weight: bold;font-size:100%;&quot; &gt; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot; ;font-family:arial;font-size:85%;&quot;  &gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:130%;&quot; id=&quot;facebook_status_slider&quot;  &gt;&lt;span style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;  font-family:arial;font-size:130%;&quot; id=&quot;facebook_status_slider&quot;  &gt;&lt;span style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;LES DONNEES SERONT TRAITEES DE FACON ANONYME&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; id=&quot;facebook_status_slider&quot; &gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; id=&quot;facebook_status_slider&quot; &gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; id=&quot;facebook_status_slider&quot; &gt;Bonnes primaires à tous! &lt;/span&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://lesprimaires.blogspot.com/feeds/5704752459494460340/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://lesprimaires.blogspot.com/2011/09/le-questionnaire-sera-en-ligne-partir_29.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/5704752459494460340'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4947742609034231208/posts/default/5704752459494460340'/><link rel='alternate' type='text/html' href='http://lesprimaires.blogspot.com/2011/09/le-questionnaire-sera-en-ligne-partir_29.html' title='Le Questionnaire sera en ligne à partir du 9 octobre'/><author><name>Unknown</name><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-4947742609034231208.post-6830513862240164844</id><published>2011-09-28T23:03:00.003+02:00</published><updated>2011-09-28T23:12:20.902+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2011"/><category scheme="http://www.blogger.com/atom/ns#" term="Aubry"/><category scheme="http://www.blogger.com/atom/ns#" term="Baylet"/><category scheme="http://www.blogger.com/atom/ns#" term="DSK"/><category scheme="http://www.blogger.com/atom/ns#" term="Démocratie"/><category scheme="http://www.blogger.com/atom/ns#" term="Elections"/><category scheme="http://www.blogger.com/atom/ns#" term="France"/><category scheme="http://www.blogger.com/atom/ns#" term="Hollande"/><category scheme="http://www.blogger.com/atom/ns#" term="Montebourg"/><category scheme="http://www.blogger.com/atom/ns#" term="Paris"/><category scheme="http://www.blogger.com/atom/ns#" term="Parti"/><category scheme="http://www.blogger.com/atom/ns#" term="Presidentielles"/><category scheme="http://www.blogger.com/atom/ns#" term="Primaires"/><category scheme="http://www.blogger.com/atom/ns#" term="Primarie"/><category scheme="http://www.blogger.com/atom/ns#" term="PS"/><category scheme="http://www.blogger.com/atom/ns#" term="Recherche"/><category scheme="http://www.blogger.com/atom/ns#" term="Royal"/><category scheme="http://www.blogger.com/atom/ns#" term="Socialiste"/><category scheme="http://www.blogger.com/atom/ns#" term="sondage"/><category scheme="http://www.blogger.com/atom/ns#" term="Valls"/><title type='text'>Un deuxième débat plus musclé</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://cdn-premiere.ladmedia.fr/var/premiere/storage/images/tele/news-tele/primaire-socialiste-six-candidats-pour-un-debat-televise-2855466/47425904-1-fre-FR/Primaire-Socialiste-six-candidats-pour-un-debat-televise_image_article_paysage_new.jpg&quot;&gt;&lt;img style=&quot;float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 418px; height: 279px;&quot; src=&quot;http://cdn-premiere.ladmedia.fr/var/premiere/storage/images/tele/news-tele/primaire-socialiste-six-candidats-pour-un-debat-televise-2855466/47425904-1-fre-FR/Primaire-Socialiste-six-candidats-pour-un-debat-televise_image_article_paysage_new.jpg&quot; alt=&quot;&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;http://www.challenges.fr/actualite/economie/20110928.FAP5461/primaires-socialistes-un-deuxieme-debat-plus-muscle.html&quot;&gt;par challenges&lt;/a&gt;&lt;br /&gt;&lt;p&gt;PARIS (AP) — Le deuxième débat télévisé qui a opposé mercredi soir  les six candidats aux primaires socialistes s&#39;est avéré bien plus animé  que le premier, les participants s&#39;affrontant vigoureusement sur les  questions économiques. François Hollande, donné favori par les sondages,  a donné l&#39;impression de se voir déjà à l&#39;Elysée, faisant de la jeunesse  non seulement son thème de campagne mais le cap de son mandat.&lt;/p&gt; &lt;p&gt;Alors que le premier débat, jeudi dernier sur France-2, avait été  très policé et courtois, les échanges sur le plateau d&#39;i&amp;gt;télé sont  devenus particulièrement vifs lorsqu&#39;ont été abordés les sujets  économiques.&lt;/p&gt; &lt;p&gt;La &quot;TVA sociale&quot; proposée par le député-maire d&#39;Evry (Essonne) Manuel  Valls a été fustigée par ses camarades. La présidente du conseil  régional de Poitou-Charentes Ségolène Royal l&#39;a qualifiée de &quot;TVA  anti-sociale&quot;. La maire de Lille Martine Aubry a souligné qu&#39;une telle  mesure pèserait d&#39;abord sur les classes populaires et moyennes. Le  député de Saône-et-Loire Arnaud Montebourg a quant à lui accusé Manuel  Valls de &quot;faire dans une primaire de gauche des propositions de droite&quot;.  Réponse de l&#39;intéressé: &quot;Personne ici n&#39;a le monopole de la gauche&quot;.&lt;/p&gt; &lt;p&gt;Juste avant, Ségolène Royal avait interpellé son ancien compagnon  François Hollande, exigeant de savoir qui acquitterait la &quot;contribution  écologique&quot; qu&#39;il venait de proposer. Devant ces échanges houleux, la  Première secrétaire du PS Martine Aubry, qui a délégué ses fonctions le  temps des primaires, s&#39;est sentie tenue d&#39;intervenir pour rappeler que  tous les prétendants à l&#39;investiture socialiste étaient d&#39;accord sur la  réforme fiscale.&lt;/p&gt; &lt;p&gt;François Hollande a voulu se positionner au dessus de la mêlée. Le  député de Corrèze a rappelé mercredi qu&#39;il avait fait de la jeunesse  l&#39;enjeu de sa candidature. &quot;Ce sera le cap, pas simplement le cap pour  une campagne, le cap pour un mandat!&quot; a lancé l&#39;ancien Premier  secrétaire du PS.&lt;/p&gt; &lt;p&gt;François Hollande a une nouvelle fois défendu le &quot;contrat de  génération&quot; qu&#39;il propose: chaque employeur qui garderait un senior  jusqu&#39;à la retraite et qui embaucherait en même temps un jeune de moins  de 25 ans en CDI serait exonéré de cotisations sociales sur les deux  emplois. &quot;Ce contrat de génération, ça va lier les âges&quot;, a-t-il promis.&lt;/p&gt; &lt;p&gt;Craignant que cette mesure n&#39;ait que des effets d&#39;aubaine, Martine  Aubry a suggéré à la place de &quot;taxer les entreprises qui se débarrassent  tôt (...) des seniors&quot;.&lt;/p&gt; &lt;p&gt;Autre divergence: Ségolène Royal a souhaité &quot;inscrire dans la loi  l&#39;interdiction des licenciements boursiers&quot;, tandis que Martine Aubry se  contenterait de permettre aux salariés de saisir le tribunal de  commerce pour empêcher la fermeture de leur entreprise si elle est  rentable.&lt;/p&gt; &lt;p&gt;Le chantre de la démondialisation Arnaud Montebourg a défendu un  protectionnisme européen qui consisterait à surtaxer les produits en  provenance de pays qui ne respectent pas les normes sociales et  environnementales en vigueur sur le Vieux Continent.&lt;/p&gt; &lt;p&gt;François Hollande a proposé de changer le mode de calcul du SMIC et  de mettre fin aux stock-options. Estimant que les entreprises  trouveraient toujours des moyens détournés de verser des sur-salaires,  Martine Aubry a suggéré qu&#39;ils soient taxés au même niveau que les  rémunérations classiques. Ségolène Royal a souhaité que la loi impose  &quot;une progression obligatoire salariale dans les entreprises qui font des  bénéfices&quot;.&lt;/p&gt; &lt;p&gt;Sur le thème de la sécurité, Manuel Valls a offert de &quot;généraliser&quot;  les polices municipales. Martine Aubry a promis de déployer 10.000  policiers en plus sur cinq ans. Arnaud Montebourg a estimé qu&#39;il fallait  &quot;associer&quot; la population à la politique de sécurité. Ségolène Royal a  une nouvelle fois défendu l&#39;encadrement militaire éducatif des jeunes  délinquants. Ce à quoi François Hollande a rétorqué qu&#39;un délinquant  condamné devait avoir affaire à l&#39;administration pénitentiaire et non à  une autre institution.&lt;/p&gt; &lt;p&gt;Sur les sans-papiers, François Hollande et Martine Aubry se sont  prononcés pour des régularisations au cas par cas sur la base de  critères qui incluraient l&#39;insertion professionnelle, la durée de la  présence sur le territoire et la vie de famille. Tandis qu&#39;Arnaud  Montebourg a préconisé des &quot;critères généreux&quot;, Ségolène Royal a noté  qu&#39;il fallait être &quot;très prudent sur cette générosité aux dépens des  autres&quot;, à savoir les immigrés en règle. Elle a prôné &quot;un démantèlement  et une répression des trafiquants de main-d&#39;oeuvre&quot;. Unique candidate  non-socialiste aux primaires, le président du Parti radical de gauche  (PRG) Jean-Michel Baylet s&#39;est prononcé &quot;pour la suppression du délit  d&#39;aide au séjour illégal&quot;. Manuel Valls a, lui, considéré que &quot;notre  système d&#39;intégration ne marche plus&quot;. &quot;Dans une période de chômage mais  aussi de tensions dans les quartiers&quot;, il a jugé que &quot;des reconduites à  la frontière&quot; étaient nécessaires.&lt;/p&gt; &lt;p&gt;Pour clore le débat, les candidats ont été interrogés sur la morale  en politique, tandis que la droite est éclaboussée par l&#39;affaire  Karachi. Martine Aubry a souhaité &quot;que le statut pénal du chef de l&#39;Etat  et des ministres change pour que, pour tout ce qui n&#39;est pas lié à  leurs fonctions, ils puissent être jugés comme tous les citoyens&quot;. Pour  Ségolène Royal, &quot;tout élu qui serait condamné pour des faits relevant de  peines privatives de liberté sera immédiatement démis de ses fonctions  et inéligible à vie&quot;. Arnaud Montebourg a quant à lui assuré que son  projet de VIe République allait &quot;beaucoup plus loin&quot; et ouvrait &quot;une  nouvelle ère démocratique&quot;.&lt;/p&gt; &lt;p&gt;Le troisième et dernier débat entre les six candidats aura lieu le mercredi 5 octobre à 20h30 sur BFM et RMC.&lt;/p&gt; &lt;p&gt;Le premier tour de la primaire est organisé le dimanche 9 octobre. Si  aucun prétendant à l&#39;investiture ne dépasse les 50%, les deux candidats  arrivés en tête s&#39;affronteront au second tour, le dimanche 16 octobre.  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