<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-2954539065527506593</id><updated>2011-11-28T00:52:53.218Z</updated><title type='text'>SCRIPTORIUM-VIRTUAL</title><subtitle type='html'>(Espaço de Descoberta, para os Meus Alunos...)</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default?start-index=101&amp;max-results=100'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>111</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-5333899564769175366</id><published>2011-11-12T17:10:00.003Z</published><updated>2011-11-12T17:15:14.525Z</updated><title type='text'>Apoio a Lógica</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:100%;"&gt;Foi incluído na biblioteca do Blog uma pasta de apoio aos conteúdos de Lógica (nomeadamente ficheiros aula 1 e aula 5). Clicar &lt;a href="http://www.box.net/s/g4ib8ohvb3aqu7ruvri2"&gt;aqui&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-5333899564769175366?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/5333899564769175366/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=5333899564769175366&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/5333899564769175366'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/5333899564769175366'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2011/11/apoio-logica.html' title='Apoio a Lógica'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-2300500733172775493</id><published>2011-11-09T20:40:00.005Z</published><updated>2011-11-09T21:02:12.556Z</updated><title type='text'>Sobre educação</title><content type='html'>&lt;div style="text-align: justify;"&gt;Grito de guerra da Mãe-Tigre, Amy Chua&lt;br /&gt;&lt;br /&gt;Apesar de nossos escrúpulos em relação a estereótipos culturais, há toneladas de estudos por aí que mostram diferenças consideráveis e quantificáveis entre chineses e ocidentais no que se refere à criação dos filhos. Numa pesquisa feita com 50 mães americanas ocidentais e 48 mães imigrantes chinesas, quase 70% das ocidentais diziam que “enfatizar o êxito académico não faz bem à criança”, ou que “os pais precisam alimentar a ideia de que aprender é divertido”. Por outro lado, aproximadamente 0% das mães chinesas tinha a mesma visão.&lt;br /&gt;&lt;br /&gt;A maioria delas dizia achar que seus filhos poderiam ser “os melhores” alunos; que o “êxito académico reflete o sucesso da educação recebida em casa”; e que, se as crianças não se destacavam na escola, é porque havia um “problema”, e os pais “não estavam fazendo o que deviam”. Outras pesquisas indicam que os pais chineses passam dez vezes mais tempo que os ocidentais por dia realizando atividades escolares com os filhos.&lt;br /&gt;&lt;br /&gt;Por outro lado, as crianças ocidentais são mais propensas a participar de equipes de desporto. Isso leva ao meu argumento final. Pode-se pensar que os pais desportistas americanos sejam semelhantes às mães chinesas. Porém, isso está errado. Ao contrário da mãe ocidental típica, que passa o dia carregando os filhos para cumprir uma agenda abarrotada de atividades desportivas, a mãe chinesa acredita que:&lt;br /&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;(1) os deveres escolares são sempre prioritários;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;(2) um A-menos é uma nota ruim; &lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;(3) seus filhos devem estar dois anos à frente dos colegas de turma em matemática;&lt;br /&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;(4) os filhos jamais devem ser elogiados em público; &lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;(5) se seu filho algum dia discordar de um professor ou treinador, sempre tome o partido do professor ou do treinador;&lt;br /&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;(6) as únicas atividades que seus filhos deveriam ter permissão para praticar são aquelas em que puderem ganhar uma medalha;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;(7) essa medalha deve ser de ouro.&lt;/li&gt;&lt;/ul&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-2300500733172775493?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/2300500733172775493/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=2300500733172775493&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/2300500733172775493'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/2300500733172775493'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2011/11/sobre-educacao.html' title='Sobre educação'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-1373771009957574870</id><published>2011-10-20T20:04:00.011+01:00</published><updated>2011-10-20T20:20:25.792+01:00</updated><title type='text'>Crianças não devem ver televisão até aos dois anos</title><content type='html'>&lt;!--[if !mso]&gt; 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  &lt;w:lsdexception locked="false" priority="21" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="31" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Reference"&gt;   &lt;w:lsdexception locked="false" priority="32" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Reference"&gt;   &lt;w:lsdexception locked="false" priority="33" semihidden="false" unhidewhenused="false" qformat="true" name="Book Title"&gt;   &lt;w:lsdexception locked="false" priority="37" name="Bibliography"&gt;   &lt;w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabela normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin-top:0cm;  mso-para-margin-right:0cm;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0cm;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;/p&gt;&lt;p class="MsoNormal" style="text-align: justify; line-height: normal; font-weight: bold;"&gt;&lt;span style="font-size:78%;"&gt;Um estudo da Academia Americana de Pediatria concluiu que ver televisão não traz qualquer benefício à educação de crianças com menos de dois anos. Os investigadores alertam os pais para a necessidade de limitarem o tempo que os filhos passam em frente ao ecrã, e incentivarem a interação das crianças com outras pessoas.&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; text-align:justify;line-height:normal;mso-outline-level:3"&gt;&lt;span style="font-size:85%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;    &lt;p style="text-align:justify;mso-outline-level:5"&gt;&lt;span style="font-size:10.0pt; mso-bidi-mso-bidi-font-weight:boldfont-size:12.0pt;" &gt;Em 1999, a associação médica norte-americana já tinha alertado para a mesma questão, tendo publicado um primeiro estudo que desencorajava por completo o consumo televisivo por menores de dois anos. A posição radical suscitou na altura a indignação tanto dos responsáveis pela indústria do entretenimento como das próprias associações de pais. O argumento era o mesmo: "hoje em dia é impossível". 12 anos e muitas novas tecnologias depois, os estudos foram reformulados e adaptados à realidade do século XXI. &lt;/span&gt;&lt;/p&gt;  &lt;p style="text-align:justify;mso-outline-level:5"&gt;&lt;span style="font-size:10.0pt; mso-bidi-mso-bidi-font-weight:boldfont-size:12.0pt;" &gt; "Sentimos que estava na altura de voltar a este assunto porque os ecrãs de televisão hoje em dia estão por todo o lado, e esta mensagem é muito mais relevante hoje do que era há uma década", afirma o pediatra Ari Brown. "Entre televisores, computadores, &lt;i&gt;iPads&lt;/i&gt; e &lt;i&gt;smartphones&lt;/i&gt;, as casas podem chegar a ter mais de 10 ecrãs", sublinha Brown. &lt;/span&gt;&lt;/p&gt;  &lt;p class="titletext" style="margin:0cm;margin-bottom:.0001pt;text-align:justify; mso-outline-level:5"&gt;&lt;b&gt;&lt;span style="font-size:10.0pt;mso-bidi-font-size:12.0pt;" &gt;As Privilegiar a linguagem humana &lt;/span&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p style="margin:0cm;margin-bottom:.0001pt;text-align:justify;mso-outline-level: 5"&gt;&lt;span style="font-size:10.0pt;mso-bidi-mso-bidi-font-weight: boldfont-size:12.0pt;" &gt;Recomendações dos pediatras são agora um pouco menos extremistas, mas ainda assim cautelosas: a televisão até pode estimular a aprendizagem, mas só em crianças com idade superior a dois anos. O psicólogo norte-americano Georgene Troseth revela que, contrariamente às crianças em idade escolar, os bebés "não fazem ideia do que está a acontecer" quando vêm televisão, porque não tem capacidades mentais para tal. &lt;/span&gt;&lt;/p&gt;  &lt;p style="text-align:justify;mso-outline-level:5"&gt;&lt;span style="font-size:10.0pt; mso-bidi-mso-bidi-font-weight:boldfont-size:12.0pt;" &gt;Investigações recentes comprovam que é a interação com pessoas e objetos o principal motor do processo de aprendizagem das crianças. A professora de psicologia Kathryn Hirsh-Pasek explica que "quanto mais linguagem humana for recebida, maior será a capacidade da criança para produzi-la e compreendê-la mais tarde". &lt;/span&gt;&lt;/p&gt;  &lt;p class="titletext" style="margin:0cm;margin-bottom:.0001pt;text-align:justify; mso-outline-level:5"&gt;&lt;b&gt;&lt;span style="font-size:10.0pt;mso-bidi-font-size:12.0pt;" &gt;Televisões fora do quarto &lt;/span&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p style="margin:0cm;margin-bottom:.0001pt;text-align:justify;mso-outline-level: 5"&gt;&lt;span style="font-size:10.0pt;mso-bidi-mso-bidi-font-weight: boldfont-size:12.0pt;" &gt;A prática cada vez mais comum de ter um televisor em cada divisão da casa, e em especial no quarto da criança, é outra questão que preocupa os académicos, ao mesmo tempo que avisam os adultos para moderarem o seu próprio consumo de conteúdos televisivos - um mau exemplo para os filhos e uma significativa diminuição do tempo passado com as crianças. A simples rotina de deixar a televisão sempre ligada como "ruído de fundo" pode prejudicar o desenvolvimento infantil, por ser inevitavelmente uma distração tanto para os filhos como para os pais. "Sabemos que do contacto com os media pode advir algum conhecimento, mas é mais reduzido e demora muito mais tempo", refere Georgene Troseth. &lt;/span&gt;&lt;/p&gt;  &lt;p style="text-align:justify;mso-outline-level:5"&gt;&lt;span style="font-size:10.0pt; mso-bidi-mso-bidi-font-weight:boldfont-size:12.0pt;" &gt;A Academia Americana de Pediatria alerta que por cada hora que uma criança passa em frente ao ecrã, perde cerca de 50 minutos de interação com os pais, e sugere que os médicos recomendem às famílias que instituam um limite para o tempo passado na companhia da televisão, naquilo a que chamam de "dieta dos media". &lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;span style="font-size:85%;"&gt;&lt;br /&gt;&lt;br /&gt;Original clicar &lt;a href="http://www.rtp.pt/noticias/?t=Criancas-nao-devem-ver-televisao-ate-aos-dois-anos.rtp&amp;amp;article=490709&amp;amp;visual=3&amp;amp;layout=10&amp;amp;tm=2"&gt;aqui &lt;/a&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-1373771009957574870?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/1373771009957574870/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=1373771009957574870&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/1373771009957574870'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/1373771009957574870'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2011/10/criancas-nao-devem-ver-televisao-ate.html' title='Crianças não devem ver televisão até aos dois anos'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-1400249054209333909</id><published>2011-10-13T14:04:00.001+01:00</published><updated>2011-10-13T14:05:18.954+01:00</updated><title type='text'>A filosofia como cultura do espírito</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;iframe src="http://www.youtube.com/embed/VCtjuTw8Qxc?rel=0" allowfullscreen="" frameborder="0" height="215" width="320"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-1400249054209333909?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/1400249054209333909/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=1400249054209333909&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/1400249054209333909'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/1400249054209333909'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2011/10/filosofia-como-cultura-do-espirito.html' title='A filosofia como cultura do espírito'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/VCtjuTw8Qxc/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-3370468707504882995</id><published>2011-10-06T16:39:00.002+01:00</published><updated>2011-10-06T16:44:02.349+01:00</updated><title type='text'>Perguntas não Filosóficas</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;img alt="http://aeiou.visao.pt/users/126/12623/frango-93be.jpg" src="http://aeiou.visao.pt/users/126/12623/frango-93be.jpg" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size:85%;"&gt;Preocupações existências de qualidade duvidosa: Os frangos podem ser sexy's&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;p class="artigoPreTit"&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:85%;"&gt;EUA                                &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-size:85%;"&gt;Um frango sexy (e polémico)                                      &lt;br /&gt;&lt;br /&gt;Uma brincadeira na secção "Jantar e Vinhos" do The New York Times está a indignar os defensores dos direitos dos animais. Em causa está um frango... numa pose sensual                                                      "Um frango sem cabeça e  numa pose sexual", indignou-se a PETA, organização de defesa dos  direitos dos animais, numa entrevista, abrindo a polémica, que se  arrasta no Twitter, em tom de troça.&lt;br /&gt;&lt;br /&gt;Tudo porque a secção "Dining &amp;amp; Wine" (Jantar e Vinhos) do jornal norte-americano The New Yor Times publicou  uma imagem original de um frango, como se estivesse numa pose sensual,  para ilustrar um artigo sobre como cozinhar a ave com pele.&lt;/span&gt;&lt;div class="stTxt" style="width:652px;overflow:hidden;"&gt;&lt;div id="bodyText" class="stTxt"&gt;&lt;p&gt;&lt;/p&gt;  &lt;/div&gt;         &lt;/div&gt;&lt;div style="overflow: hidden; color: rgb(0, 0, 0); background-color: transparent; text-align: left; text-decoration: none; border: medium none;"&gt;&lt;span style="font-size:85%;"&gt;&lt;br /&gt;Ler mais: &lt;a style="color: #003399;" href="http://aeiou.visao.pt/um-frango-sexy-e-polemico=f626023#ixzz1a16JwlJr"&gt;&lt;/a&gt;&lt;a href="http://aeiou.visao.pt/um-frango-sexy-e-polemico=f626023#ixzz1a16JwlJr"&gt;Aqui&lt;/a&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-3370468707504882995?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/3370468707504882995/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=3370468707504882995&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/3370468707504882995'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/3370468707504882995'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2011/10/perguntas-nao-filosoficas.html' title='Perguntas não Filosóficas'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-5423603082494812894</id><published>2011-10-06T16:35:00.002+01:00</published><updated>2011-10-06T16:37:49.480+01:00</updated><title type='text'>Perguntas Filosóficas</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;iframe src="http://www.youtube.com/embed/wCygD1MwYcc?rel=0" allowfullscreen="" frameborder="0" height="215" width="320"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:85%;"&gt;A vida e a Morte&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-5423603082494812894?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/5423603082494812894/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=5423603082494812894&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/5423603082494812894'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/5423603082494812894'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2011/10/perguntas-filosoficas.html' title='Perguntas Filosóficas'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/wCygD1MwYcc/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-4952159298370530481</id><published>2011-09-26T22:02:00.005+01:00</published><updated>2011-09-26T22:18:41.681+01:00</updated><title type='text'>Para onde nos conduzimos nós?</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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Zeus, admirado com a obra de Hefesto, despachou Pandora para a Terra, mas antes lhe deu uma grande e belíssima caixa de marfim ornamentada fechada e também lhe deu a chave, dizendo-lhe: “Quando você se casar, ofereça esta caixa como dote ao seu marido, mas a caixa só pode ser aberta após seu casamento”.&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; line-height: normal;"&gt;&lt;span style="font-size:85%;"&gt;&lt;i&gt;&lt;span style=" Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;font-family:&amp;quot;;" &gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; line-height: normal;"&gt;&lt;span style="font-size:85%;"&gt;&lt;i&gt;&lt;span style=";font-family:&amp;quot;;" &gt;Em pouco tempo, Pandora conheceu Epimeteu, irmão mais novo de Prometeu e logo se casaram. Epimeteu viajava constantemente e, certa vez, ficou muito tempo longe de casa. Pandora sentia-se só e triste. Lembrou-se da caixa e foi até o canto onde estava guardada examiná-la curiosamente. Enquanto observava os lindos detalhes e adornos externos, Pandora pareceu ouvir pequenas vozes gritando lá de dentro e dizendo: “Deixe-nos sair! ... Deixe-nos sair...”.&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; line-height: normal;"&gt;&lt;span style="font-size:85%;"&gt;&lt;i&gt;&lt;span style=" Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;font-family:&amp;quot;;" &gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; line-height: normal;"&gt;&lt;span style="font-size:85%;"&gt;&lt;i&gt;&lt;span style=";font-family:&amp;quot;;" &gt;Pandora não podia esperar mais. Foi correndo buscar a chave e imediatamente abriu a tampa da caixa. Para sua grande surpresa centenas de pequeninas e monstruosas criaturas, parecendo terríveis insetos, saíram voando lá de dentro, com um zumbido assustador. Logo a nuvem desses insetos cobriu o sol, e o dia ficou escuro e cinzento. Apavorada, Pandora fechou a caixa e sentou-se sobre a tampa. Ela estava tendo toda a espécie de sentimentos e pensamentos sombrios e odiosos que nunca tivera antes. Sentiu raiva de si mesma por ter aberto a caixa. Sentiu uma grande onda de ciúme de Epimeteu.&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; line-height: normal;"&gt;&lt;span style="font-size:85%;"&gt;&lt;i&gt;&lt;span style=" Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;font-family:&amp;quot;;" &gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; line-height: normal;"&gt;&lt;span style="font-size:85%;"&gt;&lt;i&gt;&lt;span style=";font-family:&amp;quot;;" &gt;Sentiu-se raivosa e irritada. Percebeu que estava doente de corpo e de alma. Súbito pareceu-lhe ouvir outra voz gritando de dentro da caixa: “Liberte-me! Deixe-me sair daqui!”. Pandora respondeu rispidamente: “Nunca! Você não sairá ! Já fiz tolice demais em abrir essa caixa!” Mas a voz prosseguiu de dentro da caixa: “Deixe-me sair, Pandora! Só eu posso ajudá-la!” Pandora hesitou, mas a voz era tão doce, e ela se sentia tão só e desesperada, que resolveu abrir a caixa.&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; line-height: normal;"&gt;&lt;span style="font-size:85%;"&gt;&lt;i&gt;&lt;span style=" Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;font-family:&amp;quot;;" &gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; line-height: normal;"&gt;&lt;span style="font-size:85%;"&gt;&lt;i&gt;&lt;span style=";font-family:&amp;quot;;" &gt;De lá de dentro saiu uma pequena fada, com asinhas verdes e luminosas que clarearam um pouco aquele quarto escuro, aliviando a atmosfera que se tornara pesada e opressiva. “Eu sou a Esperança”, disse a fada. E prosseguiu: “Você fez uma coisa terrível, Pandora! Libertou todos os males do mundo: egoísmo, crueldade, inveja, ciúme, ódio, intriga, ambição, desespero, tristeza, violência e todas as outras coisas que causam miséria e infelicidade. Zeus prendeu todos esses males nessa caixa e deu a você e a seu marido. Ele sabia que você iria, um dia, abrir essa caixa.&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; line-height: normal;"&gt;&lt;span style="font-size:85%;"&gt;&lt;i&gt;&lt;span style=" Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;font-family:&amp;quot;;" &gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; line-height: normal;"&gt;&lt;span style="font-size:85%;"&gt;&lt;i&gt;&lt;span style=";font-family:&amp;quot;;" &gt;Essa é a vingança de Zeus contra Prometeu e todos os homens, por terem roubado o fogo dos deuses! Chorando copiosamente, Pandora disse: “Que coisa terrível eu fiz! Como poderemos pegar todos esses males e prendê-los novamente na caixa?” “Você nunca poderá fazer isso Pandora!” Respondeu tristemente a fada da Esperança. “Eles já estão todos espalhados pelo mundo e não podem mais ser presos!” “Mas há algo que pode ser feito: Zeus enviou-me também, junto com esses males, para dar esperança aos sofredores, e eu estarei sempre com eles, para lembrar-lhes que seu sofrimento é passageiro e que sempre haverá um novo amanhã !”&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="font-size:85%;"&gt;&lt;i&gt;&lt;span style="Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;font-family:&amp;quot;;" &gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal;mso-layout-grid-align:none;text-autospace:none"&gt;&lt;span style="font-size:85%;"&gt;&lt;b&gt;&lt;span style="Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;font-family:&amp;quot;;" &gt; Conclusão: &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style="Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;font-family:&amp;quot;;font-size:85%;"  &gt;Portanto, enquanto o mito relata a existência das coisas pela explicação fantástica, a filosofia se questiona sobre o que são e como tem origem as coisas que existem.&lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-4952159298370530481?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/4952159298370530481/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=4952159298370530481&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/4952159298370530481'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/4952159298370530481'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2011/09/para-onde-nos-conduzimos-nos.html' title='Para onde nos conduzimos nós?'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-5267311225948633913</id><published>2011-09-26T21:47:00.004+01:00</published><updated>2011-09-26T21:54:05.909+01:00</updated><title type='text'>O que é a Filosofia?</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;img style="width: 388px; height: 321px;" 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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;img style="width: 419px; height: 115px;" 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TLppptu3LRpoyyzYNCvamhB4Hg+qv5HELht2z67//4/nnbaqZdffnlnZ6e2YuQlnEW7S7IsS1QH0tw8F+G4CJ1ix/bPrXf9vqy0+OKaGRs+Xu/19kaj4WgkFA4Hs8riYNAfCgUYE/r6et54wz5qVMX06Re9886/AoGAVhyr5m24IAMAQE5AGQMAhhD1Lb/qLEGfD06uZVLGssyi0XA0GqZPeD7a2vpOdfWFo0ZVXHnl5a+9tozjIvQnxgTSwSRhfT4vz0dV4/H69etmzfrF5MmTV6xY4ff7ycJNsj67X68ky7IkS6LEBMYEtTKBgO/jjz686855lRVlkydN2POfXeFQwOfz+v39PB9lTAiFAhmujo6h//j9/bLMHnjgvvHjx9588283bNiQFC+YlKIOAACAEaCMAQBDiJoemCzEpNKCweA333zz+eeff/jhh2vXrt24cePevXspT5nudnQpZFHGZJqlf3fv/vLCC88vLyspLBh5Q931WzZ/wnORSDjIcRFKZ0zewKLIk2WXXIGj0fAXX2xf+OCfxp009uGHH+7p6SFNrKZ4k2VZu4ldMpIsSzHHYlkSqXCOi2z4eP1tt95SWVE2ZnTl7+fNDQX9XDRM/tAxp2TF6UL3h6Q82aHJK+Prr/dWV194yilTnnvuOcoEp4pjY9Z3AAAACUAZAwCGkGAwqLpP8DwfCAS2bNnyk5/8ZOLEiaNGjSooKCgoKBg3blx5efk555zz6quvdnV1UdK0pI02tPZmI564pHq93t5Fix4fO3ZMaUlRSXHhL6+9Zt0Ha7lo2NvXQ0eSRCbjLgXJ8VyEMYGJ/JbNn8z73dzJEyfZbLbOzk5BEKLRKKWqYIwFg8FMly3JTBTjMlcSZZl5vb31f7COGzumuKjglCmTbM83USW5aFgUOBLHWa9L1f0kjsPh4I031k2aNGnBggV79+4Nh8MJtTAgjrVGffUZhuM49YvUcdT4lGuZMjHTE0IkEtGmf1b9myORSCgUUh8nqJABjSAAADioQBkDAIYQ0k+hUMjv92/ZsuU3v/lNWVnZVVdd9Ze//GX16tUbNmxoa2v74IMPmpqaZs2aNXXq1EsuueTll1/u6ekhRUUSLSkVcQbtSKqRJCZjQm9v99y5t5900ujCQnNJUWHVlMnW38/r6vTIEuvr7Rb5qMBHBZ4TBZ7nojITQn6fwEUlJvZ07X9+8bNnTD3trGnTdu7cSdUgl2i6qCz7a0iyxJjEBNLoXDQsy+zDde/PuubnpSVFBeYRp1WdssK+nIuG6QBZEhkTBI0vR7qro1Qbqju1KPJz5tw8adKkhQsX7t+/n9SnbuqPDKgpQVT/afUCyTU8GAzu2bPn/fff/+c//7l48eKGhoYHH3xwwYIFDz/88GOPPfbcc8+tXLly48aN7e3tfr+ffE7ItYOeJdTM0IFAII9DCwAAhgIoYwDAEELWRJ7n33333SuuuGL06NF33323z+fTlZUvv/zyueee++Mf//jpp59OSiSsZiPOrIxVgzGZYwMB38KFfyotLS4pKRox7ATzicPOqDr17t/P6+k+IDFRllgw4Pf7+v2+fm9vj6+3R5aYLLH/7N71yEMLzz7zjB+fNe35pudkjT1VmzcjszKWJUYp2yRJDIcCkiQ+99ziC863lJYUlZYUTZp48iMPL6RsbtFomOcimTWx9uooplCSxEgk1N/fN336RePGjfvb3/7m9/tJBOcSyyiLokhbVavWYtVOH41GnU7ngw8+eM4555SVlZ188sljxoyprKysqqo677zzLBbLKaecMn78+HHjxhUVFQ0bNqyysvKiiy669957N2/eLIqi3+9XN9+mmmQxtAMAwGEAlDEAYAgRRdHn87300ks1NTWjRo2aMWNGX18fWZFJkHEcF4lESAd7vd758+effvrpdXV1brdbVVSyooyVUjNZVbWJKUSR/+yzraefflppSVFxwciC4ScWDD9x7KjK6Recv3D+A6tb3ti62fnNvr39vT0HuvZv+/yzNa3vPvynBZf+dMbEcWOvvPSSN1esiIYjsiyr/ruq9TrLZau5KQSObMaMCbbnm8495+wC84jSkqJRleU/OuvMTk8H+UOTgJYlUU30pvvDKQkuRJGnrHNLly6pqjrlyiuvWL16tbpltOrbYCD/nRyJRKiRo9FoOBymHtm4ceOf//zn6urq008//eKLL77zzjttNtt77723Z88ev99PnhLqwV1dXTt37lyzZk1TU9PcuXOnT58+evToK664YvHixV9++WUwGKQuDofD2JEEAHD4A2UMABhCBEF48sknzzrrrBEjRkycOHHOnDler5ecj9VjJEkKh8Okg5944onzzz+/trZ206ZN4XCYXuhLmi1CZFk2Ylsl8yrtqdHU9Oy555w9dvSo0sKCESccX1ZUeNx//3/Dj//hySeNOW3K5HGjRxWNHFFRUjz1lCk/+H//d3R52Yk//MENv6r9eN0HkUBAlpJtw4ZyPpAvA4unNBb46Afvr7ni8kvNI4cXFxWUlhQVFoy8p/5u1xfb1cwVssykbK7GJI5pB5NPP91yxhlTx48f++KLL/b09Kj11CYAyWozJiNxNBol4+6ePXsef/zxU089deTIkfPmzVu7dm1PT496MD3nUL9oW0PSpE+ORCLbtm27+OKLKyoqJk6cuGjRoo6ODjqgv7/f4LABAIBDBZQxAGAIOXDgwLXXXltRUVFUVFRSUnLWWWdt2bKFvFcFgTKhcZLEKJXDV1/t+e1vZ59yypR58363f38nY6IkMVEUJImpGZBFUSRnhXQ/9BX6LsdFGRMDAf+qN1ded+21E08+uaKsdNjxP6wsLx9VUXHiCSeceMIJhWZzWUlxWUnJiBOHnXjC8edbLAv/tGDrZqfAcUxk0UhUFfFaoZldGUuSxEQm8EwQ6P9f722fN/eO8WNPKikqLBg5orK8rKKs9M55v1v3/lpvXy8TRVHgBS4qS5KsPApIjKm/ctFIJBwWeI6JQk/3gdWr3vzJ9Oknjx/350ce/mrPnqS6aSssafYl0cp6qqAsSzwX5bloT/eBljdWXHXVleVlpbNn37R165ZwOERtziTGmBjlooyJkizRr4yJgsALAk/dJykfUhij19vncLx33XW/PP30qb/4xc9fe+2fPB/z0yADvPoSIKtVGwAADiZQxgCAIcTtdl966aUFBQVkQSwtLZ0yZcqGDRtCoZAgcPQTCPi83t5vvvn60ksvPvXUKbNn/8bh+LfqLpxoNM1iAdU16PI8H41GOzs7//Wvf91+++0TJ04cPnx4WVlZZWVlaWmp2WweNmyY2Ww+66yzHnnkEZfLFYlEKHps4H6xkkwqUZZkiUnRSFSWZJHj333r7auvvGrECcMqS8vKi0uGH3/CiT88/uwzpz3y0MPbt20nbc9zfDgUjoYjoiAykXFRLhgIykxSxf/HH318042/KS4sKjQXtKx4o7e7h9PI93TNQv8mJ8WTZFlm0UgoGgk1PtYwZfLE8yznPPHEInXjwJglO/HHoM2e4yIeT8ejj/7VYjnn3HN//Le/NdI5yQ1DdRxXM10MsKkBACCvQBkDAIaQaDT6u9/9btKkSQUFBSeccMKwYcPKy8srKiouvfTSuXPvePjhhQ0Nf/njH++5/vraSZMmjB5dedddv//kkzZKvzAwZaxF+znZKUOhUEdHx+bNm1euXPnKK68sWbLk9ddf//e//719+/auri76CsdxqovzAHONSbIkMklkEpMkJnGhsMwkgeND/sDbb676xc9mVpSUlhYWmU8cXjTSXFZUPKqs/Iyq067/5XVPLfq749/v7di+o9PT2dvT6+3t8/b2Heg68OmWrUuXvPrwwocuvfiScSeNLS8t+9G0s2zPPe/3+SOhcFZlLGtCGGVFIguCIPKCIHC7d7lvu/WWU0+ZfMnFP33pxX9EIyGKC1TFca7KWJJEv7+f8srt3+95/vmm88+3nHnmGa+99po2A4Ysy4wxco/OlBwaAAAOIlDGAIAhRBCETZs2zZ49e9y4cRUVFeXl5WVlZaNHjy4tLS0oMI8cOXzkyOFFRQXl5aVjx4754x/v2bXLTSF0A1PGWpJylmkj5xhjkUiEXGxJMUej0Z6ennA4rI1d0/oh5AbZd5kki0w190qCKItMiHLOjW03Xv/r8WNOqigpnTT+5LKi4hEnDCsaaS4vLvnh9/+30FxQWlwyqqLypNFjxowaXVFWXlJUXFRQWFxYNOz4E8pLy0ZVVF52yaUffbhe4HgqmYtEhWwKXn1USDCrS3JPd9cNdddPmnjyWdPOeOLvf5OYwEXD4XBQ2/IDsBmruUE4LtLf37ds2atjxoyqqqpqb29Xnzq0DzBq1CAAABxaoIwBAEMIx3Ecx23fvv3RRx+94IILSktLR44cWVJSUlRUVFJSXFRUUFAwcvToyosv/uk//mHr7e3m+Wg4HIwqiX4HYDPW/l+1UErK3tTaTBdqIjb6P8dx0WhUTTRGNR+gXJMoQ7EoiUxmksgLAi9ITOKiHBflmCAG+n0rV7zx85/NnHTyhJLCooIRIwtHmksKiypKy0gElxQVFxcWFRUUFpoLCkaaiwuLykvLTh43/rprf7l0yauejm8Ejg/4/KIgxlS4gWYhAy25+dL19vd56379q3Fjx5SWFN17zx/2/GeXKPLBgI/SX6iNn5MyJlOxdp9tUeQ///zT3/52dmVl5dNPP93d3S0l5r8ztvEhAAAcDKCMAcgb2lu7bvoCKUcGUxlVAKkCUU6JzVLfZctKElztXwdzdhWqA2nNSCTS3t6+fv36F1988fnnn3/hBdtrry376KMPu7o6Y8nLmBBXYwNSxrptnvRrai4zaiL6f+oGywO5bImugDFFuQoczwSRnCskJpH/scyk7q4D69d9+Nzipj9Y777u2l/OmP6TH007a8qkyVMmTZ52xpnVF14086qf3fLbm5964sl1H6zr6+nlo5woiJLIBI6XFD9mJjKJpa0nPRXQBhzqsOR5fu/evYse/1tpSVFRobnmpz9pecMeCQd5PirLTBC4BLGbozKm3bBDoQDlBhEELhj0f/TRh8XFxeedd97OnTu16ZZFUaTMcQNpZwAAyDdQxgDkDfXunmSt1B6gwhSGqDK0hxmlCqbKUGZZ2n9Bu51bKBQKBAIHJ0VAovKPy1+D+1zk5E1xKMmUPCOmm0VeiITCfJSjQD36JBQIirwQDUciFITHC9rYu0w/WWukDDkaltFodOvWrRddcGFRobmwYOQ1v7ja8V6rNpuy1ug7AJuxrOSWpkIEgduxY/uYMWPGjx+/fft2QYFmB/lXDHmnAACAAaCMAcgbWmWszY2VethBsBlTBchYS2KI/tPb27t+/fqlS5cuXrz4+eeff/PNN8mGp7UZa6uaPXfvgFCVsTFBfKQp44yQEVdSdr0mg24sXYMgqsZmkRdUM7PAC1wkKmVQydlOJyveFPRE5PV631y5sqyktLBgZFGh+aorL3/3nbdFgaMf0rIDU8ayzLS2f/Ks4LiIy7WjoqJiwoQJ27Zto5qo2xxm2WobAAAOIlDGABxi8q6MJSWjQigUItswCaNIJLJ06dKLLrqooKCgsLBw7NixJ510EuUvmz9/fmdnZ+qWwkOnjKn4HGXxUaKM6SlFXwvqWZfJd2IwypjUMMliGh5ff/31Ky+/UlxYVFRoLiku/NFZZ772z6USEygfBfl5D8ybQhXEqpOxKPL9/X1vvbW6vLx8xowZLpeLxqSa9yNtawAAwEEHyhiAvJGqIyVNgFeqH4XWrpxfZUwmSdWdg+f5ffv2vfLKKxMmTDjvvPOam5vdbndvb29HR8cHH3zwwAMPlJWV3XjjjZs3bybjpVamSIkZHgZJ4vUdvd4UGZE0jg2x7GmK7w0TmSiIoiCSzVggszG5WwzOm4IiC6ndI5HIvn37XnvttdLiEtqTb1Rl+fwH7mv/6j+yJMqJKdsGrIwpho8M4F98sf32228bN27cE088sW/fPhpmNErp36F59AIAgJyBMgYgP0hKnBPt7kY3e5Ijyn5vsffmKpT9gE/PYMQxbRdM7+u/+uqrp556atKkSSUlJUuWLOnt7SVBRjXs6ek57bTTKisrV65cSbsEJyWXHbxwSfNgIFKCtvQ52o5OZSxrxHESoiDyHC8KYtw8zCRJZKIgUnaLgSljSZN+jiR4MBhcs2ZNWUlpSXFhaUnRicOOr/npT17759KAvz8SCZGtdzDeFOq/PB/1+/vfemvV+PHjxowZs2/fPtWThMYDWY6RzxgAcJgAZQxAMhnu0KrDLkXTS0rWBVK9HMeFw+FoNNrf389xXCQSCQQCFN/25Zdf2u32f//73319feFw2OVyrVu3zu12v/3223v27AmFQp988skHH3ywZ88eQRAikQidgl5/C4IQjUZVGa2+E1drq4ZVxaSnyGjTNYHjRUHc7f7ywQfmjy6vKBppPqlyVMMjf/6P+0s+EmW8QMFem9s2nTJx0mmnVr3zr3eGSBmDQ4skSZSERFXkPM9v37790osvLi8rKSkuHDnixJLiwiuvuOzNlW/IMhP4KMdFeC4iChwTeSbyEhPInMyYwPM8yXeybavJ6WJpm5lEiZa5KCdwvL/ft/y15Rf/tKbqlFNtzz2fdUcSAAA4tEAZA5AbkpJ3QpIkEqxerzccDtMWxNFoNBwOy7Ls8/lWr1595513Pvroox0dHXv27Fm+fPnq1at7e3tlWY5Goz6fr7e3d8WKFbt27eru7t6wYcPGjRvfe++92267rbq62uv1MsZ8Pl8gEFB9Q9XNw0KhEJ1FTjTHxj4RGR+OyJIs8QLjePs/X7v84kto07Xvf/f/jior/91tt6+0r/jog3Vvrnjjrw8/MmHsuEnjT37mqaf37t2btEWZnG9vCnDwoR5M+lWSJL/Pv+J1e4F5BNmMRwwfVl5WcsH5lleXvEzimOcieDR0rwAAIABJREFUTORJEEuSyHMRnotIkihLkqzknqMfJojkCR0NR7hIVOSF/j4vHfDsM89OrTpt8sRJTyz6OxeJHsJ2AAAAI0AZA6BPGgcARrZhdQNhyncWDocPHDjw1Vdf7d69m8KJtm3btmnTpv/85z9+v59EsyzLkUiEUqdFo9FIJCKTCU4QKKVrKBQKBoP79u174YUXFi9ePG/evFdffXXXrl2hUIiC94PBIMlx9X20fvoLSZZFJgmiEImKvPDeu611tb8aVVZeNNI8qqy8cMTIYnNBWVEx/YypqDyj6rTVLSsDPr/EUkT20EbggYOBqoxVf3dy8hEEwdfv+82NdWNGV5YUF1aUl5aVFhcVmkdVlt9/373bPv80HA6S4CXjsSBwXDQcjYYFnic7MaMcGmQ5pt2wRSaJTOSFcDC04aOPf3vT7KpTTv1J9fRnnnq650D3YHxhpPTkraUAAADKGIB0aGWxmgBYVRjBYLC7u1uWZY7j+vv77Xb7m2+++fnnn69fv37fvn1UQnd3t9/v5zguEAhIktTf3+/z+UiUkNFXkqRQKETHkBuDIAjBYJCE8kcfffTMM8/Mnj37lltusdvtfr9flmWv10uymOf5cDhMHhfaTRzIfVdmEhcKk9Gup+vAkhdfuuBcy7Af/PAH/+97I04YdlLlqDEVlWVFxeXFJWefOe0fzz0vMSkSjohC8ptu6I+jCTUCjykbYsuS7O3rue6Xs8rLSih924nDjh9VWX7isOPPPGPqQw89+NFHH/b1dssykyVR4KMxT2JJcZwQGaWWU12imSD293k3btg4b+7vxp00tqKs/LxzLS88b+OjnMSkYCA4sJqnc8seohhWAMCxDJQxAPpob8bk7EvGXRK1fr/f6XS++OKLW7Zs+eyzz/bu3ev1eiORCFmUg8FgJBIhb05yCyabsSp/qcxQKCQpOx3QlhzRaJRktBq0t2fPnrfeequpqampqenpp5/+05/+ZLPZdu7cSTbmcDhMRyboAyYxkYm8QFY9iUne3r5NG9uanl183bW/PO9cy1lnTrvw/Auuu/aXDX/5a9vGtnAwxEQW23JCuXaoiqMGSQm/oz6lcUWDU5ZkUeR3fbnzz488dPaPppFnRUV56Yjhw0YMH1ZSXDj1tFOv+cXVD/5p/vLXln326Zbe3u5oNMxzHB/lBI4XeUEUxEg40rW/a/MnziUvvzL//geuvWbW+LHjigoKx4456Zbf3vzx+o9oaHFRLvXRy/glQBkDAA4OUMYAxFHfO0ejUaZJquX1emVZDoVCgiAcOHDggw8+eOGFF15//fVAICDLMhl9VQFNapgUsPF7s2rM0wpxbRYLUs+7du1aunTpnXfeabVaV61aRfJaluXe3t7YvgmSTLFQAseTDU/kBZEXBI6nuKh4vJQ20YH6KzimkGRyHe7v71u9auWNN/x63Ngxw088oajQXFRoLjCPMI8cbh45nMzJpSVF48eddPaPpl1SU/PzmVf/cta1114z6+Kf1kwYf3JpcUl5aVlleUVpccnI4SNOPGHY+Zbzmp5d3PmNh3Yq4aNcKBCUJZnjOElxmpdlmTyRZMXTg5yL1L8S0Wi0u7vb5XK9++67ixYtmjt37k033TR79uxbb7117ty5f/jDHxobG9999929e/f6/X7V14gKl2VZjSilVzFUMjIoAwDSAWUMQAxVm0ajUTLHUoAdGdj8fn9HR8fq1atXrVq1ZcuWzs5Ocv8NBoOBQIAMw0nW5Zzcc5OcN7TKWFXbpBu8Xu9XX321YsWKBx988PHHH58/f/6XX37p8/nI+zkSiUTCEY7jBF6QJVliTFCENc9xlFKADMnaCKr4r+CYQpKZyAsCJwocFw1/07Hv7bdWzfvdHadPrSovKykrLS4pLiwuKiguKqD/xCRycXFJUXGhuaBgpLnQXFBUUGgeMbJgpLmyvOKUyVMuu+TSp554cse27bS1dSQciYQj5H8s8IIsyyReKQdLOBym0R4IBLRD/cCBA62trX/5y19uuOGGCy+8cOrUqaeffvoFF1zws5/9bPbs2Xfccce8efPuuOOOOXPm/OY3v7nmmmvOPvvsiRMnnn766RdffPGcOXP+/ve/v//++93d3TR5BUEIh8P0DMmUzSBhUQYA6AJlDI5RUu+LqslWlmW/3x8IBMiRl27YH3300e9+97vXX399165dwWBQlmXGmOr1S9JT1sjrXO+72lfASW+K6VwUtEc3dTUK0Ov1PvHEEzNnzlywYIHD4di/fz9JgVAoROkv1Cy26im0+d2S/jTQtgRHLJIcDgclJkhMoL05KJPxFzu2vdj8whWXXzpl8sRRleVkPy4sGGkeOXzE8GEnnnBCobmgsryisrxiVEVlZXnFmFGjL7rgwgcX/GnzJ071LUQ0EuU5nh7D1M2u1Xcpai5CWZZ5nvf7/eQ0v3nz5t///vejRo0aNWrUqaee+vOf/7y5udnlclG6Q7XiatAqPaDyPN/f379ly5Ynn3xy5syZY8eOLS4uPvnkkx999NEdO3bQF+kssiyr3keHqtUBAIczUMbgWETSbDSQZKyl6DqyZlEKtu7u7t27d7e0tLjdbspEQVaoaDRKIpUp6YTzUjHdKmnt0OruIaSSfT5fOBx2OByPP/74o48+arPZVq5c2dXVJctyKBTieT4YDFJ+DMZYMBjUOiUnnXfw9QdHGJJMO3owJogCJyob11HSlGgktL/zm61bN69etdL2fNNjj/51wfz7773nD/V33/3He+596MGFf//boldfWbL+w/XtX7WHAsG4CBZELspFwhGBFwReoNcUtFNJNBqVJIlmFr0Gobm2b9++V1999de//vXpp59+7rnn3n///Q6Hw+PxqDGm2hmhOh2p/ktkCaY5GwgEdu3a9cYbb/zhD3+YNm3aOeecc/vtt69evbqnp0fNOA6bMQAgHVDG4FgkgzIm4djX10e37S1btjzzzDO7du2iL/r9frqj0xthWZYFQSDdKafYofMSCURWXjVqSiuLeZ6nd9AdHR2UDK63t9dut9fV1a1cufKdd95Zvnz5119/rbpsUjVgMwZxJLnf26tuBE36mDb14LkIFw1z0bDAR7V7E0pMYILA1F36mESheOQvwUe5cDAUDoZieY5FRkmOBY6nRBaSJNGglWWZnBwYY5s2baqpqamoqLjwwgsXL1584MABxtiBAwf8fj+NXhr2SbuEMCWFIiVATILenPT09Fit1qqqqilTpsydO9flch04cECWZdXhGAAAkoAyBsciScqYhKaqjCVJ6urqWrNmzdKlSz/++GNJklSjVKr2ZYl7KEiaTMC6yjj1wwySVE0VR2dRXSQpQTIFM8myTOJADddjjHEct3bt2vnz5zc2NjY1NbW2tnZ1dZEaIBubajkmfUC/5q19wZGCJKu7KDImSkwkl3NZYqoHOv2oT44SE5WsbeSbrr9htSRJoiAyUZQY03q0i6LAcVGOi/I8Jwh8Z6dnwYL5U6eeZrGc+8wzT3/5pTsajTAmRqMR+gLPc0mRrJJejm118x1Zlqmiyl+lSCT8ySeb7r//vh//+Owf//jsJ598QhD4aDTC85ykXKb6H8ZEScJEAOCYBsoYHIvQO9zu7m5KNyFJUjgc7u/vp1e9n3/++c033/zGG2/09PRQnJAkSfv37x+MdtS6Dmv1buYyJSWgXvWwJO1LKd5UfUyGN/orfU7BRhTeZLfba2tr6+rq3n777a6urmAwSOY0KpMM5LIs9/T0xLJbKKdOJ+4BGDD9/X3kzSzLbOvWzb/5zQ3l5aXXXnvNpk0bAwGfJIla+7TyM/CxR+ZwSRK93t4332yZPv2igoKRDzxwX1dXJ2OCKPKMCWR6Vo+EMgbgGAfKGByLSMo2YCSF6Z1sKBRqb29/7rnnFi9e3NHRQeqTgvBIgNIeHAM7Y6oDg1qTDN8i32IykpEXB/lokkNFOBwm4a6+dKYrIpVM++2p3tLt7e0vvfTSDTfc8Prrr7tcrmAwSAKa3kT7fD6fz0fvuNWKSZpYQChjkBdIgPr9/W++2TJr1i/Gjh1zzTU/37NndzgcJBfn/CpjjotEIqFwOMjz0VAo8MknbVdddcVJJ41+/PHH2tv30DLAcRH6DynjwZwOAHAUAGUMjkW0XgSSJAWDwf7+/g8++ODWW28ll2IKhCeJSRpR3ZVjYGglptazObPNmFJSkMezWh+/39/T00NqmCpGB5NpmXJWUPYMWZbD4TDpXcqEJcvyTTfddNlll73yyiv79+8nqU35AdLFJMFmDPIIyd9ly16tqZkxZsyoWbN+8fXXe2WZ8Xx0KJSxthxB4Lze3vb2PaedduqoURVNTc8eOLBf1cQk2RkTYDMG4BgHyhgco6iaksyuDodj8eLFbreb8p2Rt6666QBtqDF4T1xJk24inRU5CaqDqs5Jy9KWH++9996bb7757rvvrlmzxul0ktLV2sIp0VsgECALsSiK4XA4GAx6vd7XX3/9ySeffOedd9rb2zkFrY8H/CjAUMCYsGLF65dddkl5eekll9S0tr4jCFww6CevhrwrY1Hkg0E/ye5oNMxxEVHkX3/9tTPOmHr55ZeuWPF6MOgnVwqej0qSKAgcIvMAOMaBMgbHIuRBIUlSb2/vF198sWTJknXr1lHWJ1mxnpI+puNJEwcCgcF4U1D5gUCAXBdIsKoW33T1FEWRZKtq5+7t7X3mmWfOOOOM4447buzYsXPnzi0uLh4xYsSf/vSnbdu2UV45Et9UCO1FopbW399PWTU6Ozv/+c9/3nHHHbt37+7t7VWzXqgb+KlCGfoY5IudO7+YMWN6WVnJ5MkTFyx4gLwdKInyUChj8pSIRELRaJjkL8dFQqFAXd31Y8aMevDBBf39fSSI6choNCwIfPZyAQBHL1DG4KhFVXVqjjOC/G7JAfeDDz74/e9/v27dOtoii+O4vr6+jz/++G9/+9vKlSv37t1LAlGWZTUvG0sDyUd1H1rtPnbkEUEbc7S0tLz44osLFiy4+OKLzz///Mcff5z8IrS2ZJLLFHtHeSdoA+poNNrX13fXXXfdcsstLS0t/f39fX195FzR39//3nvv3XXXXTfddNOSJUva2tq8Xi9tlksl0PVSVbWBetu3b1+wYMF99923devWYDBI+/9xHNff36/mwdDmbJb0MtMdkv4Fhy30JJn6CiIajf72tzeNHz+2pKToqquuaGlZQWo4FAroCeI8KGNyllBlN3kSh0IBm+25iy664Lrrrv3Xv97iuAi5UggCRxF4GNIAHMtAGYOjFjU5MQWZqUnKVPXp8/lWrVq1f//+aDRKhtWdO3eeeuqp3/nOd/7nf/7n9ttv/+yzz2SNsy/5+6YmbVBRE1lQBVjiDnaBQODZZ5+96aabrrjiioULF7pcLtr3SxRF2l+aqkcJIiKRCMmLJG+Kp556avbs2f/6178oqwZjzOv1UnJlSm/sdrsXL148duzYV199NRgMdnZ2+nw+Kodi7NTUyKFQyOv1ku5ftWrVn//8548++qizs7O/v1+SJHoSoG3GtBvpJQFlDNKR5LnOcdz27dvHjTtpxIgTCwpGzp17u8u1g9RqNBpWdxjJrzJWfZdVazSJ4A0bPrryyssvuuiC555bTF4WipOxiCENwDEOlDE4apGUBBQUYUYaNBKJkNrbvHmzxWJZsGDBJZdcMmPGjB/96Ec1NTWvvPJKZ2dnZ2dnX18f2WvJtkrmrsyymGCMqdmFSYWrnr5r1qy54IIL5syZM3/+/D/+8Y+LFy+m9BGUFoNUNaW/UJ0ZtNnZ/H7/Z599VlZWNn/+fLfbLYqiy+WifXRvu+02q9W6ZMmSTZs27d271+v17t69+8Ybb7zzzjvXr1/v9XpVgStJEmW0IKs5nYvq0NHRsWDBgieffNLlcnk8nmg0SpesKmlduQAZAXRJcsIRRbG7u3vx4sVFRQXl5aUlJUX33Xevx9MRjYZJs6o23SFSxpSjTZLEcDgoy2z37i+vu+7aadPOePTRv5JnvpKYgjGWn/0sAQBHKFDG4KiFLLXkISBrLLi9vb1bt25tbW29/fbba2pq5s2b99BDD61cubKzs5MsqSQcVScKv9+vpnrI4E1BMlpbgf7+fo/HQw4PbW1tn3322TfffBMKhfr7+19++eU77rhj27ZtkiS1tLR89tlnS5YsWbZs2c6dO0nHk3eHdvs6juN27949a9ashoaG7du3RyKR/fv3b9iw4euvv3755Zd/9atfFRYWfv/7358xY8Ybb7xBav6MM8644IILVq5cSebz3t5eyspMtmpKYUEb+Hm9XhL0ixcvvv7665cuXUo2Y/KpIH2MzfOAcWjoqu9MeJ7/+uuvZ8+eXVAwsqyspLi48O6779q79ys1izB5MuRdGWuyFMd+BIGTZeZ2u6655uenn35aQ8NfKD6PPh90KgwAwBEPlDE4aiGDKNlfyXeWjLJLly6dPn36rbfe2tPTs2vXLvJkIMso5XBQMzzQ5yR8yciqeiPoQkbiYDDY1dW1cuXKK6644tRTT73nnnu2bNly3333/frXv/7Rj340c+bMNWvW9Pb27tq168svv3zooYfuueee1atX33777U888cT+/ft37Nhx8803W63W/fv3B4PB9vb2DRs2bNy4MRAILFu2zOPxrF27dsuWLT09PRzH7d27d/bs2TfccMPVV1992223XXTRRSUlJb/85S9DoVBvb+/HH39stVqtVuvbb79Nip+uKKpAV6caj+nBYNu2bUuWLHnhhRfcbjcdTKZrcilRUyxDE4N0qN446q+iKHo8niuvvLK0tLioqKC4uPDmm2dv3vyJusfzEPkZUz44xYFYpHPJMluz5r0rrrjsJz+pfuGF5+mTcDioqGcYjAE4poEyBkctlNWB/BDok61bt65fv769vZ3koLqFhzYVg6TZ8Fn1JVDLpMPIFE2/UjY3KiQcDh84cEAUxcmTJ3/nO9857rjjfvCDH0yfPn3RokV//OMfw+HwT3/6U6fTGQ6H169f/+tf//rb3/72D3/4w+9+97vf/va3zzzzzJdffjkcDn/xxRfl5eV2u52K2rhx42OPPfbMM894vd6pU6fSh2pc4Ndffz116tQRI0Zs3rw5FAr95S9/GT58+Pe///1zzjmno6NDFMUPP/zw+uuvv+GGG5xOJ7UJeVMEAgHK0Ew+G7QxHs/z3d3d3d3djLG+vr5rrrmGNgKkmEVqinA4rBrOtRkwUoF0PmahiSMrQXj03NXV1XXttddWVpYXFIysqCj72c+u/Oc/l1JGiI6OferGeOmUsd4W1Fl+VOgJmQYkuTk99dRTF1100Q033LB27VpZliVJ8vv9NFwzj2oAwFEPlDE4alGNo4FAQBCEvXv3/v3vf1+2bNl//vMfMiGrFmVRQY2jJ69fchemD8m8Ssdr92fu6ekhv2TK/vbAAw/ce++9xx133Pe///3/83/+z8yZM5955pm77767srLy9ttvX7hw4fvvv//EE09YrdbGxsbHHnvse9/73re+9a3vfe97xx9//FVXXfXcc8899thjw4cPf/TRRx9++GEqbfbs2VdffXV9fX1paWlNTc0DDzzQ2Nj44osvbtq0KRgM7tix45NPPiG7786dOxsaGmbOnPnxxx8fOHCgr68vGAzu37//H//4x3XXXff6669v2rTJ6XRu3bq1qalp5cqVX3zxRUNDw6233kr+Fb29vT09PW1tbQ8++OD9999Plu9nn332448/DgQC5JFMnspaR2pVcyS1P5TxMQvNIFlxYaLp09XVdccdd5x44gkVFWUFBSPHjh3zhz9Y+/p6yMeX56Pk+ZBfZayGB9DzJHkldXV1zZw5c/LkyQ8//HBnZ6dq4aYQW+JQNh8A4JACZQyOctSsEW+//XZjY+O6desoVUWGEDqK1VO/GA6H/X6/3+9XHX/JPMzz/DfffHPllVcWFBR873vfGzly5Mknnzx58uTvfve7JpPpf//3f4cNG/bDH/7w6quv3rZtW19fH/kxM8aCwWBLS8tll11WWlpqMpmOO+44m802ffr0448/3mw2/+AHPzCZTN/97ne/9a1vzZs376WXXrrxxhv/67/+67//+7/PPvvsSZMmzZgxw2KxPPbY/8/el8fVlP//S9rLXlHdNqVVIoTJGETZskTClMGUZF/C2EN2iURII1KEsYXsZUlJi7QrlUrLbbv7Pfvvj9fc9+9MZsyM+ZjxnTnPRw+P63Y7933Ofdd5vp/v5+v5OgDknqIoqPDDMEwkEp05c0ZPT09HRycxMRHimRmGSU5OHjdunLa29ubNm7du3Tp//vyNGzdu2bLl2LFjAoEgOjraz8+vvLx87969w4YNW7JkSXp6+pgxY7S1tceOHRsbG1tdXY1c2qh3IJgxQH5GK4oPr/zf/Xlz+KdBK4K3GRYzhgCWM2fOWFlZmpjwevbU5/EMx451i409wzCUTCb5XTfFpzFjmIGwjoWVLcMwR44c6dOnz7Rp0+7duweDhN8UWF5ymjEHDv9xcMyYw78WKLWNoqjy8vIVK1bcvn0bGsW10YTakGNkSgbJGfRR0J6lUmlra6tAICgoKFixYoWbm5udnZ2urm6nTp08PT3Xr1/fp08fFRUVTU1NHR2dSZMmRUZG5ubmAqtmGAaODAN79+5ddHS0u7u7lpaWjY2Ni4vL5s2bw8LCPDw8QkJCtLS01qxZ4+7ubmFh0a1bNzBmODs7GxkZHTt27MWLFwkJCeHh4fn5+dCkA44JqW23b99OSkqCBtcSiUQoFLa0tNy8ebNHjx5eXl6BgYHW1taenp7Lli3z9PQcPnz4mTNnJk2atG7duvT09Pz8/B9//NHLy8vKyur06dObN2/OycmBZQCGYbW1tQsXLrxw4cL79++Bl8NVYntR2lzVv/tT5/BPg20yBk6MjPhv3751cupnYNDDwKCHoWFPMzOTcePcHz16ACkyH6/A+zRmDCtb2N8gCEIoFD558qRv375Dhw5NSEiA3x1YAMMDlNv9z10/Dhw4/MPgmDGHfzPAByyVSsvLy319fZ8/f97a2gr+WjZ+9WcxDEOpFARBPHr0yN/fv2/fvqamptbW1r1791ZRUVFVVdXS0lq0aNHcuXPd3Nx++OGH3NzcCRMm8Hi81NTU2tra6upqPp/PMAxN0yjqGNikVCqtrq6Wy+WrVq0yMTEZNGhQQECAr6+vo6PjhQsXVqxYsXr16gEDBoSEhNy4cWP27Nmqqqrt2rWbOXNmamqqWCw+duyYvr5+ly5dunfvXlpaClwEKDK605Mk+ejRo2+//VZfX19bW9vMzCwkJGTp0qVubm4bN2787rvv3Nzc7t27Fxsb26VLl/Xr13t7e0+cOPHIkSMikejt27fQYhq1R4G+2aWlpTdv3hw3btzs2bNv3bqFvJu/Gl7BMeP/IJCVgr1Y+vlfktq9K6Sfo4OZqTHPyKBnDz2LXmYTJ4zLyc6UfqTZB03/lRo8SGBkGKa1tTUpKWn48OG9e/eOi4traGhAVQRo0gKH/l9cBg4cOPxfBceMOfxrAe5GuNWVlpZOmzYtNTUVZZDBvRAaaiCtCJ4EEbSlpaWoqKisrEwsFmdlZa1cufLhw4eBgYHbtm0LCwvz9PRUV1c3NTVNSUkRCATx8fHbtm3buHGjn5/fwYMHW1tb29T2IU4McWkoywJecOvWrYSEhLNnz+7atcvHx8fV1dXW1tbCwkJXV/e7774LCQkZO3Zs586dNTQ0Zs6cuXTp0unTpw8cOHDEiBE7duwAPj116tSIiIg3b96AzwG6ftA0/f79+6SkpICAgN69e0+fPl0sFkNCRX19fVpaWkpKSmtra2NjY0JCQnl5eXNzc1lZ2Zs3b+AIMEhQzcFbDNcKx/GysrIHDx6cOHFiw4YNmzZtKi4uRlp4G+0N1eqx6xrhU/hHZweHzwiY7bBjg56hKIqh6Oqqyjm+39rb2fCMDAwNehjzDI15hmPdxyTeuNbcxKcpgqYIisQp6FoHzuNfMmP2NGN+ad5Ab4ScUWCOhxl75MiRkSNHmpubnzx5ks/ns1O60TjZY+bAgcN/Exwz5vCvhVQqhbox6JExZ86cJ0+eSCQSSDSDsjygyAzDiMXi8vLywsJC+FmRSJSTkxMQEODu7r5ly5bBgwf7+PhERkaOGDFi+fLlc+bMad++vba2trW1dXl5eUNDQ3h4uJ+f365du3JychiGEQgEcFcGvwG8Fzgd4fjIwQxPsg0eEonk+fPn2dnZWVlZmZmZr169evny5bNnz/Ly8kpLS0mSrKioKCoqysjIePHiRWNjo1gszsjIePjwYX5+PrS7AwgEgsLCwsDAwFGjRjk4OAwdOjQjIwPFriHOijgE9cs+JmgfHHwUcDGBJUMcBwy1rKwsNTW1pKSkpaWlpqZGKBQKBAIUBgJAdhQ+n19TU/P5P3kOXypohmGo9LTUud/59jI3NTToYWrCa6+kZGtjZWlhvmXzxuepT5ubG0EqJnA5PJCIxbDVQ/yyFyP8isGCDfWnRM8j3Zqm6adPny5YsMDU1NTW1vbUqVOtra0c/eXAgcNvgWPGHP61AHVTKpWKxeKCggJXV9ezZ89WV1ez1U2BQBATE7N79+4ff/wxNjZ20aJFAwcODAoK6tu3r4uLi5WV1ZgxY/bt22dvb9+nT5/+/ft36tSpQ4cOHTp0gJK4Tp06+fv7Hzt2LDo6OiUlBZott7a2gl8CquIQxUTxVSghGBgqqNpIYEbkFb6LbAwwbDgCorZt4jXg4HB8gUBw+PDhPn36aGhoDB8+PCEhAcV0sEkwula/Wj/3IVcGSoFOCp4hCEIgENy+fTs+Pn7nzp1bt269fPlyXl4esGo4BbgUYNSGYXPs5D8HmmFIgiKJ7MyXa1ettLPqbaivZ9vb0qiHvqmRoRnPaOTXwzav/+HhvbuNDfW4TMpQJI7JCQyjCJIiKZqiaZKSnu6aAAAgAElEQVTC5RiB4RRJUSRF4ASO4QROMDQD38IxnCRIiiAJDG9pak5MTFy0aJG9vb2JicmUKVMuX74Mq0fyl52rOXDgwAGBY8Yc/rUAlgkkDMOwlJSUrKys8PDww4cP5+Xl5eTkREREPHnyZOzYsT179uzatWvnzp319PT8/PzWrFljaGiorKxsbGzs4uIyePDgLl269OvXr1+/fp07dzYzM7O2ttbV1e3ataudnV1lZaVIJAKaCOQVmB+o0UBSka8DaCKGYWhgKPsMsVt4PbSJRpHMQCJRn2oUiYWMxcCS0cGFQiFJkkKhsLS0NC8v7927d2CQ+LBOjo2P2K9pVoYxvAXiFki6gxNsaWmprKzMycn56aef/P39R40atWnTptTU1KamJtjXlkgkqFv1558FHL4k0AyNYwxFUgQuaG56lpK8YsliSzNTox76JoYGxgY9DfX1eup2N+MZDerfb87sWRGHwpIfPayuqpJKpASGM9TPbZ5pkqIpmiRIHMPlMrlcJqcpmqEZoUBYXFScdOv2gX37vb1m2NnYGhoa8ni8iRMnnj59GsJhYAZ+WIbLgQMHDgCOGXP41wJsxCARAb989erV2rVrnZycRo8eHR4erqys3LlzZzU1NXV1dRUVlXbt2nXo0MHQ0LBdu3bu7u729vZdu3bV0dHR1tZWUlJSV1dXVlbW1taOiIiora2NjY3t27cv+AfgdgvJbujdgQUyDAM5wShATSAQ8Pl8aCtA07RUKkVhyQzLNAnEGnX0oCgKlGM4KWRWRu+F2lkDt4YTB5IN3T0gHwNINvVBk+ffBfAJVK7EptdozDBImUyGbCrNzc2tra2hoaGurq4TJ06MiYlhFE4STjP+L4JmGJpiaIrCMZrAKQJveF9z4Vyso72dtUUvM56RGc/IwtTE0szUjGfE69nD1MjQ0szUtnfvcW7ua4PWRIQfuX/33tvSsiZ+o7BV0NLUXF9b97a07HFySvihw/O+mzvymxEO9n16mZnzDI14hkbmpma2trYnT54EDw+GYc3NzYxihflPXwsOHDh8oeCYMYd/LUiSBMkWabcxMTGbNm06ceJEdHS0tbW1urq6lpaWhoaGsrKyhoZGp06dVFRUlJSUVFVVBwwYoKurC8YJW1vbu3fvPn/+PDo62sPDY9asWTt37kxISMjIyGhubkZVdCCmSiQSJM0KBIKmpqbMzMzIyMgjR46cPHly69atkyZN+vrrr9euXZubm0vTNBBc+BFQXjEMYxQpE2wfMDzPMAzq6oyaF6DzRSI00F+5XF5YWHjmzJm4uLjKykq2s5ntkfhVkfhXASQYVT4h0RpVEyJRGdRrVMnX3NxcV1fX2NhYWlp64MCBhISEvLy8xsZGGA8sIdCPt1kkIFkdnRQaA6Lg6MXoZXBVYdiwQmBYvdnAadPGTMLm62w9Hh0EmVnb2LLbXKI2KwcO/x80Q5GETComCZyhKYYiaRInCbyqojzu7BmfWTOdBzhZmpv10OveQ7e7Cc/Q3NTYlGfE69nTUE/fUE/P1NCwl7FxL2OemZGhqaGBmZGhmZGhOc+olzGP10Of16OHcc+ePbp10+/axcai14ypUw/u3//27VuhUMh2LjEMgz6+3xmrYo6jL5qmaJpCz8PjX2u692uH+2A3Bj1G0xI95sweHDj8g+CYMYd/LYAtoShimqYrKysTExNDQ0NnzZqlpaW1cOHCsrIyLy8vHo+noaHRvn17VVVVDQ0NLS2twMBAR0fHjh07amtr29jYhIaG2tjYxMXFFRUVQWMLWtFmFh6AlwDHcSgVSkxM3LFjx9ChQ3v06NGtWzdwJ4M1WUlJSUlJycvLKzMzs6mpiWGYDyMs2KfwW8aGj9w4KUXnAoZhRCLR/fv3AwMDp0+fXl5ezr4BIxrNfFJexIfWC+DrUK4HV55hGGSSRg6QpqamyspKDMN27NgxduzY5cuXJyUlgXYOQju4wwUCAfi24adACAfLCgwA6A5BEGKxuLW1lSTJmpoaOA77BCsrK69evRofH3/16tWnT5++e/eOpmmJRPLs2bNr165duXLl/v37hYWFEOzFKBZUKFpEJpO1tLQgaR+cJNByHDq/fPhBcMz4N0EzNEUw7HQ2mqRInMDlmFxKUURhQV744bBJHhN6W/bqoa+rr9ddT7dbj+7dTXroW/IMLXmGFkYG5gY9zHrqm/bQM9HXNdHX5el209XRsrcwd+htYdfLbOyI4Xu3bX2dkc7IJDSOffJAwbfx0f4jFKOwdxAEhmEydltNFD6D8FtT4rcWpWir51NPgQMHDp8Ijhlz+NcCFavRiuYdNE0LhcKioqKUlJT79+/Hx8eLRKJr165t2bJl4sSJZmZmmpqampqamzZtGjRokK6urqqqqoGBgbOzc6dOnXx8fOrq6kA4hDRilE+MdFO5XF5ZWbl58+aOHTtC2rGqqqqKigr0/lBVVW3fvv3AgQOPHj369u3bDztUf3jv/C129XGJF9kwEE+9d+9eQEDAunXr2rwjkqw+gcm1YcaoqA5lxDIMI5VKaYVgD5xSLBaDJ0Qul7e0tOTm5t68efPSpUvHjx9fvHixt7f3+vXrT548eevWrYKCArlcLhAIWltb4bOD6j3gnWAgEYvFQqGQz+fn5OT8+OOPly5d8vX19fHxWbZs2fbt26Ojo1NTU9+8eZOcnHz16tXTp09HRUXFx8ffvHnz/v37T548uXLlSkhIyIIFC/z9/Tdt2hQSEnLkyJH9+/cvXrx44sSJEyZMWLJkyalTp968eSOVSqVSKaLFUFP4ccf2n7qY/xXQzG8kFpM0TVIkDitZoaCltLTkzp3bRyPC165ZPf+7OVM9JowZ8fXXQwY5OdjZW1k42PQe7OQ4+pthUyaMnTNrxsa1q8P27b6cEJ+fk9naWE9iUgqX4TIxhck/cZg0RZI4RREkiRMEBo+BKKOmJIgTEwSG43Ic/7lGlm1Von+Z8YKWecglxShC6GhF/2rk5udkYw4c/ilwzJjDvxnQ6UMulzMMIxQKIcSN/QKZTJaTkxMdHT158uSOHTuCkzgmJmbChAmGhoaqqqrjx4/PyMh4+fKllZXVsWPH3r9/3+Z2BfwMuGZxcfH27dv19fUhtgK8yyoqKlpaWkpKShoaGj179rx27RqozmAF/tUGGf8r8Pn8lpaWlpYWsVicnJysra29e/dugUAABgZkWgAu+2ddv20EYyAB7NgNhmGgJg/eC7FwoJhAplFyBcMwMpmsoaGhqKiooKCgtLQ0IyNj06ZNHh4eEyZMGDJkSGBg4PXr19+8eZObm/vixQs7O7tu3boZGBh88803e/bsKSoqKi8vz8nJycvLq66uBtqK+IdYLIYsOZFIBJ1fRCIRnAXShsEhDQYYkKuLi4uvXr26ZcuWXr16mZub37hxAwQ88JR/eBE4HvP7AGZMkwxNQnQxWz/GMRlJYIgrs6kzgctlUqFcJiJwKUXKaQqjSDmBS3FMIpMKW1v4cpmIpnGGIRgah28xNM4wn2hkhxQZ9O4kicvlUqlULJGIZDIJSMXAmH8pKv/8W9AmfwaOCWRXcXwKPFFoaQ2/kmyjBbJp/cVLzoEDhz8Ljhlz+NcCmU2BDYtEItjTh87P8DzcuioqKqKjo8eNG6elpaWurh4REZGYmJiYmHjp0qU7d+6Ul5fTNA0RbMg+C0SKVjiAMQyrq6s7ffq0nZ2dsrKykpKSsrKylpaWmpqakpJShw4dtLW1HRwcTp8+XV9fD3vxQNMpBX6VWtGsRIg227Ifd1NAnz/4QciPy8nJWbFixYoVK/h8PnL0srWrP0uOER0kSRKIJo7jAoEAjBzw7gzDgLOCYkXPwqpAIpGgVDvE1EHdR4WDKPyutLT03r17586di4mJiY+Pj42NjY+Pv3DhwuPHj6uqquQsUIosW7BkwGeEYkNQGxS2jI3C8pArGol8OI6LRKK7d++eP3/+22+/XbJkye3bt0UiEQyMna/H/nT+5Dz9L4FmaKDFv/xCXBmkWfBX4LgcJFsMk2GYFCfkBIlRNE5ROEliFIWTFE5SOEFiJIXJMSmGywgSI0mMIOQYJpVjUor65G52dBvBGBRiDJMJBC1VVZU5OVlJSbfOno05dOjgtm1bg4JWLVwYMHfuXG9v7+nTp0+dOnXy5MmTJ0+eMmXK9OnTZ86c+e233y5atCgoKGjTpk179+6NiopKTEzMyMh49+4d/B2AtSLackF2do4Zc+Dw94Njxhz+tUCME5yp7PQ0eB5Kc4DeSaXSu3fvzps3Lz8/v7y8HDb9SUWiMOoRjcq/gHix/QNRUVGWlpbt27fX0NDQ1dVVVlZu166dlpaWjo5O9+7d582bBxy0rq4OeCSqB/oIzWXvxiL8QfMDnCDYc8EM8Pbt26VLl167dq2oqEgsFsOVaW1thdS5v+KmYBhGLBanpaVdvHgxNTW1paUF2CcixzKZDC4mjAROn1YUvaHPCIgyWmzAG7W2trLt0bADIBAI0N40qWiIDa9BJX2oXI9dsQc/DvPhV0+ZZOU0ozUJBI9ERUW5ubl5e3uXlJQwDNPS0oIKKJFHhWPGH8NH3BSgHysoMmjGQE8piqBokmYo9hfFtH2GZiicwGRyKU5g8F/y0/s80+zhyWSS/PzXMTE/Llq0cMSI4dbWvc3MTIyMDHg8QysryyFDnCdP9liwwG/dunUHDx48evRodHT0uXPn4uPjz549GxkZuXfv3q1bty5evNjT09PFxcXW1tbS0tLCwsLMzMzKyqpfv34zZ86Miop68eIFzElufcWBwz8Ljhlz+C+CVmQsgGQIZKipqSkjI+P48ePA6lC5FSomA96DKmxAhJbJZO/fvz969OhXX30FAXAgFYPPeOTIkfv27UtOToZ3AZ0SESmo+oLBgIyN9lWRaATxwFVVVUDESUVPkI/fO+G7SApFGufz589nzpy5bNmyuLi427dvP378GMgoJLJRrLwLoKfALEHTQnwRyaUSiaSysvLhw4eHDh1qamoKCwtbu3btkSNHMjMzCYJobW1lFPWFiGjCMRlWkgZb10eObZQ48atAURjoWoEODcLb55gwEDmCYVh2dnZISMjEiRM3b97M5/PRtYWVEkwJdH0oFv5ldgv6l02Y2dZYkiQhjZtRhIcgERSTySkS/9kpQZM0RZAkThLYz+VuCs2YJHH4QmItSeEEhSM2TNEkSRMUTZIUQZA4SREkRcgxmUwuxXA5QeIkTRAU/nFmDJ8UzCVYucEsJUkSx7Hm5saMjPQTJyLnzftu+PBhAwb0d3UdOX/+3O3bg0+ePH7jxrWcnKz376tFIgGGyXBcThAYmuS/Cpg/EF/T0NAADvsTJ07s2rVr6dKlHh4egwYNcnZ29vX13b9//4MHD2pqakhFGx12SQCa/H+B93PgwOFj4Jgxh/80gNoC6ZRIJLm5uXv37r148WJzczNQVYZh4E5PURRoqyRJtra2gichLy9v9uzZPB4PEpHBWAzo1KnT2LFjz58/39DQAKJpc3MzHAeyMsDwgGq5AJC0wChu2y0tLampqadOnTpz5kxjYyPcHaHH3u+eGpwXun3KZLKSkpK4uLisrCwfH5/+/fsPGjQoMDAwOTk5PDwciD4y/gL7BHr9oYKF1hWwnHjy5ImHh4eNjU1ERERJSUlVVdXNmzePHDkCzJVW+JiRHRnODt4OGVpaWlqAlEBh4sdPDcnDhKKZCxrYn/js/wzgo4fPkSCIsrIyPz+/IUOG+Pj4pKamSqVS6DrOKDLm2Mz4V8n9Zxrn3wZE0X5rtwEMSFKpFDE5mUwml8pkUrFMKpbLJDgmo5CXlyaBH3+oJVMkTuA4QZIkTeEkIcPkUrlMjmM4ScC+CUXTchxjZ6fRDAMvblNU8PHTgQdCobC4uPjYsaOjR4/q1cusZ0/96dM9o6JO5ORkNTXxcUXDanYwBSvCgvkIM0aLug83FjAMa2pqqqiouHjx4rx58xwcHAwNDYcMGRIcHPzq1St02DaTB+dSmTlw+DzgmDGH/yLYtyiK5Ux99+5dZGRkcHBwbW0t0i+Be8E9XiKRVFdX5+bm3rlzZ9u2bQYGBpqammpqah1Y0NTU1NLSMjQ0nD9//rNnz5qamkpKSuAIYG9AfZ6BKKONfnAawDNQpccwjEwma2xsbGpqAoUbROWPd/CiFeU7lMLdC5SupaXlxIkTjx8/Lioq8vLyUlVVNTEx8fDwGDFihL+/f2ZmZktLC1tFg3dHoixSeSUSCRhRkAwsEonOnz9fXFz8/Pnzy5cvHzx4cMuWLVeuXAG+CLJ6fX09QRACgQD5etExkeiLK3KdP64ZA0mFSj5C0Vzwt9wRf32qwMCQMAwfolQqjY2NDQ0NDQ0N3b59++HDhzMzM8ViMaFo0UKwWnyjkSOe9D8f598MYMZotYNs1iiEgWIFP8MHTZEUjuEMTRK4XCwS8Bvq3r2rKC4uzMnOfJH+PO35s8cpjx4+uPfg/t379+48eHDvccqj9LTU7KyXr3NzS4pL3r1711DfIBKK/v/2BaQMUxRcaEW5JwG/UhRJyaSyj6cMg7sGthokEklycvLGjRtHjhw5dOiQ77+f9+OPp4qKCkQigUwmkculoGGDQgweaETl4RcOjvNbYLNbdHHQ7xRMLdiaKCoqSkhIWLNmjaurq4ODw4IFCx48eAAJhnCOsBrhaDEHDp8JHDPm8N8FYjCovZxcLs/Ly1u4cOGdO3fi4+NzcnJwHC8pKQkJCVm1atWyZcvWr1/v7OwMscc6OjogD0NzkI4dO3bu3FlVVVVJSWnAgAEHDhw4fPhwWFjYiRMn7t69CxYCoL8EQUAMAkVR0CUOmSgYhsFxvKKi4uzZs3w+HzLLIDf3Z9VNYd79CIBlgrDK/ikcx1++fLl58+a4uLjvv/9+3rx5K1asMDExmTt3bocOHb755pt79+5BbVx9fT1ShZubm4Ex04qiOoZhYF8Yrh5IvBRF5efn37x588KFCwcOHJgyZYqVldW9e/daW1sjIyMjIyOzs7ORhnfy5Mns7OxLly49e/YMaC7SlVGRPvkbAHkbjgPiPZKfP880+f92F3RVEQiCqK+vv379+nfffWdjYxMYGJiQkFBSUgK784jDIQb5r9GM0WSAlUObacl+TJJkc3NzTk5OXFzclk2bJ3lMGP61S18He0sLc3Mzk96WvWxtrKx6W5ibmZia8MxMjeHL3MzE3MzEzNTY1IRnYmxsbmpmZdnb1tqmv2M/15GjfL/1Cd6yNf5cXFrq8/Kyty3NLQROMDRDUzSB4TiGQ7Po32u+8XN2CkVRAoEgJCRET0/PwsJi48aNOTnZMplEkcUmQwyYoggcl/9/jweJg4+CoojfzcEgWaFs8BcAYlIQ00UTGFm5SktLjx07Zmtra2RktGLFitevX1OKmlo44Cd9dBw4cPgdcMyYw38RwPloRSM0pNcCm7lx48a6devWrFkTFhaWkpLy5MkTU1NTdXX19u3bd+jQQUNDQ11dXUNDw9LSctmyZZ07d1ZWVmYLxvr6+pqamoaGhnp6el27dh08eHBISMjdu3dv3LhRUFCQl5cXHx9/7dq1yspK6EsHAQiNjY05OTn37t27fv06VLhXVVUh4yaMEyVO/G6lF5wa6GEQaVxWVhYfHy+VSg8dOuTv7z9mzJi5c+fu3r17+fLlrq6ud+7cGTZs2IwZM/bv3//kyZPq6uqYmJisrKzm5mZoU4cSOZDii2gfjuOwb75mzZqlS5dGREQEBQXp6uoOGDBg1apVw4cPX7x48aNHjyQSiUgkev78uZeX1+bNm48dO3b8+PGnT5/Cla+rq/vpp59aWlqEQiEQZfw3gGEYdNlITU2NjY29detWZWUlOtnPQToJgoCaQriSiPUCs4GQjdbW1oqKips3b86cOdPPz+/WrVt1dXWowx/6sP5lzBgJn/CMRCJ5//59VlZWQkJCaGjowoULJ0yYMGjQoD59+jg5OY0dO3b+3Hk/rFuzY3vwobDQ6OioCxfiE29cu3c36cnj5OepTzNfvsjJzszJznyVk/UqJyvz5YvnqU9Tkh8+vH8/8fqN83Hx0VGnwkIPbtm0ecWy5XN8fCeMGz908JB+fR0HOg2YMG58gP+CHdu2n4058+zJ05qqarlURhK/4zMGO9CNGzc8PDwsLCxWrlz57NkzWLIipwSyPrNzKtr0AVGEbPx+USxSjtEz5ActJNmQSqX5+flLly51dHScOnVqfHx8U1MTxWrlw4EDh/85OGbM4T8KNkFBdBNpSBcvXtywYcPq1as3bNjg5+fXrVu3Ll26tG/fHjrYaWpq2tvbr1ixoqysbO3ate7u7np6ehBdbGdn99NPP9nb20M6MnDozp07u7q6Dhs2rGvXrlu3bt23b9/Ro0cvXrwYHh7OMAxBENevX9+2bduKFSsOHjz46NGjjRs3Xr58WSgUfvxe+5HvwrekUimEGWdmZq5evXrYsGEpKSknTpwYOHCgnZ2di4vL2LFjp0yZ4uTkBI0wlixZ4u3tvWnTppiYGEdHRx8fn9WrV69bt+7hw4eoWFAoFIrFYpFIBLoXNBfEMOzIkSNWVlZDhgwZOHCgoaGhpqZmhw4dxowZ4+joaGFhcfLkycLCwl27dpmamvr7++/YscPFxSUhIaGioiInJyctLW3lypXBwcHv379vaGhIT0/PyMiAd2QX8MHbweMjR46Ehobm5+fDB4cSJz4HKIoCTwiqKoM8Y+C7SOTGcVwoFFIUdfXqVQcHh7lz52ZlZeE43tLSApeIVniswZH8q5/aF0WaiQ/6MuKsyBFGsQBjGKa5ufnq1at+fn729vZ6enpGRkZ9+/adNWtWWFgYGIrYL/40IB8C27YB1zwnJ+fQoUNeXl4DBw7s1auXiYmJg4ODp6fntm3bGhsbkfUIx3GBQMA+ZmVl5c6dO2G0YWFhsFXyySP8TKAoSigUxsbGurm5ubi4hIaGosuIeosgto3/MgCOvSqTyWQQuSMWi2traysrKwsLC3Nzc3Nzc4uLi6uqqpqamoBws5e+bSYkKsaF/6KtHrRDAts+4Ar7dxiHOPwHwTFjDv9RfMiM0e0WwzCBQJCbmxsfH79o0aI+ffr07NlzzJgxBw8eXL169fLly+fMmePm5ubn59fY2EgQRF1dXVxc3JQpU3r06NGrV6/ly5f36tVLQ0Ojb9++AwYMcHFxGT16NLSePnz48JgxY6ZNm+bp6Tl8+PDvv/9+woQJe/fuDQkJOXHixNGjRxMSEsAbwK5a+4RTw3G8oaEBPABXrlzx8PCwtLRcvnz51atXly9fbmpqqqampqamZmRkNGrUqL59+8bGxjY3N5MkKRQKs7KyIiIiNm/eLJVK379//+rVq+rqamCooBxTiogJuFDPnj2bPn16ly5dlJWVTU1NFy9efODAAU9Pz44dO3p7e69du/bs2bPz5s0zNDQ0MzNbunTpnj17Vq1aFRsb6+/vb21traurq6ur27Fjx7Vr1x44cGDXrl3BwcEnTpxISkqKiIgoLS199+4dcHGJRNLa2vr48ePdu3evWrWqqqoKfV7sloT/c9CKlGUA0u/RNUG74VA9WV9fn5CQ4Ofnt3Tp0sePHyOBmaIoaNqHsgI/fKMvihnTilg9FEuCUiZAbc3Ozj5z5szs2bMHDBjg7Ow8a9as3bt3X7t2rbCwECRzYLFAlf5XFWNtnLsIsGIpKSm5c+dOeHh4QECAu7t77969J02aFBQUFBsbW1hYCPszEH397NmzlStX9uvXr1+/fjDb2Waevz7O/xWAhvL5/KioqHHjxo0aNerHH39Eta0o6wZF1sDncuPGjejo6H379q1YscLb23vcuHGurq5Dhw61t7e3srJycHBwdHQcOHCgs7Ozs7PzgAEDHB0d7e3tbWxsbG1tBw0aNHr06KlTp/r4+CxevHjLli3Hjh27dOnS8+fPy8rKmpubwe/BJuioVAP+cLUZ0j96/Thw+NPgmDGH/zra3GgRy6EUyQxNTU0pKSlz5sy5dOlSbW1tfX39mTNnfH19d+3aJZFIoKSMpunCwsL169d36dKlU6dO+vr6ysrKOjo63bp1c3FxmT9/PvQQUVJScnZ2Hjt2rJ2dnYaGhqGhobu7u76+/tWrV7dv375o0aL4+HjkSAZd9k+dAgA2YRGPiYmJcXZ2HjFiRGNj4+rVq7W1tTU1NQcMGDBz5kx3d3dNTU0rK6u0tDSxWCyTySDeGI4JXIFRRC+38UHCe2VlZXl7e2tpaY0aNcrX1/fw4cM5OTnx8fFGRkZKSkodO3b85ptv+vfvb25u3rlz53bt2rVv3x78J3PnznVyctLU1FRRUenSpYufnx+O43v37nVyctLT0xs/fvzFixczMjL09fU7duzo6uq6bdu2ixcvnjp16ttvv42MjERhGsjwCoP8n3Ma8NGCjQQe8/n8+vp6hmFAIUYvA8M6vIym6bdv3wYHBw8ePPjgwYMCgQBJeuykuTaj/QKZMXzutKJIFDb9hULh48ePV65caW1traOj4+Pjc/369bq6OrbgimEYeGzYH8rnIEkURaHFZJviVIqiiouLg4KCQEvu27fv9OnTCwoKGIbJycmZPn26mZmZnZ3dnDlzUEDNl8nk4NeZz+fv37+/f//+bm5u2dnZyMQCha2vX78+cuTI6NGjTU1NjY2NDQwMjI2NHR0dPT09t2zZEhsbm5SUlJ2dzTb5sKUBuHpSqVQgEGRnZ1+/fj06Onrnzp3ff//9sGHDzM3NjY2NjYyMTExM+vXrN2vWrMOHD6elpTU2NqKdEzgsag/JVQpy+L8Ljhlz+E+D/jUAA4DIBbD2ghwF24V8Pv/o0aN2dnbW1tYvX74E8UYmk929e3fWrFk6Ojqamprt2rXT0dFRUVFxcHCYPXv2999/P2fOnJkzZ+rp6XXq1ElDQ8PCwgJUGbFYHBkZ+eLFi7S0tOzs7NraWhBlYaooi+QAACAASURBVN/zj9yk2+wyI2AYVltbu2jRomXLloWGhgYHB69atapHjx6qqqoWFhZRUVHJyclnz549d+7clClTpkyZsn///qysLLArAEUAFRbKE1FkBKkIEpZKpY2Njffu3VuwYEFgYGBhYSGENuA4fu3atb59+zo5OUVERJSXl8+bN2/ixInjxo2ztLTk8XhbtmxZtGiRgYGBqqpqjx49hg0bFhgYuG/fvv79+58/fz4oKGj27NkBAQFz587l8XggbK9fv37+/Pnu7u6zZ89es2ZNVlYWqPVsderz3YCBNICNRCaTpaWlLViwAAoKKVYrQViTQBwHiMRNTU3Pnz8PCAj45ptv0tLS+Hw+kEV2ODR72F8ajcAVoblA+kmSFAgEt27dCggI+Oqrr0aPHr158+bnz5/DZUEdBAlFx0E4CKWI8v3kPZCPA+g7oehciLwWpCJ7m6KohoaG5OTkXbt2TZw40dra2svLC1anhoaGY8aMuXDhAvwWs52+//NxfjJgPDBVkpOT58yZM3DgwFOnTr19+/bGjRuHDh2aN2/ekCFD+vTpM3bs2JUrV0ZGRt66dSsvL6++vh7+fJGK/GP2XGWL7mji0YqeO4xi2sPrBQJBUVHRgwcP4uLi9uzZs3DhwvHjxw8YMMDJycnLy2vTpk0JCQm5ubnggaYUkeewOP/dEEYOHL40cMyYw38abEKMnoQ/7iiSViaTgUYoEAgEAoFIJHr06JGvr6+NjU1lZSXcdaRS6cGDBw0MDAwNDYODgwcOHKimptalSxdvb+/Lly/X1NQwDEOSZGFh4aJFiwIDA5OSkgoKCrZu3YqkRCR8SiQSPp8Pr/8jTILNjAkF4NZ+9erVfv36zZkz5/jx4/7+/u3bt9fX11dRURk5cqSfn5+Li8vgwYPv3Llz586ds2fPuru7jx8//vTp0xAtDEMSi8WohzO8F0jaYEOE2y0aJMRoNDY2Il2Kpum6urqmpiYovwOXJ03Tp0+fdnNz69Gjx9ixY3/66adXr145OjriON7a2gq9+iAooH379r179w4ICHj48OGZM2cuXLjA5/NpmgZVG+70tMK8W1pa+vloJSjozc3NlZWVJSUlNTU1IOfDPEHyG6VI+UXUEJYWly5dGjNmTHp6OqRbsC0KbebeF8WMGYaBuQ38ks/nr169un///gMHDgwJCSktLQXSg/YQGIaBqwQ/y17XAT/7fHZwmpXATbNMIKC2AlFDZqGvvvrKyMiIx+MZGBh4e3sXFRXRNA3THrwWn2mQfwXwa1hQUBAcHGxpaWlvb+/o6Ghra2tmZubp6Xnx4kXYYoJfOngxmKmQqZ39+8L+u9fGus2w5F5GEXQDpn9YITOKvwO1tbVJSUnLli3r378/j8eztraeNGkSLIbhg2BnjXPg8H8IHDPm8J/GbzFj5oPQfkbBX3EcT0tLW716tYeHR3NzM4pewjAsPz9/+/btnp6eXbp06dKli6amZq9evZYtW5aVlQXWRvAAFBYWHjx4cN68eVFRUWfOnDl//vyZM2diY2PPnTt37ty58+fPnz9//uTJk/Hx8UVFRWBpQEOiFZkAjKL7MQweFDsYhkgkevHixeXLl83MzDQ1NXk8npmZmY6OjpqaWp8+fezt7Tdv3vzNN9+Ympo6OjpaWlrOmDEjJSUlNTW1qqqqrq6uqKgoLy8P+RfhHkkp8mvRpYDbMOijYrEYVzTKRoZU9BgoEZw+3GXhBQUFBWVlZXK5vKGh4fHjx/BKsVhcVVV1796906dPl5SUiESi4uLi0NDQc+fOvX37Fi4gilIGiQv8rIgboevDZku/Ow2QsRtVFCErC60I+pDL5U+ePImLi4NTRrwWMQy0mgKSAdVOIpGopaVlwYIFS5cuffLkCUpHhqEiXZZiJQT/xSn9IQdCz9OsDXS2Xsie6uzXwL+tra3Jycm+vr4mJibe3t53795FlhuC1REGZgWaqB/iL57aR873I99lFC3EYVQymayqqury5cuBgYFz5849ceJEQ0MDw5Jm0cLyywFS3KuqqkJDQ3v37j1mzJigoKDr169XVFTAXELTFVmM2K4SNFf/oCLeZnq0mUXsXyu5XN7c3Pzy5cvo6OglS5aMGDHC1tbW29s7Ojo6NzcXfES0YkXNsFbyf9AqxoHD3w+OGXPg8KeRlpYWEhJy6tSp8vJydLOhFDGlzc3NpqamKioq8+bNy8jIgCdJkmxubgYmJxAIYmNjnZycVFRUTExMurHQnQVdXV13d/e4uLiGhgaRSAS6NWKryEKAVBkYA47j5eXlwcHB7dq169WrV8eOHdu3b6+urq6np2dvb5+enj579mxzc3N1dfXJkycnJyfz+XyZTBYWFpaQkFBVVZWUlDR//nxvb++MjAw4LKSSAemBhs9wOuxbJjtBAn6KfQf9ONg0jlK0JgGij7qigJkBatcYFomhPnAjoNJAUMtQs0D8D3fTFYlEfD4flDZYezAMg9odSySSmpqaiooKxKEZ1s2eLb/BWQDXhyhAJyenlStX5ubm4orGMWxm+Re5woeWEjZlB923zTb6hwehWZkGyFHD5/OvX78+bNgwCwuLyZMn5+fn/x/iNB9uvCA7EFsephUBjv/EGH8HaKkGIeivXr2Kj48vKyv7p8f1C+CKBkD19fWPHj2aOXOmvr6+jY3NihUrnj17BhdWIBDAFIVV6D89ZA4cfhMcM+bA4U8AatulUilU9kydOvXu3bvQShoImUQiIQji4sWLDx8+rKmpAXLG1lbT09ODg4OdnZ379OkTGhra2tqKs0CwQJJkVVVVXFzcpUuXwOWJaryQPAzPwP1GLBYLBALoMTtnzhwtLS0XFxfwEE+YMGH06NGurq55eXnffvvt1q1bv/rqKzU1NR6Pt2jRIolEsm7dupiYmMrKyoaGhoKCgsLCQjg+RVFwvsgqCtVOKCkZU7TXZu/AAthK1ccVRPaTlKIxGAqfArKLVGHYwScV+a9ICQPxGF6AEiRAI0RU/rc+VlLRaaW5uRl2pXFF6ASYaGtra5OTkxMTE1NTUxMTE/39/dPT06GFIfN7zBiuFSRJDxkyJCAgoKCgAOVawE8hxfqTyRkitWzNm23YoFl9H9GAYYTUL4NZ0HqGJMm6uroTJ04MHTq0Z8+e1tbWT548gfXJ/5Vd8jbCJzwJj1F4ArJeoOn3R/YZ/h7QLOMv8u2gOs4vh8qzF7oEQTQ0NDx9+nTnzp3u7u79+vXz8fF59OgRLLRwRR+fz1obwIHDXwHHjDlw+HOA25JMJqurqzt+/LiXl1deXh7cXMEngF4JtwF4TFFUfX39/PnzdXV1oSHIiBEjXrx4wfzSttHmFs6+FzY2NjIKGwNb0kPHBxJ2+vRpZWVlZWVlJSUlGxubdevWzZgxA5qPDBo0KDU1NSAgAKIz2rdvr6KioqurC4bF4OBgcI6KxWLg99B0g+2UgPdqbW0FNiwSiUAQRU2k29zqPkKL2zDjNlv5cO9kczg2X2GLtb9KZcBSIhaL4cf/yD2YJMmWlhYMw5qamhoaGuLi4mA7+OTJk5cvX+bz+ffv3w8MDNy5c2dVVRWij+zTbMOMKYqSyWQQSo2iqcGnu27dOhTxi9g/rmg688em4a+DTf5gegBBRw5ROFOhUFheXp6Wlnbjxo2QkJANGzYsXrx4zpw5Xl5e06ZNmzlz5rx58xYuXLhy5cq5c+e6uLiYmJj07dvXz88P1glfmtngD+J3Fx5oXfG3DekPAnF3XJGcCLs3Xw7QLgRN02gdKxKJ3rx5Ex0dPWTIEA0NjQ0bNtTU1KA1219ZB3Lg8FnBMWMOHP4EENOCrVihUHjv3r2srKz6+nq07y8QCJCUKxaLHzx44O/vP3z4cOii16lTp/nz5z948KClpYUgCIFAQP4SbI5IkiTsUSLVFqgJoqFwmxEKhQKB4M6dO6dPn166dKmGhgaEo4WGhoaFhQ0bNqxDhw7q6uqdOnWaPXv2/fv3L126NGPGDHNzc11dXehaEhoaWlRUBHIpwQpJBVmxpKQkJSXl2bNnRUVF4eHhP/zwQ2Rk5NatW69evYrjuFgsJlhJCx+y3j/Fj9nMGFlXKVZlFVxYRiGnwWUnSbK1tbWwsPDixYv5+fkgsaMqQCQw/9bHClvVJEn+9NNPTk5OJiYmBgYGS5YsefPmDdg6r1+//vLly/r6emh3B59+Gy9vG2ZMkiSfzy8pKYFcP3B3VFdX79+/f9y4cYcPH4Y6S/Q5IlH802YmoWjrQCki9uCjlEgk7969e/Dgwblz59avXz979uxRo0YNHDiwf//+Q4YMcXV19fHxmT9//qJFi1atWrVu3br169evW7du5cqVS5cunT9/vpeXl5ub26BBgxwdHRcuXAgFbZ9JVf2D8+R/+Bakouk6Eu+/NM2YYRiY/2x3Lyy6YG7/06P7GehXtc2qlaIosVicm5u7d+9eU1PTcePGxcXFvX//HmY7F1vB4csEx4w5cPgTgGp3ZPBtamoKCwvbv39/dnY2yrKFjAW4e928eXPy5MnQU7pdu3aGhobh4eFVVVUgEwLNxVj40FkBCi7F6geL7BPoBrl48eKIiIgffvhhwIABHTp0UFFR0dLSUlJSGj58uJ6enqqqqpqamqqqavfu3UNCQqZNm2ZmZjZ+/PiVK1d6e3vr6+sPGzYMRSwhDsowDJLA09LSjh8/HhMTk5+fj25mQD1R5Tv9G1VcHwHc7NErKVaZFDogOjjbGABKOaWoeCNJsrGxMSkpafny5UVFRciLjIYKRPl3B9PQ0KCnpzdjxozLly8vXLhw+PDhERERAoHg7du3nTt3Hj9+/J07dyCZDl6MfvZXmbFYLE5KStqwYcPdu3fhW0Dii4qKNmzYYGdn9/TpUyAHbBfEX/dfUgqjcHl5eUxMzIwZMywtLS0sLHg83uDBg1euXHnp0qWCggLo18AoHNhsLgjcGtV1AYRCIcxq+O7n8Im2mUJ/djr9KtgLNvYbsZdhjGKVRShC374oZkz/MvYEDF3/9KA+BjRtKJbZCcfxixcvOjs7Ozo67t27t7q6muJ6XHP4UsExYw4c/gRoRSAU8FoMw2JiYoKDgzMzM+vr64uKikpLS5uamoBJREZGDh48WEVFBdpEd+jQISEhISsrKysrKzExMSgoqGfPnj179uzevbuBgUHPnj0h9K1Xr15eXl6oQggYHpBUIKMEQUDoAWiiLS0tc+bM4fF4HTt2VFdXV1FRUVNT69ix48GDBy0sLDQ0NGbNmrVmzRrooLFnzx5vb29jY+MJEyYEBQV5eXlpaGjweLzTp0+/e/cOCPdHpNz/+cX8rcMi+kUpXCJAWcDHAs/DEoXP59+5c+eHH35Yu3atSCT6ZE4DBzx06ND+/fsPHjx48+bN7OzsxMTEZcuWpaamlpWVCQQCMHey8zqAJUNVJZgxwLoAq6bbt2/PnTu3X79+MCXAmiKRSLKyslauXLlw4cLGxkapVIqyTX6razR7kOBjQV3lgPFDSR80A8/MzDx06JCnp+fAgQNHjhzp7+8fFhaWlJT05s0b4CvoFEAp/7TL9YmgGYahcExGEphMJil/W3rj+tV9e3cHLPCbPct78qSJ48e5T540cdbMGXN8v123Nuh45NHUZ0/4DXUELicJjMDlDEPhuJymCIoiSAKjSJymSYLAKIpgGIqmCJLASAKjKIIkcZLEKRKnKIKmSZomSQLDMRnDUPBKisRJAiMIjCAwmibRkzRFkgSJyTGZREpgOIETuBwjMJzECRInKIIkMJyhGZqkKJKiKZqmaAIn4IskcQyTkSROEBgml5IkLpNJpBLRz8OjSYoiYPAQ9QukkSAwGNWvflEkjsllFEkwFEkROCaTSiViksApgsTkGEmQJE6QBEmRlFwmpwgSx3CSIGmKxjFcLpPTJMXQDCbHYIQ4hhP431r9Bn8zYbrevn3by8tr6NChW7ZsaWhoQJ6KL0f85sCB4ZgxBw5/CuBkQNkCDMM8fPhw8+bN58+fX758eefOnfX19adNm7Zz586ZM2eOHj164cKFx44dg6bQGhoampqa6urqGhoaGhoaKioqSkpK8G+7du06d+5sbm4+adKkc+fOIbETmSiam5tRTCyKaMBxvLKyMjIyskuXLtbW1s7OziYmJu3bt2/Xrl27du3U1NQMDAy0tLSsrKwGDx5sYmLSpUuX4OBg8BmPGjUqICDA1dVVSUlJTU1NR0cnMjKyuroaaWYfamx/53VGgjHKq4L+z+gFQqEQx/HXr18vWLBg+vTp0IANImk/4e1IRdQunCafz0ectaGhobm5GTmV2yjZqD0eZFeBAAz/TUlJOXTo0MGDB+Pi4iIjI8vLyxsaGiC6TiKRFBcXjx07trGxEfpFNzc3gxf542G6MOugURnS9UHcFQgE9+/fX7BggZ2dXc+ePX19fRMTE6uqqtgHhIH9k1ZamsHkUpomX79+tTNk+zfDh5mbmVj0MrOztXboY7dq5fKwgwf27N75w7o18+d9179fXw11VYteZkuXLEpJfiiTSRBZFIsEBC6XSkQikYBNIqUSkUjYKpOKKRJnaJJhKJLAaIrAMZlcJiEJjKFJeAYe/PyYoYCvS8RCiViIyeUUQTIUTVM0JpMLWlpJggQqDORYJpHCY1yOkTjBUDRDMz9/MRRF4sDX2xBcTC5FvByxc3iSUozhN79oxRdFMiSheMx6X5ohCVIiEsNjiqRwOUbgBE1SmEze0tQMz+MYjssx6m+3icPvLzy+dOmSh4fHkCFD9u7dy7D8LX/zkDhw+Ag4ZsyBw58AraiqBhcEWIqBSGVmZm7YsMHS0tLT03PdunVdu3Z1c3ObO3euu7u7hYWFgYGBmpqakpKSurq6qqqqsrKyqqqqjo6OlpaWv7//gwcPSkpKqqurGxsbW1pacnNzJ02a5O3t/ejRIyh3AzGypaUFNrVramouXrw4c+ZMS0tLNTW19u3b+/v7r169+uuvv4Z+yxoaGsrKytra2hoaGqqqqh06dOjQoYOqqqqurm7nzp07derk4eGxevXqoKCgH3744dixY/7+/sXFxcCx2FvMaC/7s9660N2RvYFOsnqYMQwD+R6oKVd+fr6bm5uvr++mTZsCAwO9vb2vXr36yZyPVji2QQNG2jC8O3rTNmkGoN1CoHVJScnhw4fd3NzAi4zjeFlZ2dGjRxcsWBAVFdW7d+/k5OT6+nq01Kmpqdm/f7+Hh0dBQQHqIUf8gYZhyHUDbXjlcnlNTU1cXJyPj8+gQYPc3d1DQkJycnLAMg772rCoYBtAiQ8aKf9NoBmKIpqa+GvXrHb5asgMr2m7du4I3rrZxNho8qSJ6WmpBIGRCrW1rrbmYsJ5z6mTra0sZ3hNS7p9UyYV47icJPHW1uZXOVm3bt44e+b0kfBDe/fsCj8cdvlSQn5erlDYStMk8GaGJoF9kiQOKjJNk0BGQW9GAjP8yPuaqpzszEcPHty8kXjj2vW7SXcq3paLRWICJ6QSKSbHaIqWiCWFBYV7du2+eCGh6l0VSLY4hjM0I5PKSAJ//75a0NqMyaVSqZimSalUjONyHJfXvq9Oe/7swvm4o0ePHI0IT0g4n52d2dTEx+TSj2jGNE1imIyhqdbmpuzMlzeuXjl9KurI4UMnI489uHuvpqpaLpVhckwulYGEfPNG4vZt25+kPG5tbqFICjg9RZAMzfAb+PW1dcJWAfH35opQiuJdWEZC18/Bgwe7u7tD+iHHjDl8aeCYMQcOfwLAbMAzihLZQL+sqKiIiYnZsmULhmG7d++2tbV1c3MLCAiYOHGijo6OhoaGmprat99+CzZfJSUlJSWlTp06BQYGQkXXvn37nJ2dfX19Hz58aGpq2q5dO2Vl5fDwcKjtE4lENE23tLScPHkyLCzMx8fHzMxMWVm5e/fukydP1tTU7Nq1q46Ojra2dseOHcHTrKWl1b17d1VVVW1t7U6dOhkaGk6bNg20ZGVlZWdnZ39//8OHD6enp9+8eXPZsmVQFsNmxsja+JncFAiIFrcpQ4RoBWByAoFALBbDqJqbm3k83qlTpw4fPuzn57dnzx6grZ88APhAGYbBMKy1tRV1/G5paUERdcjojH4E5aNBXl5hYeGMGTPU1NQiIiJqa2sZhnn8+PGkSZPU1NTc3d2Li4thzoAJByg1rIsyMjJQFN3HMwcoRYYdvLVMJnvx4oWHh4eBgcHo0aPPnj0LDlTkg0fualoRVQFs+B/UjEEfBWsEReKNjQ3Hjh6xtDAf7DwwJfkhQWAkiUslIoGgBVTVa1d/mj5tqp2t9eJFC0Hozc9/7ff9vL4O9oYGPXhGBn3sbb8aOphnZNCpo7aNde9FixYmJz8El0JlxduABX47tgfn5eXSFCEStpaWlrxIf/6mpAjDZDgmA0oqk0ny819v3PCDY98+PfR1TYx5Vpa9Lcx7mRqbWPaymDnDOyP9hUwqY2iGpuimxqZjEUd1u3X3m/99Xu5r4J2IGZ/+8dT4ce47tgcX5L+Wy6UkiTMMJRC0xMXFTp0yydSE171bl5499KytLHlGBr3MTQMW+D179uR3NeO817lbN20cOmigsUFPM55Rb3MzY4OePXX1hg4eEhZ6sPRNKYjEte9rR34zomvnLpFHj1WWV2ByjCIpmVQmEUswObZuzdqpk6ecjv5RJvlb3b20ohULlGEIBILExMTvvvvOxcUlLi6OY8YcvkBwzJgDhz8BWtFLAngGsCWBQPD48eMTJ06sXbvWw8PDwcFBTU1NXV19zJgxkZGRFy5cOHDgwKNHjyZMmJCbm9vQ0FBWVpaVlRUREcHj8fz8/CorK318fExMTLS1ta2trefPn//dd99paWlpamp6eHiMHz9+5MiRAQEB+/btGzBggJGR0eTJk0eOHOni4gJxWhs2bDA2Nu7YsaOqqqqtra2zszPI0pqamm5uboaGhh06dOjateu4cePOnz8fGBior69vamp64sSJCxcubN68+datWw8fPhw5cmRISMjr16/ZuixKt/3c9y12+Roq+WKnOwuFwitXrly7dq2iouLOnTthYWFXrlzx8/Pbu3dvZmYmLFdQVOqnjQGIOIpOQ3mxyJiLFgnssjAYMyxd3rx5ExYWFhQU5Orqev78+fr6+qampsuXLzs4ODg5OYGVApW7URQlkUhiYmLGjh0LL4ZOfh/n90ixxjCsuro6JCTE2tp62LBhBw8ezM/PB+s5um6kIqIYwF5+oCv8d3dCphmKIqQSETBgApc38utjz8b0tuz11dDBz549wTAZgctB6KVInGGo58+fzfT2cuhjtyZoVWtLU97rV8O/duljb7tubVBK8kM+v56iCLlc2trS9Djl0QL/7wc49fOeMf3WrUSZTPK+pmrcWDen/o5rglaF7Ng2w2vaoIFOTv0d7Wyth3/tcv/eHYlE9LbszamoE18P+8rUhOfvN/9c7JlnT5/k5rx6lZ1z787dUyej9u7ek/UyU9DSCvaJwvyCqZOnmPCMt20NLn1TShIkfIF/d+mSxX0d7NetDcrPy6VIXC6TiMXCdWuD+jrYu7uNPhQWWliQB6J1bm7O/Hnf9XN08PWZfe9u0m9xYgyT5b7KHjNyhL211eKABbduXK+trsLlspZGfuLVa0MHDxnQ3yl0/4Hqd1Uyqez1q1wjA0M7G9trV662NDVTBEmTFEWQFEEKWlpHj3I1MjDcv28/Rf6tGwVoQwYqUAmCePr0qb+//8CBA6OiojhmzOELBMeMOXBoC3ZIAiIT8LcbbfFDsVdDQwNN01euXLly5UpxcXFFRUV4eLienl67du1cXV379OnTuXNnJyenkydPQv8qmqYlEgn0zgC/aWJi4qhRoyZMmGBkZAQuCFtb2/T09EOHDvF4PFVVVUiWUFFR6datG5/Pj46Otra21tTUtLW13bJlS1lZmZOTEwQkd+jQAZKMO3TooKurC9pwly5d1q1bl5qaevPmzRUrVvTu3TszM7OqqqqhoeHs2bMTJ0709vZ+8OABSNonT56EMjIYHrgL2LZa9iVqo6HCnY9ixat9WpI/KvgjSRIuck1Nzc6dO+Pi4hITExcuXKirq+vv7+/m5paTkwOEGHXcgE7af30CtEGbeAR26T28qVgsvn///tKlSysrKzEM8/X1tbCwWLt2bUlJSUZGBsjzfD4f6CmqpxQKhZmZmaNHj96xY0dRURFI1DDlUIgbiMRgsEa5bBiGPXr0yM3NzdLS8uuvv87Ly/srevnfCpqhKQLUYpoiaIoQClsTb1zjGRkMcxmakvwQqutwTCYWCUBa3rd396iR37iNcT186GBN9bsD+/eam5msWrm8oCAPPgow78plEkwuLSstWb5sib2djb/ffHj+ccqjEd98ra/X3dSE5+sz+1VOFoHLm5v4r3Kymhobmhobok4e723Zq7dlrx+joyRioVwmkUulUHIHevDp6B+PHA5/lZ2DyzGapEqKivv2cbCzsT16JKKmqpomKZqkaIomMByTyRf4f+/Yt8+mjetzX2ULBS0ikeBI+CGr3hYeE8c/uH8XY/mMSQJ7cP/u1CmTBg102rN7J6jLOC7/uepOUaVX9a7CbYyrGc8o4lDY25JiQi6jcAyXSRmawiTSjT+s79fXcZb3zLt37goFwju3k3rq9+htYfn8WSo4KGiKJnGCwPCGuvpRI0baWFkfO3qM+XtZKNQNMwyD4zj8ebl586anp+dXX31148YNjhlz+ALBMWMOHNqCZvWPYEuDwAVRPAKO48XFxc+ePWtsbARtFf70p6enp6enNzQ0VFVVZWVlgZgH4fwSiQQiDsrKyq5fv3779m04JoZh2dnZjx49evz48b17965du7Znz54TJ07MmzfP1tYWbBIWFhbFxcUQTxsYGGhjYzNy5EhfX19zc3NVVVV1dXV1dXUdHR0rKys3Nzc7OztlZWU1NTVDQ8NBgwZNmjRpxYoVN27cqKioEQ6ioQAAIABJREFUWL169aRJkzw9PZ2cnPr163fy5MkrV65oaWlpa2sfP368vr4eXCI4jgsEgjbb9xQr2Y19rVC+MvVB8trHrzMbFKsTG/zb2NiYkJCwYMGCR48e1dXV5eTkbNiwoUuXLq6urjwez9fX9+nTpzA2qJb7TK5Z+tfSOUhFk2GCIMrKyvbu3evm5vbkyZO8vDxXV9fw8PAff/xx69atc+fOHTduHHQ6hGlA/rLTwbFjx5YvX37lyhWRSISaaCB+zJZ7QW+urq6Oiopyd3e3traeMmVKVVUVcvh8jnP/H4NmGIZiFEEQNEUIWpt/unzR3Mxk5Ijhu3buiDp5PD4uNiX5YcaLtFs3b6xcsWzggP4DB/QP2bGt6l1F1bsKr+melhbmxyOPVla8lculOC7/uRROLqVpUiYVb9m80dLCfJrnlLraGkwuFbQ2Byzws7ezmTB+bHxcLNBNqUQEyRVPn6QELPDrY287b+4coaCFJHGSwCiSYCiaIimpWFJe9nbQgIF2NrYX4s9DVEVhfoGNlXUvM/PzcfH8Bj5EVWByTCqW4HJslvcMG+veu3buqHpXAeEbM7ymmZkajxwxfGGAf9DqlUuXLPL3mz/T28ttjOuQwYP6OTrMmzsnKekWVOyBrQIEdZLEm5sb7965bcwztDA18Z01c/XyZUErlq9YsnhxwAKP8eNGjxjZr6/jyG9GHA47VF72lt/Ajz8XZ8IzHjp4SEb6CxInMDkmFomBIme9zBz5zYjBg5xPRB6XiH8nAuV//7HTNDh5CIJobm7es2dPv379pk2b9u7dO44Zc/gCwTFjDhzaog0bpn4Z9Qpt0h48eLBy5UqBQJCZmQmUF5gNwzAgDAMNAmYDm+BwhLi4uCFDhgwZMiQyMrKyshK9BvhldXV1enp6eXk57DxKpdLa2tqioqLExERPT89hw4ZduXKlqqpq8+bNxsbG6urqdnZ2sbGxz58/79+/v6qqqoaGhpWV1ZgxY4yNjdu1a9epUycvL6+UlJR3796FhYUZGhp27txZSUmpW7duenp6RkZGPj4+eXl5V65cgUSLIUOGHD9+vLa2FnIeGEVHK5Sehq4D22sB1wccCEgzRmU3f/bKwzUH9/b79+/79evn4OCQlpZGUdTLly/9/Pyga4mOjs7Vq1cbGxvZjQY/U+8DtlrcxopA0zSES4hEohcvXtjZ2eno6Jw7d66ioiI3N3fVqlXa2tpWVlZ1dXXQ0gX1uoOLKZVKT5061b9//7Vr18L+A0jF5AddtcFv3djYGBIS4uTkZG5uPn36dDC4/5O+4T8Lhc+YYSigoc1N/JjT0cCMp3lOGeYy1MzUWF+ve/duXfrY21pbWfp8O+vundtisZAgsJKSIq/pnibGRpHHImqq3zEf5D+0tjStCVplzDP0mDj+XWU5JELs3hXy1dDBs2d537t3B7mcGZokCOzqlcuTPCY49Xc8GhGOpFyKJHEMl0qkQoEweMtW695Wa1YH5eW+BlW4pKjYxsra1Njkzu0koUD4czQERZM4IRIIx7m78YwMglavLCzIIwnsbdmbPva2PXvoeU6d/P38uQEL/IJWrww9sO9iwvm058/K35Y21NdKxEKU6QZjkMkkBIFRJF5dVXkq6oSdrfVXg50XByxYs3LF+jVB+3btPPtjdNyZmEf37kslUkiowDG86l1VwvkLDvZ93Me45WRl43IMstsokiJw4vmzVJehX/UyMw8/HP43a8boTwFoCseOHZswYYKHh8fJkycZLpuCwxcJjhlz4NAWJKuPLsTHIklYKpWmp6fHxMTEx8eXl5dD0hbU/qM0N8QU4c89oejWQRBERkZGQEDA1q1bnz592tTUBOEGFEVVVlZGRUXdvn27urr6yZMnd+/eRbkHcGS5XN7Y2Hjr1q1Dhw5Nnz7dysrK7v+x951hUWRb104wjGHMCSQHyaAIKiKKmANgQgUjoiBZETAiCIoKiIBiAFFBRcSAmBBQUJAsoOSckdg5VOz6fmy73r7OXGfe+87Md+8d9sPjA211V51T1VXrrL322pqa7u7uFRUV9fX1TCbz6tWrjo6OBgYG8vLyc+fOlZOTW79+fWJi4q1bt1xcXDZu3Lhq1aqhQ4f++OOP33///cSJE7W0tKysrDw8PBwdHeG9U6ZM0dHRMTc3t7e3hw4XOI6zWCygJCWbj0iqV2mMCBAfCGYaMf9vOWPJT2MwGK9fv1ZXV4fmzARB1NXVXb9+3dbW9vvvv3dycqqpqQEMzeVyYdd/xsUAawORuNsCvYyBYwYBSUtLS2FhYVZWlouLi5WV1fLlyzdt2mRmZqaoqDh69GhZWVkmkwknGuQfwHDDkG/cuGFoaHj48OGuri56+fFVsgL2xWKxjh8/Pnv2bAUFhfXr12dnZwNcJv/92rb90xBRYH4GhLFIRPT2dIWeD1ZWUrAwX12Qn9vS3Jifl5OWmpL85PG7txmVFWUcDgucJcDeISL8goK87OZNG0GUjCACLpeNIAKKIru6OiPCL6xauXyBiXGAvx+Bo2BGAch4t+3O7Ky3AENJEgeaOfnJ4/XrLPVn6p0KOIljCIYhKCpEUQRDMTaTlfX2neEsA+mpUhfDIxrq6hGBEEex2uoaE+P5Xzjj7h6SIHEUQ4QIjmKd7R0Gs/Tl5WT2OezNycnGMaS1pWmBibG6muqtmzGdHW3w+WBgzGEz29ta2CwGhiFgjgH/gqYCxBV9fT33E+JlpklZrFr5qfgDKuATKIIJBQSGUiKyt6e3q/MzIkQwBEUEQjaT9T4rW0FOfqbejMKCQhAZfzk2DI+9eWum3gwZ6Wn+fieZ/Yy/9JyL2/R0dXWFhoaampqamZmFh4fTZogDyHgg/t1iABkPxEB8HZDy/kpOCpV2gYGBt2/fbm5upjveCQSCvr4+2g0XFKKUuMEbbbYARHJ/f39bWxsoFuB5AFiQIIiGhoaOjg54I5PJ5PF4IrFDHF0NxmAwgD6sra319/efMWPGnDlz5s2b9+bNG6Coq6urfXx8Ro4cOWLEiFmzZi1dutTe3n7WrFnff//94MGDJ0yYMGjQoB9//PHIkSNr1661tLS8ceNGRUVFYmLi6NGjL1y4kJmZeeXKFS8vr5s3bwJzDLw1negXCoUcDofuVg0oFpjyurq6goKCqqoq6GoB5Pq3pca/hMUwWNhLQUHBrl27Xr58Cf7NAoEgLi5u1qxZKioqo0ePVlBQKC8v7+vrYzAYcLJglfKHXwwiiR62AFgpsdUD7B3DsBcvXlhbW69fv761tbW3t9fW1lZZWVlVVdXExGTHjh3AjbHZbAaDAQpjOO+wXrpx44aBgYGHh0d7e7vkfiFpQPNtOI6Hh4cbGhpOmjTJ0NDw/PnzoN0EFTLxlzvU/osh7uZG86Md7a0HPfarKCs62O+pKP8EnhVQhMfjsmEzoYCHCPkiEYEI+e1tLWaLFmqoT9++zSbx/r3OznYcR7u7OsvLPu7YvlV/pp6hgb7/Sd+uzx0CPhc0G/Z77TQ11A567G9paRKJCAwVQm0fRZFlZR+PHT2sqaE223DWo4eJTY31Aj5XwOM1NTTG37m7fOmyyRMnqU9XS3uVyuPyQHbc0tTs6LBPU13D3dUt+10Wh8UWkSJEIKyqqHRzcVVVUVJUkNuy2erF86cEjnZ3dYYEn5swfuySxYvSUlNA+oyiwrra6oMe+/V0tT0PHigqzMcwBEYKXhn05KCI4NPHEv2ZeoqyMqf8fD9+KBJwOSSO9XR23Ll1c72F5dzZcx4mPmAxWZSIwjG8panZQH+WkoJiWOiF+to6DEEpEYUIhLnvc5YvXSY7TUZZUcnb06uyovIvPu0kSTKZzPXr12tqahoaGsbExMCaX/IO8Bcf0kAMxDdiABkPxEB8HTR5SVOk0FshJyentra2t7cXYDEwxJIOAJIVaZQEUAZ1Mm1DBlvSdgooinI4nJKSktraWtrUFt4FnCggY1zc8IK2/erq6srJyQkNDZWTkzt+/PinT586Ozvv3r27Zs2aAwcOREZGKigoDB8+fOTIkcOHD//++++HDRumqKh4+vTpS5curV271szMzNbWFgx3b926FRUVVVhYmJOTExMTExgYeP78eeBKAcOBouPBgwdRUVHJycklJSXNzc0dHR3p6elubm4JCQlPnjy5f/9+ZmYm9NIDSA2jlvSdoGeYnit4LtJbIgjCZrOzs7ODgoIePXrEZrOBo33w4MHKlSvBgkNXVzcjI6O3txfAN+wIIOyfBI4BCmMSbfm6uroiIyOtrKxiY2OTkpKOHDliaWnp5uZmb2+vp6cnLS29cuXKlStXmpiYlJSUwHHCSRcIBL29vfn5+YcPH+7o6IiNjZ09e/aRI0e6u7sxFEWEQhzHoE6NJAmRiBSRBI6hNdVVsw0N5GRlZGWm7dyx/d3bTBRFCAInCRxDEeL/Y/OO/1WIKIoSYShC4JhIRJIEXlNdZWlhLiMz7djRI3V1tSRJiEiCJHCKEolIAscxFEVIkiBJAscxkYikKFFZ2afA06esNm6YO2e2tpamlpamlqaGvv7MrTbWhw55v3mdzuWw4XIjCLyzo33dWsv5840vXYzgsFkkSaAoIiIJihJhGIrjWGNDfUR42MoVy6erqpiYzF+0yHTJ4sULTBYsWbzYwd5BXk5+mvS01FevOBwOQRDgZ1xZUbFk8WJFBYWNGzac8PEJ8A9wc3XbvGnTPKN5R44cnjNn9rx5RpGRlwQCPooiHA77+PFjxvOMtDQ1TE0XWlltXL16la6O9pw5sz09D+bkvGezWSRJfKHTCRx+gSGLRKRQwC8oyN+wbq2Whsa8uXMtLcw3rF+/dPFiw1mzVq9cee3q1Yb6BrDFEAqEXA439las8bx5Wppa1lus/fz8/P39nZ2cjecZ79q5c+eOHQazDLZt3Zqenv5XnnMMw5qamgICApYuXaqvr6+np2diYrJ161ZfX9/o6OiCggJYLmISLccJcd94yeQJ/NdX8raBGIg/IwaQ8UAMxNcBAAvS9MDFCgSCoqKisrIy4AglHRhoe6xf3q9Fvy9o4EhrWCWL/3BxUwb4r+Li4oyMjKamJqgCBPuIsWPHrlq1KicnB7x1KysrL168uHnzZl1d3c2bNy9fvlxWVnbo0KHjxo07derUnj17dHR0tLW1DQwMVFVVx40bt3PnzrFjx9rb2+/cuTMkJOTChQsGBgaGhob+/v6+vr7h4eF5eXkJCQnGxsZjxozR0tKysbHJzc1taGgICQkxNTV1dXVlMBhNTU319fWdnZ0gum1pacnPzxeJRN3d3Z2dnX3igNFBdwwwOwPLDoIgGhsbo6OjQ0NDLS0t58+ff/HiReCPwYyMyWTGx8cvWLBg0qRJ27Ztg8oz0LGA7ORPQsYiscZXJNbGQEqBoijoBF5eXu7r62tnZ5eamspgMOLj442MjHbu3JmampqUlLR///78/HwejwdvZLFYqampe/bs0dPT27t3L5fLvXXrlqmp6ZEjR1pbW0mSRIUI3SBNJCLAqKGn+3Pg6QA52WnTpKfKy8kc9Njf3NQAzSlEX7oik9R/BDKmKFpIDWun3NxcNTW1yZMnP3v27BteziJxPSIItSF9AaQ7ZBjoXtmSXyL4cnV1dXE4HFhw0i4f9EKFXov29fW1trbW19d3dHSAiKitrU1BQWHatGlZWVlwpdFdGDs7O7Ozs+/evRsREREREZGQkPDp0ydY9qSlpd29e7egoADOOKypeDxea2traWlpTk4OFBJAJS4M59tQDw6PxWI1NjYWFxfn5eV9/Pixra2NdqembWFgShsaGtLS0m7duhUeHh4ZGfn06VPw0u7s7Lx///79+/dra2v/2HP67SDFfoiQR+rt7S0rK0tOTj5//ryHh8eSJUumT5++evXqwMDA169ft7e3Y2IHcXo5CqkzOnkC5+6vHMJA/N1iABkPxEB8HSKxtRY8NREEqampuXLlCi2BoCRsy+AtdJ79q8/5nbnCX0XMFEUBLgdCBajl8PBwPT29kJCQ3t5eiqIIgujp6fn555937NgB3CSoHUQiUWtrK5fLTUlJsbCwGDly5LBhwyZNmjRjxgxHR0d5efmJEydOmjQJuORRo0bFxMSkpaWZm5uPGDFCT08vOjq6p6dn7NixKioq9+7dKy8vv379up2d3cmTJ0eNGtXR0fH582dXV9fp06fb2NgUFxenpKQEBQW5urpGRUXV1tZyudzi4uIzZ84kJSUdPnw4JCTk0qVLtra20PKNoigmkymJ/ru6uk6dOvX8+XMej8dgMK5cuRIUFAQDFIm1vFwu9+XLl+7u7jt37lRRUcnKyoLGHzAJgJD+yIvgFyeIpsBFYjsOHMcTEhL8/PyWLFmio6OzcePGFStWcLlcBweHlJSUrq6ukpKSe/fu5ebmQqMWWMzw+fzPnz83NDS8fPmyv78/KCgoKCioqKgIQRA2i02JKJG4rTEUZpEk3tnRtnzZEiVF+alTJsnLyRzy9mxtaYK2F5SIIEmcJAgR+Z+BjCmKomGrUCjMz89ftmyZubl5e3v7/3ZVA5CLy+XSdY2/uhmGYXw+n8Ph8PlfPBng8qM3gPUn/Tt9fjs7O01MTKZOnZqQkED3ZhdJOJrDNUxnjQCv00kS+mO/ujPAxQw3E0rMj357usDnkfYtgXQTvQEsEuBguru7JelVEALRizp6Bf675/iPDAzD4O4ECwaYn97e3k+fPnl6emppacnJyVlaWsbExIBsDEYKk0PTEKJfM4oZiIH4Y2MAGQ/EQHwd8OgCGQObzW5sbHz16hV0aaaJKPpZSL/l/8gZ/7MXaQsIoEj7+/vz8/Pd3NxWrlx57tw56FA9adKk1atXZ2ZmwjFzOJz+/v7e3t7w8PBr1675+vru3r3b1tZ2586dMjIyc+fOVVZWnjhx4ogRI4YOHTp8+PBRo0YpKChMmjRpypQp6urqTk5OJSUlvb297969a2lpefHihZeXl4uLi6enp76+/qNHjwICAiwtLTdv3uzt7X3nzp2GhoampqaWlpbAwMDk5OSioqKMjIzHjx/n5eU1NTUdOHDg/PnzOTk5FRUVRUVFXV1dgIdiY2OvX79eWFgIxXbZ2dmrV682NTW9cuWKr6/v+fPnYWgIggDhSgtR2tratm/fXlJSwuFwgDWkycI/45FPc8aUhNE1Ke6Zl5OT4+jouGvXLg8Pj82bN5uYmOTk5Pj6+mZmZvb29sIpgwNjsVhsNjstLc3Z2XnJkiUHDx588+YNi8WKjo6OiIiANng8Hg8R0jTwFzGuSER87mw3NNBXUpSfJj1VQV52187tmRmvRSJCJLY/o0jyLzYc+L+EpP4ew7De3t7+/v5v8/2SM/+ryqWvtiH/0QGQFDtkA3NJSrip4OJGhvRppSss2Wx2cHCwpaVlXFxcS0sLLayn7wA01qSvQMiE0IdHE7q4RHyVcfpNnEcXZUr6J1LicghajE5fafQoINlFk7V0lukvRsakuFskJfbkpvMG4JsOt9nKysrY2NgdO3bo6emtW7fu8ePHPT099KTBW3Cx1+FfefwD8TeMAWQ8EAPxdcD9F/jajo6Ot2/fNjc34zje1dVF95KgwSu85Vfv178fGf/qe2ldMnBCXC43KyvLyclp9+7dWlpaJiYmN27caG1tTUtLW7dunZubW15eHlhYJCYmKioqGhgYeHl51dXVcblcJpNZVVXl6uqqpqa2atWqzMzMqKiopUuXjh07VkZGJjg4+Icffhg5cuSQIUOUlJT279//4MEDU1PTwYMHQ2fpcePGjRs3TlNT08/PLykpSUdH5/nz5yEhIYcOHXJychozZsygQYPk5eWLior6+/uFQuGTJ082b97MZrPd3d2lpaXv37+fkZFx8eJFJycnKyurrq4uHo9nYWGxevXq27dv9/X1cTgcAJrt7e29vb1hYWGnT5+mMQ2IvOn+ydClDx6TpLg4Elzz/rxLAh7MNLwQiUSg9BCJRGlpaX5+fleuXOnp6SkpKdHQ0AgNDW1sbMzOzo6IiIiLixMKhXw+n8Fg4GI3OuALgcK8du3a+fPn3759C21NoEZNROKUiIAfEYl3d3UuX7ZEZpqUzDQpWRlpo7mzg4POYuK2ESSBif6jlJdAuNJIlMfj/Wb/Qhq80q/Q2BSX6ClDL1lhPQllrJLpHTiJgCBF4n40xD+6aNNYE3YHHcIhoQ8CBtBmiMTU8q/CdJFYBwW3Ecnjh4uHNjz5TaiHizu8wJ9QtEA7FYJpoGQvQ7DHobUi8L2gX/zrRbq0mkJyniVTRvS4CILo7e29d+/enDlz1NTUAgICysvLacUI/YGSlMRADMSfEQPIeCD+piESV3UQEu3uaAIJwzDIhldUVNA8DVg0wMOYfrRjEv1+4TFJiZuxiSQygN8+EkrMeNGPLrqfHBA//f39ycnJxsbGQ4cO/f77793d3YuKit69e3fgwIHr1693d3fDXuDhLRQKGxsb29vbmUwmpO8/fPgQFhbm5eVVVVV19OjRNWvWbNiwYfny5YqKioMHD/7hhx9Gjx49ePDgH3/8UVNT09/fv6qq6s2bN9HR0ZMnT4YOfLKysnv37n327JmiouKkSZPmzp2roaFhY2OTmJj48uXLy5cvJyUlAfOXnJx89uzZ+Pj4M2fOyMrKjh492s3N7dq1axkZGbW1tSkpKQALqqqqcnJyrl696u3t7efnZ2Zm5uXl1dnZ2d7eHhYWFhYWRgtaaAEDj8djsVjAo1MURZcw0jP5bXRFSdCKNDaSXOdQEqWBNEVHifPXkjQnk8n89OlTbW0ti8UqKSk5fPiwh4dHXV1dUVGRurq6np7ey5cvS0tLofM2l8vFcRzqJiUlOiRJ5uXlrVy58ujRoyUlJV9AA4ZTICAWEaAzFokIFovh6uKkqCAnM01qmvRUJUX5rTZbSoqLhAIeSeJ8PhfHMEr0NXyk//y34th+dTH5m3BNkqOV5Fx/texV8k/aF0wyM0NvSb8oCVvp6w3OPi5RQiB505CsNyDFdnuSVDEuUW9KSeg0JAf7zxbGkvHVQpp+kT65kvkl+r9E4p7M9OcQEibZ39gXLcCgp4u+v337HP3mEL4aNf2Nk1zkAO4vLS3dtWuXlpbW3r173717Ry9a6Pvtv9UlPRD/fTGAjAfi7xu0gg0eKqBVhRf7+vpiYmKePn0KTX1JkmxtbYX0n+Tjh75Ns1gsIKh4PF55eTlNLRPiUqFvHAYkW2lHZCaT2d3dDe/t7u4GzUBTU9Pr168HDRo0ZswYNze3wsLC1NRUd3d3b29vJpMpmS2lKAp4Vvhw+oAxDGttbY2Kirp//35DQ0N+fr6tre3cuXNTU1NbW1u3bdsG3PCoUaNGjRqlqam5cuXKJ0+eTJs2bejQodBjb+TIkePGjRsxYkRxcXFwcLC3t/e1a9euX7++ceNGf3//0tLSrKysS5cubdmyxdHRMSYmRlpaOjw8vLCwsLm5mcFgvHnz5vTp0xkZGX19fSkpKdbW1qqqqiNGjBg/fvycOXOmT58+aNAgqBG0sbHR0tLy8/ODUTAYDD6fD/Pc1tZ248aNS5cuQTMUGCP9FKe1m78agKQlbY8hjQuNWoB4hlouSPJSYkyM4/inT584HE5XVxeon/v7+48ePTps2LC7d+9evXr1zJkzjx49evfunYqKipycXFhYWENDA6gqe3p66H2B7zKY98EumpubbWxszpw5U15eDrCbzWIDDUx73BI4KhTykx4/VFZSkJeTkZkmNXXKJHU1VSdHB5LAeDwOighIgiAJksbukgnof+2r8e8c8H35rxzav09AooO+1/2eFf6/FoRYnE2J1xvwenNz8759+/T19Xfv3p2VlQWc/R++94EYiF+NAWQ8EH/TEImtDAhxMRCkHQmCeP78eV1dHYvFgsIXHMehah7AqyRTBRQgYLLe3t66urq8vLzc3NzW1lbabuz30C08Hg/DMJA9EOKewGVlZQEBAW5ublu3brW2ti4uLn769GlycnJHR0dnZ+e9e/f8/f1LSkooigJZIa16BD6SENelAfdJ6yMhr9rZ2QmdqIuKiiwtLekmIFOnTtXW1lZUVBw+fLiZmZmuru706dMnTpz4008/DRkyZMSIEZs2bdqxY4eHh0dcXNzVq1d37doFosCUlBR3d3cFBYUlS5b4+/sfP34cGuzV1dW9efMmLi7Oy8vLw8OjtbW1tbU1NTU1Njb26NGjQUFBaWlpFRUVnZ2djo6Ot27dSkhIsLOzc3BwqKio4HA4pLj6ENQsT5482b9/f1VVFZ00x8UuyL/55IYTIZmMhsctLcqEbiyACeDMQlcOoVCYnp6+du3aWbNm2draJiYmFhcXHz58ODw8/Pbt2ydOnLh582ZdXV1lZeXJkyeh90pLS0taWlp2djYkiM+cOQMNrrOzsy9dunTnzh04eB6Pd+vWLSsrq8uXL/f390MFHvRPxjEEOmKAxS+Hw9qy2UptuoqsjDTIKrQ01fc57O3r68EwhMBx8h+bmZP/qFz/o741/78CF1uCwHeKEHcT/Ou1Af/1AZMME057SsDk/0kXEr0X4h+bRNbX19vb2xsYGHh6enZ0dNDUNT5g3DYQf3IMIOOB+DuGZAKUFhry+fy+vr5Pnz4BpgSzJ3ozYGTpxCgAWagQZ7PZCQkJ9+/f//jxY3V1teReCHGrjt88JBrdgusZj8fLzMzMzs5++/btrVu3jh07duTIEW1tbejy0NDQQO8CHI4BwdOZWfrJIYkaEQTp7u4GiQWd7WUwGCEhIYMHD5aSkrp27drDhw937do1derU0aNHDx06dPLkyVJSUiNHjhw0aJCysnJYWNi7d+9GjBghLS2tp6enrq6+bt26mpqa/v5+BEF27dpla2tramqqpKSko6MzZswYWVnZly9fRkdHg6CCblbX399//vz5zMzMnp6evLy8kJCQoqIiHo9HkqSTk5OhoeGpU6c1wKIOAAAgAElEQVRoygqExQiCJCUlHTt2DAh1iqIAs0rWJ30bHAPYpf/ExHbUlLhPIbzOYrEwDGOz2bGxsQsWLLCwsGhsbCwvL3dycrpy5UpaWlpAQICOjo6zszOLxXr//n1ISMjZs2e9vLysra1hLzAbLBYLPP6AvuXxeEeOHNHS0nJycmpsbKTT3E1NTfv27Tt06FBpaSlFUZSIEpE4SWCQk4AubtCZIjcne8niRUqK8rIy0lJTJ8tMk5KaOnnnjm31dTWgpgD6jc/nS6bv/wtgMSW2WYC1KO3nBcKh3/PlGojfGXA/+Ur5QEm0Bf0zQrIwkQ44y/Hx8StWrDA1NY2Pj4cTPbAcGoi/IAaQ8UD8TUNS4wg0SXt7e3p6+tu3b0VimSmgVbqdBClhzEmX6aAoyufzGxoampubYRsOh0NRFJh80crUbxzJV7UpfD6/pqZm/vz5kZGRdXV1kZGRM2fOVFNT8/X1lZeXNzIyunr1KmgJAAbRCgqaNpZkjiUBBOgE6F/a29uTkpJ27969fv36KVOmGBsbW1lZzZgxY9iwYT/99NN33303ZMiQMWPGjBgx4qefftLT0/Pz88vJyTl16tTTp0/z8/Ohnm/ZsmW3bt1ydnbesmXLhAkTRowYIScnt3HjxsjIyDt37uTm5jKZzMLCwsbGxo6OjqSkJFtb2z179jg6Ouro6MyaNcvExGTbtm1Pnjzh8Xj9/f1paWl2dnaXLl3q6upCURQYdBCx1NTUxMTEeHp6Xrt27cWLF7TvGyHuNSj6LT9jWjRJZ29Jkuzu7k5KSkpMTASgTLcb5HA4N27cUFNT+/nnn7dv3+7o6PjgwYP29nYul5uYmCglJaWurj506FBVVdWkpKS2trYHDx4cPny4oaEBwHp2dvbNmzfT09OhAKu2tnbNmjVHjhy5efNmaWkpAH3QH2MY9uHDh927dy9cuPDmzZssJoskMAJH4V+CwKAaD8dRksQfPkw0X7NKUUFOTnba1CmTpKWmqKoomcyfFxMd3VBfD0sLGKxkMdl/CjgW/fOAxWpdXd3JkyfB1qO3txcu9YEk+x8YsPZoaWm5d+9eYmJiRUWFZEHFn3Eh0R9LZ4ckrYsbGxuPHTump6dnb28PFav/SR0fB+I/NgaQ8UD8fYNGVIApIdlNURSNMMDxABAwXQpGURTkwSUtRWmJJxAbLBaLFNfP/U7CGPbC4XDKy8sPHz6clpbW0tISHh4+c+bMwYMHjx07VlNT8969e8DoSOIe2vGKbpUH8ly6Ip5GzPSRwO9NTU1gr5acnGxtbQ32aqCsGDx48OTJkwcNGvTdd98NGzbM3t6+oKCgvr4+ODh44sSJeXl5u3btUlJSGjt27JgxY3766acRI0aEhoZeunTJwMDA3t6+rKysv7//1atXGzdutLCw2L59+7p16+zs7KAtwqBBg4YPH75///7Q0FAHBwdra+vIyMgjR458/vx527ZtU6dODQgIAMSPYVh/fz/MzNmzZx0cHAIDAzdu3NjW1iYS10hJ+nB9+8lNwyzYGBwGMAx79+6dh4fHtm3biouLKYp6+vQp9AVsbW3Nz8/fuXNnYmLiunXrysvLRSLRmzdvgoOD8/LyQkNDhw8fPn78eCMjo7Vr1546daqtrY2iKIFAEBwcrK6uPn78eD09vbVr19rY2Dg7O4OlMayj+Hw+4Lmuri6geD98+ODi4mJoYJDy4iWoKYQCHoYhBI6iiIASERRFCgQ8ksSfPHm8yWqDspKCgrzsxAnjJk4YN11VeZqU1I7t21+8eAEtpkmSBOU0JdYh/O+/HP8fgtaB/DJwHGcwGOnp6dra2hMnTgwNDW1paZE8mwPxhwTcRhISEubNm7d27dqnT59Sv/W1+kN2Kmk3IZKoAkRRNCIiQlVVddmyZZDVgSYgAyd9IP7UGEDGA/E3iq+Ul7jY0BSK3gDO4mLLzF+N/8uuaagKpAhwJMBDg7yVzWb39/c3Nzffvn07IyPj9evXtbW17e3tDQ0NdXV1TCYTcJWkqcK/EJi4xRSd6Af4LhAI+vr63r9/7+vrO2PGjB9++GHYsGFDhw41NTX19PT09fX18vLy8fFRVlb++eefZ82aZWpqqqOjY2pqevnyZW9v75aWlnPnzrm7uz99+hSQH4vFsrOzA43y0KFDJ0yYYGJi4ufn9/Dhw76+vqioKBcXl6CgIGhQ0tfXhyBIUFDQvn37kpKSoHCQ7jIdFxc3b968CRMmrFmzJi0tDSZB0jkLHqU0/ySS8OqiGSlJcQuQ/SCJgf5kd+/eXb16tZ2dXW1t7atXr3bs2LF48WJvb++zZ8+amJjIycm5uro+ffo0MzMzKyuLzWbn5uYaGhq+evUqKyvL1dXV2to6NzcX6PlXr14VFxe3t7e3tbVVVlaWl5fn5ubS+wUWH2TNcCVAWV5qaqqtrW1gYCCPxyFJHMMQ4IkJAsNxlKJIUFbgOPrxY4mPzzENDTVp6any8rKTJ0+cOmWKvIysvq7eDputj+4ncjlcEsNFOEGRIgInUAQlMJzAv9jH0uYqKIriKAb2yXw+l81mQj2fUMDDMQTDEJBzYBgiFPL5fC6IOnhctoDPxXEUx1EEEVAUKRTyaWdlAkcxVIgiAtiytOTD82fJMdejwsJCY65HvX6d1trazGIxcByFsQgEPBaL8To91c/XZ/s2mxXLl5otWrhi+dKNG9btsbO9ERNdXVXB53FQVMjnc7lcdlNjffGHQkZ/L4YKaU5dJCLq62qeP39662ZMXNytRw8T373N6O/vRRGB2LtM8PlzR1FRQXJyUnhY6MWIsJDgc1HXrrx4/rS6upLP51IiAkEEsBT58kNgMOcwD1AKyedze7o/N9TXNjXUs/p6eRw2hggJFEH4PAxFKJIgCIzP5zKZ/RwOC0WFKCoUifl+QlxVCR8OkykU8hEhH8MQDEPo3dGHgcOWJI6hSF111avnz25ER0WEXbh6OfJZ0uPO1hYCQ0QkDu/q7Gx//OjB8+dPBXyuiMRxDBEKeDweh8/n8nkciiJxDEEQAcw8JSKgypOiSBQVMpn93d2fu7s6e3u7+TzOnduxxvPmWm/ZlJLy4ku7GQKDC7Kpsf51emrsrRsXI8KuXom8czu2oqKMw2HBpQK5DoGAJxTwUDhBGIaJZU64uJ0nXSHw7WSaSETiOHrzZoyh4azFixe1tbXA0cKp+Sc//xnpkYH4N48BZDwQf6OQTM6C8oGiKDab/ejRo7CwsJSUFMkCJskapj9k7zRxS0M6STKvsbHR1dVVV1fXx8cnPz//0KFDOTk5HA4nNzf3zJkzoaGhOI6z2WxIwdMJx38t4MlEs9Td3d2ANdls9vnz5xcsWLB06VI1NbVRo0YZGRkZGxtHRkbevn3b3t7+4sWLT58+HT58uLOz8927d6Ojo7dv366uru7n50dR1OXLl48dO+bo6HjmzJn09HRHR8e5c+cOGTJk//79MTEx4eHhu3bt0tfXh5WAnZ2dr69vUVERtOH19vaOjIz08vKKiIgoLy+nxMQ2m82ura3dsmXL+PHjDQwMvL29jx49WlFR8cX9V2zvShtsicQK8l+ySrRshpYU9/T0gJ0F6IAZDMa9e/cuXLjg4uKyYMGCxYsX29nZqaurKygoaGpqWllZqaqqKisr+/v7c7nc5OTkJUuWFBUVpaSkHDhw4MSJEyUlJU5OTt7e3rt27Xr79i2Lxerq6qqsrKyrq3vw4AFojsHMWLKsEJIPBEHU1taePn16xYoVVVUVfD4XADHAEYACkgBLIOAVFOQtWWI2YcI4aempMtLSE8eNl548RXO6mvTkKXMNDJMePGT09GJCBEMxFEF7u3tozADJjS9/iKj+vh5EyD9+7MiSxYv8fH1KSz6EBJ/bu2f35k0bD3l7Rl6KyHmfJRDwRCKCz+OwWYx78XeOHPZ+/OgBgghEIgJFBJ8+lmS9y2yorwUEBgivob52t+1OQwN9aakpUlMnqygrKirIjRs72mzRwsT79zo72nAMwTGkpbnRz9dHWmqKnOw0dzeXmzeuJz95/PxZ8tUrkeZrVk2eNGHD+rXZ2e/ojie2u3aYr1lV/KEQEfJxHBUKeF2fO5KfPNbV0Zquqqw2XQWkJupqquZrVnW0t5IkjiKCF8+f7ti+VV1NVW26iraWxtw5htNVlRXkZaerKi9buvjc2cCO9laKIrkcFixCvjToFhFCIZ/+/c3rNPgQFWVFJTlZDVWVNSuWR4Ser6mqJHFMyOVQBI6hwtOn/M3XrPLz9cnOensxImyfw14L89Xubi7hYaH5eTlCAU8kIhAhn8DRrHeZBz32X7l8qbWlCaBtZWV5aWlxXV0Nh8OCaeRx2UxG31FvLw1VFflp0uoqyjO0tWbqaCvLy8lKTT0fEtTa0gR9wt+9zVBSlJ9nNKe87OPVK5GrVi5XVJDTUJ9uYb76VMDJzo42HEcxVAjImMBRRMjn8zgB/n4W5qvV1VRlZaTV1VR1tDXNFi00mjtbVUXJxdmxID+XIDCBgEdRJJ/HOeFzbOYMXVkZaWUlBXU1Vf2ZeirKinq62gH+flVVFRiG1NVWXwgN8Tjg3tLciGEIIuQ3NTZ8KPpQVVVFF2BAWTMlwQ3/8xsmSpJ4dPQ1bW3NZcuWMBh9gIwBrA8g44H482IAGQ/E3ygkkTFoIZhMZl9fH5PJZLPZbDabx+NBn1VCwuT4/46MYY+UhJ+uSOw2ClwytF9OSkqqqanJy8u7ffv20aNHw8LCjh8/fvnyZRA8FBcXA7D7zbYI3w6AkjRbCfPA4XCys7MvX7588eLF+Pj4ixcvKigoGBgYREdHBwYGrlq1CprkSUtLW1hYuLm5+fr63r59OyYmxs3Nzdzc3N3dfcuWLcuXLz9y5MjKlStHjx49ZcqUqVOnDho0yNzcvLCwMCMjw9vbe//+/Y2NjX19ffHx8WZmZjY2Nl5eXl5eXvb29ioqKk1NTb6+vrdu3aqurgbJARC6cXFxW7du3bFjR3Bw8OXLl3fv3t3d3Q3HD5MpWUsnkvBhhUmmpcOURCeIpqamhISEFy9enDt3zt/f//nz51DPt3379pSUFAcHhxUrVuzduzcwMNDHx2fLli3y8vLS0tKjR4/W0tI6duxYTk6Ou7v7Tz/99PLly66uLi6X29jYePfu3ePHj8fGxlZWVkIZHzSboEsJ6ep7OCRoFAL8MYZhDAbj+fPnxsbGr169ZDD6aLITF7eJBqBMkrhY3y7s6emKjLy4fPlSJUVF6SlTZaWkFWRk5aSnSU+eoqKguMxs8RHvQ48fPqqrrSMwHEMx+ERcbNotEAgIDCdwtKf7s/WWTXKy03S0NZcvW2K9ZdPhQ17eXge3b7MxW7RwntGc3bY7MzNeQ8PqxPv3li4xW7hgvrfXwdOn/PV0tecZzTGZP09HW/PgwQOlpcVcDquwIM943lxNDTXPgwfS0151fe4Q8LmfO9tfPH+qP1NPV0fr5o3r/f29lZXlBz32y8vJrF9nWViQ1//FZwNFEYFIRPB4nHNnA12cHV+/ThMK+RgqrKmuVFVRUlKUz3qXCXBNIOC9zXyjpamuqCD3+NGDjvbWrq7Od+8yzwSectxnn/M+C0UEEeEXjOfNnW9s5H/St/hDIY/LBj67vq7mzu1Yq43rVZQVXZwde7o/w1STBIYgAh6PQ8+8QMDr6+tJSXkR4O93JvDUo4eJCXduh4UEW61bO9dglvM+h4pPHykCx1GEw2F5ex0E2L3YzHSrzRY3V2c/Xx8XZ8fFZqYzZ+hu3LDuXvwdYGEzM16vW2sx39jowH63sLDQpUsX6+vPmDPHUFdX29Z254sXz9hsZm1N1eZNG1UU5PftsXuR/KS9pZnDZPR1fS7IeW+2wERTXe1CaEhdbXVP9+fHjx4oKcrP0NNZsXzphvVrjx09fDEiLOjcGQf7PaoqSqtXrUhPe8ViMWDF1d3VGXbhvKGB/gITY/u9dudDguLv3n744H7M9ahjRw8bzZ2tNl3loMf+gvxcoLTraqu32mzR1dHastnqdtythvpaNovB5bLfvc1Yt9ZCQ326p6fHx9Lihvrak34nZKZJuTg7nj1z2nrLJqO5c+bOnqOvr6+trf3gwQOwmKTXqL91p8J6eroCAk5qaqrv3r0LFi0DyHgg/oIYQMYD8TcKSV0ESZIMBoPJZG7fvj0pKQloVOgm9SdxxhRFAVoCMAT4u6enp729/e7du4cPH46Kinrz5g2UoyUkJGzduvXEiRNPnz69d++er6/v27dvOzs7gQoFGPevHQOPx2Oz2UDcStKHDAaDzWZzOJx79+4ZGBjY2dkdOHDAzMxs69atS5cuXbNmzfHjxz09PUePHq2hofHgwYPg4OA5c+ZoaGg4OTmpqan9+OOP33333eDBg8eNGycjI6Ourr5s2TIdHR0ZGZn4+PiYmJjg4ODr1697e3u7ubnNnz9fSUlp5MiRkyZN0tfXX7lypYuLS2Fh4aZNm86ePVtVVQUCAziwDx8+2NnZWVpaGhkZLVu2rKysrKenRyThJ00LjilxOwN4o+S5pqXhCIKUlJTMmTNn69at9fX1iYmJGzZs2LJlS3p6+v3798+cOVNRUbFnz57AwMBbt25t2rRpyZIlfD7f09PT0tLS2NhYQUFBRkZm0aJFEydOtLKy+vTpE1RnMplM0EajKPrw4cPAwMDjx48HBATcvn27u7sbavvAzARqjODgRWKnWBhFa2urp6dnUtIjFosB9PAvE8e9vd1MZj+AfB6PQ1Ekh8O6dvXqymXLVRWVlOUVpCdPkZo0WX6ajNSkyZPGT5CTkZ0318jFyTkx4T7kGWjSjqIouuWe3e5dU6dMst6yqaa6UiQi+vt6AH+Ulnzw9jqoraWxyHRBfV0NQWACPtf/pK+ujpbMNKk5sw2Czp0RCniAhmuqK7lcdknJhzWrV04YP/bO7dj+vh6RiEBRoYDPxTGEz+Ps2rldWUnBbveu99nvnj59oqKsqDZdpbzso4DPxcSJcmhfgoqb/MEPjiEfS4snT5ogJzstM+M1k9kvEPA6O9pux92aOGHc8mVLiouL+vp6hEI+CEJAJVJR/mnZ0sUzZ+hejAgDbQOQzSD/QIT8ly+erVi+VEtTPenxQwGfCzoHui+3UMgH3YhIRIDg5MvxkAQlIgvzcvfa7pozS9/v+DEcQykcE5H4IW9PbS2NTVYb3ma+AYE4l8MicLS7qzPwdICmhpqZmenbtxkCPhdFBPcT4s0WLRw1criqqvL+/W7V1ZUEgdXUVFVVlvf1dldXVTg77Rs54ie/48c+t7WifB6OCCkRSeIYq683LCR41kw9S4s1KS+f9/Z0xd+9ramhNnnSBHc3l6amhi9SExHR29Pl5+szTXrqgf1uFRVlOI5WlH864XNMf6beDD2dwoI8mCsMFQoFPBjd3r12sw1nnT7lX1H+ictl9/R0nfQ7oagg5+bq/KGoAEOFOIZwOSw2m9nT/fnqlcg1q1euWb3y1s0YkYjo6+uZM9tAZpqUspLCzh3bXr54zuPyWCxWYWFhZ2cnvSan9U7fvFeR6empNjZbjIzmRESEgXTnt34GkPFA/AExgIwH4m8UXyFjFEVv3rx5586d+vp6Wl5MN8361fi/7B2kdSJx/RyKol1dXbGxsZs2bXr06FFCQgI03WAymR8/fly+fLmvr29BQcHbt2/T0tLKyspSU1P7+/sBvP4m3fKNoG0ZaDcM+vf09HRvb28LCwsHB4fm5uba2todO3bIy8uPGzduzZo1UVFRFy9edHd3P3DggJWV1fTp08eMGSMtLW1sbGxjY3PixIkDBw4cP348NDTU398fMGVpaenly5cXL14sLy9vYGBw4MCBuLi4xYsXp6enV1ZWZmVlhYWFmZubGxoa9vX1vXjxQkVFxcfHB5AxjWXLysqcnJyUlJTMzMwuXLhw6dKluLi4/v5+TBy0dkJyPSOpYmSz2TU1NSEhIXFxcTwer7q6eunSpRkZGWCacf36dQ8Pj2vXrs2ZMycyMjIgIMDa2vrgwYMRERHBwcGHDx+eP3/+1atXjx496ubm5ufnFx4efvbs2du3bzMYDA6H09HRAcsYbW3t2bNn6+npjRo1asSIEerq6p6enh8+fGCxWJLGf5CvoBPK8ApIMGtqalxcXGhkDJJTEKoCTBSKNam0YBT4YwRB6mtqb0RFr7ewlJWSlpkqpSAjKyslLSMlLSM9bZqU9DQpaT0dXSDtaF9YFEVFpAhFBL09Xdu2WispynsePADpfoLAUERAEhiKCJ4/S1631sLQQD/mehSKCjEMSU97tX2bjbKSwupVK/p6uyE7j2EIjiF9vd334u/Iy8koKcrbWG/2PHhgv7urk6OD3e5dlhZrFi6Yr62lsXzZkls3Y0qKiyIvRaiqKBnNnY1jCAh5aXU1yGehCyCwyCgiaKivVVKUV1ZS+PSxBMQYKCKoqa602rh+/LgxO7Zvffb0yefOdlAGI0I+SWDJTx4vMDFeuWJZ/N3bAj4XSHdEyIcWgySBfSgqsN9rp6QoHxx0lsNmkgSG4yiOITC9NEnP53NrqisT79/zOX7UydHBce+e44cPXb100X63rY6G+gZLCz6bhaEIhiFurs5amup77GzLyz4CwkYRASiMc3Ky9zns1dPV9jx4gM/jiEi8tLTYydFBWUlh2bIllZXlML1wcvk8zovnT/V0tRXkZbdt2ezquM9zv7ur4z67nTu2bt5kYjR3tv7M+cZGIcHnKivKeFz2m9dpsjLSKsqKdbXVsMxAEQEi5HO57Py8HCVF+RXLl2ZmvBYKeM+ePpmlP0NtukpaaopAwMNQISaeTBQR8HkcB/s9ujpaPsePVldVEARWV1sN/RfXWpq7ODse2O/m6uK0z2Gv9ZZNq1et0NPVnjPb4PixIwX5uXweh81mXowIU5uuoqWpfud2LJfDwTGczttImucQ/9ii75fBYPSdOHF89myD7du3VlaWw6UOF+c/p40HkPFA/AExgIwH4r82fglnaQ0x5N8pijp37lx5eTmXy6UtjX95s/4XMLGkaoISF19T4oZPAoGgoaGhqKiou7v71atXampqa9asefLkyZs3b27cuBEUFPTdd9+NHDly+/btnp6e7969y8jIcHd3j42NZTAYvr6+MTExjY2NvxzU7yS5Jbf8aox8Pj85OTkkJCQ5OTk+Pl5PT2/IkCGDBw/W09Nbvny5mZmZg4MDjuP9/f2urq6KiorgYjFx4kQ7O7ukpKTGxkY3NzdLS8vLly+XlpaC0OLatWsNDQ3l5eWenp5z5syJjY2Nj48vLy+3trbW1NTcsGFDVFRUfn4+k8m8dOmSmZmZrKzsqVOn+vr6wFsN5q2hoeHy5cuRkZHXrl2bOXNmVlYW6IwlVRMwEJBVQMCTmKIoBEEuXLgwa9Ysd3d3FovV1tZmYWGRnp5uZGS0e/fuN2/evH//3tvb++7duw4ODqNGjfLx8SkrK4uPj7e0tAwPD3dzc1NQUDh06FBcXFxqauqFCxdGjRplamoaHBxcWlrq5+dnZWV16tSp+vr6z58/79q16+eff/7uu+9GjRplZWX1/v17OLaampoHDx4UFxeDylkkEtHELV2WVFlZ6ezs/OTJY7Ch+ILeSJymMCGbDHAZ5BYURba0NEVeumSxeo2asoqyvIKyvMJs/VlbNlodP3wk6srVxw8fZbx+U1pcUl9bR9uYSFzcFCLkMxl91ls2SUtNObDfDXYn4HMB75IkXliYb7/XTl5Oxv+kL2S0P30qdXVx0tHWdHbahyIC6EUCJXEN9bVnz5yWlZHWn6nn7uayd8/u/e6uQefO3Lxx/UFiwsfSYlopUV1Vce5sIAiCAcaBkgFK00QkDqSvSPwin8fJy32voqxoMGtmTXUlFJmhiADHEBazf++e3bo6WtJSU7ZttX7zOg1FBGwWg6LIly+eLVwwf5Hpgps3rgsFPCBxv+xCRFAiIutdpoX5ai1N9YsRYZ872zFUCPNMkjiQlFwumyCw+/fvrVyxTElRfvmyJb4njt+NveV77OhC43kqCvLK8nIrly6pqaygRF/Ydw316R4H3KFijP7hcdkV5Z/OBJ5Sm66y1WYLRZEYKmSzGH6+PkqK8mvWrGIw+r60BBcRKCrs6+1OuHdXXk5GXk7m2CHvfXvsDh30uBAcFHPtanxcbF52Fru/DxUKSAKjRASBo3m573W0NXW0Nfv7ekjxooIkMKGQn/M+S1lJYb6xUeqrl12fO65eiZSXk9HW0qAl1BRcTqgQJmfzpo36M/XOhwQ1NzUw+nsz3qTLyU5TUpS33bXDwX6Pu5vLqYCTVy5funsnLjcn+3NnO1wDBI5SFIkgghfPnyrIyy4wMU5LTcFRFBV+yxqFRsyS3hSwYo+ICF+yxMzcfHVs7E1YH8J5GUDGA/FnxwAyHoj/2vgGMobKp5ycnNbWVg6HAwluACjUL1yKficsBnwmqVGm90iIe3chCNLW1vby5cvAwMADBw6Ehoa+evUqMTHx8ePHZWVlMTExRkZG0Gpu+PDhI0aMsLe3DwkJiYqKSk9Pb2hoCAkJiY6ObmlpgXQ8jXG/Gt23LY1+CZ3pI3/27Fl4ePiLFy8aGxt9fHxWrVo1ZsyY4cOHb9y48caNG48ePTp37tyCBQsyMjJOnDixYMGCSZMm/fTTTz///POYMWOGDh06Y8aMHTt2REdHp6SkPHny5OPHj9euXdu5c6e5ufnBgwednZ1NTU03btxoZGQUHBz89u3bPXv2rF692t/fPzY21s/P79KlSx0dHUePHr158ybIWqA1II/Hu3Tp0tWrVxMSEq5fvx4XF9fd3Q1PU9rlA7w1CHH7QOjIzeVyuVwuyBhCQ0OvXLly4sSJtWvXnjx5MiEhgcFgpKammpubb9q06fr16+np6U1NTQKB4PHjx/7+/oGBgcHBwQEBAeHh4cHBwUePHm1ubgaL5cLCwtDQ0On0MrMAACAASURBVKysrFevXtXV1d27d+/KlSvh4eF2dnb6+vqGhoY3b97MzMwsKSn5/PlzV1dXXFzcxYsXz5w5c/369Q8fPjCZTLrHGCWuy4SFWVNTk5ub2zeQMWACEByz2cyMjNc7d26fMUPXZP58532OUZevpKW8am5sQoWICCdIFMNRDMdwHMMxFCNxgl5F0L0VRKQIx5CG+tpNVhs0NdR8TxwHhAoldyIS7+vtvhETbbrQZM5sg9fpqQgiYLOZVZXlhw956epo7bbdSStxQfvR3tYSHXVVRVlx+bIl7W0toGpFhHyoOevv62luaoBdcDmsuNib8nIyM2fotjQ3Am2MIAL4XwQRkASWm5N9MSLs2bPk9vZWDpuZ9S5TRVnReN7c2poqIJKFAh54SiBC/pOkR85O+wxmzZwz2+BUwEmQKzQ3NaxfZzlDT8fP16ettRkwHEWRQL03NtafDwnS1dEymDWzsqIMxxBA+TAWWs7x6VPp9m02s/RnHD7k1d7WQuAoKhSgfF51eZm7s5OyvJzVurU8FhMTCnAM2WqzRW26ipurc21NFRS9AapDEMGTJ4/N16yaOUP3Rkw0h8MCaw6f40dlpkmtXWvB43FollokIgQC3tPkJGUlBV0drY/FRUIBn8BQVCjAECFJ4Hwup7mhXijkw7KBILCPpcVmixYqKymUFBd9kYWQOEFgAIWVFOWtt2wqyM/t6+2OjrqqrKSgp6vd3dUJ/DrYaJAkjqLCxsb6lSuWaahPP33Kv7GhTsDnFuTnqigramqo5eW+53LZiJCPIgIMFcKaqr6+lsthwYlGEQGHzXydnjpLf8bCBfOfP0vGMfTbYBVyF5BDo30n+Xz+s2fPTE0XLlxocvnypf7+XpgZOC/0N2IAGQ/EnxQDyHgg/mvjG8gYQZDPnz+npqZCcpkS90SVzPf9Ej7+r5hjWkhHaycwDCsqKoqMjDQ0NDQ3N09MTIyMjNy9e3dAQEBxcfGjR49Wr14tLS09b968QYMGDR48+Oeffx4yZMiKFSvu3btXWVmZkJDg6uoK1nLQqoNG4eQ/tgL+F44T0BKAWqAzQQghIyOjqKg4duzY0aNHr1279v3798bGxoMHD54wYcLYsWPHjx+vq6vr5uZWXl7u7Ow8YcKEiRMn2tjYxMbGJicn+/j4jBkzZtiwYfr6+osXL164cOHy5cv37t07derUM2fOvHjxwtPT88qVK21tbenp6Rs3bqQoCmrjCgsL6+rqAMMBbQx9s+/cuWNnZxcbG6ulpZWZmQmd/5hMJpPJpJ1G6GnJycnZv3+/m5sbwFN/f/+0tDShUJiTk7Nhw4bk5GQOhxMdHR0TE2NtbT106FAZGZmrV68+efKEz+eXlpZu2LBh4sSJGzdufPz4sba2dnV1NYPBQBCEw+HU1tZmZmampqZ6eHgsX75cV1d38eLFx44dCw8Pnzx5cnR0dHR0dFlZWUFBQVRU1L59+1auXNnT08Nms1tbW+/du5eWlgaedJRYLw6CEIIgGhoa9u3b9w1kDNgFx9Gqqgp3d1cZGWk1NdX4+Dvtra0YgopwAhciAr4AQzERKaJEFEWKCAwXCoQCvgBFUNrv73+uEBElEhGfPpVustqgrqa623bn++x3PT1dJIlzOKzyso++J45DzVzQuTO9PV1wJFlZb3fb7jSaO/v0KX9JZAzKgax3mTP0dCZNHB8RfqGyoozP5+I42tHeev/+PbNFCw0N9HNzsiGJn5f7fsf2rVOnTDqw362luRHHUQGfy+GwhEJ+X1/P0+SkBSbG6mqqwUFnW5obOzva4u/eVlVRWr/OsqKiTCjkV5R/Cgk+t3v3rvfvs4BQZDD6fI4f1VCfvtbSvKa6Eijn23G3TObPU5uu4uTokJ+XA7toaWmKi725bq2Fgrysyfx5DxITgO8ECpYSAy9I33/4ULh9m808ozlnz5yGYXKZDBJFcKHg7KkALbXpO7faoAI+JSIpEbF500ZZGWmrjeufP0tmMPoQIV8o5Dc01IVdOG8yf56qipKbqzMhdsBobWk6fMhrxgzdPXt2C8QyX5rKLS35sG6txcgRPx1wdamurOBxOYhQwGGzCgvyt1tv0VBVefrkMahHRCKiqrLcauP6adJTHz1MZDL6vghCSLzrc4e7m4uervaF0JCmxnqSwNJSUwxmzZSWmhISfK6xsR4WAASBMRh9WVlvNdSnjxo5XEFe9tzZwObmRoLAOtpbHffZjxk9aq2leU5OtkDA43BYLGZ/Z2e7pcWamTN0r1270tHRRrtu34iJnm04a7ftzreZbxCh4NtgFbwsKYqCdSxJkmw2+/nz5yoqKrNnG0ZFXW1ra4HVAp/PhZEKhfyvNOgDyHgg/tgYQMYD8V8b30DGTU1NoaGhQUFB4MnQ3Nzc2NhYUlLS29vL4/Hooqhf6g2+vTtSojmzZD8nLpdbVlb28OFDOTm5IUOGDBkyZOjQoVJSUtbW1tevX8/JydmzZ4+cnJy6urq5ufnixYvHjRs3bNgwHR2dc+fOffz48c2bN4cPHw4KCrp+/fr79+8BosEn01rhX/Up+52zRCNj8C7g8/n19fW+vr47duyYP3/+3r174+Linj175ufnp66u/sMPP2zevHnu3LlTpkyxtrZ+9uzZ/fv3XVxcrK2tx48fP3z4cBjdqFGjhgwZ4ujo+OjRIwcHBy8vrzdv3vD5/I6Ojps3b3p6etra2mppaS1atOjgwYMnT55saWnh8XjJyck7d+60sbGJi4sDZQttPJyXlxcWFhYeHl5dXZ2cnMxgMKCgjeZfaeaJx+M1NDR8+vSptrb2w4cP69ev19bWvn//fk9Pz8ePH728vCZMmDBs2LDVq1dfvny5urr6xYsXAQEBx48fnzp1qqura0xMzJ07dwICAk6fPg24edSoUWVlZRwOBxBtR0fHjRs39u/ff+XKlYSEhPPnz7u4uGzduvXAgQMFBQVMJjM/P9/Z2XnTpk3u7u7nz59/8OBBS0vL5s2b7e3toSseTXKDYgTK8sC4zcnJ8RvIGMOQ7u7Pt27dWLFimaamuoPD3vr6WiazH0VQFEGFAiGO4ZSIokQURZAigqRIEfx8+f0XfeYoUgRQyXzNKmUlhRl6OotMF8zQ05k5Q9dg1kyjubNXrljm5emR+uqlgM8FpIhjyI2YaPM1q7babMl6l/k/Tm04Cvwlm8XIeZ8FvfoWmBivtTRfa2m+ZPGiuXMMV65YFnXtStfnDvgcLpddWlrs7LRPW0tjtuGs9essnZ32ubo4bbLaMM9ozgw9nV07tz97+qS3t5sgsMrK8kPenmrTVYKDzna0t+I4WlFRduzokemqKitXLIsIv5Bw7+6pgJOLTBfo6WofOewNkJQgMC6XnfEm/djRw8uXLQGjMV0dLU0NtfnGRra7dly6GF78oRAqC2lW8gvVjQhg5js72/1P+urP1Fu4YP6tmzFFhflVlRX577ODAk8vXWS60Hhe2PkQRMDHUKS2pnr9OktVFSWDWTMXmS6YOUNXU0PN0EB/hp7OYjNTz4MHnj1L7urqJEmcx2WjiCD11cvt22zWWponJMTD0dI6GQJHeVx2QX6us9M+PS3N2foz16xYvnnD+lXLluppac6fOyf8fEhbazOGCsFsuLqqwtXFSWrq5EsXw7u6OmEIsH6Yb2xkPG/uh6ICIIYZ/b2v01PXrbWQl5NZusRsj53tfndXx332G9avNV1ocuzo4YUL5ispyp89c7qlpQncrOtqqx332c+ZbaA/U2/J4kVWG9evtTTXn6k3d47hmcBTZZ9K+eLiRUZ/r4P9Hv2Zetejr7W2NOEYJiJ/47YJ5cgkSTKZzLy8vJMnT2poaMyfPz8hIb6np4umtGnamPYMGUDGA/EnxQAyHoj/2vg2Mg4ODvbx8ent7T169Ojjx48vX7588ODBsrIyBoNBO4L98r2/h46V3AYyg1VVVd7e3oMGDVJRUdmwYcOuXbssLS09PDxYLNa5c+fk5OQmTZo0ceLEsWPHjhw5Ejozy8nJBQcHFxQUPH/+/NixY+7u7q9evRo6dKizs3NNTQ14zIHTAlT1/bMD+GX8Kh1OU+ngolBdXW1hYdHf3x8SEmJoaHju3LnW1ta8vDx7e3t5efne3t6IiAg9Pb0tW7ZEREQsWLBg5MiR48ePnzJlyrBhw6SkpOTl5b/77rsff/xx3LhxkZGRy5Ytk5OT09PTc3V1LSoqoigKw7Du7u6UlJT169cbGxtnZWUJhcJLly4ZGhqeP38eeiyDqRlBEODgRjP6tBsxLSkRCoXQkRtGV1FRcfDgwQ0bNsTFxQmFwu7ubnt7+0ePHlVUVDx69Ojo0aN+fn4jR44cPnz4tGnTVFVVw8LCUBRtbm728PBYs2aNhobGqFGjJk+efPz48ebm5mPHjnl4eMBOYQnR19f35MkTmJbc3FxoZM3lcmtqanJycm7evDl+/PiJEyeeP38+JSVl69ato0ePHj16tIKCgouLS2lpKZ/P//z5c319/atXr0BSKRAI+Hy+UChsaGjYv3//N5BxZ2e7h8f+6dNVZszQ9fE5RlFkf38vQWCUSPQFEIsoiiBRvgDlC3AhQmI4iRMighQRJIkTdIeF/xH8iCiSwKKuXVlsZrpr5/aUl8/5PA6Py+7p/gwpcpq/BDJVwOeSJM7ncepqq8HFAlr0gQiBJlxJAhMKeM1NDZkZr2/H3YqOuno/IT4/Lwc6gCCIAETJ0KQDRQTlZR9fvngWHHTW3c3F2Wnf6VP+2Vlv+TyOpLSaweh7m/km6tqVz53twBAL+NyqyvLLkRcNZs2cPGnCpInjtTTVwRYNxxCa9wUhByhoBXwum8UgcFQo4PG4bKAewQ8YZM3gjwEzT6taRSKiqanh6pXI1atWKCrIKSrIyUlLaaiqjBk5curECbt3bC8uLKAInBKRnz6WLF1iZjR39sWIMBazH+TRvT1dOCwbwBJOyMfElGdP9+eyT6U1NVW0cTLAYhQVwhRRIgLHkM7WlrzsrPi42OtXrzy6n1D6oYgSkRSBc9hMAZ8LM9nR3hoeFrrYzPRBYkJ/fy98FAgeij8UtrU2A6yEjwU1S0F+7u24W0cOe3t5elwIDcnMeE0SGIYKQ88HW21cH3/3NovZj+Mo+NxRFNnd1ZmZ8frO7dioa1euR19LffUS6jWhXyOGIUIBjySwzo62+rqaL6puEfltsAoLWoFAUFVVFRgYOGPGDFVVVX19/Y6ODhzH6IUKzA+g5AHXtoH4s2MAGQ/Ef23QMgNaeku/wmKxSkpK6urqTp48mZmZGRMTExUVlZmZmZaWZmFhAfCL7hYG76VdYCWlC6AepsQonGZeYRuQAZSVlUVFRbm7u9+/f7+3t/ft27cJCQlZWVmvX7+2sLDw8fHx/X/sfXdUFNnWvYpiBEUR6KbpbpKIgKigCCKMgEoyYAQVjCQlmGUwgYiJaEQUEVEEGRF1FEUwACIqZhEMSA6Sms7dlX9/HKnHp/PmzfPN+37fmuEslqvtrq6qe+tW17777rNPWNjUqVNXrVpla2tra2t79uxZU1PTPXv2FBQUzJ8/f+LEiZaWljo6OsOHD/fw8Ghubq6oqIiJiUlNTRWJRHRVVWCpAc3/EZ3xb84ZgL8Ri8Vv3761s7ObMGHCnDlzUlNTa2pqKioqdu3axeFwnj17dunSJX19/b59+5qamvr6+vr7+w8YMGDAgAFbtmwxNzfX0dExMTFhMBh9+vQZMmSItbW1vb39qlWrUlNTr169amNj4+XlZWlpOWPGjAULFkRHR1dUVPD5/HPnzjGZzMOHD9fU1EAraHE2WDoAeQwzAUDw8KZYLAY29+3btyDkKCsr4/F4dXV1OTk5sbGxK1asSEpKqqmpiYyMnD179vbt269du5aQkKCsrNy3b9/BgwcHBAQ8fPjw4cOHtbW1QqFQLBZnZGRERERkZWXBUUiSlEgkMGcA1XJ1dfXVq1ezs7OTkpK2b9++dOnS2bNnr127Njc3d//+/YsXLzY1Nd2yZcvBgwctLCx69+49dOjQVatW7dq16969e42NjUVFReB9wefzYbdAG3/+/Nnb2zs7O0siEdHeFACnKIr49OnDqlUrRunr6elw1/r5NNbXSsVC8PAiMAwqeuA4/g+ITFIkQZIESeAEvPh+JBA4gchlR48ctrW18fX1KX5YRBA4SRIymZQkcJIkcBwjCJwiCZLAKYrEcYwkCQLepEiSJDAUod+H4xEEjmMoSRIURSJyGYoisAf6tOAQ8C0EkVMUiWHo1ze7dgLiaHhBL2mQJCGXy2APsD1B4IhcJpWIBfzOpsaGtrZWuVwGJ0AfDpqA4xicKkWRcrkMTgDDUNgtjmPwR3Y1AV6gXV+BMxEI+J8rPz17VvrqxfNPH97fzcu7eOFC/p07Qj6fJAgcxy7/kjlz5owVK5bn5d2Br1AUKe/qTDgNksCpriNCN8L+4Vj0OxiGIl3nichkoM3CUZTAMALDoEAcRX5d8oETxlCkva2VIHAMQ//RFjhit26HDSiKJAkcQxEEkcPJoIic7jSJWES3Hb7y9RJT/zgi/SkcCI6F4xg9+L7+2BAkqHpg/gYeJDiGkQQhk0gq3pVfSs8IXLdu6hTrUXr6FhMnRYTv6ejoIAn4RSIwDEUQOT0Sujfkn/z1RE/8p9GDjHviLxs0+KPxMag5pVKpQCDAMKyiosLd3X3//v27d+++ceOGQCCoqqqqr6+nV+phsZ7e4T+rzAxYDUAbQRBisRjUwBRF8Xi8zMzM7du3i0Qi2BiceuVyOZ/Pf/36tVQq9fb21tLSWrZs2ZYtW9asWbNq1Spvb++Ojo6oqCgbG5uEhIRHjx75+Pjo6Oi0tLQQBBEWFnbq1Knq6mrgUCUSCe0LRnVltPxAXxFdrsAoir5582blypXAjMbFxb148eLRo0fbt29XUVGZOnWqsrLynDlzLly4cObMGUdHx169evXq1Wv48OEKCgq9evUaMmTI8OHDWSzW4sWLZ82a9csvvzQ1Nd24ccPT09PAwGDixImFhYW7d+/+6aefrly5Ulpaum/fvrlz544fP766uhq8gcE/gfjnAY4TgFahNGBlZSWO4z4+PsOHD3d1dc3Ly4OpQkdHR2ho6P79+58+fVpYWBgaGmpiYsJmsz09PQ8dOsRkMkeMGGFkZLR58+ZXr175+/uDYRz4hwC3ChcdLhwMpJaWlgsXLmhra3t7e9fX10Nlbz6fX1hYOGbMGCD1FyxYYG5uPm/evDlz5qiqqiorK6uqqvbt21dHR8fAwMDCwuLkyZMURbW1tXV2dkKpvw8fPqSkpBgaGubm3gImGBayISlNLBZu2rh+wnhTXS7bxsoyPiaaInAKQ4E7JHGc+lFLQZIkm5ubHz58+OHDhx8YOX/P6D4N7r6+1NHRcf/+/devXwuFQvpOhEndP+oO/s2CwAm5TE6RFK+9o+pzVUXZu4cPCs4mnVnrv3bi+Alqw0focrhMNXUDXb31AYEvnpby2zsokkKRHy9m1BM98R9GDzLuib9sEF3WaTTpC69bW1uvX7++bt26zMxMOzu7adOm/frrr2/fvj18+LC/v79EIgkICPj1118/f/5cU1NTX18P6W4ikaitre3Fixe1tbUikQjK/MIiO9YtiG71n8VisVwub2trq6ioAIkqQG2Q88pkMoFAUFxcDPWQOzo6CgoK/Pz8DA0NN23alJKSMmnSpOTk5JycnIMHD4aFhVVWVhYWFkZFRS1cuDAtLQ18zcBvDqSrNKX6A31FI2O5XP7x48f09PSSkpL79+/fuXMnNTV19uzZhoaGGzZsaGhoOHjwoIaGxowZM86cOQNSikGDBikpKY0dO3bSpEmamprLli178OAB6FUGDRqkrKzM5XIDAwPBjuPw4cNRUVELFiwwMjLy8PDw8vKytrY2MzNzcnICkphGG79zquDqANvDVaC/++XLl2XLlk2YMGHdunW3bt0qLCz08/NjMplOTk6LFi06deoUn89///79/Pnzt27dun79+sDAwN27d0dERAQFBSUmJgIb3b1AIGAaoVAISEgqlX758qWkpOTWrVuLFi1iMBgDBgwwNDRcsmQJQHBLS0sLCwtra2snJyd/f/+QkBArKys7OzsbGxs1NbV+/fr169fPwsICrIVlMll9ff2mTZumT58eEBBw9OjR2bNnNTU1CLvKFINUVC6TvHzxzGjMaC0WU4fDdl8w//qVLAJDKZLA5TKKwCnIt/uhAJkKzDfolEeqax74gzv9G8S3im2KoigKOpB2/+huIPj/92z/fwZB4igm5gsidodNNp+ox9XmaLK0GEw2U9NAV4/L0ppsPnHLho03r11vqK1DERRHMQonCOzHJ3s90RP/YfQg4574iwf93KLlEPX19RkZGcHBwQBe/f39r1+/npqaGhYW1tzcXFBQEBIS8vTp0/z8/P379586derjx49hYWEikSgqKio8PPzy5cu3bt3Kzc2F/dNUa3dmGqQUOI53dnampqb6+vrCOdBCT9gYQRCBQAAoubOzs62tLTs7e9y4ccC8Dho0yMjIyMHBYevWrcnJyXPnzh05cmRISEheXl5TU1NZWdn169efPn3K5/MlEkl3jccPpOLRagqBQHD9+nV/f/+kpCQXF5d3796FhIQYGBgoKytraGiMHz++uLh448aN165dW7BgwaBBg3r16tWnT5/+/fuvW7fuypUrM2fONDExcXJysrGx6devn5eXV3p6+vjx4wcMGODm5vbo0SOpVHr16lUHB4ehQ4f27t174MCBDg4Ot27dgtOg1Qv/8oRpBQLN4sMkRCgUYhiWkJAwevTogQMHTpw4USQSlZWVmZubm5iYHD16FCqBt7W1ZWRkcLlcFRUVY2PjnTt3gqy5rq6uOyjvLmuGQ9y+fdvNzU1TU/Ps2bOVlZWJiYlmZmYDBgzo378/5B326tUrKysrOjra3NxcWVnZ1NTUw8NjxowZffv2HTJkyJAhQ4YOHWpjY3Pp0iWKoiATdOvWrdnZ2ZmZmS4uLnFxcZBghCAy8CNDEVlrS3PCiWN6utoa6iM5LM1l7otzb97AETlFEphMShL/KYag5SsA6fh8/n+yt798fL9q1P1Nsps7L9nlWv0354wxmZwiKSGv89Wz52nnUjcFr3f4aZq2Fntw/wEcTZbPqtUPHxTwWttQqQyXI0JeZ1vzl9/P2+uJnvivRg8y7om/eMAjn8asKIq2trbm5uZu2rSptrZWJpPl5ORERUXFxMTcvHnz1atXGzduvHHjhq+vr62t7Z49e65duxYWFjZv3jwejxcUFHTlypWHDx+CkAAkGcAj0lpYkUgES6hA34rF4suXLwcHB4MLAXwFzL8kEgk8OMFxrLm5+fPnzx8/fszKylJVVe3fv//69eutra1tbW29vb39/f1tbW1TUlJiYmIOHz5cVFT08uXLwsLCysrKqqoqOBZdDe6H1RQg88AwrLOz8+PHj46OjiUlJUFBQYaGhiwWy8TEZNy4cUOHDrW0tARn4sTExJSUlPHjx3t4eLi6unI4HFdX1/T09ISEBHV1dRaLlZKS8uzZs2vXrs2YMWPgwIF6enrz5s0zNzdPTk7etWvXhAkTpk+fnpGRIZVKobAfTb139xf7JqCBsEINhHFZWVlSUlJFRQVNexcUFKxevVpFRUVRUVFFRcXd3d3Kymrx4sXBwcErV65ctGhRSUnJiRMn4uPjnz592tzc3NHRgeM4GEjJZDLIh6M5eGBP379/X1RUdO/evePHj0+ePDkwMHDu3Llubm5ubm7jxo2bNGnShg0b5syZM2jQIDU1tSFDhowcOXL06NGmpqYMBmPIkCFjx45NS0urrq5ua2tramqqqKgIDw8PDg5+9epVfn4+jDFvb2+hUAg5RmBajOMojiGNDXXbtm7W1eFqsZhcLdYMu2mnE06QKELiGIljFIFTxL/Ic/r9S491q4MIkzr63x/c6V86/tnIpHuS7FLJ01osOiHhbxgkTuAISpEUjqCYHEHlCCqTiwXCmqrq/Nw7YTt3rV6xcpzJWDvbn0K2bP316rXmxiagmXuGX0/8/4oeZNwTf9mg5Q2gZOj+9Kqqqjp58uTOnTs7OzuLiorc3Ny8vLzu37///PnzWbNmdXR0rFq1KiQkxM/Pb9y4cbq6ulu3brW2tt6zZ09lZSUNQIFypg/XnaylISaPx0tPT1+/fj2YJ5AkyefzZTIZ9T/5yI6ODoBiV69eHTNmjJqaWkRExLRp09TV1b28vI4cORIbG/vkyZPS0tJ169Y9ffp0/fr14eHh9fX1V69eDQgIaGhoAKT4w9QUzRkDuKypqTl27Ni5c+c6OzsLCwsXLlyopKSkoKCgoKCgqalZUlJiZmZmZmbm5eV18ODB4uJiuVxuaWmpoqKiq6u7cOHCOXPmqKuru7u7IwiSnJxsbGzct2/f3r17KygoDB48GNya+/XrZ2JicuzYMYFAAHiUoqg/uPSM4zi4s8ElLioqWrJkybJly8DFAjTid+7cmTZtWr9+/ZSUlICcXrNmza1bt1JTU7W0tIYMGeLp6fnhwwfIgaOvBaDh7nmWcD5SqbSgoMDHx4fL5XK53EWLFqmoqCxYsKC8vPzhw4deXl4uLi4JCQlqamrDhw/v06cPk8l0dHScMmWKlpbW1q1b9+zZM3fuXEdHxw0bNqSnp1+8eDEoKKizs7O1tdXZ2Tk8PHzbtm2BgYEFBQVy+deCF4CMEUSGoXKhoDM8bJeONofJUNcYOWK0nu62TRtxuQyRiEFnTP0HBBtgYrqxtKDlh3f494lvpBRUN1sY6El4p6Oj48c0Tn+NIAmSwHCKpGQSKdhs4yiGyOQogkLKXEdbe11NbVxM7BRLKx2u9iwX1zu5d+RSWQ8y7on/X9GDjHviLxvfc420/q+6ujo+Pn7btm3l5eX5+fmRkZHp6el37txZu3btw4cP3dzcmEzm5lrJFgAAIABJREFU+fPno6KiPD09IyIi5s+f//PPP+/duxcyvegd0s4VNLCg+VoQE7e1tV24cMHLyys/P18mk+E4DlJjOpkMTgk+Aqjd0NBQW1sbFRVlYGAQFRWVkZERGhrq5OQ0ZcoUBoPBZDKXLl2alZX17t27GzdubNiwoaysjOZcYW80zP3NPvmdjoJZhEgkKi8vd3FxqaqqEgqFUNXZxsbGwcFBVVUVONGFCxd6eHhYWVlZW1uvX7/ezs7u9OnTAQEBR44cAWc3NpsdEBDQ3Nzs7u7OYrHAkmLlypW7du0qKyvbtGmTgYEBg8GYN2/e1atXoU9ANk2TtUDDd+8xoNsBtoIvB/DHUqmUx+MVFBR4eHgkJia+fv26s7MzPz9//fr1165dq62tXbFiRURExObNm11dXaFgdXl5eWxsbFxcHDgQg28aj8eDFQCsqzgL0NLgGVdVVQWZiFeuXAkMDOzVqxcYsVlYWAwdOtTV1fXx48eVlZUbNmwwMjIaNmxYv379FBQUtLW1d+/efe/evfXr1yckJKxcuXLt2rW3b99uamr6/PnzxYsXS0tLb9++HRQUtHPnTjDiAB8x2tcWReUSiehsctIYQwOWJkNTQ43L0nR0sD9/NhmQMS6X4ShKflcbvPvg/2/cXLTTyzf7/2enAf+FxZPu3+0+aMGXmiRJMPOC7f/WsJIkYSmDnjHSPQbTSLhx4L6g36R/l/5PBEnRvtrfO0kgcoTACRzDZVLZ58rPKclnXZycx4013RC8vqSkhMfjwe1Pdkt5/Lvrtnvivx89yLgn/kZBP855PN6tW7fGjx/P4XDu3LmTkZERExOzZcsWFxeXwsLCkJCQHTt2ZGZm+vn5eXt7FxQUrF279uzZs2FhYZ8/f6ZVGbCmD3sGTAyPqO4ewyRJfvr0KT4+fsmSJRRFdXR0AJKjy1hQXWiVJn0hq2zHjh0BAQHa2tqDBg0yNjZ2c3OzsrLq37//ypUrnzx5IhaLobKxvr7+5cuXAUwIhUKBQAACg3+GgH/zeUljF7pFKIo2NTWdOnWqpaVl+/btqampHR0d5eXly5cvnzZtmpqamqKiYr9+/X766adt27a5ubn16tVr6NChQUFBnp6eLi4uDg4Oq1evFggEXl5eampqQBj369fP0dHxy5cve/fuVVRUzMzMbG9vByAOzmX0+dATGLqyHZ1ZSKu66WRHqIQHrWhoaIiIiJgyZcqSJUvi4uIAcz9+/NjFxSUtLe3Lly+gI4fy190FzbTfBdXNgwJgN9iMtLa2Tpo0aeDAgePHj9+5c+e1a9eUlJRu377d3Ny8aNGiYcOGLViw4NatW2Df4ebmZm9vP3v2bBsbG2Vl5QEDBvTt23fQoEEKCgrHjh17/fr10aNH3d3dt27dCtbRa9asOXjwYG1tbZfAl4DyxbSxLtQhGz9urDaXraXJYDMZuhz29Gk/Vbx9Q5GEVCjAuy2J/Jeg8Pdjhi7BSE+r6MkePTGjJ5C0wp7ucLh29AwHBOLdDwHIuPv88+8ckBlJzxwoikIQ5PtuoRHk/6ke+51hSY8TeoQ0NDRERkZqaGiYmZldv34d3hSLxbCsRFEU/AL8rzagJ/5m0YOMe+JvFN2f3zweD3DboUOHtm7d6uHhsWHDhqioKBUVlTlz5rx///7Ro0cJCQm7du1at26dmZnZwYMHt2zZ8vbtWyCxvuFl6cS77k8mgMsdHR35+flz587NzMzk8/k0IANHMPg6XbMD+GMoRNfW1vbx48dXr17l5ubu3r1bR0dHW1t7+/btsbGxPj4+Li4uEydOZLPZxcXFlZWVt2/fbmhogN3K5fLvyTy67b/ZLXSAOQPsRCKRpKWlWVpaAjT39fX19vYuKyvz9fXlcDhKSkqzZ8/etGmTrq7u8OHD+/fvb2try2azFRUVFRQUVFVVXVxcXF1dBw8erK6uPmvWrFmzZmlraxsYGAwePHjbtm0VFRVwntBRcDjQSHR2dra3t3d2dlJdEwZ6MxrBU90KDdJ2H2DJt3r1ahaLpaysbGRklJGRkZycvGPHjnfv3gH1C9+iCWmaG4YXYEwBkxxg4uvq6trb20tLS5cuXTpu3LgNGzYUFhZevHhx7NixTk5OYWFhkyZNUlFRYbPZ+vr6kIGnoqIyaNAgNpttbW3t4OBgYGBgZmY2f/78kSNHcrlcExMTExOT2bNnP3v2LCMjIyAgYPTo0Rs2bKiurgabEbrABw61IQgMxxBELj14YN+E8aZsTYYWQ4PNZBjq67k6znzz8oVcJkXkcgzFfvOC/lc54+8PRHYtzvzmp/Dd7mJc6G2iy24chgEMDBp54z9a3/GvETAqaAuRb0Y71lW6ksaLZDeC+f9I/M44lEql9O8h3IYwEb1w4YK9vb2tre2xY8fa2tqgadDMv/Ng6In/nehBxj3xNwoaHQIn6uXlpaysPHjwYA8Pj5CQkHXr1q1YsUJJSencuXNNTU1FRUWRkZFeXl4zZ87U0NAoKioKCAgoKSkBA1oaBNMPb/oZD8gSnv0AdpuamuLj41esWCEQCKRSKfAfsFIPXClQyPCo6+zsbGlpkUqlW7duNTEx0dbWXrp0aVxcnKur6/Xr15WVlQcOHLh169aAgIBhw4ZxOBxfX19lZWUXF5e8vDwwAiO7suN/B5180y3ff0qSZFNTU0tLS0pKyt27d1++fJmamrpjx46IiAgHB4edO3cuX75cX1+/X79+ioqKYGmspKQELg06OjqOjo6Wlpa9evVKTU3dt29fdHS0l5fXlClT0tPTe/XqFRsbW1NTQwsn6PwkMEbYvHmzmZlZTEyMQCCgKApM2chuy/fworuumuwyA6mrq+vo6MjOznZxcRk8eLCBgUFRUVFtbS3Q4RKJBMqCkN3W+gGOA9SgbWgRBKmurj58+LCWlpaSklJdXV1GRoazs7OxsbGJiQmTyczKyvLz8xs+fPj06dNTUlJqa2t5PN6HDx8YDIaCgsKQIUPWrl0bGRnp6+tbUlIiEonq6+tXrlw5Z86c5OTkd+/eHTp0aODAgQKB4NChQxERESUlJWKxuKmpiSRJAMQkiWMYAt5tUCiO39mx3GvZaH09TXU1xkhVloY6Y6Tqonlu169dbW9r/80rSM8D//RbicYx/xKEfYOVaYsYoD9hGz6fX11d3dzcTPOCEDA2/q/hvP/NIEmSFksIBAJYDsJxvL29vbq6urq6GibbsDGt7Pq/JkH5/RkazRbDMgI9Kk6fPm1vb+/k5HT+/HlYVYCbHe7W/72z74m/X/Qg4574y8ZvUlkAVYE1fPv27dSpU2fMmDF27FhPT8+QkBA2m21kZHTs2LEPHz7weLz6+vrz58/PmzfP19cXVArAKdJivu6aY5oGg19tun4b5IS9fPnS0dFx9+7dHz9+BEwAJDGAMKCKYf9kV/2OioqK4uLiu3fv5uXlZWRk+Pv7T548WVVVdfny5StWrLC3t/fw8Lh48aKFhYW6uvqGDRvy8/Pb29tRFBUKhYBaup/hH+koiqKAMwZ8T1EUoEapVFpaWrp3794dO3bU19eXlJT4+fnt37//6tWrYWFhioqKffr0MTQ0VFJS6t+//+zZs7OysgoKCtzd3c+ePZuUlOTm5jZr1ix3d/dZs2bNnDkzIiKipqZGJBLB6QFBS5Ikn88Xi8WJiYnTpk2DaYBQKKQpom/cdulpCT05IbqMKSDxMT8/PyIi4sCBA56enpACRW9Gdw7RzcQXkAQQ+a9evXr79m19ff2TJ09Wrlw5aNCgixcvfvz48cCBA3v37s3Ly4uKitLU1NTQ0Bg0aBAwx7GxsbDycPXq1YKCguvXr/v6+k6aNMna2nrq1KmWlpa6urpr1649d+7cu3fvmpub7927l5ubK5fLExISYmNjHz9+TE8SoC4xeLfhOArgmCJxFJW/eF7q7+M9Wk+XpaHO0WSyNNSZaiMnm5vtCA19+uQJ7cT8m1f2v3F/0UYrbW1tjY2NNTU1nz59+vDhw/v37z9+/AiO4A0NDS0tLZ2dnXRaKtwj8KKuru7AgQOjR4/W1taeOHHioUOHPn36RC8UYF0e5H9tmrD7HOb7gMkbvWzS2Nh47tw5CwsLbW1tY2Pj0NDQ58+f0782eFdFzP9Tc4nfGYdYVxkUWkZMN5nP5+/bt8/S0tLDw+PVq1ckSXa3p/zfb0VP/H2iBxn3xF82yO8S0Wh8DGCIz+cvXLjw5MmTs2bNGjFihK2tLay8b968+dq1a7NmzWIymWw2e+7cuXV1dT9waPpYAHzb2trABw3+C/QkECHdC0oDTKyvr09JSTEzMwsNDW1sbCRJUigUJiQkjBgxQllZWVFRUV9fPzQ09NGjR9bW1kpKSjY2Nr/++mtVVdWNGzfi4uJApwF2YwA9u3tIfd8hNNvU/SOKosBUrqWlJTo6euTIkXp6ep8+fXr37l1MTMzBgwcXLVo0fPjwoUOHgo62T58+1tbWly5dgq8kJycrKioChayqqjplypTNmzcvWLCAxtxwVmDqDA1ct25dXFxcWVkZTSP9JvP9LzsfIDLMLoRCIdlN8/rN1+mJDbwPqmIejxceHr5x48by8vLi4uKZM2eyWKybN2+eO3fO0dFx6tSpycnJK1eubGlp8fb2zsrKam9vz87ONjY2dnJy6uzsJAgiJCRk165dhw8fjoiIePz48d27dz09PQMCArKzs588eZKTk3P79m2KokQi0cmTJ48ePQrgBnrm96O0tHTr1q1jx47V0NDQ0dFhMBgaGhocLbaVhcXWjRseFz+EAssificqlZAERpI4gaNQX1oulxIERlEE5PZR1L+AmwBQaGEr1SUBR+Topw+V589dWLVitfEYo1H6uvp63NEGunq6bA6bweUwDUZp6+lytLksDpvF0dLisrm62nqj9AwMDUbPnuWy3GvZ/n17HxYViEWCyk8fpjvYqQxT5rBZWizmxg3Br14+l8skFImjiAxFZCSJlzx6ePRIfNLpxMaGOooicAwBEh1D5UCo4xhCUYRUIoIXZFc9bQJHcQzBUDlBYCgiE4sEMqmYogiJWAisvFwmkckkIOymv0LgKElgOIaIhHx4RyYV4xgil0slEhFsjKFy6FgMlcukYqlEBCeGdPUwdLJUIiKhwzEEzgrHEApmPqgc3qQ3Fgn5FIlfyfplb0S495pVHu6LPJct8V6zantoSM7NX2uqP8ukYpLAPn6oCP15m7qaqiZTQ4vFdF+88P79uwSBIXKpRCyE5sO/GCqnewn+SAIjCRTHZHKZkKIwisJQREbgOImTiAyVimUUCWdHERiOInIMlZEkSlEYRaE4hpAkCbMvqpvZH0VRdI36PzfkcunLl8/Xrw+aNMl8x45QmC7CWgqOo3Sj/udfD2LuiT8hepBxT/xl43eQMTDHAoFg+fLlBQUFMTExkydPnjZt2smTJ0eNGjV69Ohx48ZZWVk5OztHRUW1trYCsQFuxL9/xO6YGPufIRaLCwsL9+/fX1RUBDQJXaiCZvtgPRGOIhAInj59ev369dOnT4eEhMyZM0dDQ0NBQUFRUXHEiBGLFi3asWPHqFGj+vbtq6qqevTo0aqqqoSEhEWLFkVHRycmJkJaG9CQtHqYVit+kz5FU7B0lg/gIcDWDQ0N+/btMzMzCwgIWLBgwZQpU4yNje3s7JycnIyNjRUUFPr27Qs5eQMHDmSxWFZWVrNnz7ayslJQUBg6dOjq1avXr1+/ZMmSVatWpaenUxQFwkFaXiyRSAQCAeiYi4qKaCe17rlcfzCAeUUQpLa29tSpU1OnToUeoNXh3yBsuu2wZk11VRvJy8sDi5JVq1a5ublFRUXt2LFjxowZLBZLV1fXz8+vvLycx+OtXLkyLy+vuro6JiaGzWarqqpu377d399/6dKlBw8eLCwsfPPmTWZm5owZMxYuXHjv3j3a0Jqmt48dOxYTE/Po0SPQlvw+OQq9AZ6DTk5ObDZ7xIgRTCaTrcXWYjJ12FqTzCYsXrgg+tDB/Du5NZ8rxSIBisoRuVQukyByqUwmQVE5cNIEgaHov8hkoqdMQKXTyp+yt2UhW3/W1dZTH6mhw9UeY2jA0FBlaaprMkfq63EmmpuOMdQzHK03Sl9bT5erw+Vy2VyOFpfN4rBZWhw2S0ebw9Jk6OpwPZctuXc3r7y8LC42etfO7YfjY5+VPpHLJCSJY6gcRWQURbx793b1qhU62pwJ403XBwfKZRKCwGQyCSKXEjgKxs8UiWOonOwqjyKRiDo62r40N/I7O2QyCYLIhEK+RCLCcVQqFUM/yOVSemOhkC8SCaCLUEQGZnkIIiNJXCQSAG0PCZEYhojFQkCxcFfJpGK5TAIYFMC3UMjv6Gjj8dqlUjGAUYlYiCAywMGQT/n1EuAojiEEjnZ2djx4cG/dWj99PR0dbY4Wi8nW0mRpMrRYzFH6uppMDR1tzih93QXz3c4knfrwvvzTpw8njh/dvWtHXGx0yaOHnbx2DENgFiGXS2H/sOBAdslyUFROfH0fJQmEJBEEkaColCRxqUQiFUtRBEMRrLWlrajg4ZnTyYfjDh+Oj4uNiYqNOXg2+dSTJw/b276A6Ask+MDo0zfpH79D/50g2ttb9++PNDYes2SJO1wLmAv9E1jcg4x74s+JHmTcE3/Z+J5ipGEr1lUn4sGDB0lJSaWlpSdPnly7dm1mZqaampqGhgaDwdDX158/f/6lS5dQFP3y5cv79+//pXSPPiK9Etp9uR+AYFpaWmxsbEFBAYqikGQGbmW0TwWCIKCFpfXKICFobm7+9ddf1dXVVVVVlZSU1NXV9fX1VVVVBw8ebGdnB6v/MTExgYGBxcXFTU1NFEXRJmiwTNnW1vbN2RL/M3EQcs5A0QGsbWVl5cuXL0NCQiwtLc3NzSdMmJCUlDRkyJDevXsPGzaMxWJpaGgMGDBgyJAhvXr1YrPZ5ubmo0aN0tbWnjBhAhRD3r59u66u7pAhQzQ0NFxcXF69egUACywp8C4LttevX1tYWLx48QIkld1No/+ti97W1gZ7qKurKykp+fLlC0VRYGhNP7+/p5+hh+FwNTU17e3tx48fDwsLKyoqioqK6tevX2NjY2Zm5t69exMTE0+dOrV69WqCIFpbW5csWXL9+vXq6uqLFy86OTmpqakpKyurqqomJiY2NzeXlpauWbNGU1Pz5cuXDQ0NoDIHoTkU9KYoav/+/TY2NhMnTty9ezfwzb/fQPqC1tTU7N69W1dXl8PhaDKYI4YNG66spKmupsth63E5OmwtU6MxTjOn+/l6h4fvjo+P/SUzQyQSEAQmkYj+QZT+KyDe3eWAfoHIkPKyits5uffy7xcXPXz54tlE83EsTXUuh+nvt7q66gOOSVFEIhHzO3ltzY2NVZVV796Wv3j28knJ45MJx+PjYnbv2hEfF5N353Z9fe0/WFgCoyhCJpPw+Tx4jSCynJu/ui9eaDBKz2zCuOCgAIoigDoFClwkEshkEiBuc27+umNHqJPTTD09HU2mxhhDA3U1VV0d7ixX570R4Q8e3Ovs7CAIDJhgaBwgSEQuBRTb1Fifd+f2wQP7/Hy9Fy6YZzfNdsP6oKvZWdVVlSIhX941rwB9i1QqxnG0o721sOB+XGz0hvVB2ly2vp4OQ0ONyVA3HD3KwcEuIGDtlSuX+Z0dwC6DQoamuoHM7mhvTThxTJvLHqo8REebM93Bbv++vffu5lV++lD+7u2ljIsx0Ycc7Kfp6+losZjLvZbdvZsnFHSKRQKabyZJnCQwksCAGscwBEFkNIgkCIwiceCzUURGECiCiPn8dorCBIIOuVxKEARFUhKR5M7tPLPx5hwt7lhjUx2utrraSCZDjcvRZGmqMxmqlpMnJZ0+3djYCHN+epBgf6xo5Q8EQPwzZ04bG4+xt5/W0dEG5HoPMu6J/3b0IOOe+MtGd+jzDWal+dqOjg4/P7+rV6/euHFj9erVtra2K1eulMlkly9fXrp0aWpqqlQqhTwwIH3/rUVD8rvAMKytrS0xMTE+Pv7du3ckSYI0sDu1THMwBEGAXQOGYbW1tWfPnp03b96QIUP69es3YMAAGxub8PDw0NDQAQMGPH/+PDIy0snJicViLV26FCjSkJCQN2/eAM1D11KWSCTAidJInfaYA2nH06dPU1NTExISkpOTa2pq0tPTz507Fx0dvX///rCwsKlTpwYGBjKZTJBPDBw4sG/fvgMHDlRUVBw4cKCSkpKVldWUKVMmT57s4eGxadMme3t7AwMDFxeXVatWTZ061dbWtqGhgbahgPmJTCbr6Oi4dOnSggULampqANcCUv8BZEyndsHX4Vig2cC71dX7hteHHhOLxeHh4aWlpWlpaYsXL/7555+Bz87NzRUKhb/88kt0dHROTk5BQUFAQACPx0MQpLi4uKamBjTo9fX1aWlpMG0YOnTo1KlTg4OD4+PjMzIyAAdDY+mJCkEQnZ2d7969W7dunbe3982bN2ES9Tuto1sBmFUkEj1+/PjQoUOOM2eOGW2gy2FrMTSYaiPZTAaXpclmMjQ11JkMdZYmA0DbqVMn29tbaRIRw9B/WS4R+ocevTBjQVEUQzECIxAZKhVLpBKR5zIPozGjNJlq89xcCx7koYgYx2QEgZAkRpEkRVIETuIYgaGYXC4FGQMID6RScUV5mfeaVY4zp0cdOlBeXgaAFdhWHEOuZmfNcnVma2maTRgXsm0LhiEA8iRiIYrIJBLR61cvwnbvnGI1WV9Ph62lqaerPX7cWCtLi/HjxhobGWqxmHq62kyGup6uttvc2SeOH62rq0ERGUBVoGxlUnF19eddO7dP+8kGyFouR4vDZunqcLW57GFDlcaaGK1b65eXlwvEM0URYpHg7ZtXUYcOuDg7Go0Zra+no66majrW2MrSwmKSudGY0dpcNltLEyQiri5Ox48d+fjxPcgA5DIJ4HtYocnIuOjkOAPOM2z3zprqzzKZ5KsnSZdmQCjobG1pfl/xrr6uRiQSfPhQ8XPI1pkzHNat9XtX9qa7agJKw9TWVqecPbPW39fZaeZYEyNdHS6Xo2UwSs9m6pSlSxbv37ensPBuJ6+VojACR0kcl0lkb1+/3R95wNRknNNM58iIfZfSM3Jv37qbn5t5KW3rlg3mZmPV1VTHjBlz4MCBiooKehpJ/c+f2T83UBQhCOzs2TOmpiYODnZtbS2w0EHrVXqQcU/8l6IHGffEXz++4XFp2lgqlba1tfn7++fm5qIoevny5ZEjR4JUNDg4+ObNm8+fP//ll19SUlJaWlqgmPMfOdD3lCTZVbkA5MV8Pj87O9vPz+/YsWOATWluGL4FW8LjB8yPYQ/v37/Pzc2dNWuWl5fX8ePHz507FxQUZG9vHx8fn52d7e7u7u/vX1BQ8PHjR2A3KyoqkpKSMjMzoYJ0e3s77YtE40JAYzwer6qqqqqqKicnJz4+PjIycs6cOSdOnMjIyCgrKysvL798+fKpU6e+fPny8ePHvLy85cuXGxkZsVgsfX19Ozu7nTt3crnckSNH2tjYWFtbg6fbkCFDFBQUWCzWnTt3rl+/HhMTk52dLRAIiK6MOplMBs1sbW09e/bsli1bDhw48OHDB6yb/e2/qzOm0+lgMgBAExZ/6R6muvhymCqIRKKPHz9euXLl+vXr06dPr6mpkUqlUP/Fz8/P2to6KCiovLz8xIkT/v7+x44dy87OXrNmDZy5XC7n8/kikejBgwdubm7W1tbFxcV+fn4ZGRlFRUWHDx9esmRJdHT0hw8fWltbYU4CrcMwDFYMxGLx7t27p06dum3bNtBb/07rsG6m1zC7g0mORCSurqy8n5936sTxjUGBbrNcJ00Yr63F0mSo62hz7O1+io46WF5eBiIBBJEBRMMw5BsviG+C6OYpAd31ddKC4ThG4BghlyKIHEER2f59EZMtzDhshuNMu/OpZwhCThAIQSAEgZE4TuIkiVMkQZE4QVvRgZbgS3PjyYTj6mqq2lz2nNmut2/dxDBELpeCDBqRS7MuZ85ydeawWZaTJx08sE8mFQMhiuNo+bu3kXv3jDM10eayzSaM27Z18727ec3NjSCZQFG5TCrmdbQ9Linev2+v3TRbTaaGvp6OzdQpb9+8kskkGIbIZBKZVPzxQ8USj8UMDTWWJsN98cKsy5kNDXU8Xnt9fW1xcVFgwFrTscY62pzgoIB3ZW8QRCaTio8cjjMda8zW0hw/bqz3mlXXrl5pa2uRiIUYKoc/oaDz7dvXpxITnBxnsLU02VqaTo4z0i6kikUCqsuVD0XldbXVmzau12IxdbQ5dtNseR1tMqmYwFG4TLQiAoht8Crp5LXn3bmtr6ejydRga2nm3s4BnhhD5QSOgnIm6XSis9PMieYT5rnN2bxpQ2xM1JHDcdtDQxbMdzMxNmQyRo7S586e5fThfRmKyqViMZTbQOWoVCLDURyVYwRO4BiKYXIMk/E6Wi6mpejqcJkMhrOzc3Z2Ni09pzMp/zvgmGhvb923b++YMaPd3RdJJCKa5v/ntHEPMu6JPyF6kHFP/GXjeyD1DVlIUVRNTc2aNWtycnJkMllOTo65ubmjo6O7u7u3t3dpaenNmzcPHDhw5coVKMFAAxHyu0y1f3km9Go+TWG+ePFi586dd+/ehVQ8eksQQNPfBfQmFArLy8vHjx8/Y8aMo0ePvn//vqamJjo6GipoSCSSvLw8KysrCwuL5OTk2tra4OBgBoNx4cKFzZs337hxo6ysLCIiYubMmRRFAdcIAlNQdBAEsXnzZjc3t+zsbD6fD2iP6lq4Jwji1q1bs2fPHjx4sJqaWq9evdTU1BITE+vq6qRSKYgOS0pKVFVVFRQUlJSUoNTF6dOnBw4c2K9fvzt37rS2tt68eROQMRg8A1kO8Begv0gkUlFR2bFjR2lpKZ/P747//ghz3P1ad6feya4SYhRIB7r8QyiK6uzsxHH86dOn9+7dO3PmjJlWfqlJAAAgAElEQVSZWe/evYcPH3758uW6uroTJ05ER0c3NjY+f/4cLId9fX3Pnz//+vXrnJycxYsXw95evHixZcuWjIyMysrK8PDw/v37Dxo0yN3d/fnz56BLIQiiqanJysrKx8fn/fv3NOcKZC1Q2rm5uZ6enhs3boSJUPcJVXco/5vL1l9bTZAUSRAYikjEUqGAIon4mGhTozGGBqN27gitq63+5xzbDwVJwQI+lDETCfnHj8X/ZDtFi6Vua2N5+tRxHJOSBEJRGEURwBlTJBhsEEC4duX/ES1fmvZFRrC1NLW57EUL5+fc/FUmk9BJdRRFXLx4wdXFSZvLtrK0iI2JEosENI0aGxNlOtZYm8vW5rIfFRd1tLf+I9sMkBOJQwYejiF38+94uC8CNDl7lkt1VSWgK6lU/OD+XcPRo9RGjhilr5t2IbW9vRWSvYSCTiCV35W9ef7saWNjPY6jnbz2kkcPdbQ5qiNUDEePio+LafnSBIl98IciMljxx1C5VCISCjpdnB2BQvZctuT2rZsg54AcvkePHi73WqbJ1BhtoL961QqiiyQGE2s6dZKiCLFYiCIyksBaW5oz0tNGG+izNBmj9HUfPLiHg16ZwGidCaDkrxIOEG8QGEURHe2tlzLS5s5x1lAfPtpAd+mSRa2tX1AEwVGMxEkCI75iS5LCEJTAMQyTI3Jxe1tz2O5QtpYmg6Hh6+tbVFQEk3kYC9+XaPmBoO0X8S6Xd3BtLioqWLvWz9Z2aljYrj9AGPcg4574c6IHGffE3yjIbhl4gMk6OzsjIyNzc3MFAsH9+/eXLFnS3t4+b968CxcuFBQUHDt27OTJk7BuDgiyO+9I7/OPHBeQMZ3iBtrisrIyR0fHzMzMyspKQFHwKdXNEgv4RcDH9+7dmzVrlqmp6d69e3fu3Dlq1Cgo12xiYqKvr+/p6Xnz5s3Gxsb8/Hw3NzclJSUdHZ3FixdnZWWdOnXK0dHx+PHjIpGIx+MBzQmAm8fjCYXCjo4OPp8vkUja29vLy8tzc3Pj4+NNTEwWLFhw5coVsFMIDw83MDBQUVFhsVjm5uYLFy48d+5cW1tbTU3NkiVLEhMTi4uLjxw5Ym9vz2azoaLHwIEDr1279vz588OHDwPlTNuKQaocdEVVVdX8+fMVFBQ4HE5SUlJzc3N3y7k/eGVpuh2+SwdkItIkKwg5wD1DJBJt27bNy8srODjYxcVl+fLlqqqqQ4YMMTU1ZbPZXC7XxcVl5syZ+vr6mzdvfv36NZDQPB6vrKzs1atXjo6O06ZNO3fuXEpKyq5du3bt2qWqqtq/f//BgwcbGxsDyqftQXJycgIDA9PT0798+QIjkMfjAWEvkUgSEhL8/f3v3bvX3XaN7GaY/fsNB4cGEsdwRN7a3BSw1t/UaIy9rc3pUyfr6moQufRPR8ZfkS5BUQQpEQtTz51xsLflsBmmYw1XrVyWkZ6afjE1Le3c+fMp586eTTp1+sSxE3Ex8VEHD93JvcXraAOpv1wmaWyoO3I4DkS07osX5t25jXbJcCkSx3H0XEryjOn2HDbrJ9upJxOOA6DEUPnTJyX+fj5cjpauDtfVxam1pZnoUtaSBEZ1pbhBXppMKm6orz2TdEqby9bR5ujqcO/m3wHpMK+jLT8vl8lQ19Xh6upwz6Ukf/nSBEW5QbwLdKxcJgEmu76uZsP6IIaGGofNWrVyeUHBfdA8gIAYmHjIdSO70O2J40etLC20uexxpia7d+2A1D1gxHNu/urhvojDZhmNGR0UuA7sOOQyCW1hQZI45E3SpiKtLc1ZlzP19XQ01EeONtB/cP8u/Kggcimwy0BdI3Lp1yRFHJVIRGDogWOIgN9xNTtzitVEtZEqhqP1cnNvCfgCkvgqVCZxUi6VowiKyhG5TNbYUHv9WtaqlZ4MjRE62pylS5deu3YN0hXoDLx/DMIfDSgYDlmw4MsGt4xUKo6Pj7W2tpo/3+3JkxKYxkAK4z/Hxz3IuCf+hOhBxj3xdwlanUnLWymKEolE9+/fj4mJuXnz5tu3b48fP/7ly5eVK1ey2ew1a9ZER0fn5ubSclU6kevfRcZElz0w4CR4Ry6Xi0QiiqK8vLzu3bsHFKZMJuvs7IT3pV3R3UDg7t27dnZ24eHhsbGxoaGhJSUlJiYmw4YNs7S0HD9+vKqqap8+fQYMGDBixIiUlJQ1a9Y8ffo0JSXFysrqp59+giY7OzvPnTv3/v37EokkJydn6dKlnZ2dfD4fVNcJCQlBQUG5ublisXjEiBF9+vRRV1dXUlJiMpkTJkzQ0dHJzc3l8XhisfjatWve3t6zZs1avXo1ZOA9ffo0Ojo6JCTk1KlTBw4cGDp06KFDh0Qi0d27d/fs2QO5jDwe7xvIi2FYR0fH69evVVVV161b9/jxY3qS8MfVFPRHQGPDk1UoFNJdB9UBiK5a00+ePFm+fPmNGze2bdvm4OBgZGSkq6sbGRm5bNmypKSkcePG9enTR1dX19/f/+zZswoKCk1NTQKBoKOjA0otQNFsRUVFDoezfPnyI0eOREVFbdq0qa2t7cKFC6qqqoqKioMGDYJ6Je3t7TiOt7W1dXZ2AhcOxDDQ5/BmVVVVYmIi1IuGVtMWFvSQ+815QnfOGJXL3rx47r5gvvqI4aN0tK9lXe5ob6XNKP50ZEwSFIGRFEHKZZKsyxk/2U5haIxgMlRZmmpsLQ0uR1Oby+KwNVmaTE2GJoupxWZxtDlcc7MJxQ8LIeONILDGhrqY6ENgWOHlufT+vXysiy0mCQyEAfZ2P7G1NO2m2aacPQMfyeXSC+fPuTg7ctisCeNNQ3/eRnYBR6LLkOHrljIJispRRIah8sKC+5Mmmo0YPkyLxTyfmtJQX4uhcorEKys/zp83d8TwYRw2y2bqlNOnE798aQIcCZpggsBAgkIQ2McPFRaTzLW5bC5Ha/++ve/fl8NHsCWKyGCtn/ZoIwjs08f30x3sQHa8auXy1pZm+tzu5N7ycF+kxWKOMzXZuSOUvi50xh6Oo3K5lMdrl0hE4I/RyWu/eeM6qClMxxrfzb/zjx4jcalERLf98+dPlzIuHjq4f8vmjRs3rj9+/Oj9e/lfmhvevXu1eVOQwSgdDfURUYf219fVYSiOIdjXCQ9J4Rgul8pu38pZ7rWUw2YyNFRHG+hE7t3T0NBA34wwEMDy5QfyAb4JmB/CjyRBEO3t7SRJ5uXlzprlYmU1+ciReFCSgGtbD2fcE//t6EHGPfGXjW/gFE3Z0oUehEIh8KbJyclxcXHFxcWvX792cnKKi4u7evVqYGDgsWPH0tLSfv755+bmZpFIBKjlB5Ax1WWyS3QVNKZLEItEotLS0sDAwMOHD79+/RpwMIgcaAMyOnOLIAixWJydnb1gwQIzM7OQkBCRSFRcXKyhoaGpqWloaKihodG7d2/IijM1NdXR0dm5c6efn9+6detu3bpVUlLi6+vL5XLv3LlTXV2dlJQUFBR048YNsVgsEAhEIlFdXd39+/fj4+OXL19ubm4+YMAAT0/PPXv2pKenX7x4Eczgzpw54+HhER0dnZSUtH379tmzZ0+ePFlBQWHt2rUZGRmLFy8ODw8vLi5OTk52dHRsbGxsbGzcuHHjzp07CwsLBQIBwDvoBIlEAl5pfD6/rq6uX79+QUFBr169oks3d8+Z+4PIGMdxKKOFoihYc0ClEpiKlJSUJCQk5OTkIAiSmJg4ZcoUXV1dQ0NDHR2dfv369e7dW0tLy8DAYNiwYYqKisOGDRs1apSzs3NmZmZHRwfMamAItbW1HTp0CJDx4cOH09PT4+PjL1269OzZMy6XO3jwYAaDERIScv78+U2bNs2ZM8fLywuKsEDD4azggkKljPb29uTkZAsLi4sXL5JdRYDh6hNdVtO0LOT7hlMEiaPo86dPAvx82UyGDlsrYveuj+8rJGKRXCahkdOfqaYgSBwlcJSgSIoksCtZl+ymTWVpqo/S59pMnbzca4n3mhX+fmt8fdb4enuv81+3ZdPWyIh9R+IP382/89UKDZXjGNLa0hwXG83SZLC1NFeu8CosuA8ubABwEbk06XSig/00tpbmT7ZTk04nAjBC5NIzSaemO9hpsZiTJprFRB8CFAvMKDgNgx7jq2cwiZMEVvDg3mSLiSxNho4251RiQmNjPeBXoaDz6ZMSSL/TYjGNxoxeusQ9Le18XV0NSWAyqfhrSUJUjsilnz6+H2tiBOqI2Jio6qpKOAQil9J2E1TXCYCcGpAxuLD5+qxp+dJ0Me38+uBAfz+feW5zxo8by9bSNBilN2O6feTePScTjqddSL1+/eq9u3lPn5R8+vheJBIATEcRGY4hPF579pXL2lw2S5NhOXnSw4eFOIYAOQ0Ckubmxgvnzy1b6jFhvOkofV3IJhxjaKCrw2VpMsaZGrs4z3B2cuByNLVYGls2b6z89AlHcQzFKYIiMBJFUCFftG/vvimWk9lazLEmhr4+q/LzcsDjD36IYHDSFZv/paHK7wSMcHrBh84NePjwoaurs4XFxMjIiJqaKrlcCsNY3s0xugcZ98R/KXqQcU/8jYLspjOmVb84jufm5sbGxqampv76669KSkpeXl7Ozs7Xr1+/fv16bGzspUuXWlpaKIqiC6f9AGcMulLQEAPC7g507t69u3Xr1tOnT7e0tHz/mAHwRBCESCSCT4ODg01NTcPDw9+/f+/g4DBq1KhLly7Fx8fb29tD3puysnKvXr169+7dq1ev/v37u7m5PXr0iM/nr1u3zsDAYOHChdu2bYMCzlevXr1w4YKxsbGFhcW1a9caGho+ffp0+/ZtS0vLxYsX19bWYhh24MABS0tLPz+/e/fuARTW09Pz8fHZuHGjs7Pz+PHjFRQUoOTHnDlzLly4UFlZ2dLS0tLSUlJSUl1dfeDAgQcPHtBNFovFoG0A8h5aV1RUNHLkyNGjRyclJTU2NoLv8h8nomhkDA9aHo937dq1xYsX6+rqBgQEXLp0qampCcfxoqKiJUuWMBiMGTNmHD9+PDo6Ojg4OCAgYPHixRoaGoqKiurq6u7u7lwut2/fvhoaGj4+PkC0Q8oRuK2RJNnR0bF9+3YGg3HlypVffvnl1KlTkZGRs2fPHjBgACBsRUXFiRMnHjt2rLW1tb6+/uHDhwYGBvv37//8+TPMBIRCIV3tFpQzr169OnDgwPHjx4HeptXSdCf8Jv6gkXHlhw+R4WG6HLbqsKGG+np3c28LeR0UgSOITNpVn+LP5IwJCtbfKZLCMeRi2rmZM+y4HE0rS/PoqH0UCSJjjMARFJGjchQwNGxMfs3Iw0kCa2yoC9u9k6GhpqerHRS4rvTpY1jXp2t20GoKm6lTjh09/JXExdGsy5mzZ7kwGeqmY41/DtkKGtyvbHEXZQvwGvYjFHRmpKcBOa3FYmZfudza0gxwUyTkEwRWXVW5ZfNGi0nm+no6aiNVRwwfPs9tTtblTLFIAObKAEAryst+sp2qydTgcrT2hO/+8KGC6rJg+6rxBUDc1QQCR7OvXLaZOkVHm2M4etT64MCK8jLPZUt0tDlcjpaG+kg4JXU1VbAQgUkCcNJaLOZoA/0lHovraqulEhEil+IY0tb65WLaeV0dLpOhPtli4oP7d8FqA9ouEvK3bd1sMEpv2FAlbS57lqtzfFxMyaOHz0qfPCt9cvmXS6tWeuloa6mrqYwYrszWYgQHBXyoqCAwgsBJ6usiAHXiWMIUS6tR+nrjx5ls2hgkkwopCpWIhVKphJYXw71Gj8z/hDOmJ4GgpJfL5YWFhXZ2dmZm4/fsCSsvLwMFxVcZNyr/XeO2HmTcE39C9CDjnvg7Bs1P0GUgMjMzt2zZkp6evm3bNqhmnJGRER4eHhwc/OrVK9A5fJMTRnalRv2RIwIipw8NCBvwH+yzvLz89OnTp0+fbm1thaoKdHEKiqIQBKmuroY8rfz8/Hv37v3888/u7u4XLlwICQlRVlbmcDh2dnZjx44dNGiQoqJi3759HR0djY2Nhw8fPmjQoOHDh0OFv6FDh+7du/fcuXM+Pj4LFizYtWvX0aNHDQ0N3717JxKJCgoKXr58WVZWFhYWpqenB/U4Tp8+PX36dFdX1y1btpiYmPTu3XvRokVWVlbW1tb29vb29vaWlpb9+/fv1avXoEGD+vfv37dvXw6H4+zsPGnSJEVFRWtra0tLy/T0dFoVQJt/dRVDJqVSaXl5+dChQ1etWlVSUgJFoYFh/UZNQXfj9xcUgvb6wDCsubn56tWrGRkZWVlZnz9/hkor27dvj4iIuHnz5sqVK4OCgmxsbNTV1SdMmACLBleuXMnKysrKyvLx8fH19X327BkYSkCiIeQJtbW1ZWdnW1hY9O7de+rUqYmJiQ8fPjx58uTChQsTEhJMTExgcjJw4ECA4BkZGQiCfP78GbxEzp8/TxcGl0ql4OsslUo/fvwYHx8/ceLEly9fikQieuYA/UB2JRF+M96+LoagWMbFNMcZDjpcNoupoa+jXV9bg3UVd6Aoguz2R3T7+0EcQVIkQRI4QRIkSZIYhiaePGFrY63FYtpNsz19+iSOIyAGJUmCJEj4IwiCwAmKIsViEYahFEUSBF5TXRUcFKihoa6jzd25c8ebN68xDCVJAkHkBIFTFJmaem7mzBlsLZblZIuoqENisQi++Ljk0YrlXgyGxmiDUa6uLlVVnzEMRRE5iiIEgZMEjmEojmEUQeAYhshkL58927ZlM1tTk6PFcpw+/dOH9ziKYIgcQxGoGkigqFwqLXxwf/eOHdMdHHR1dRka6ro62sHBQa9fv5LJpOAJ3NBQHxQUqKnJ5HLYixctvHUrRy6XoSgil8tAi4BhKJ3LQOBYa8uXTZs2Go0xVFMb6erqcvnyL+Dz/OF9RWnp0x07tltZTtbSYhkbG3l7r0k6fepwfFxk5N6QkG3r1vqvWO61dOmSgHVrhQI+QeAEjuEYWldXe+LEcS6HraOjvXy514vnzxBEjmEojmMSiTgn56axsRGHrTVp0sR9+yLramtIAidJAsdQAscwFPnS3JScnDTO1ITFYnLYrLCw3ZWfKhE5giIogRMETiByZLrD9NEGBlwOe8Vyz+KHhSgiE4uFADrp+xcGwm+uY/zWzUlgGEoSOHQRDAh4jeMYvCAIHEHktbU1Z84kTZ1qbTh69PHjx6qqPiOIHMcx+MrXi9v13X/y1xM98Z9GDzLuib910LrPjIyMkJCQJ0+eIAji7++fkpKSmpoaFxd36dKlzs5OyIrrXrbjP9TVdQ8oBy2TybKzs7dv356VlUV1y8Cja49hGFZaWhodHT179mxzc3M9PT1jY+OgoKA3b94oKioqKCjMnDnTw8MjNDT0wYMHgYGB06dPP3LkiKmpqYuLS2BgoJ2dHYPBUFRU7NOnj6Ki4uDBg52dnTMyMp4+fTpz5kyZTBYdHf3mzZu3b99u3LjR0NDw6NGjd+/eNTc3ZzKZoaGhjx8/zs7Onjt3bv/+/UeMGNG3b191dXVnZ+djx46Vl5cXFRX5+/urqKgAUd27d+8+ffooKytv3LjRwsJi+vTpWVlZYEYhFAqpLqoeOFGKoqRSaXFxsYODQ2FhIRQ9AYALNNL3UuPv+5D+CEVRiUTC5/P5fH5RUZGRkdGSJUuePn0KzsSFhYU+Pj4MBsPf3z81NZXNZisoKEDO3IgRIwwMDCZPnmxmZrZ///7IyMiUlBTIBwKALu6K2traX375xdPT097ensPh7NixY8WKFSoqKubm5pWVlTt37oyLi3Nzc4OChUZGRgcPHhw2bFhoaGhNTQ2fz+fxeICG4ZrSi9FSqfTJkyceHh45OTnwKT3YaCDymwMPx3FEJo8+dGi0gT4QjQwNtYqKdwgiAzqTIPFvkDHe9fefDOLuYD0uLs7CwgJmROfPn//9GwQ+giv16dMnHx8fXV1dFRWVqKioz58/09NFuKDp6enOzs4sFsvU1DQ0NBSMCxAEaWtrS0hIsLCwGDZsmJqa2pEjR3g8Hj13+qqrEYnFAmEnr/PV8xehW7fpcrjDlYeOGWWQfztXzBdQBEmRlFwmb29rFwmEAKvEAiEilVWUV+zevZvL5aqpqY0ZMyYtLY3Om2xvb7958+bYsWPZbDabzQ4ODn79+jXVNUWhusrKwElWVVXt27cPtpw0adKBAweqq6thM7jrk5KSpk2bpqGhMX78+GPHjn1TkhDENvAmZKfJZLLq6uq4uDgVFRUOhxMUFPT+/Xuiq3RRW1tbWFiYgYGBvr7+smXLbt68CXotOrcBxDyPHj1avHixlpaWjo5OXFwcrAsR3eq5uLq6stlsbW3tqKgoaNrvu/v9y4FCc7oSiUgul4LURCaTSCQisVhIkjifz+PzeXfz7yyYP0+xX7+xJkZvXr0WCoXf2wGRv1XjvSd64s+NHmTcE3/HoHEnFH6Ty+WVlZUxMTGurq5SqdTf3x8eG5s3b05JSUlISPjy5Qu4rXU3HqZ39b1hxb97MvDYk0qltbW1aWlpQUFBwBnTRhZAW37+/DkoKMjc3FxFRYXL5VpZWU2YMMHHxycxMTEpKcnHx8fIyGjMmDEeHh5Qr47D4WhpaU2bNs3W1lZFRWXw4MEDBgyYMWOGs7Ozo6NjQEDAL7/8kp+fr6ent2zZsmXLli1dunTu3Llz585dv359WlrasmXLlJWVQRjg6enp7u5ubGyspKQUERExZcqUESNGjB07ds2aNbGxseBQ4e7uvnPnztOnTwcGBqqpqfXu3XvAgAFDhw69du0ayGoB7AIWhGce6LylUmlFRcWMGTPq6uoEAgHt59BdvvIHkTFcDrCBa2pqOn369Llz50JD/x973x0Wxdl+bUGRKp3tjV2aUkRQQAUpCipgi6JYEAUCYkNRjCWCiIIidlHs2EBRomJXREVEJYrYESlGemcXtkz7/rjd+W0w+iaa5M37Zc+1Vy6zu+zMPjOzc57znPvcK6ZMmTJz5kwfHx8rKysnJyd3d3cVFZXAwMBRo0ZZWFh4eHisWLFiyJAhKioq8+bNe/XqFTBp0rUMBwgmUTk5OW5ubr179x4wYEBsbOzAgQPpdPrEiRMXL17cp0+fmJiYX375pbS0dMGCBVwul8lkamhoCASCAwcOxMTEnD9/HgwzQFagDwvEpADpCQ8Pv3DhAng2yPPqywkAwIzXx69jMmgQDMzlsI4cPlhbU9WlYcSn/Pgb+QXsm1QqXbdunb29PZvN9vPzy8zM/MLlAGyPrNx68eKFo6MjlUo1MTFJT09vbm7G5G1uCIJAECQrK8vPz4/NZltbW8+dOxdsLfDnJSUl69evt7S0ZDAYHA4nODj4xIkTd+/effLkyZs3b0pKSm7n3j5+7PjSxUucHAYxKFQBlzdqxMhD+/bLJFIcxcRC0YG9qUMdnWz69f9xxcqOtnZZpxhDUBRBJRJJfn7+kCFDjI2NaTQa2GDgSMG6RFxcnIODA2SwjB8/ftu2bbm5ucXFxW/fvn316tXDhw9Pnz69cuVKHx8fU1NTGo3m4uKya9cu+BBycUMmk23cuNHR0ZHFYrm6up48eZI858kJIbnAAlxfJpMVFRUtXLiQTqezWKz169eXlZWRiTednZ2bN29ms9l0Ov277747f/48bI7078J1l5ub6+fnB2N++vTppqYmOIuAgqMo+ujRo3Pnzt2+ffuXX34h9wdmiV9xkmAoCo2+yRBriP4AT3ZtbXVBQf72bVvGjfW1MDcdaGc7N/z7/Ht3ERny6Y8toWTGSvwtUDJjJf6NIJ0M5DMSieTDhw8FBQW3bt0C/ufp6blkyZKYmJhdu3bhOA4y5Kf+129nxgRBgMwJ8nBFRcW+ffu2bNkCocKgVMFGW1tbz5w5c+/evTt37ly7di01NdXLy0tVVbWmpubmzZtjxozR0NDo1q1bjx491NTUunXrpqKiYmZmZm5urqenp6+vP2nSpPPnz2dkZAwZMsTQ0JDH4w0aNMjZ2XnUqFErV65ksViampp9+vTR09OztbUdNmxYjx49DAwMpk2bdvbsWeiT7ObmpqOjEx0d/fTp05ycnClTpvTs2bNPnz5qamqTJk3i8/lRUVHbtm2bNWuWjY3NvHnzQkJCvL29z58/D8YMEEGBGZP3fhRF3759GxAQ4O3t/fLlSyCLim/AP8GnA6j4UmNjo1AolEql8N+ffvrJy8uLRqNZWFhMmjRp3rx5Y8eOHTJkiKampp2dHZPJVFVVHThwYGJiIkTdFRcXg2INne1A5AZPsEQiuXHjxpQpU/T09Pz8/IRCYVxc3IIFC/z9/d3d3UeOHAmxIRcuXNiwYcPGjRsXLlzo7e29c+fOkydPzp07l8fjbdu2DeL/pFJpa2srjuPg1gDuUlpaGhYWdu7cOaFQqPh9gRl34SXk98UwTCaRJiUmmvK4TCqFTqOY8DiTvpvw6GGBTN4t4lNmDI+vPmNJggJMd/ny5QMGDGCxWBMnTrxy5coXLgegtjiOg8Z55coVS0tLNpttZWV18+ZNRN6OEb6sVCrNycmZPHkyi8WysLAIDAxU7PJNEERdXd2JEyecnJxoNJqurq6RkRGNRmOz2QKBwMzUjEahCrg8ioGhgMvzHO62ZuWqZ0+KPmYwt7Y11NTGrYkRcHlcJovHYh8/ktYh6iBwQtzR+fjnn2NiYvr37y8QCJhMZnZ2NhRQYvIu4gRB7N+/38vLy8TExNDQUENDg0KhsFgsc3NzIyMjfX19BoPB4/FoNBqNRps/f/7bt2/Jg0jaiqBRpa2tLZvNdnV1vXz58ueoJ9kwUiaT5eTkuLi4WFpacrncrKysuro6kjdD0o6NjY25ubm1tfWiRYuePn0KLBw+B0GQt2/fJiQkcLlcqNktKSkhFWVSOT569Oi8efOCg4P37dv34cMHOEsVY9f/6LmCobKW5kYoUgQr9odfKn/KOhP2fcggh4EW5qYmPA60pPk/KzmCEp+/0r9mN5RQ4sT5nPgAACAASURBVHdDyYyV+DcCQoKkUik0fBaJRB0dHS0tLT///PPBgwerqqr8/f1NTU3HjBmzb9++yspKxYqoT90UX2BsvwednZ2ovJUxCNg1NTVRUVGLFy/Oy8sDTgY8jyCIBw8erFu3Ljo6ev/+/Xfu3ElPTzc1NbW3t1+xYsXmzZs3b948c+ZMLS0tLpdrbGwMhuNevXr16tVLS0tr0KBBjx8/Dg4OXrZsWWJi4rZt2xYtWsTj8eh0+tixY7W0tPbt2/fgwYMlS5aAWZnL5To4ODAYjMmTJx89evTx48dv3749evTo8uXLfXx8Zs2aFRERMWLECBUVlT59+vTs2ROiytTV1QcPHpyYmLhjx47Ro0fr6enFxcW9ePECCsvIqnYyoOPNmzfx8fEcDqelpYV0GHehxV2G+tMxJA8B2VdPJpO1tbW9f//+wIED69evT0hImDBhgoODw5gxYyIjIzdu3BgaGjp06FAzMzNDQ0MGg+Hu7j5x4sSDBw+SnQJhJ4HFtrW1SaXSu3fvBgUFMZlMR0fHpKSkCRMmpKamnj59Ojo62tbWdsCAAU+fPk1JSTEyMjIwMBg0aNC4ceNWrFjR0NAgFotnzJgRFRUVGxt7/fp1GAQ48chpgEQiefPmTWRkJNkpkBwBklSRJx68isud7iiCnDp50sfbi89hM6gUmrERl8WMWb3qWXGRYmrbX8GMCYIQiURhYWHm5uZ0Oj0gIOD+/ftfYMYgPQKTq6qqOnToEJ/PNzMzi4yMfP36NfntSLGzuLg4KCiIzWabmJiMHz+eFJshcgQujYqKigsXLqxatSooKGjy5Mk+Pj4wUQkKnDUvfG7Kzl2XLmS/fvFS1C5EZQiBE60trRKxBJUhD+8XRC5YaGrC57E5XBbbqr/VWL+xXiNGWltZsVgsOp1uZma2Y8eO8vJyOGRkI0z4FuXl5ZcuXUpOTo6IiBg/fvyoUaO8vLzGjh07bdq0iIiI+Pj4U6dOlZSUkMsCsO4EBxS+xZIlSwQCAY1GGzly5P3798n+O/AqOT8kzwSRSHT69Glra2sajebu7l5eXg6/GHAywA/aihUrbG1tKRSKqampt7f33LlzY2NjU1JSEhMT58+f7+bmxuFw6HQ6n89fuHBhfX09JrdFw6l+6dKlQYMGsVgsCoViZWW1YsUKMDj9ZqOZ34OW5pbcWzeXRy91dRnq6DjI1taaTMzgclhMBo3NYvj6jE5J2fXy5fNOef9tmUT66ZSYPOG/+rxVQonfAyUzVuJfDcjzgt/c5ubmK1euTJw48cyZM9bW1n369HF3d8/IyFCMkviLrMawWEkaNuDJa9euxcfHQ6oDKG0tLS1Pnz7NzMw8evTo3r17k5KSkpOTU1JS7OzsCgsLb9++HRMTM2zYMGNjY09PTz09PR0dHagD43K5DAbDzs7u6tWrgYGBubm5TU1NBQUF33//fZ8+faAlR48ePYYNG+bj4wMaXkxMTGpqqr+//8yZM8+cOQMpbAsWLIiMjMzOzra0tOzTp0/v3r179eqloaGhqqoKhl1IZvjuu+9qa2uhpM/V1fXu3bskOSDLEIHCIghy9+7d8ePHb9y4EUYY+KiiiUJxoP4jMyYlPUV7rkQiqa6uXrt27ejRo8ePHx8UFFRfX79lyxYGg9G7d286nR4SEgJyNSGfqBAK5A9q8B8/frx9+/bp06fPmjXr3LlzO3bsUFFR6dev35YtW6Kjo319fcPCwqhU6pAhQ9TV1SEVhMfjRUZG3rlzJzg4+P79+zt37kxJSTl37tytW7du375dVVV15MiRyspKaEmIoujr16/Dw8OhEyGsbpOVmoScDZNKrWJsBY5ib1+/jlvzI5tOoxsbmfK4bDqNz2HHx8VWlL/7XDDFtzBjRbS0tEybNo3D4dBotKCgoOfPn3/h6oDDpFjOeP369ezsbPCukKcHycMqKysjIiJ4PB6HwxkxYgQ5FPA5MErwJC7vwU6eCTKJlMAJHMXAUoyhmEQsQWSITCpDZQgiQzAU6xB1PLhfMHP6DC6bw6QzmHQGl81hs1jW1tbLly+vqqqCkxYIKGk6JxTc0vA8juNw/ZJzP1zuPIa3Ae8kDbsSiaSpqSkwMJDD4UBPmeLiYvhMchxgtkyWGcBWhELhixcvTp8+3dzcrFgAh8j7jRMEcfHixalTpwoEAg6HIxAIuFwun883MjKCCQaXy2WxWNC2vba2liTrcL7V1NQ4OTmBWdnPz+/48eMklf/KXzwcRxBp1Yf3UUsioXUfj8vmcdmwuBESPLvg/j2RsA06fuM4CnHzhMJaETknVHJiJf4eKJmxEv9SwI0KfnbJkIrGxsa8vDwHBwcul2tiYjJlypS1a9empKTU1dXB/Y/E/5GSP8NnTH4Iqd/ALTYzM3P//v23b98GIRN2ta6u7t27d69evSooKEhPT798+XJiYqKfn19ISMiqVasmT55Mo9Hmzp3r7u7O4/F++OGHAwcOhIeH0+l0JpM5atQoHo+3aNGiuLi4NWvWrFmzJiYmJjQ01MDAwN/ff9GiRR4eHgwGw9vb+/bt2zdv3hw/fnxYWNiiRYsiIiJWrlyZmppqZGRkYmKiqamppqZmZmY2cOBANTU1bW1tX19fOzs7aAJHp9O9vb2Dg4M5HI6hoeGFCxfIhAdgmTDyzc3NFy9eXLZs2dKlS6urq8F+qth49gsjRjKPLsIqGYGMyeOrYTBramo2b94cGhoaEBCgqalpaWk5Y8YMAwMDQ0NDd3f3PXv2kDou0BewRANNf/v2bWJi4rhx4zw8PIKDgyMiIrhcrqampq+vr5WVlb+//4QJE7y8vCZNmgROblVV1b59+06cOHHDhg2RkZHW1taQebxp06abN29mZmauW7cOOq04OTm9efOG3Gh5efnixYu9vb1LS0vBWgP7AHTqSzkAOIEiyJ2cnEnjxvE5bBaNyqAYUwz0+5ubzQv7/s6tHAyVdXaKoFcC9HIDl0UXNVpx6L68dE6+DRbxhw0bxmazoTvjV1drkS1O4BMweVsWyMkeOnToggULFE04mLxZ2uf38ksPHMMRGYJIZagMkUmkzY1NJa/fvHj2vOT1m9rqGnB+d6GDimT3j4KcaJGn5cuXL8eNG0ej0czNzefMmdPY2EjOxMjk7K/bFkEQHR0dlZWVhYWF165dO336NPiGnz59euHChcjIyJEjR65du7atrQ1BECgZhPBE+NuGhobS0tLS0tLa2lryaKK/uyHlp98cOvOJhG179+weOcLDVGAy1s8n/eTxqqpfiM/lr32rB14JJb4eSmasxL8XZEkK3IokEkl5efnx48ddXV3PnTu3efPmdevWLV26NCAg4MyZM42NjWQQ758rGH/KjIEfwF351atXKSkp8fHxpaWlJSUlKSkpw4cPNzAwgObPLi4uAoFg2rRpBgYGixcvfvbs2ZMnTxYvXuzq6qqqqqqrq/v9998HBgb269ePzWb7+vqqqKjcuXOnrKwsPj5+zJgx06dPX7NmTUhIiKura0JCwtKlS318fKZOnbply5b58+dTKBQNDQ2IZgsLC9u7d6+Xl5e2tnZubq6Xl9eMGTPGjRunr6/frVu3bt26QeYan8/X1taeNm3avXv3MjIyQJDOyckhi4SgiI0gCLFYfO7cuTVr1ixbtmzTpk3V1dXgaYED8R/ZFZBsskcgcGV4iVTaSBJTVVV14MCBUaNGWVpaenh4hIeH79q168GDB3v27Ll//359fT2ETJOTJVA04QxpbGzct2+fhoaGjo4OmCiuXr0aFBTUrVu3Xr16aWtrW1hYWFlZUalUyOXQ1taeOHEin8/X0NBQV1eHGOPm5mboC339+nWY6jQ3NycnJ58+ffrKlSs///wzOC7I4qqCggLwW5PKOiFfwf/MOUQQCCoTiQrz8z2GDaPq6/NZLB6DwTA2ohsbDRk8aMeWZFFrC4EhUkknisoISBQmPgq0Xc7G3zPTE4vFZB5zQ0NDcHCwg4NDZGRkYWHhfz7jP4MuoiAZVwfdIltaWqBWDBL0yGH5FuDyvpiKSvyXBe+vZsbQ2oa0/BIEUVFRAcHk3333HfTahMAKsuSO9Ft/HeCiI+eZMPGDLpvQH17xzZi8KrTLqJK/kF/9i4ciiEjY1tbajMgkwvZWaN0ywtP9xPGjMqlYyYyV+AdCyYyV+DeCFB0J+bI7aFESiaS2tjYrK2v9+vWjRo0aMWLEiBEjLC0tXVxcwJH8V7gpcAUokmO4jXV0dLx79y4jIyMuLq6srCw9PX3VqlWenp7GxsYMBiMsLCw/P19DQ2Pw4MGenp4xMTFFRUUfPnxYvXo11OGB/dfX1zc7Ozs7O9vR0XHjxo3u7u4WFhZ0Op1Gozk4OPTp00cgEOjo6DAYjIiIiKysrFOnTm3ZssXCwuLatWuBgYF8Pn/gwIHe3t7QQITJZA4ePDg0NNTX11cgEHh6eg4bNuzQoUNmZmZQwzdq1Ki0tDQfH5/IyEhHR8fs7GywB0ASCEEQQqHw0qVLP/744+7du1+/fk2OP0wGIL/iCyMG0waZTNba2gr1djB6cO8nCQEmb7DS2tp66tSpu3fvXrlyZdOmTcePH6+qqoIPAY5Fpk8QBAFr4sAGZDLZ+/fv/f39fXx8KBSKm5vb+PHjHRwcBAJB3759VVVVXVxcoqOjw8LC7OzstLW11dXVnZyckpOTf/zxx0GDBnG5XE9PTzc3N3d394sXL8bFxc2fP//06dPv37/PyMhYsmRJZWVlcnJyZmZmWVkZBKQsWLBg8+bNsFAOS/BwGnQpGP3kHCJwBMVlss62tp/v35/g48Ol09lUKo/F5DIZDIoxg2I8cazfyRPHSkpeC+Ur1xKJuLOjgzzxSPMreVp++aRF5R0l4Q/J1oMwjF8H8uQnDRKka5wkdopuGdj6V2+LvNwUC/sUCTr+W/iWb0fayoEE19fXl5WVffjwAa4L0lCkSNa/bltkJCIu7ytOatWwdQzDyLaOcLbDSwSknUilZKUgeVC+7rvjOI6iMmhTAi1XEjbEW1v1mzxpYkX5OyUzVuIfCCUzVuLfC0xe6EMoSCMIgoSEhHC53KSkpNjYWA8PjxkzZrx//76xsZHsWvxXaMa/CbA4g8wjFArnz59/48aNhoaGtra206dPu7q66ujoREVF8Xi8oUOHRkVFTZw4MTQ0tKSkZNmyZU5OTtChw8TEBPixrq5uYGDgwYMH7ezsKBSKs7Ozn58fRMmC3slkMkePHr106dK1a9f6+PhMmzbN1tZWQ0NDV1cX3tO7d29nZ2dra2s3NzcajdazZ8/Bgwdv3brVzc1twYIFLBYLqv0GDhwYGRk5ZcqUly9fDh06NCsrq7m5Ge7TKIrW1NTcvn27rKyss7NTJBKR5kiRSATpH79n0GQyWX19/aNHj3Jycn7++eempiZE3kBLkXxAvgdBEEKh8Pnz5ydOnJg5c2avXr24XG5zczPQTdCe4QTo7OyEIwvC5OvXr/39/XV0dNzc3IYPH06n03v16mVmZhYVFRUSEqKmpmZgYDBp0iRPT8++ffvq6Oh4eHh069YtMjJy4MCB6urqKioqAoFgzZo1xcXFFApl0qRJubm5LS0td+/ejY2Nff78OUEQxcXFz58/b2pqwnH83bt3oaGhJ0+eFIlEiqSNZDmfP4cIAkFRsUQmluAoKmpunhscPKBfP2M9PUNdHR6L2d/cjEExNtDXtbHuHxcX++J5sVQqFomEio0RupgovuwrVbTMkoAS0v9ohvkcSF6OK/jFFck6oUBnFdXQr0MXxwi4+WFWBlv/1Dr1LQAeT+4zrJBAvCDZvZxkxqRs/I0bxeWZFaTFn5D/7im+rYs4rfitcXlxxbfsBPQChP7ViExy88a1ObNnubu5nj1zWsmMlfgHQsmMlfiXApcXu5BcirR7Lly40NjY2MfHx97ensfjzZs3786dO2vWrAF61+Vm+TtXn7+8J58DmXQLUty7d++WLFly+fLlmpqaW7duTZs2DYyt4G318vIKCwubO3fu8uXLz5w58/jx45qamm3btk2ZMmXw4MEMBgNEzZ49e6qoqLi4uBw+fPjixYv29va9evVSUVFRU1PT19d3cHAYPnw4l8s1MzPbtm3b9OnTTUxMgOSpqKioq6ubmpoaGhpyuVwdHR0nJ6e4uLitW7cOHjy4d+/eLi4uPB5PW1tbTU2NTqcvXLgwPDzcwMDg0qVL4KMApQpBkFevXmVmZj579qytra2trQ0IMQyjUCiExIYvjBgiT5aFFWqYsUDYCPBIRTcFyI21tbXh4eEDBw4cNWqUm5vbvXv3SDM3abEFdgKf09HRcfXqVV9fX+iKUl5efuPGDV9fXy0tLehsFxUVBbX/PB7PzMwMTpJnz545OTnp6urq6emNGjVq3rx5oaGhc+bMMTExCQ0NTUhISE5Ojo6Onj59+uTJk/39/Tdt2rRixYrDhw+/efOmqanp0qVLPj4+169fBysFCTgzv0RVcQJDUGlHZ2drGyqVERJpZ3t79tmzwTNn2vXvb8Ji0Y2NuEwGl8ngMOhsJr2fpbmf75i1sTGZp05DhjS5fE8Ssi8zM0wemwDHFI7vN8qc5GRAMeBMUZyGlQRSNia+zd6guDgDJwAq7z6DKbiu8V/7jL/6MifnOaAWwzEliwpIJw8hry/Efofb+wsglWD4X0XyTerEpJ+eXIQhf98UL4r/PDH7IqBJI46jUkknmHnu3MkNDZkzxNlx757dSmasxD8QSmasxL8RcGdSvBMrLqDjOD5hwgR3d/d+/fr5+fnl5OSUl5d7eHg0Njb+zfsJ9ypIDWtrayMIor29ffXq1YcOHXr37l1RUdGCBQu6detmbGysoaEBHYk1NTUNDAwiIiIIgsjMzBw8ePCYMWPA+erm5jZz5kzIVlNTUxs2bFhoaCh0M7azs9PV1R02bNj+/ft/+uknPz+/Xr16devWDT4WJGcA5D316dNHR0dn0aJFBQUFJ06cAHHa2dlZV1fX09MzODjYxsZGIBBYW1tbWlpevXqV5MSkZYIceUX+93smGCAMP3z4sLCwEIynMplMJBIRBAHkjJATJolE8v79+9OnT2dkZFy5cmXChAmTJk26d+8eeGTh0xRFWeivAQ6KJUuWWFtbDx8+fNiwYaqqqtu2bcvPzy8rK9u6dSvE5BUVFQ0bNgxmGp6entu3b9+9e3e/fv0sLCxsbW3pdHrfvn0HDRo0b968sLCwN2/edHR01NfXX7x4MSkpKT4+fs+ePefPn+/evXtMTMybN2+kUmlpaWlSUhJEv9XX1ysGBXaR9L48OGBZgWGsqam5cOECdK6hUCh0Op3BYFCpVCqVymQy2Ww2k85g02mew11XLFt6IetsRelbWWcHgWMEhhIogsukBCIjUITAUGihDM8TiIxAZKhELBN3EjhGILLO9rY3L57X1VSjiFQq6fxcGsbXXwlf/MqwzkCqy3DowUeL/roikzy7/hRF9m8ALk9rweUuC/zX/Zl/9WaFB0YQqMIDkT+wv72BMumhAkMaQRDnz5+fPHmyt7d3RkbG37svSijxu6Bkxkr8G4HL68QVKRooiPCPlJSUe/fu7d+/Pzo6+siRI8ePH9+2bVtjYyMib7qB/9qJ+Of6KxT3U/F2CAkPr1+/Pn78+P79+/Py8t68eePo6Kiurt6/f/9+/foZGxsDOdbU1LSwsGAymYMGDTIxMdHW1uZyuaNHjwYFVE1NTVVVFWRgqOQzNzd3dXW9ePHi2bNnQShVU1PT0NDo0aMHVNFB8oCRkdHSpUsPHDgwYcKEkJCQnTt3JiUlDR06VEtLKyYm5sCBA6GhoaamplpaWv37958/f35ycvLs2bOvXLkC7S2Au0AoLLh7v4IZEwSBYVhMTMz169ebmppICwT8AxRf0MaEQuHTp0/Hjh07YsQI6BNx4cKFlpYWklvAujkqz0MAh/Hz58/j4uI2bNhw+vTp+/fvSySS4uLiOXPmDB06dMmSJfHx8aGhof7+/kOGDOnevbuamhqLxerXrx+Px9PS0jI0NLSwsJgzZ86cOXN8fHzMzc2hB8SpU6eio6MnT568adOmp0+fdnZ2NjU1Xbt27dmzZ3V1de3t7S0tLVeuXAkPD9+0aRNUtpE7SSq4X7Y3KJplMQyD4YVzu6mp6eHDh1u3bvXx8TEzM6NQKBQKhc1mczgcqjGFRaOyaFQ2nWbCZpnzTWyt+rsMcZ48ccLc70N/WBoVu3rV+rWxmxI2bEnatGVzUlJiwoa4tXFrflwZvSxy/rzgWYHj/HxdhzibmfAi58/Lz7vb2Sn6PC3+S5gxIU+xULxYSKeyoikCtFLk192G//nA5BZw8jIhT4ku7+zCjDEFfvxfZMYAMHVIJJK6urotW7Y4ODiMHDmyrq7uv7EvSijxH6Bkxkoo8asIKrjLtre3l5eXp6SkREdHJycnQ/Mt4vNlSd+yzPof9w3u9FDYBCaBlpaWo0ePrlixIi8vb/r06fr6+hQKhUajgTAcEhISHh4eFBQ0ePDgpUuXurq6qqioaGpqamtra2tra2lpzZs3z97eHro3m5iYREdHm5ubOzs7A6nt27evQCAwNDRkMpl0Ol1NTc3GxiYoKGj58uWxsbGvX7/mcrn6+vrz589PTU2dO3euvr4+CMxgRKZQKGZmZnw+38DA4PDhw3PmzAkLC7t165ZIJGpoaADjL8wxvk4zhq9PTkgweScOUlUF77JIJCoqKnJxcZk9e3ZLSwvQZdgKmU1LViYh8vbLb9++dXZ2Tk5OrqioyM3NXbly5aNHjz58+DBt2jQzMzMDA4OAgICCgoJffvkFou569+6tqqrKYrEEAoGBgYG9vb2+vv65c+dKSkpWrlwZEBCwdu1aGxubbt26UanUdevWlZaWikSiBw8eJCYmpqWlwT53dna+e/cO7NqHDx/GFXw+ZFLb75GNoQwO9Dny5AFvCSEvWywrK0tNTfXz86PT6fp6enyeiYDLYdNpVEMDIz1dIz1dY309mpEhl8kw55twmQzgzUwqhUmlsOk0HovJ57BNeVwWjWqsr8egGEN8srenR+6N65LODoLA8M+tj/9lmnEXjkge00+lYnJM/rfIMWn7gbP9y/WpX1aO/yuasaIl/fDhw56enh4eHkePHv3yF1FCif8WlMxYCSW6MmOpVFpbW7t+/fo1a9bs3r172bJlrq6uQqEQsr0UmRzJ7b69Hug3ATtDrpwi8n4Z0Pfr5MmTy5cvz8rKgo4VPXv2NDExGTBgAJfLDQkJGTlypLGxsZWVFbyqqalpYmIiEAjAIAGUrmfPnj169OjevfugQYPYbLaamlrv3r2pVKqNjY2lpeXOnTsXLVrE4XCmT5/+448/uri4qKmpjRo1asyYMUZGRmBx1tDQMDU1/e6776ytrT08PJycnObOnZuenp6VlbVy5cp169Y1Nja2t7eD2g0jBuljQE+/TjMmCKK1tZXM2oP7KwilsGKLKOSdgTBMLgiQaiIpYsGhb21tzc3NXbVq1bhx41avXr18+fKAgAAvLy8HBwd1dfWoqKgJEyasW7du0aJFTCazd+/e+vr6NjY2urq69vb269ev37Rpk6OjY1xc3OPHj69du7Zw4UJ7e/sxY8YkJSUtW7asV69e/v7+aWlpz58/P3/+/PLly3fs2CEWiwsKChITE/Pz83Nzc2NiYqKiokDJJqdDilVTXx6QLs5UMt+A9M7CS/D5QqHw/fv3t2/fTtm1e9niyKAZ0709PRwG2FoI+CZsFtiRP5qS6TQ2nQb8mEWjwvM8FtOEzeKxmEzqR8l5766dv1RWiDtFZAfgv1MzJuS+IxgE8lgTCn5o8lL9aufufwW4vNEMgiCwxgIlBziOSzrFOIZ/ynO/wIzR/5JmjMurWo8cOeLt7T18+PCkpCSoOv3b90UJJf4zlMxYiX8pushIisU3CIJUV1evWrUqIyPj+vXrXl5eHA6HIIiamhqINCZvvaQHQ7Hq/M8FuRYMVgFc3nkLKPK9e/dYLBb0otPU1Jw2bVpUVBSFQgEF18fHZ8eOHRMnTlRTU3NyciotLd22bZu6urqWlhaLxQLrhb6+vqGhIbyfdFlA3Juqqir0xlNTU1NTU+vevbuKigqFQlFRUenevbubmxs0B3ny5MmbN29Gjx7NZDKNjIyMjY11dXUNDQ29vb0PHTpUUVEBTWvBCoxhWFtbG64QE/YVzBiGmky0hfg2MhUBSBKkU587d27Xrl01NTXkqwiCQM858rhLJBKRSPTs2TMfH5/W1tbs7OwBAwZ069ZNR0enf//+9vb2ffv2ZTAY+/btS0pKGjZsmJqaGiR1HDt2zNnZmcVi6ejoaGlpeXl5ATUPDg5mMpl2dnbx8fFHjx5lsVg9evTQ0dFxcHCAvGc7O7v9+/f/8ssvd+7cMTMz43A40Dzv1KlTiuI3uRCBK6Q1fw5gtoHotC7nD+mhJ9/Z0dEBZzKBEwSBETiKyCQdova62uqXL55du3p5X+qejYkb1sfHxa9buy4udl1cbGLC+p07th0/lnYx+/ztnJvHDh/6fs5s2/79jPX1qIYGBXl3xR0iAkc/Pv5cZvzFhh0EhmMIKhVLMATFUQxHMeCLKIJWllc0NDSQQ0cWvRH/az5j+DdcIB8+fLh06dLr168/OyDwh785VP8NZgy/XY2NjRs2bBg4cODQoUMPHTpEdpz+e/dFCSV+F5TMWIl/KUjOQbI0kvKClllYWBgdHT106FAnJycfH5+nT5/CgiaZqQQe0IaGhry8vHfv3gH3QhTquMkS76/eSXIVFUEQCHCApUlwkULkwvXr152dnfl8PjSA1dTUpFAoPB6vZ8+etra2169ff/78+Y4dO6DP8+DBg7W0tOLi4vLy8rKysgIDAykUire395AhQ8gMit69e/ft29fGxsbCwsLV1ZVKpaqoqGhra5uYmHA4HOh7rKamBqnGY8eODQ8PT09Pr6io0xdNOwAAIABJREFUAL7V2toK/IyMRQMKi8h74HV2dubn5z9+/Bg8FV2YMen//o/HTnF4SQcCOVGRyWS1tbVHjx49f/48qLBQiQ/lWeSOdXZ2tre35+XlrV279uLFiyEhIRQKhclk2traurq6uri42NvbZ2dnp6enjxkzZtGiRT/88IObm5uxsTFI7Hp6elQqlcfjBQQEnD9/Pi0tzc3Nbd68eRAhkpeXFxcXt3z58tbWVoje27t37/z58w8ePNja2pqZmdmvX7/ly5eD/XfhwoWKxXOK5nVcHkn7H09p8m2fJhuQiqki4UYRFMdRHEMUhV5czm4/voQhELmFIlJ4YDLpsSOHXZydTHlcIz1dMxPezw8KOtrbMEQGf0L8+tMwDME+buKP4eOuYjiO4RiKoQgKfZ4hiwOVIRiC4hguk0gxBIVNIVKZpFP8vvL90bSjwbPnLFy4MCsrq6amBkwUMD3467xPXw3FJQJS51a0mMPc5vXr1wkJCTY2Ni4uLjt37HxfXiHtFOPy8YEpAY5hOAbP4TgOhZM4BtlpvyLP37rDimMIqjyhIHKTe97Q0HDx4sUZM2YIBIJJkyadP38euv39z+n3Svx7oGTGSijxfyvRiLzoG0XR/Pz8/fv3r1q1asGCBbt37541a9aHDx8URQ4cx0Ui0YkTJ4YOHZqQkFBWVkbIkxNEIhGZivotOwYBsR0dHaR5FML5yR2QyWSNjY3FxcWrV69OS0uLjIx0cHCYOXNmcnJyeHi4q6vrTz/91NbWJpVKnz17tnjxYkNDQ01NzYCAgMGDBwcHBx8+fHjChAnTpk2bNWuWhYWFurp6r169bG1tExISHj16pClHnz59NDU1ORyOo6OjgYGBm5vb9u3bnz9/DpQXQtY+dXOS/l2wfyjyvObmZmDP5Ep3F1r81cRF0Rij6CIgTcnwKmRTwAGCgkKIn+vTp4+6unpCQsLLly937dqlq6uro6MzdOjQXbt2paenh4WFmZqastnsoKCgS5cuGRoaUqnUKVOmnDhxYvfu3Vwut2/fvj179gwMDMzLy7t69eq0adNUVFSMjY3FYvGxY8fOnTu3du3a9PR0iUTS0tLS0NDAZDLnzJnzww8/DBs2bOrUqR913L8ToBl/4YGjBEl2cRTHEBSRolLJ9uTNfA4b2ohwmYzd27dVf/gFkUlkMgn5txgGvlYMRWVSqRhBPt/G+XN7J2fGxEfOh8skUhRBMRRDpDKZRIpIZRiKoTKEtBbU1dZlnTkbMGWqvq4em8lisVixsbFFRUVwBUEB6LdfmH8uYLorFAq7tJrD5K1q4MdEKpWmpKSYm5tTKBSBQEAxMra3HZAYv774SVGHqANDUBgicUcnhspNODiGYCiCoRiBoxgmQxCJgjvrj0Kx7yAuD80gr31Yi4ByCJiaNjQ0/PTTT0FBQdbW1iYmJoGBgdDRhuwSr4QS/0wombES/1J8Sr9I8gQKTUdHx+3bt1NTUzds2GBubj5+/PjGxkbgW5B6Cw7XzMzMAQMGrFy5cvfu3Tt27CguLm5sbIQ7GYgiv6d26nMgxVSZTNbW1gbKMWifALjHCIXCGzdu+Pv7jxo1aty4cfb29suWLWtvb1+7dm14eHh2dnZ7e7tQKBQKhbm5uRMnTvT29vb19bW1tVVXV9fU1Ozdu7eWlhZYJnr16qWqqgoWC3V1dS6Xa21tbWNjM3r06K1bt1ZUVDQ0NJAd2sgOZL8pjePyrFmYbyhqw4ojg/8aXzdQihtVJMGKmyCNyCD8d3R0lJeXp6enBwQE2Nvbjx492sHBgcfjrVq1ysrKSldXl8/njxw5cuHChT179jQ2NraxsQkICNi4cWNsbKytrW14eLi9vb2ampqWlpaenp61tXVoaGhUVJS7uzufz/fx8XFycnJ2dobOhUeOHJk9e/bGjRvv3Lnz6tWr4uLi4uLix48fl5WVPXr0KDIyEsb2r/PkfBFfYsY4joLoi8tVZBSVIYg0ZdcOKwtzEzbLSE/XhM0a6e6WmX6yoa4GSLBY3AFt9mQyCYJIgSJjGPJHK65IZozKEJlEisgQiVhCqsUogqIICiaKlqbm/Hv56+PWjfPxtRCYGurqUQ2NGDQ6j8ebOHHinTt3SNkVkcfL/EWj+XVQ1PsVfzpgCYsgiJqamvj4eEdHRwaDwWAwDAwMmHQGnULlsdiO9g7Bs4KOHDhY8qZEqjA+GIrh6K/WVYAcf/U5pnidklcWKm/8ToZPt7W15eXlJSQkjBs3rl+/fnw+393dfc+ePXDp4fLWIUCm/8QxVEKJPwtKZqzEvxHk2qXiPVKRnIFYC+mzR44c2bx585QpUyorK+F5slUViqLp6emBgYGHDx/etm1bXFxcfX09fBqmkNf7LcwY9KTm5ubm5ubU1FTIKYNEXkhsJQgC2gfs2bPnyJEjT548OX78+ODBg2fNmsXhcEA2BqdvU1NTZ2cnOC8LCwtDQkK0tLS6devWs2dP6O7WrVu3Xr16aWlp6ejoaGpq5uTk1NXVQasRsmAO0s3IdXmpVNra2vqbVIO8g6LyRhVdxv9vYCeKd3H4CgRBYBjW3NyM43hERMSRI0fu3bu3cuVKPp+fm5u7d+9eGo2moaHRq1evPn369O3bt1u3bj169ID8jR49ekCZ4+LFizdv3hwQELBgwQJTU1NHR0d/f39TU9M+ffosW7Zs5MiR48aNmzp16oEDB2Qy2du3b9XV1bW1tTU1NYcOHWprawufqaOjo6en5+bmtm7dusLCQnKh/68ek0/wn5kxPBTdERcvnJs41o/HYrJoVC6TYayvN8Cqf1JiQmVFGbynQ9QObagJApPJJEJhW0eH6I/uGcmMEYlU2ikGKwAuQzCpDEcxAsVkneKqyvenT6ZPnjDR2rIfxcCQRaPb9OvvaO8w0MZWvY8am81msVg7d+5sbGyUSqXQcBFOyH+abAw9brpYFCDVoaWlJTw83MbGxtnZecSIEWZmZjwuV1tdg0WhMY2pAg7XnC9g0xkUA8NJ4ydkn79QUVYu7ugkMBzHMDCgt7W1kXHCX43m5ub29nZEHuTS5RJuaWl5+PDhrl27XF1d2Wy2qakpn88fNGjQypUrq6qqYNPkqohQKKyqqvqWnVFCib8OSmasxL8RuEKecRfA/RK4YFtb26NHj1avXm1raxscHPzu3TsyngJERxRF09LS1q9f//Tp05MnT65bt669vZ00AWMK3X2/ej9BmgW9My0tbeHChffu3QN+jMgblMBttbW1dd++fUOGDGGxWFQqNSAg4OTJkwsXLjx+/HhdXR3cF8VicU1Nzbt3737++edNmzYNGTKEyWQymcyJEycuX748JyfnzZs3JSUlFRUVVVVVsAmQqIHlw32R9FvDplF5M4XPjSf5LcjoD+KTrr/Er1nsVxPET7dOmmRIubq5ufnFixdbtmy5fv16cXFxfn5+bGxsv379goODi4uLU1JS3N3dnZ2dbW1todjOzMzM0NAwNjY2Ly/v2bNnKSkpdDpdS0tr3759ycnJI0eONDMzGzly5NKlSwMDA/l8fmpqalVV1S+//FJaWtrc3NzW1lZTU/PixYunT59CDZ+BgYGhoWH37t1ZLJaqquro0aOzsrIgxvjvdlMQxO9kxr96BkNqqz8c2pfqMMCWbmzEYdBN2CwWjWrGNxkz2jsxccPPhQ8b6mtRVAaSIvwDx3+V3vV7QDJjIOQysUQmkUo6Ot+VvL14/sL6tXHTp0x1HTLUQmCqpaZuZWEZPCvo+JG0a5cuJ6yLtxCYUoyMwXM/fPjw3bt3k3nkMnnjw79oQP8oFJk6ptCpDspVr1y54u7ubmZmNnfu3Fu3blVVVeXl5SUmJnp5eFryTdlUOotK4zJYXAaLamhENTQyF5jaD7CbNPG7Fct/OLBv//38/KoPH7r8HH3hgv0CulQeQ5HrxYsXt23bNm/evDFjxtjY2FCpVAaD0b9///Hjx4PnSvHSg59NMJuh8g4gSijxT4OSGSuhxK+A47him9bLly8PHTqUyWRu3749LCwsNDT08uXLEG4AqsmRI0diY2MLCgoOHjwYGxtLuu7I/NFvkaaAm0ql0vb2dmj8JhAINDU1V69eXV5eDvfO9vb21tbW3bt3b9y48cyZMwcPHoyIiBCJREOGDPHx8WGxWDNmzLh37x6O4x0dHZcuXQoLC1uwYEF+fr7i7aqpqQlFUZFIBNwFl4c24DgOXB+oMCbP34W7LNQCdhm9j2xGDihMVFx7BWGsCzVRpMXfwlq6THgweW0lOE9gVvPhwwcrKyt45sSJE7NmzQKJV09Pb8SIEf7+/k+ePDlz5syYMWP09PTU1NQWLlz4888/r169evfu3eHh4cCVly1bBi0zvL29HR0dAwMD6+vrX7x4AVl4fn5+Pj4+33///Z07d2CmtH37disrKzU1tUGDBi1dunTlypVBQUH379/39fXNysoixwRsmn8v/hgzJs3HdTXVxw4fsjQVsGhUbXU1MxOegMel0yhMBo1Oo4wc4bFt25Znz552dAhlMolI1N7Z+Ye/GsmMZVJZTVX1jStXf1i6bPBAey6TxWEwTdgcLpPFoFBZNPrK6OVvXrwUtrSC5zj3xs1BdgNpFKqBgQGfz6fRaMOGDduzZw+cru3t7f8owZgE0GLYt+bm5jt37qxcuZLD4bDZ7K1bt7569QoKNHEcF4vFmFT206nM4Jmz+gnMjHT0WFQan8Nl0ehMKo3HYvO5PB6Hy2IwGTS6CZc3fPjwhQsXpqWlFRYWNjQ0YF8FBEFqampyc3M3b948depUW1tbsHaAME+j0YyNjfl8fkhIyN27d2FFC34JSReNWCyGHxZIcvxvjrUSSnweSmashBJdQeoZQEnPnz9vZGQ0ZcqUoqKikJCQQ4cOQUc3CME9efLk6tWr9+/ff/jw4TNnzrx58+aHH3549OgRmBBI7UfRvNEFxCdKp+LzIpGIVGqBAVtbW2/YsKGqqgpuObBGvHjx4nHjxu3evfvJkyfZ2dmXL18uKSk5duyYi4uLQCDw8/NLTEw8d+5cdXW1UCiE+xP+WzaSr8NvBq7hcgGe+IweTFpNSBGL/F9wqsBOAlfo7OyE+GFSbO7o6CDl+cbGxszMTCsrq7y8PIg6BsAftrS0gC+8oqICElX79u27cOHCd+/eJSUlOTg4cLlcR0fHAQMGcDicIUOGHDt2rKqq6vnz5z/88EPv3r27d+/O4XBoNNrMmTPDw8MjIiIeP35869YtW1vbPn36cLncwYMHOzg4DB06NCkpafHixcOHD6fT6b6+vhs2bFi7dq2Hh4ednd2iRYumTp3av39/sCyHhYVt3brVysoqJCSksLBQJBJBzPM/k7F1BU4gMqSzo7Opsen+vfyQoNn9zMzZdAaXyeLQmXRDYzaVzqExTJjs/nyzYfaDJ/uOiwyL2Lh23Z7tO7N/yrp26eKdnJsP8u89KXxUXPTkWfHT4qInT588/vnhg4K8uznXrmadPnVg757NiQkrli2dPXOG7+jR9gPteTwei8WCJQ46nS4QCEaMGBEZGZmWllZSUgIzVbLBe3V1dVpampnAlE6jsFkMJoPGoFMH2FrPnzf3fn4ehiEymUReUAClgf8nh2OoDMVkKI6gGLiYEYyANDgUxRAEk2EE+rmHDJEiqAz+CsE+/uP//haVwScgip+PoiDlkqWBlZWVZ8+eXbx48ZAhQzgcjp+fX2ZmZl1dHflLQs7bYeL68uXLzMzMFct/GO09ysLMnEGj04wpdGMKg0JlUmksGh1MF0xjKptK5zFYFnxTR3sHz+Fu/hO/C54VND987pKFi5ZHLV39w4qYVavj1sTErFq9avkPy6OWLl6wMCw4JGCy/6gRI4cOcrTkm/JZHB6DxWOwODQGg0JlUKimPJMBVtYTx41fvXLVqfSMktdvJGIJKTD/r6TjKaGEIpTMWAklPgvgVbm5uVZWVhcvXhQKhQsWLDh16lRrayv0csNx/Ny5cwKBQEVFZenSpU+fPk1JSUlISKitrX316hWsjyvaBj7HgL8AMnAXUtsQBJk3b962bdvKy8vJsrz169dbW1v7+PikpaXt2bPHyMiIRqOdOnUqNTW1srISsoTBRfDpvQqXF8R8o4fhc893EYNJcozLi42Apnd2doK6LBaLZfK+viA1wbcGxgNvQBCkvr4eDJRAi8+fPx8QEKCtrZ2TkwNRqaBn4zje2NgItOnNmzeZmZmnT59+8+ZNaGionZ3d5MmT7969++jRo2XLlg0fPnzPnj3h4eEeHh7Z2dltbW179+7V0tKysLDw9/f39PTU1dVVVVXV0NDg8/ljx45VVVV1dnbW19cfPny4r6/vvHnz8vLyoPT+1atXnp6e0F/Q09OTyWT269fP1tZ28ODBGRkZhYWFKSkpGzZsaGpqWrp0aVRUVGFhIUwSgOt/3SH4W4ETBIYjUlmnqAO8v3l37oYFh1iamtGNKaY8Ex6TxTCiGOnoGeno0QyMOFQ6n84yobPYVDrFQJ9ubMSm06CXnpkJz5TH5bGYHAadQTGmGRnSjY2YVArZaoTHYppwuKYCAY/H09fXNzAwGDly5KZNm/Lz88lWETiOt7a2gpMVTiSCIDo6OnZs225hbsphM9ksBpvFYNCpNKqxVX/L9fFxZe/efozRgOQNeagzhsoIHCVNIPLqsk6pVAye6S7e6y4PRa0dShVlMolMJgE/CenSJj8cRWUoipA+irq6up07d44YMcLIyMjQ0NDR0TEyMrK6upq8WKDQ7eNBkDt9YUoAk6u6mtqMk+nfh4Q6OzqZmvBJTZ3P4ZpyeBwag6JnYKSjR+9CnWl0Fo3OpjPYdAaTSgPKy6TS4AEvcWgMPovDpTMZxlQGhSrg8oY5OUctirx4/kL1hyqZRIqjGATCKRpC/ksnqBJKfBOUzFgJJboCx3FgadA6oaWl5erVq/Hx8Vu2bAkODj5//rxQKASTMcRvpaWleXl5xcfHP3z4MD4+/vDhw3V1dQEBAXl5eWQRnuKH/x5+DE9CCAYoo2AUrqmpKS0t/eWXX9rb26HZh0wmY7PZmpqaenp67u7uS5YsSU5Ozs3NbW9vB0sfeCRkMhlZ3/MpYf1GzfjTPf89gE2j8ka+OI4jCv0+wHcB7wHb9/Pnz69duwZ1hBC1NmfOnIiIiJCQkFWrVt27dy8nJ6e2thZ05c7OTmBLIPzn5ORMmzZt3LhxKSkp9+7da29vP3XqlI2NDZPJNDc39/f3v3jxYlNT0+7du3/88cfJkyd7e3tHR0fn5eWVl5fjOF5dXR0fHx8YGOjp6WllZeXk5BQeHn7z5s2TJ08OGjTIy8vrzJkzr169Wr169bBhw7y9vQcOHBgcHBwdHe3h4cHn8wsLC1evXn3gwIFHjx5t3749MDDw9u3bIpFo06ZN8+fPf/jwYZdmHP904ASO4SiKQsawGBLTMPxDReWl8xc2xK2bNX2Gl5uHlZnFR4mRzuRQ6CxjKpv6sameYl89JpXCoBhD+huHQYdn2HQal8nob27m4eoybcqUqCVR27dvz87OLi0thcuBTPmFc4NQCHIhYygkneLdu3aOH+fHYtJ1dbSZDBrfhEsxNuSwmUOcHRctWnDsWFrx0yciYRtQWAhyRmVSmUSMyqSoTIrLiTKOoTiGYIgUkUlwDP3sA5XhKAL/xlAZhkgxRIYhMgyRwksYIsNQBCKGJZ0dDXW1ZaXvcnJyNm7cOH36dCsrKyMjIyqVOnz48HXr1j18+BDmjYR8hgxzPFxeQKyYS0hA42sZgkhlGII21De8fP4i92bO0UOH16+Nmxv6/eTxEzxchjvY2vU3MxdweUCa6cYUJpXGpjM4DCaHwWTTGeBRYdMZLBqdy2RZmpo5OQzy8R413X/qD1FLkzYkHDt8JPdmTsnrN20trQSGYyiGyBBEhqAyRHFPcBzH5D8w/92zVQkl/iiUzFgJJbpCcWVWLBY3NDQUFxfPnz8/KCjo3LlzFRUVlZWVZWVlpMCJoui6deugze/x48cTEhJKS0tnz55948YN8AeTjAeTR+0qarS/mZJBUkbyvoIgyPPnz83NzSMiIgoKClpbW6urq4uKijIyMsLCwt69ewd94IABww2pvb0dwozJj4UueuRu/FlsWHG3fxO/yYlJuYt0HML+4zguk7fAbWpqAuk9NTXVw8OjX79+zs7OFy5caGtrmz17dlRU1O3bt2GWAn8F8wEgx/AdCYKora0tKiq6ePFiUFDQwIEDMzIyMAyLi4tLTExcvny5i4sLhUIZMWLErVu3RCIRRAScOXPG19fX0NCQz+fHxsZC8daJEyciIyPnzJkzadIkFEUrKytdXFxcXFyOHz8OXVdSU1PnzZvX2NgoFovv3r27YMECX1/fnJwcgiBSU1MzMjKmT58+bty4I0eOQKDy9evXV65cWVhYSOYS/NFcs/8iMAyTiiXCdqFIKJJKpLi8B8dHRblDXP+h+smDRxlHj8esWDV98pSRw92HOw81M+HxOWwOgw6EGEgwn8M2M+ENtLEeNcIz4vvQXdu23rx65e2rl011tbLODhxFf7M7Ba7ghicIgnToklkoKIISBPbwwf3Vq1YMHeJEpRjp6+kAP+awmRRjQyrFyNqq3xT/STt3bn/16oVUKsZxlPi/5hgYgSKIVILIpBiK4Jj8JQz97APHCBwDBoyjCPkM+YcYIpOIO5ubGgsfPUxN2R04LaC/haWejq6enh6Hw9HR0XF1dT116lR9fX1nZydMArsUZcIEEs6TltZWMn8dfPMw/lKJFEVQOBAEimFSGSqRYlIZjqAEhncIRZXvyl48Lb6Tc+tC1k8Zx08cO3zkyIGDh/cfOLRv/4m0o5cvZBcWPKgofdfa2ISIJQSIwTiByzutYCgmEUs6RB3kcYdAPanko5vlY9Xdb3avVkKJfzyUzFgJJboClvhBbQWO1dbWlpWVRafT9+3bd+/evT179iQnJ4PSCVaHVatWCQQCfX19CwuLwMDA4ODgS5cuNTQ0ZGdnp6Wl1dfXgygIdy/wH5Ml2+Q/MIXkXdJrC8nKIpGovr7e29tbQ0Ojd+/eo0eP3rJly9WrV588eXL16lWIqiD9Bpg8OIKk+NArhFypxz+x/OJ/RowaJi9+V6xhh91Afg1SIoVV15aWlqysrKysLIj+gLkE0Nxly5Y9f/58y5Ytw4cPNzMzs7S0pNFo0F0WbMSIQq9j+FuwspSXl8MXP3nyZEBAwNWrV+/fv3/48OHg4GBTU9Nx48bNnj07OTm5sLBw//79EyZMCA0NzcjIiIuLu3DhQk1NTUlJSV5e3p07dzIzMxctWrRly5aKior3798nJycHBgbevXsX8vvi4uJOnTpVXl7+9u3bXbt2DR48+OXLl1KptKysbOfOnTt37nz//j0MAoZhO3fu9PLy2rhxI5R4dnR0HDhwICIi4sGDB6T2+efOVf5SdJnqoAiKypCPSbpSGYZiBE4gUhlImASK41JE1NrW0tLU1NRQX1dTW1NVU/2hrra6uamhQ9QulXQiiBTHELD/IqDgEhhBYDKpVNzZCZcMKm+0phiKAicYOR2C048gCBzFOkVCiaSzubkx7+7tuLUxI0d4sJh0A31dJoPGYTOZDBqNakyjGjMZNDNTvsuwITNnTFu94ofUXbuyz54tuHOnorRU2NqKisWEVIpLpZhUispkBIp+7oHKZJhUSshkuEwmE4tbm5vfvX1779atC2fOHEhJ2RAbuyAsbOyoUfbW1jwGg0WhsCgUNo1ubmoGrRMvX74MlQBk6gtcLLg8Nhi+PmnNRxBEKpOJJRKpTIYTBIbjH2NYZAiEGaMyRCaVQadAXE5q4RgRGI4iKBygj0cNQVEEBbsHJj+aH98MqwQyBCwTuFwqhn98JOJyswiKYTjpU5HPTpVQ4n8ISmashBJdgSt0hQBFSiKRNDc3h4eHHzt2LCcnJzU1devWrSDbgKK5a9cuZ2dnXV1dExOTW7duWVpaTp48+fbt20lJSStWrKiurkZRFOqEyFu4TCZraWmB2wap7JKeByi4gWfa2tru3r3r5eXl7Oz85MmTqqqqxsZGsA6TlPpbXMLfCEyeqEDmHMNNva2tTSZvow3PiMXi1tbWioqKkJAQOzu7QYMGff/992DgfvbsWUNDQ1tbGzkUJSUlkydPtra2fvr0aUlJyYsXL16+fPn69euSkhJQWGXyvtkkdcAwrKioaNWqVRkZGc3NzS0tLU+ePNHT0+Pz+Uwm08jIaMCAAT4+Pv3796fRaN27d6dSqZaWlq6urmvWrHn79u3bt2+FQmF5eXlqampQUFBycnJHRwd8C+DBpKIMsjTp+4TA6erq6rq6OlhGEAqFLS0toOKDl6alpaWxsbGysrKqqoosJdy7d+/q1aufPXvW0dEhFArx/6neB5892/AvPr7ccu+3+/B9rfKIExJxJ4pIgWQjMkldbfW1q5dnTA+gUY1ZTDqXw6JRjY2NDKgUIyaDxmTQWEw6j80yYbF4DAaXTucxGGZc7kArK29399nTp6+Iikpavz51587DqanpaWlnTp48m55+6tixtP379+7YsT0paeXSpQvCwqZPnuzt7u5gY2PG5XLpdA6NBp/GpdNNmEw+i8Wh0fQ0NVkUiq+X14a1awvu5SsuJf1OjxNOEKhCw+dfjfHvPBZ/yuPz28Hku6eEEv9bUDJjJZToCnJ9FtQ+UvhcsWLFqVOnrl+/vnPnzq1bt4IRFrigWCx+/fp1UlKStbU1dHNYv369r69vcHDwxYsXKysr09PTzc3Nb9++3dLSAlwKlCEEQcBATPbVQ1GU9AfX1dWlpaWtWbNm//79J06cAGUReBXpYP7UjPH3A0g8KKNghACHQ0tLCzTEunv3bkVFRUdHx4cPH27evHn06NFjx469fPlSKBTCejEMJvn1m5qaqqqqHjx4UFVVBW3/MAwD3wWO4yCvQjaISCSqrKw8ePBgXFzqjSgYAAAgAElEQVRcdHT01KlTTU1Ng4KCcnNzi4qKIiIicnNznz596u7uzuFwgoODDxw4MGfOHDU1tR49eqioqOjo6IBavGnTptWrVwuFwoyMjMzMzLNnz6anp1++fBk2Tap3/7dS/GujJ0x4oDqQtLoqvhOINZQMAjAMu3Xrlqur69KlS/Pz86GNwn8jz/gr8ZVs7O9lxqBdYqgMKuEwDMExpLmpofTtm7NnTsetjZk5Y5qz02BTgQmPy+ZyWCwmnU41ZlCM2TQqm0Zl02jyf1AVnqGxaTQug85lMODBodM5dBqbRuOz2Xw2m8tgsGk0FpXCpBizqBQ2jcZlMAQcjrWFhfuwoXNmzkxOTLx68eLzoqKG2hqpRAKmbUVarKjHf+HLoZ8MVtfB/uuZ8W+yYXigSmasxP8mlMxYCSW6AleIDyPbyba0tCxYsODkyZM3b97ctWtXQkJCQ0MDQRBisRiEwOfPn584cSIhIeHdu3d2dnZ5eXkrVqxYu3ZtQUFBWVlZYmJi7969b9++nZKSEhQUFBMTU1xcDEQQ0j2BFwLPe/jw4bx58yIjI/Pz86urqxsaGoAIgj2ANGN8eh/99i/+BXzutk0OF+igCILcvXt33bp1zc3N+fn5r169Ki0tff/+fXNzM9gnwAYtFovr6uoqKysrKiqqq6tJX4RUKi0vL79x48aNGzeAPkKhIYipwJuhqA6k2X379o0aNWrkyJG6urqpqamjR492dHTcvn37qVOnZs6cuWzZsoiICC0trQ0bNpw8eTI8PJzNZmtra3fr1g16YlOpVMgnXrp06aFDh3g8Hp1Onz9//qlTp06cOLF169bi4mLFOieyahDoL2mGweTxAuBaIU0jJGMmDxnMHOBtYrG4rKzs7NmzwcHBkELwP8GMSQ7028xY8U1/CjP+anKFE5Ap8dGYgaMEBESAYQORoogURaQyqbixsb6o6HF29vl9qXs2rF8XtXjRrJkzvpsw3n24i52tTT8LM1M+j8dhs5l0Bo3KpFOZdBqLQWczGVw204TLFphwzQQm5qaCoc6OIzzcJ4zzmz1r5pLIhRvi4w4f3H/96uWHBfd/qawQtrVIxR04KsNRGYJIUVSGYQgqzy78/ZyYHGCEINBfPz47XSG+fLR+12D+5t92ocWKO4PId0kJJf63oGTGSijRFeRtCdge1IdJJJILFy48e/asrKzs4cOHqampISEh169fR1H0wYMHJSUlsHReUlIyYcIEPT09FRUVLS0tBweHqKioY8eObdq0SV9f/+jRozY2Nj169Bg4cOC+fftwefoEkC0g0P3791+2bBkwP1CRuxR3kyXqf8UX/1wJHfZJ7aAiMybrxuBViUTS1taGywv+QCJ9+/btjRs3IFUDNhQSEgJB0SUlJQiC1NbWdnZ2tre3r1692sfHJysr68OHD0ePHoXqt87OzsbGxsbGRtgKbD03NzchIWHXrl3Pnj3LyMiYPHmykZGRurq6iopKjx49HBwcioqKwsPD1dTUNDQ0KBSKn5/f/PnzBQKBtrY2hUJRUVHx9vZ2cnJSVVVVV1dXU1MTCAQTJkwwMTHp3bu3u7v75cuXoY/0p6OteJIoluST9m4gzaBzI/L+L+Xl5fn5+c+ePUNRtLa2lpAbaU6cODF9+vSEhIQ//Zj+FfjIgXAwr358dKV0/wxmTGaowTwXlGOJpFMs7pDJJJDXhuOovH+1EKLZyGw1INBSqVgobKuvr62oKHv16sXz58XPnj0tLi569uzpq1cvyspKq6s/NDU1CIVtIlG7SNTe0SEUizvImGR4dHQIRaJ28kmyNeBHbfd3E2LFL/fHmPFfAyUzVuL/PyiZsRJKdAVZxEb2ToNnxGLx1q1br1692tHR8fjx4+nTpxcVFb169WrmzJkJCQkvXrxAEKS0tPS7775jMpljxoxhMpksFisyMrKgoGDz5s3q6uo2NjaWlpb29vYCgWDkyJG1tbUIgrS2tl6+fHn//v0HDx68dOlSSUkJVGiRqjCwK9J6AQrTl5ZZvyGW+Au0+FNbM65QwAdlc2Tfjfv372/evPnmzZv19fWgph86dKigoACIZl5e3vTp00NDQzMzM2tra0nD7osXLyIjI7ds2fLw4cMrV65s3ry5oKAAFFb4ZLAyQykhWXQIsxcQm+/du5eRkREbG7ty5cpjx45dvny5d+/eqqqqenp6+vr6dnZ20dHR6enpAwYMuH///pw5/4+9N4+nau/bx3Uyp0gqShMNUikVKslMyCxDFInEyZjMs8wzyRwZi9AgSkKIRGpTlHnaho1tb3ubbfv7x/uxfu7Oec5zP8/zO93nuc+6Xl7nxdprr+GzVq9zfa7P9b7e13h4eCDrIy8vDzp9uLi4pKam2tnZhYeHQyEUco+/pS8/jMzySvUkYqUAjXx5eXl2dhaLxbq6up48eVJPT+/Tp09UKhXeroWFBSwWm5mZaWdnh8Ph/mfP7mcCONAidRl+KP/48w+v37+aGVOWFihLC8uURQhfo1AWKZRFkJAp0NRjcR7yhuGHsiInL1MplOWlpeWVVh3UJQp1Cfp3/H8/SwtLlEXK8tIylfIfjTyWF+EXpKnH/MLcImUB9qFQl2DLwuL8f3yF8h95xv9dWkxdYcbIz8/nx3/MiRdRZozi/yxQZowCxY9YXsk1W+0rhf97kcnkjo6O7u7uuro6WVnZnTt3lpaWHjhwIDAwEIvFQpLXxYsXgT2XlZUpKytfvHjx3bt3sbGxa9eudXV13bNnDxsb2759+5SVlUNDQ+3t7SsrK3t6eqDlMvglgBP/Vi3+4SL/S28iomWC/ExdIc2w3L/6CMsrrQSA5yE7AxNdXl4mEAh1dXUxMTEPHjwoKSkZHByEOrmlleg6MGeTSKTOzs6srCwfHx9grioqKmpqas+ePQOy2NXVdf369bCwsO7u7unp6fHxcSwWOzExQSAQ3N3dN2/eLCIiYmRkZGJicvv2bQKB8OrVK6TWDfwJeDwe7g4ynuEygHqCO4VMJj979iw8PDw6OlpeXn7Lli3r1q0zMzO7deuWhITEhg0bmJiYaGho2NnZJSUl9+7dy8zMzM7Ofvz4cXV1dRwONz8/n5ycLCkpqampWVVVhSjf1FXyMDJEVCp1bGwM2r4ggEGDNwemWFQqNSoq6sCBAywsLAwMDAcOHIiOjp6ZmYHlAiqVOj4+HhkZeeDAgbi4OJCckYeCHAEexP9/rzkKFChQoPgdoMwYBYrfASL+rZYDqVTq9PR0bm5uYWFhb2/v3bt3t27dum/fPoikUFRUjIyM/Pz589WrV2tqahITEysrK2tqatzd3UGqzM/Pv379+pkzZzQ0NM6fP6+oqPj69euWlhZo/gxnhPV3JJLpv7G0ugpw5dABDgq/kD7JsLIPPBK0cPiTTCZ7eXmpqKicO3dOTExMSkrq3LlzJiYmtbW1b9++ffDgwZMnT75//15RUfHs2bOGhoapqSlIDgZ6TaVS5+bmenp6cnJyUlNT3759+/HjR3d3dxkZmaSkJCwWOzg4mJqaamhoeOPGjc2bN/v5+fX09BQXF+vp6e3cufPQoUOysrInTpzIz88vLCzMy8srKirKyckxMTEpKioCtlpXVxcYGOjn54fBYB48eNDb24uktkFhImBmZmZkZCQyMvL27ds1NTVDQ0NCQkKMjIzXr18PDQ3V0dEREhIKCwu7ePHihg0bDh486ODgYGxsrK6unpmZ+eTJk6ysLHl5eUVFxaCgoLKysubmZmDDcHA4F5QMrp41IYFxMKuZn593dXW9cOGCkpKShYVFS0tLf3+/r6+vsrJycHDwmzdvGhsbh4eHV5fuEYnEp0+f6ujohIWFgaMajoMQceqKh+RPe+VRoECBAgWVijJjFCj+M/zu6vnc3FxnZ+fjx49dXV11dXVpaGisra3d3d2PHDmyY8cONze3gYEBY2Pj1tbW+/fvW1tbFxcX9/T0BAcHb9u2TVhYmIGBYe3atWpqaoWFhaOjo2QymUqlAp9DdFwq9Xfyhv/4Oim/CU+Yn58H7kVdaXwA9Au+Aq6MoaGhDx8+ZGRkeHt7c3Nz8/DwSEhIJCcnQx8TLBZLpVIpFAoej79//35qaipi86VSqQQCAZwADQ0NLi4uBgYG7e3tLi4unz59GhwcLCoqioyMvH//Pg0Nzfr169evX6+qqpqampqbm2tkZNTZ2VlXV+fh4XH//n1LS0s2NjZeXt7m5uaIiIiMjIxPnz45OjqKiIj4+PiAw7i7u9vd3V1CQuLSpUu3bt3i4eFJS0tbXGkNDUEfRCIRST179+6djo7O6dOn7969++3bNwcHh+7u7itXrnBwcBw4cMDJyam4uFhcXNza2pqXl5eJiQlK8TZv3szMzBwaGnrp0qXq6moSiTQ+Pj44OAiN9MhkcmNjY3x8fEFBASJaT05OTk1NQbfna9euXblyZWRkZGBgoLm52cLCwt3d3cLCYv369SwsLIqKiiQSaXZ2dmpqCuI1KBQKiUQCURmqMFtbW8PDw7W1tQcGBhDGjDR7o6KaMQoUKFD8FKDMGAWK/wag/URzc3NYWJiwsLCEhAQ/P7+rq6uGhoagoKCtrW1ra6uWllZra2tfX19KSkpOTk5ra2tTU5OFhcXJkyezs7OrqqoGBweBDUMyLrJGv3r1HCjR/4wZQ2wwOJUnJibAmjw7OzsxMZGRkaGpqRkSEtLc3NzX11dVVVVQUFBaWvrw4UOwN0BkL5iq5+fnv3z5EhgY6O3tbWlpqa+vX1xcPDw8HBUVFR0d3dTUlJ6eLiQkRE9Pz8TEtHXr1szMTE9Pz+Dg4MePH0dFRZ08eZKenp6ZmZmBgYGfn19TU1NVVXXr1q3q6uo+Pj4FBQU2Njb79u2jpaVlZWUVEhKSlpZ2dXWVkJAQERFRU1MzNDS0traWkpJav369kpLSs2fPEhIS9PX1MRgMqMUkEun9+/dxcXFZWVl4PP758+c3btzo7+8vLy93dXV1cHAICws7c+bM9u3bVVRUjh07ZmVlZWlpuXfv3q1btwYGBoKx4fjx4xBtISYmdvToUVlZWTc3t6SkJF9fXz8/v1evXrW2tubk5BgbG/v6+qanp3/48OHNmzcaGhqXL1+Oj49va2t7/fp1VVXV0NAQPNP6+vqioiIlJSVHR8eqqqr379+/ePECxHuwTyDBFEDuYQoEich1dXVaWlplZWUEAoGyqk/h6o4Pf/47jgIFChR/a6DMGAWKH/G7pTCwETEct7W1OTs7p6en8/DwWFlZ1dbW3r1718XFZWFhYXBwkEwmj42NffnyJSYmRl9f/+bNm21tbVQqFSy5SI4B4l0G+ROMuf8DaXA1OUa8H+Pj43g8HovFJicn+/j4RERESElJhYSEYDAYoHFLS0sTExPV1dW6urpTU1Nubm6lpaUvX76MjY0tKipaWFhISkoKDw83MjJSUFAICgr6/Pmzq6urrKwsLy8vNzf34cOHeXh41q9fDyFoHBwcO3bssLa29vT0lJOTo6OjA+q5Zs2aI0eOPHz48OXLlxoaGjw8PGZmZj4+Pjt27FizZg2kp7Gysq5du1ZJSenVq1ffvn3DYDDe3t4bNmygpaWVlpbGYDAQ7nb//n1nZ+e+vj4DA4Pu7u6nT58GBQW9ePGiu7s7MTGRl5c3IyOjv79fX1/f0NDQx8dHRUUF4iYcHBykpaXt7OyioqKuXr3KwcHBzc1NS0vLxcXFycl58uRJAwMDQ0PD7du3t7a2+vv7i4iIsLGxSUlJRUdHOzk5+fr6NjQ0vHjxQltbe9++fYaGhl1dXbOzs5aWlp8+fXrx4oWVlZWhoaG/v7+MjExubq60tPT+/fsjIiLevXvn7e2trKxcXV196tSpXbt2xcfHQ2oH0swM7NEkEmliYqK1tdXV1bWgoACYMbwP8IgRyzgKFChQoPhTgTJjFCh+BFLNBiYE4DFQ3YVEcc3NzREIhLdv3wYFBYWHh2MwmLa2thcvXmRlZbm7u3t6et67dy89PT0rK6umpgbJ5UVqs4D0gOsXaRGHaIRwGYjNFK4H4VLwXyQxF9F3Ec0YLnJ4eNjPz+/QoUOMjIxiYmJpaWkYDAbpKkIkEt+8eWNjY6OlpfXs2bOUlJTk5GRnZ2dra2sjI6Nz585dvHiRlZX1yJEjfHx85ubmPj4+FhYWMTExra2tDx8+VFNTO3XqlLKysouLS3JysqGhIQ0NzdatW48fP75nzx5GRsZ169Zt375dXFz86tWr/Pz88vLyFy5cEBQUVFFRWbt2LQsLCz09PbBSISGh/fv3h4eHBwYGQm8/X1/fffv2CQsLu7q64nC4/v7+lJQUU1NTPz+/7OxsFRUVPz+/ixcvnjp1KiYmJioqSkxMbOPGjWBTdnZ2vn//fktLy9OnT42NjdPS0ry8vDg4OOjp6Wlpaeno6Hbu3HnlyhU/Pz8ZGZkXL15YWFgcPnz4wIEDQkJCEhISampqbGxsx44ds7e39/b2NjIy8vf3LykpcXV11dTU3LNnj5SUVHZ2dnd3t5eXV0xMzOXLl3fv3k1HR0dHR7dp0yYZGZmRkRFdXd07d+5UVVVlZGRoaWm5uroODQ2VlZVlZ2c3NTWRSCQo4IO3oqurq66urqGh4fnz57a2tqampi9evCASiVCCCW8dGDBQwRgFChQofgJQZowCxe8DuMv8/DyRSIS8XiRGDUnmHxsbg7QKf39/AwMDW1tbyCaDI4DGDMVbvz0+4mCGdnGrP1otAIN2CMlfBAIBLoay0v8CCDp8a2pqKjU1VUZG5tChQ3JycqCYHjp0KCAgID4+3sbG5sWLF0CsX79+ffHixU2bNm3btu3ixYuamppgb2hsbCwuLr5+/TozM/OaNWu2bNny6tUrfX19Li4ucXFxW1vbffv2iYqKMjAwsLCwHDhw4ODBgwICAgoKChs3buTk5OTj47t06ZK4uDgLCws7O/vly5cpFIqYmBgvL+/p06dlZWVPnjzJzs5OQ0NDS0tLT0+/bds2DQ0NQ0NDbm5uJSWlT58+RUVF6enpHTlyhJ+f38jIqLy8nEgknj9/XklJ6fnz53DLAwMDFAqluLg4ODg4IyOjoqIiMDCQiYmJg4ODhoZm7dq1UlJSXl5epaWlOBxuamrqw4cPCgoKbGxsa9asAXJMT08vICAgKSlpamp66NAhOjq6NWvW7Nq1KzY2Njs7W1ZW1tvb29jYeOfOnevWrTty5MixY8ciIyOtra1NTU3z8vKGh4cTEhK2b9++d+9eTk5OJiamU6dOXbp06dixY1DVt3HjxrCwsM+fP2MwmIaGBhKJRKVSIc0DmRdBtMXc3BwGg7lx44aPj09OTs7ly5eZmJjOnj3b29s7NTWFNDuE5zsxMfF/qHc0ChQoUPwfBcqMUaD4HYCwNzMzAz2cwQYKgm5ra2tcXJy1tXVoaGhtbe3IyMjXr19hxR84LlBqiCkArRfyiX8LONcPRgj4HXRicF+A2Dw/Pw8XAyIikUicnJwcHR2tra319va+f//+jRs3rKysXFxcpKSkGBgYmJiYnJ2dw8LCHjx4UFBQ8PLly0+fPv36669HjhwBW0VMTIyRkZGcnNy1a9d0dXW1tLSuXLkiLCzMyMi4Y8cOf39/c3NzW1tbZ2fnxMTEgIAAGRmZgwcPsrKyMjMzHzlyRFdXV05OjoODg4mJac+ePdzc3KamppcvX75586arq6uenh4jI+OhQ4c4OTlBQmZnZz958mRkZGRubu6JEycg2vnEiRMiIiJCQkIxMTHz8/M1NTXJycmhoaH37t17+vRpQ0NDXFzc1q1bhYWFbWxsQkNDs7Kyurq6vL293dzcysrKqqqqysrKIAn4xo0bOTk50dHRlpaWzs7O4eHhd+7cMTU1tbCwEBISAsMGLS0tAwMDIyMjAwMDHx/foUOHdu3atX//fnl5eR8fn9bWVltbW35+fj4+vq1bt8rLy6elpYWEhMTHx5eVlcnJyampqdnY2Fy8eJGdnf3o0aM8PDysrKze3t53797V0tI6ffp0TExMWFhYTExMSkoK9IUhEonwZKempuDdIJFIra2tPj4+ysrKZWVl0NuFm5vb0tLy9evXRkZGXFxcra2tBAIBmDTMf/7JckwUKFCgQPG/BMqMUaD4HVAolPHxccgTwOPxILWWl5ebmpoeP35cQ0Pj4cOHw8PDkNELjHlmZgaPx0NIAhxhamoKUYt/lxkj/Hh1HzXqSjovmUwGlRRaQ8NHyOkIBEJmZiYXFxdUsK1du9bGxiY6OlpHR2f37t2XLl1KSkr69OmTr69vXl7e6OhoY2Ojtra2nJxcRkZGcHCwqqqqoKCggYFBTU0NFos9cuQIAwMDDQ3Nvn37TE1NIyMjbW1tExISwsPDjx8/zsbGxsrKun37diUlpdTUVF9f3927d0Oqw6ZNm7S1tdvb28+ePcvBwXHo0CF1dXUlJSU+Pj5NTc3o6OhLly5dvXrV1NRUXV1dQkJCR0fn2LFj27ZtExMT8/DwyMjIKCsrGxoaGh8fv379upqampGR0bVr17S0tE6dOrVp0yYWFpaNGzcyMjLu3bv3+PHjx44du3DhgqGhoa+v74EDBxQUFJydnSMiIiIjI42MjLZt2wZRGCwsLNDTjpGRkYOD45dffoEud/T09PT09Ozs7L/88gs9PT0YnaWkpNzc3G7cuKGtrU1HR8fLy8vPz29oaGhjY6Ompnbt2rXIyMh169bx8vJqaWlBiLWoqGhUVFRubu7Dhw87Ojq+fPnS1NQEE5uJiQlYVQBGu7S0hORRTE5Ogr0bpjqVlZW2tra8vLzMzMy//PKLsLBwTk7O8PDwkSNHbt++3dnZCcWUq63GKDlGgQIFij8bKDNGgeJHQGIAeCEgwranp8fb29vZ2TkwMPD169djY2OgAiJqLtRRIS3ryGQyGB5AAP7BTbE6eBg4MfyJqMVUKnVxcZFEIvX19b1///7Bgweurq63b9++c+fOxMTEixcvvL29paSkeHl5jY2NKysrExISIG5MUVFRXl5eRUXl1atXS0tLxcXFnZ2dDQ0Njo6OR44cUVRUDA8Pd3NzExAQEBUVVVZW1tTUNDMz09XV5eLiMjU1zc7OjoiIMDExMTY2vnTpkqOjo7q6+rFjx3bu3CktLW1tbS0tLX358mVBQcF169bR0dGdPn3ayMjo9OnTqqqqzMzMoIBeuXLFzs4OqCorK+uWLVvu37+PxWLJZPLo6Gh9fX1AQEBgYGBFRUVjY+O7d++ePHly9+7d2NjYgIAAf3//wsJCDAbT09PT19fX19fX1dU1NjaGxWJ7e3uxWCzYjsFmMDExMTk5CenC0HiPSCSOjIzgcLihoaGBgYHBwcHBwcGBgYHS0tLIyMiEhISkpKSQkJDg4GBfX9+YmJiQkBAfHx8tLa3du3dv2LCBjY3txYsXPT09np6ex48fh7YjT548mZ6ePnz4MHijN23aJCUlde/evc+fP4MejNRNIjVzeDwelgumpqaampqioqL8/f0DAwN9fHx8fX2Tk5PfvHmDwWDgxaipqdHR0eHh4TExMRkaGpqbm0tKSuLj4/P19W1uboZJESS4ocwYBQoUKH4CUGaMAsXvAMzB4GTo6uqys7Pj5OQsKSkZHh4GnyhEEQPAOEFdkX6RajlEM0YIzQ8Ja0iFH5AqEAiXl5fn5ubq6upiY2Pj4uJu3LghKSl57tw5YWHhuLi4ycnJysrK6OhoT0/PiIiImpoaEJihF4a7u/uZM2cOHjzo6Ohob2/v7+/v4+Ojrq6uqanp6OgoLi4eERFhbGx89epVR0dHfX39Xbt2rV27loaGRlRU9M2bN1FRUZqamhcvXvT393dzc7O2tubg4JCTk7tx44aent6ZM2dERUU3bdq0Zs2a48eP29nZ3bp16/Tp07/88gsNDU1sbGxhYeH58+dFREQiIyOJRGJbW1tAQICLi8vp06dTU1Mh/3hkZMTFxcXb27uysjIlJSU6OrqyshJGaXJyEtRWxFJCpVIRIwFSiQhTDkgyRqYW0MeEuhL6iwwyHBmmOkiBI9I7A/rqUSiUkZGRV69e+fj42NjYGBgYbNu2jZGRUVxc/O7duy9fvoyJiREUFDQ2Nvb29i4uLsbj8YiOC9F409PTIAYTiUR4gvHx8RBs19fX5+fn5+XlFRYW5uLiIioqev78eXd3d39//69fv0I3ljdv3oSHh+fn5y8uLkJYsomJiZmZWVVVFThnVr9sKFCgQIHiTwXKjFH8HQFMFHgSqHFATOFPkIHn5ub6+/sTExOVlJRu3749Ojq62g282veJ8DZY/kYOvpoEz8zMAGdCMiVmZ2ehhxyJROru7s7Ozg4NDXV3d9fT05OXl5eSktLS0nrz5g3Ioj09PfHx8Q8fPuzp6fn+/fu3b9/q6+vr6urGxsby8vKCgoICAgLy8/MbGhra2tqamppSU1OhdYWwsLCkpOTx48d37dq1ZcsWNTU1Hx8fNze3EydOQNjwzp07ZWVlGxoaMjMz5eTkzp8/f/v27aioqKGhoaqqKiUlJQEBAU1NTTk5ObAi7N279/r165cvX7a3t8/IyMjPz3dwcHBwcDAxMWltba2trY2NjQ0MDCwsLOzq6nr06NGdO3dCQkIKCgrevHmTm5sbEhLi5uaWlpY2MDCAUNsf8GcnlK1W65HHgXjK37x54+vrq6GhceXKlYiICH9//0ePHrW1tcE8B2m8NzAwAO/MwsLCt2/foLNdW1tbRkZGW1tbXV3d48ePoYIQgvkgigSPxxMIBKQok0gkwgsD7oupqamxsbHe3t6amhoTE5OoqKj29nYikYg04UOD21CgQIHizwbKjFH8HQHkFckHIJFIYOqlUqkg905PTxcXF7u6ukKWLZVKXVhYQJqW/VAOhbgjgN9QqVRo+AxL7T80aJidnQX78vJKI7QXL15AB2MpKanc3Fy4mNUHn56enpycXFhYqK2tNTIyEsGiQyMAACAASURBVBUV5eTkZGNjExMT8/b23rVrF/hlmZmZBQQETExMvL29z507R09PT0dHZ2Vl5eHhoaCgAAnEWlpaUlJSrKystLS0LCwsOjo6ExMTzc3NR44cMTEx2bdv3/r1648cOWJgYODt7f3+/fuHDx8KCgr6+fnl5eUZGhpaWFiEhYUlJCRUVlZmZ2fn5+d3dnbCLGJycrK+vj4xMfHu3bvR0dH29vY6Ojo2Njb29vb19fV4PB4x3Y6NjS0vL+PxeChYXJ1M93PcAoiVBUnKm5ubA+KL+LnJZHJ3d3dhYeGVK1e0tbV9fHwyMzPfvXuHxWKhAXVZWZm5uXlISEhsbKypqam0tLSpqWlAQICxsfGvv/7a2NgIujKI2UQiEbHWIOl7RCIRQvSguSDMxG7evMnFxdXe3m5kZOTg4PD582eIb0N9FChQoEDxc4AyYxR/RwCLpVKp4ONcvUA/MzPz5MmTlJQUHx+fZ8+ejY6OQidkIDR/UEiHdCkDbRgEyIWFBVivh3os6HgHBBrpfpeWlpaXl1dbW9vR0TE2Ngbkm0wmQ24XmByio6OjoqKSkpIiIiIUFRXV1dXd3Nzs7OzY2dnZ2NiMjIysra3FxcW5uLigBG3dunW0tLR79+69dOnSzZs37e3tAwMDo6OjRURE6OjouLi4oCfz5cuX09LSuru7tbS0ODk5AwMDa2pq6urq3r9///LlSxMTExkZma1bt7q4uLS3t3d1dT158sTc3BwCkr28vB4+fFhbWzs8PFxRURESEmJraxsYGPjo0aPa2tquri4ikTizAjDggvCJGGeRIOffTjb+7Ke/2ueNiP3UlU7asytAXon379/fuXPHwcHhzp079+7dS0lJ8fX1raio8Pb2trW1tbS0dHBwSEhI+PjxI0x74LvwCxg8IJwY6d0NEjKMwLt37+zs7ExMTB49epSTk7N582Y9PT0PDw9ra+uEhATEzYz2wEOBAgWKnwCUGaP4OwJ0uKWlJeCvRCIRvMJdXV1ubm58fHz5+fnQVxmCJpaXl3E4HGWld90PiiNC7GZnZ8fGxkAsBIL7/fv3V69eVVRUfPnyBTbC+jvyrYmJCWBRQH3m5uZAR6yoqGhtbcXj8bdu3WJkZKSjo6OlpYUk4GPHjiUnJ4+OjsI1UFd06JiYGGFhYR0dnZaWljt37ujq6tbX18M6PplMJpPJRCKxsLDw5s2bwGK1tbVv3ryZmZnp4eHByclJS0traWnZ3Ny8sLCAx+N7e3u1tbU1NDR0dHTU1NQuXLhw4cIFKSkpFRUVe3v7np6esbGx0dFRmFqMjY0huibiFaZSqUD+YDvCRPF4/A9bfppa/J8B1hCQ8GmkDSFYxuHT8fFxoPg9PT05OTnKyspFRUVTU1MQ0ldXV2diYuLu7v7bG4HJEkyEqFQqMG/4aGxsDAaqp6cnNDRUS0urvb1dQkKCg4NDSEiIh4fn0qVL379/p650eEGBAgUKFH82UGaM4u8IKJxCcrXm5+e/ffsWHR0NlmIsFjs1NQXlWUg12GoSvLqEDlRAEEGR5iCLi4v19fU3btxQUlLS1dW1srJKTk4GkgpfmZ2dhQZ4ICUWFRVlZGQ8ePDA399fVVWVn59/w4YNhoaG2traPDw8W7duFRISOnjwoIaGRkhISH19/djY2Pj4eENDQ2JiYkZGRnp6emZmprGx8YULF/z9/T98+HDr1i1HR8ehoaH+/v78/PygoKDg4ODo6OiIiIiIiAgnJ6fExMSSkpLS0tLi4uLCwsLS0tK3b99WVlb29PQsLCyQyWQwGEDAAlLBBg5sCoUC9BFpwre0tASEHhFEkXQ5GCtEPl+d4fCT2d4f8G+YKYGjFynyQyRt4LKrbwQeMXKnSDwFeGlA5UXeE9gHJgxIjAkcfG5urrGxsaGhoa+vr7q6+tatW+7u7uDVBtN5bm4uvFfgz0E1YxQoUKD4s4EyYxT/zkDICrAxykpTZaA+sM/09HRHR8e9e/e8vLxaW1uBDiIuCNARoQceALICgKaAojwyMjI+Pv7gwQN9ff2wsDBoSofFYoFpAV+EOFsk2Q04MWiQjY2NoqKiO3bsgD5tjIyMR44c+eWXX5iZmbds2XLhwoVHjx7B/hMTE/Pz87W1tffv3zc2NhYUFFRUVExISGhtbe3o6BgeHga39GpuurqsDT76gdmv3hPZgsSQ/Sse2l8Ov5soAnMbRO+HudNq5goDDu8J8FpkYQFsx1QqdXZ2Nisry8jISEFBQUZGRlJSUk9P7+jRo+fOnbOwsAgKCnr79i1MSKhUKuo2RoECBYqfAJQZo/i3BSJYIgEUsK4NfgYIJJ6fn8/NzfX29s7Ly8PhcLDb+/fvBwYGgGWuZtIInR0fH8dgMM+fP+/u7hYTE3N1dW1tbSWRSF+/fn358uXXr1+Ba8IaOplMhv+CRghiJAaDCQ4O1tDQOHr0KPRSlpOTO378+J49e6ytrevq6pycnJKTk7u7u8fGxj5+/Pj48eOsrKzQ0NDk5OSCgoLPnz8Dzx4fH4ebBZaGsHmEq61mxsj21fQOkTBhf0QJRpgx8MK/MydDBhBZQEDswr+bVUJd9e4h7nPEct3Z2YnBYEBlh4/IZPKzZ8+ysrK+fftmbm6+bt06Ozs7SUlJV1fXlpaW1asTf+engAIFChQ/BygzRvFvC2T1HLgdlUpdXFycnp6GhmSg+Gppad27d6+npweUuf7+/qKiIgEBgfj4+P7+/tUqIMjP8/PzbW1tnp6e0tLSbm5u+vr6/Pz8bm5uDQ0NBAKBTCYjAcYTExOQvbD6evB4PLClubm5kpKSzZs309DQ0NDQ8PHxZWZmPnnyxNTUVFVVtampaXR0dGhoKCgoSFpaWkpKyt3dvb6+Hqh2ZmZmcXFxfX39mzdvysvL+/r6EOsCUH9g4Qhd+8EYTV1l8EWw/JvEZWQjsvPPfXp/Iawexj8A9R896JDKB7OOiYkJ2AGLxX79+rW7uxuxHUMmRlpamp2dXUxMzPbt283MzFJTU11dXd+8eQOVmlQqFQ74d34KKFCgQPFzgDJjFP+2WF7poAGxwatjAQgEwufPn+3s7FxdXTs6OoCq9vb2QoEaMFqkNy+ov+CgmJ2d7evrS0hI0NXV9fLy6uzsBNkVsSwD8QUP8fKqFh5g3p2ZmSktLY2Li3N0dLxw4QI/P//Vq1f9/PzCwsIyMjICAgK0tLRkZGT09fWTkpJSU1NBG0aK80D8JhAIUC8IeXPAd5GgA8o/9sVYjX+e4K625KKa8W8ZMILfzj0QiRcUYvBOIEkUSUlJMTEx379/x2Kxfn5+09PTo6OjDx48kJGRgbaCbGxslZWV+/fvt7KyamhoAKsGrDb8q24fBQoUKP5WQJkxin9bAEmF30GvRYIUsrKyTp8+nZKSsrCwMDQ0hMfjKysrTU1NZWRkIMYBJFgkSgI5IHDTiYkJHA4H8jBSF4VIrVBpB7kTg4ODeDx+aWkJOj5gsdiKigobGxsBAQEhISF/f38bGxtWVtZt27b5+fk1NzcTCATg3xDfBlWAZDIZh8PBKVZfG+jfP9wysPk/GJbf0rvfbvw78+D/En8gG68mx8gkZHl5mUgkgvulr68vKirKy8urp6fn0KFDWlpa3NzcdHR0TExMwIyh2vLMmTOZmZldXV1INAqJREIfCgoUKFD8BKDMGMW/LUD3RWwGQGG7u7tTUlICAwNHRkbIZPLExASRSHz37l1xcTEGgyEQCLAzCMyUVe2IgWQvLy/DYYG2UiiU1U0cQBqELh6VlZUVFRVPnjxxdHQUEBDYvn07FxeXpKRkeXl5YmKivr6+iYnJ48ePh4eH8Xg8JIIhQjVwIKR6Dwl2gNADIMRwO0imGPz5u6z3f4C/OAn7L7kpMiAwq0Fk76WVptNUKhXG+QdFHLKoqSuDv7zS6Bv5HTFkw8GR3eAFgxkRhULp7e0dHR3t6el5/fp1VVXV4uLiu3fvPDw8Lly4oKmpqaGhsXPnTm9v77i4OF5eXm5u7oMHDx46dOjUqVO+vr7a2tqbNm26cOHC69evl1ayn5FG4v+iIUeBAgWKvwtQZozibwGgFAUFBaGhoU+fPp2YmFhaWsJiscvLy9HR0Q8fPuzo6ADmgRDi34JKpYKEDHrt/Pw8+EfhI6jMIxAIFAplZGTE0dFRXV09KCgoISHh6tWrjo6OpaWls7Ozt27d4ubmFhISSklJAZaGRMKtBkKz/oAF/muH9F+If2ZMwIGwvLxMIBDApAvjjEwz4FNky/LyMkxsCAQCzEampqYgqASZhyBnp1AoU1NTwIknJyfHxsbAsQPLFBMTE5ADXVhY+OrVq5MnT5qbm0tKSrKysrKzsx84cICXl3fHjh3V1dWcnJybN2/29PRsa2sbGhqqqanBYDALCwvBwcHOzs5v375Fliz+zo8bBQoUKH4mUGaM4t8WiMEXzLh5eXl6enpJSUk4HA54T29vr7GxcU1NzcjICNKdDtGGf1AiEecuRDog5Bj8o8C0RkZGamtrY2Ji3N3d9fT0duzYsWHDBllZ2aysLBwOh8PhOjo6zp8/LyYmdu/evfHxccisWJ3+i1w8omWizPi3+IMxQfwk8IBGRka6uromJiZmZmYGBga+fPkCFgV4akiDFVBkqVQquNLBNY7Yu6krLUvm5+dJJBL4hmdnZwcHB2dmZqampkZHR6HXydLSUl9fX2tra3l5uaOjo4qKio2NTW5urqioqKGh4aVLlyIiIrKzs21tbTdt2rRly5bOzs7k5GQJCYnbt293dnYiNL22ttbCwuLu3btdXV1wO7Ay8Hd+6ChQoEDxc4AyYxT/zoDStPHx8b6+Pmlp6fj4+I6ODlhGJxKJYOWEsDbguMsrXaMBv8uMKRTKzMwM+D7Bajw9PQ0lceC7WFpaOnHiBAMDAwsLCyMjo4CAgLm5+blz57Kzs319fdXU1B4+fEgmk5FzAf2CEAMk7Xi1OwJlxj/gj8cERhIecVlZGTs7e1ZWVkJCgrS09JYtW+Tl5YuKiuA4JBIJFFnwqMDbAo0PgfuCu2Z+fh5S/PB4PJFIhEYnJBJJVVXVz88vODg4JCSkuLiYQqGQSKS4uDhFRcXLly+rq6sLCAjw8/Obm5tfuXKFkZFx48aNrKysp06dUlFRYWZmpqGhSU1NnZiYKCsr09PTO3v2bFBQ0IcPH8CgHB0dHRYW1tjYCKejorIxChQoUPwUoMwYxb8tgO5AO7fY2Njz58+/f/8eSCfocBBOjHRlg1A2xDb6u1hYAQ6He//+/fDwcEdHx8jIyNDQ0OvXr21tbQ8fPrx79+4NGzYoKCiEhYWFhYXFxsa+e/eusbHR0NBQV1fXycnp2bNn1dXVhYWFL168gCV+YMZIpBoSgvuvHsJ/Jf7LicHvAszfs7OzU1NT9fX1UlJS8fHxFhYWjo6OT58+bWlp6ejoIBAIeDweFgq6urqys7Pt7OwMDAyUlZXNzMxaWlqqqqrS0tJKSkpIJBI8F0hPe/z4sZOTU2xs7NjYGJVKxWAwsrKyysrKurq6FhYWycnJRUVFt2/fvnTp0sOHD3Nycjw9Pa9du6ajo/P8+XMlJaUzZ85wc3OzsrKeOHEiNDT0+/fv9PT08vLyz58/x2AwhYWFKSkpIyMj0HQwJyfH3Nw8OjqaQCBAoMq/+oGgQIECxd8CKDNG8W8L0P8oFMr4+PiJEycGBgZWZ6iBWAgr1LCETaVSl5eXoRPyD6lnqw8LEu/MzMzY2FhfX5+mpubmzZs3bdp08+ZNHx+ftWvXsrOzr1+/3tPT8+vXr8ByPn/+LC4ubm1tLS8vX11d/ejRo+vXrzs4OAwPD1MoFBwONzw8PDY2huROAGv/Y47+782bl3+TuPxD+vJ/BsQdQSaT29vbY2JiXr16VVhYOD4+Dt9dWloikUh9fX2JiYkWFhb6+vp+fn4ODg4HDhwoKSkZHx/fs2cPKyurg4NDZ2cnVD0iQcJFRUWampqXL1+em5v79OkTFosVFxeXl5c3NzePiIioqKh4/fq1iIgIDw8PExPTzp07JSQkzp07x8TEdPr0aTwej8fjvby8YmJiwPQ8MzOjra19//79/v7+5eXl1dFsS0tLHz9+NDY2trKyGhwcXJ2IjAIFChQo/lSgzBjFXw6riQ7ChFYn9SJmA4RHgg8BdF8otwL9dXFx8fv3725ubgUFBXg8HhjJ7Ozs5OQklMpB6CxCduFTpFQLQtPgjNC1AVbqIUgYWjkUFxcfPnyYjY1t9+7de/bsYWZm3rRpk4WFxffv32tra318fBQVFRUVFYOCghQUFDg4OI4cOaKgoBARETEwMEAkErOysiQkJLi5uX18fL59+wYOVxKJhMFgEhISvn79Civ7lN9rR/efceXl5eWFhQW4L9gOJX1g9oCxWm3YQJrnISEbyPQA6SYNsiVwROBwMM5TU1MwjJSVltdIhSLsA2llSMxzZ2enn5/f06dPx8fH5+bmiEQi+BPAjjIyMoIMLCSHiIuLGxgYeHl5FRUVtba2FhQUCAsLnz17tq2tbXp6GoPBfPz4EdTfyclJGD0kJGRqagqPx8PkBy4PXhgwsZBIpMHBQRwORyAQBgYGmpqahoeHZ2dn6+rqamtr+/r6pqenEUN5eHj47du3y8rKEhMTRUREoEGdjY3N0aNHT506deHChfPnz589e/bmzZseHh4NDQ16enpKSkrOzs6enp7CwsIcHBxBQUG9vb19fX1YLBapAoSrQkZ4bm4OvNEzMzNEIjE6OlpKSsrMzGx5eRnmeP+if5EoUKBA8TcCyoxR/FXwX0piq9O4kPAyoGKrA7aoK/bisbGxV69eeXh4vHz5cn5+fnh4GOjv8PBwRUWFp6cnGEnBukAikSYnJ8FsirgaYP/VxobVsuXMzExhYSETExMNDc2VK1dSU1NTU1Pj4uKmp6djYmKOHj0qKioqKyvr6elZX1/v4+OTm5vr4uJib2//7NkzHA4HLHx0dLS3tzcyMvL9+/cEAgEUyuXlZRwOh8TD/Q8o0fJK2z8YIuBecHdwU9CuD5FRqVQqcFn4FgQww54Q0YCENI+Oji4vL09PT4+PjwNrh25/VCqVRCItLi5OTk6Oj48DmSspKbGzs6uoqBgeHp6enm5paTE3N+/v74fGyPX19YmJiY8fPwZNND8/X0tLKyMjY3h4mEqltrW1ycjI0NDQ0NHRKSgo6OjoHD16FKJ/169fHxMTs3PnzrVr1yoqKj579qy7u9vJyencuXPV1dWTk5PQVAVeCTCaI5MEoPswSmCeoawEUYNlAhh/W1tbQ0PD+/fvw8LCcnNzN2/erKenV1JSkp+fb2BgICcnFxsba2VlVVxcnJWVFRIS8uDBg4qKChUVFRwOZ2FhsXfv3tDQUCKR2NjYqK6u3tTUNDIyAiOGdCZHLM7A5kkk0sePH/38/Hbs2NHU1DQ3N1dZWWlmZmZoaAiTB5h+/HffBBQoUKBA8d8CyoxR/FXwB8wYAraWVwJlQV0DGgdCIPwCPBI8xIuLi4ODg5GRkcrKyv39/cCBiouLMzMz/f39r127BovaVCp1dnaWTCZDFR1EcUFbO2BXiAsZAi6Wl5d7e3tjYmIgYmLdunUsLCzr1q3buHGjj4/P6OhoTU3N3bt3MzIympubIX2CSCT29PS8f/+eSqXW1dWNjo6CDAkaJ7BMYPmI0ZlIJFKpVMi+oPymS/PyP8aHrQYS+kahUFYPGowY7AMpHIha+YMwjDBpmBJAez8SiQS2EGTEQEwFFZlEIjU0NGRkZExMTIDc+/379/Dw8KNHj5qbm3d3dxMIhLq6uqCgIENDQyMjI0dHRwUFBVlZWSEhITMzM0iSLigoOHTokLe3d35+vr+/v5aWlpiY2Pr163l4eBQVFTk5ORkYGGhpaWlpadetW8fExKStrZ2enu7h4SEiInL06FEbGxsjI6Pg4OCurq7m5ubAwEBPT8/Pnz9D58LV06fllcxj5EWanZ0Fbgq0GDY2Nzc7Ojru3r1bWFi4sLDw+fPn8vLy3Nzchw8flpaWPnXqFB8f3+7du6Ojo1NSUjw9PTU0NHh5eVlYWDQ0NPbu3Xvnzp329nboI1NbWwvjubTSMhqZa0EUBiIed3V1/frrrw4ODvb29t++fSORSFlZWbdu3QLpHXVToECBAsVPAMqMUfy18IOPAkClUpHGy6tlM4RkIOm/VCoV2SEpKUlDQyMkJASEz+Xl5dDQUCcnJxsbG09PT+qqjnETExN5eXnh4eE9PT0LCwvd3d2weI30CkHOGBoa6u7ubmNjIy0tLSAgsGHDhtLS0m/fvlVWVrq4uHh5eUGcLXUlIQGOACQVlD/qivAMvyD+USQYAZbUEc/xHwzRDxtX82PojUehUHA4HPRRm5+fh0Z61BX1HQBy79DQkLu7e1FRUU9PDw6Hw+Pxvb29g4ODMOwBAQEGBgZPnz6dmZnB4XDLKz3/JiYmamtrY2Njg4ODMRhMXl6eioqKgIDA3r172djYjh49unfv3p07d27dulVFReXp06cwCFFRUaamph8+fOjp6YmLi5OXl1dTU3vy5Ak9PT09Pf2dO3dyc3PNzMzY2Ng2btwoIiISHR0tJyd3/Pjx/fv3r1u3joaGhoaG5tmzZ/fv3z937pyBgUFVVRX00F5cXLx06RIPDw87OzsrK+vGjRt3795tZmbW3t4OBgYg9Msr3Q2R6QHcDjJQWVlZqqqqBgYGL1++7O7uJpFIra2t586d09DQyM/Px2KxjY2N169fNzQ0fPr0aV9fX3p6+pkzZ7Zs2WJkZPTt27f6+nq4nh/6hiAMmEwmEwgE5NkhM42+vj5fX19BQcGwsDB3d/eysrLMzExTU9ORkREqlTo5Obk6OAUFChQoUPwZQJkxir8WVkt6oOohMiqwWBDhnj59Gh8fb2xsrKOj4+DgEB4eHhkZGRwcHBQUVFBQgMVioRNvXFycsbFxX18fKMo9PT2Ojo6HDh3S09MDAgor1E+fPnV2do6Li8Pj8XNzc1evXn306NG7d+9evHiRl5dXW1tLIBA+fvzo7OwsIiKyZcuWw4cP//rrr1lZWc+ePYuLi3Nycrp3797Tp08/fvwIMir0fQAxEgguYu0FEo8UilFWcmqXVroKI5ZfZCNg9XGQTmzIDquldDh+TU3NjRs3UlJS6urqqqqqXr9+PTMzMzIy4uTk5Ofn5+7ubmZmpqure/nyZWtr69DQ0Ojo6Hfv3qWkpBgaGqqqqu7duzc9Pf3r16/BwcFhYWHv3r0bGxv78OGDhYXF1NTUy5cvbW1thYSENm7cuGHDhmPHjunp6W3bto2enp6BgUFWVrakpAR8Ba6ursnJyQ0NDSMjIw0NDQ4ODuXl5SDltre3W1lZnThxIiwsrKOjg4eHx9nZOScnx8fHR0ZGZvfu3RwcHKmpqeXl5TgcbmZmJjY29vjx4/b29hEREfv27QsICAgKCnJzc3NwcIDoCWtr6507d4aFhX369KmmpiYzM/Phw4epqamxsbFlZWXDw8PwUoETBq4BpHoYNyqVOjs7i8FgHj169Pr1awwG09jYWFlZGRAQkJuba2NjExER8fHjRxwOV1FRcfLkyXXr1pWXl09OTubm5uro6JiYmECWBWKqBr4LXmc4IyLPj4yMODs7g6V4eno6Ozvb1NTUz88Pg8HIyMjo6urGxMSYmJjw8/Pr6OjA6gGqGaNAgQLFTwDKjFH8JQCr/8BWkTowhCZSqdT+/v779+9bWVn9+uuv0dHR9fX1vb29UNIEtVyrK8CAfc7NzX3+/NnNzU1FRaWnp2doaGh0dDQiIuL06dM6OjpgDCCTyc3Nzfr6+qampo8ePQoKCtLU1JSQkNi+fTszM7OoqGhcXNzw8PDi4uKHDx9SUlJkZGS2bdvGw8MjJiYmKysrKSmZnZ1dWlo6PDwMvmQ8Ho8UCyKZX+Ao/YN7/89kYMThANwIOPfExMTQ0FBvb293d/fAwADc/sLCQmRkpIyMzI0bN8rKynR1daWlpR88eKCsrCwrKxsUFFRfX19SUiIjI7Nz586AgIDW1taBgYGGhobHjx8rKipKS0vz8fEdOHBAQUEhPDz827dvnz59YmNjMzU1LSsrm5iYmJiYePv2rbOzs6Sk5MGDBwUEBE6ePKmsrKyuri4sLBwbG9vT0zMwMNDd3d3b24vFYgcHB/v7++Pi4r58+YLH48lkMplMJhKJYEEG30J3d7eLiwsPDw8PD8/+/ft37ty5Z88eLS2t+Pj4jx8/dnV1vXv3rrOzs6+vr76+Pisry9TUlI+Pj5eXd/fu3XJyctBduby8vLi42MDAQFVVtaSkpLOzE2g04qtZXT6Ix+NHR0fBwDA6OkoikcDKAjWIi4uLnz9/vn//fkVFRW9vLzS36+jomJqaKioqcnFxqa6unpuba29vv3v3rpWVVWtra21t7ejoKIFAQDp9wPrA3Nwc1P+Nj48PDg7eu3cPcTADEe/u7lZUVPz69WtDQ4Obmxu8dSIiIq6urgcPHmRiYrp8+fKvv/7q5+fX2NgI9ZSoyRgFChQofgJQZoziLwFwea7eAgv909PTeDy+vLz87Nmzjx49Gh4ehmowIB/UFVpJXXEIIBwUvLzfv38PCQnZtGnT48ePd+/ezcPDc/LkSUFBQW1tbfAMAEt7/vy5jY2Nj4/PwMDA48ePWVlZ161bZ2Nj09jYCH0fYO2bQCBcuXJFV1f36tWrCgoKFy9etLW1jYqKwuFwiH8Uzj4wMJCZmdnX1/e/HBa4C6jJW1pa6uzsvHPnjpiYGATDgWfg119/9fLy0tbW1tLSevToUVpa2tq1azds2LBu3TpOTk4PD4+Wlpbx8fH8/Pzt27f/8ssvFRUVOBxuYWGhtLT0ypUrBgYGOBxOQUGBhYUlJSUFbACgr1taWj5//hz8HkA0wX8CT2dsbAy6weHxeOpK+d3U1BRYtIuLizdv3rxhwwY123+2wAAAIABJREFUNbXw8PDm5maoe0Nq+GDOAz5sUFh7e3sDAgJOnToVEBDw/v37iIgIMzMzc3Pz+Pj4trY2iGv4+vUr1NjNzs7icLjm5uaXL18mJycnJiZSVhLZwB0OlhIglCQSaWJiIjQ09ObNm0+ePBkeHnZ2di4qKhodHS0vL8/JyXn//j2YQw4ePDgwMDA5ORkaGqqurn7p0qVTp061tbXh8XiomZudnX306BEXF5erqyuZTC4vL+/q6gJBF3lYsGdFRcWdO3diY2OHh4dpaGhERERqamqgCG9qaqqxsVFOTm779u0pKSk9PT15eXny8vLbtm1TV1cXExPbt2/fqVOn5OTkfH19u7u74WVAyTEKFChQ/ASgzBjFXwLgHwDiBRRzbm5ucnKys7OzsLDwwoULjx496uvrA9IGxUywbI1kC8BXkDZysL2/vz8qKoqXl/fJkyefP3/++PFjTU1NSEiInZ0dcB0wm46NjZWWlhYUFIyPj4+OjmIwmLS0tJaWlqmpKRKJhMPh+vr6qqqqzMzMMjIyGhoaHjx4oKOjo6en9/bt26WlpYaGhszMzKqqKqBlZDK5r6/v0aNHXV1dyCX9wb2v9lWvLqEDIPc1Pz8/Ojra0tLy8ePHL1++tLW1tbS0YDCYhoaGmzdvguIrKCjIz8+/efNmOjo6aMKnrq5uYmKiqKgoKCioqKjY2NhoYWHh4+NjbW1ta2ubnZ3d0dHh7++/Zs0aFhYWMzOz6urq8fFxLBY7OjoKGcDgCpibmyMQCENDQ0NDQ+CL8PX1VVRUvHjxYmJiYnh4eGtr6/j4+NDQELRinpiYaGtr+/jxY21trYSExJ49ewQFBYWEhI4ePXry5ElLS8vY2NjMzMza2tqhoSHQmIeHh/v7+6FzCmi9k5OTjY2NycnJcnJy/Pz8oqKiFhYWz58/x+Fwnz9/tre3z8/Pb29vh9SRyclJYMygsn/58iU9Pf3Ro0djY2PPnj1LSkqC+ktjY2NhYWFBQcHS0lJLS0tVVdVTp04pKipGRkYmJiY2NzfjcLjk5GQpKSkJCYmwsLDnz59HRkZ2dnZ6eXnJyclBNFt5ebmzs/Px48f5+PgyMjIIBEJ1dbWRkVFAQIC6uvqDBw/gqj58+BAeHq6trV1WVqahoSEgIHD06NFjx46pqqomJyeHhYWxsLCws7MfOHDAzMzs3r17jo6ObGxshoaG0Bnk1q1bGAwG/DaowxgFChQofg5QZozir4L5+fnv379TqdSlpSUIi3jy5ImEhERISMjk5CTwA8SmCZz1h3xfKpWKkEvQI0kkUmdnp46ODgcHx9GjR/X19SsrK589e3b16lUw1JLJZOhj197ePjg4ODU1RaVSZ2ZmsFgsFLG1tLS4u7srKChwcXF5eXn19/eDeNne3p6YmFhXVzc/Pw+RvXDGyclJuBIkXQ547R/cOGKtRuzCSN4tUuuG8GMQjyFvDiIsqFQqRM5BKeHQ0BAOh0tPT9+4cSMPD09mZmZQUJCAgAArK6uamtry8nJFRcWJEyc2b95sZmaWkJBw8uRJGhqajRs3MjExycrKxsbGpqSkqKqq7tu3j5WVNScnZ3BwcGZmpr+/PysrS01NTUxMbMeOHZKSkunp6aOjoxQKZXx8HGwbCgoKvLy8Z86ccXR0TEpK8vPzKygoOHjwIAcHh6SkZFpaGngqcDhcU1PT0NDQ1NRUXV2di4uLpKSknJycgoLC1q1bubi4AgMDIdh4enra2NiYiYmJhYXl9OnT1tbWFhYWTExMHBwcMjIyGAwG+OLi4mJ/f7+/vz8/P/+HDx9mZ2c7OzuTkpLc3d1ra2vXrFnDyMj44MGDtLS0sLCwoqKipqamLVu2cHFxubm5vXr1ytraGrzOoGpnZmaePn3a09OzpKQkNDQ0JSWFSqUGBwc7Ozvn5ua2tbXl5uZycXHRrEBISMjJycnZ2VlISEhISIiTk5Oenn737t2GhoZWVla3b98eGBjg4+NraGiAgRIXF2dgYODk5PTy8uLk5ISu0WxsbPT09Nzc3KGhoQQCQUxMzMvLq62tjUwmj42NUSgUyAZBNWMUKFCg+LOBMmMUfwkA26NSqRAqXFVV5e/v7+/v39DQAG5dJFsAuniAqxi0NCSz4odcC9gBi8UmJCTs2rXr06dPHR0dWCw2NTX15MmTx44do6Wl5ePju379uoeHR2hoaHFxMQQbQ3ra2NhYa2vrt2/fCARCV1eXoqKin59fZ2cn2JcjIyPv3LlDIpGAsiNNQBBzMJRb/TZP43exurRuNTOGX5C4MaTeDtg/DAgYWJH0N6QIr6mpqaKiwt7e/uDBg+fPn8/Ly0tPTxcWFt6yZcv+/fs9PT3BrmBpaRkXF8fCwrJhw4Zbt241NjZOTU319PTExsbW1NR0dHS8fv3azc1NX1/f1tY2MzOzq6ursrLyzZs3ubm5kZGRFhYWcnJyDg4O8fHxsrKyGhoaEGSmpaW1bds2OTk5Pj6+HTt2aGhomJubKygonDhxYv/+/d7e3l1dXXl5eebm5nZ2djU1NQMDA5KSkt7e3oWFhS0tLRUVFY6Ojtra2gcPHrS1tY2IiDA1NT148CA7O7uYmFhubu7k5GRfX190dLSGhoa4uLi+vn5JSYmNjc358+c9PT3v379fXl7+9u1bEREROjo6ZmbmqKiou3fv+vv7R0ZGhoaGlpWVFRUV2dnZHT58mJeX19raGlYkRkdH7e3t9+7de/78+aSkpI8fP5aVlSkqKnJwcPDx8bm6ukLkn7e3d1paGj8/PzMzMx0d3d69e1VVVaHcUFJSkoWFZcuWLezs7ExMTBs3bjx06ND+/fsvX7589uzZCxcu2NnZmZqasrCwMDEx0dLSMjEx0dPTMzIyioiIhIWFPXnyRFtbGxKgYW1k+R/b46FAgQIFij8VKDNG8fPw2zozhMWCR4JKpY6MjGRnZ1tZWRUWFs7Pz4MsijBjxD7xz9TpIz3bZmZm1NTU5OTkbGxs4uLibt++vW/fPlpaWhoaGgYGBhkZmVu3bkVHR5eWljY1NXFxcSUlJY2MjECJWG1tLQaD+fLli4aGBvTpLS0tdXZ2DggImJiY6O3tnZubGx8fRyLAEJUXrgFht4iLenVMGLS7Q3YG0y18BDI5bAeqjYwVHAQY8+8C9oFBW1paKisru3jxIj09/S+//MLAwEBDQ7N161ZjY+Py8nJoknzy5EkSiQQVih0dHUFBQdzc3GfPntXT08vIyCgvL8/OznZwcHBycvr27ZuFhcWePXvWr19PT09/69atiYmJlpYWbW3tHTt2nDlzhoODg4mJ6ciRIy4uLsPDw1paWsXFxVgsNiMj49y5c3R0dKysrOfOnTM1NeXi4jpz5kx6enpJScnZs2fPnDkDA9jc3Ozi4uLt7d3U1KSnp3fs2DF7e/vdu3czMDAYGhpCSHBra6u+vn5iYqKUlJSurm51dXVXV5eZmdmGDRtYWFigwV5WVtaJEydA1mVnZ3/48OGHDx+sra1FRUWrq6vxePz+/ftDQ0Pt7OyUlZU9PDzAvN7c3HzixAlbW9uamprW1taIiAg2NjZubm55efmdO3cyMDDIycm9ePECMqGbmpoOHDjAzMzMzMwsIyOTl5cXEhKya9cuaWnprVu37t+/X0REZNeuXXAN69evZ2Vlpaen5+Pj09PTU1dXZ2Nje/Pmze7du2loaCBqo7293dzcvKCgYGBgAFkeWVrVtw8FChQoUPzZQJkxip+HP2DGoIYCy9TR0UlISOjv74eoitWxZYj79p9hxgh9hJXoa9eubd++nZeXd//+/SCRurm5GRsbKykpqaqqenp6ZmRkODk50dPTR0dHj4yM1NfXAw9rbm6Wk5MzMDCorKx0c3MLDAx8/Phxenr69evX5eTkXr58OT4+DoEDcBdAZJH+EYjpGakRRBRfxD9KJpPb2tqio6O9vLwwGAx8F2mwvNppisTA/bbNx+o8Y3B3gL4+PT3d09Pz5s2b8PDwEydOaGtrq6qqXrt2zdbW1sXFJSYmprq6GlriYbHYe/fuWVpapqSkpKeni4qKWlpaCgsLm5qaOjs76+vr+/r6ZmRkCAsLJyYmPnv2zMvLS0VFRU9Pz9fXd2hoKDIyUkFB4dixY2JiYgoKCnx8fKysrOLi4uLi4hYWFlZWVidPnqSlpeXh4fHw8MjLy8vOzra0tNTX1y8oKCASiYGBgaamplevXr1y5cq1a9cuX768Y8cOVlZWWVlZXV3dqKioly9fpqSkKCoq6unpCQoKOjk55eTkZGZmenh43Lhxo7Cw8MmTJ15eXpcvXxYREREQEBAWFmZjY9u7d29AQAAGg3FxcREREdHT07t7966Kikp6evrIyMjk5GROTo6fn9+nT5/A5t7e3h4SEpKWlvb169fOzs6ysjI8Ht/S0nLlyhV/f3/wDUtLSyspKYmKiqalpT19+tTX11dUVBT68x09etTJyenOnTtWVlYeHh5ZWVkeHh4gD69Zs0ZMTExDQ+Po0aNMTEyMjIxRUVH29vby8vL37t1rb29/+PChl5fX4ODg6iA/eNWRX1CgQIECxZ8KlBmj+Hn4A2YMtHh2dtbGxubly5ejo6PIOvLqRhv/AwBBJBKJJBIJXJ6ampqBgYF79+4NCwsbHx/X1tY2NDRUUVHR1dV98uTJmjVrEhMT+/v7FRUVlZWVS0tLMRiMqKhoV1fX7du3ubm5b9y4YWZmtn79+u3bt0tISLS2tgKLJRAI4H6GMGMgxxCgCzWFSBrdDwVVIEASCITExEQ7O7vy8vLS0lI3NzekRhB6Q4CcDGPyx3MDODuVSoWTIkZnCoUyNDQEThJ9fX05OTlOTk5xcfGvX7+2t7f39PRkZGQEBgZevXr12LFjwcHBa9asAaXZycmpv7//w4cP4uLimzZtOn78eHBwsJGR0cGDBzds2LBmzRrQiYuKimJiYkJDQ1+8eFFXV+fg4EBDQ3P//v38/HwzMzMeHp4tW7ZoampOTk4mJSWpqqrGxcX19/cTCIR3797dunWrrq4OhNuWlhZ7e/uNGzfS0tJKSkreu3dPS0uLn5+fk5OTlZUVEotHRkZevXoFYczBwcFycnI3btywt7cvKir69OlTWlqauro6Ly+vuro6+HS7u7u1tLTAvUBHR0dDQ8PBwZGdnf3t27esrKz4+HiYh1Cp1JSUlLi4uLq6utLS0qioKDCr6OjomJqa1tTULC0tFRUVwRFoaGigAFFfX5+env7YsWNtbW0jIyNKSkrbt29XUVF5/vz5wsJCW1sbDKOPj8+nT5/weHxNTc2VK1ciIiLa2tpcXV0/ffpEJpNTUlIEBQXv3bsHDxGZ1yGzoP/NvwIUKFCgQPFPAmXGKH4e/lgzJhAIOTk5YmJijY2NYE5AOrT9wQH/4NPVibZgHQaakpiY6OTkFB0dzcPDk5ube/XqVX5+fjY2NgkJifj4eDY2thMnTly8eHHXrl1SUlIeHh7Ozs5KSkpkMvnjx495eXnW1tbi4uK8vLxbt25NSkp6+PBhXl5eX18f8GNo8AF5YQghBu8yUHxEV8bj8a9evbKwsADV+f3790ZGRmfPnk1NTe3r61NQULCwsIiNjW1oaIAGfqvFY8Qy8cdAFOvVNP3du3c3btzYuXOnoKCgq6trZGSkqKjounXrGBgYHB0d29ra6uvrr1y5cuLECXp6+sOHD3t5eenp6R06dEhKSsrBwSE7O9vCwmLHjh1r165lY2Pbtm3bpk2bxMXF9+/fr6ioKCoqeubMGSUlJTk5ubVr1zIxMamrq+vq6p46dUpZWRkSP65fv25paVlfX4/H44eHh/Pz8y0tLXt6erBYbHR0NLQSvHr16qlTp0JCQvr7+2/fvi0qKsrFxXXw4EFLS8tXr14FBQVdv349PDy8qKiouro6KSlJXV3d2trazMzMwMDA19c3ICAgPDw8JSXFzc3tzZs3Dg4OQOIZGRm3bNmipqYWHR19/PhxRUVFyIVoamoik8lTU1MXL150cnIqKSmJjo6+c+fO8+fPHzx4YGhomJqaWl1djcViS0tLtbW1t23bduHChf7+/r6+/8fel4dT1ffrk3lWpDIlUSqZyzyVIWNkHpPMQuY585DMmYdMmVKSRCFlHqIkUSRTZLb3RqTYvz8+l3U5Pe/bOb/3vOd5n/ecff/Rte02lrXW3ute9/f+3Pe4j4+PpKSktrZ2bGxsRETElStXTp8+LScnp6ioaGJiEh0dfefOnZycnLKysvT0dHd39+Tk5NevXzc1NaWkpCgrK9vY2LS1teXl5Zmbm8fHxwM73x1psrVT1IfTjHHAAQcc/gTgmDEOfx5+w4wXFxcrKysPHjxYU1OztLQEjlsQU4Fu7sZ/8dchDmYo1/3x48f8/Pza2lp/fz+ovwkJCb6+vh8+fIiMjDxx4gQtLe3x48fx8PAOHjxISEhITk5+6dIlb29vCPaanp6Gxua1tbWpqamBgYG6ujpBQUEODo6XL19+/Pixurq6qqpqfn5+aWkJhUIhro/dGcArKyuzs7PQtLe8vFxTU6OsrDwxMTE1NeXq6srMzHzq1ClQDVEo1Ldv3xYWFjAYDFLXBywffiYsr/9NgEwOOwHEeKRyD4vFwoge3CEEBgZWV1ePj48fPnyYnp7ewMBAS0vr5MmTcnJyTU1Nr1+/9vPzk5SUZGdnP3ToECcnp5aW1rlz5wgJCY2MjIyNjaWkpGRlZa9fv+7g4FBTU9PV1TUxMVFSUqKqqsrBwaGtrV1WViYpKXnmzJmkpKTJycnOzk4tLS0FBYXOzk6I/gXDCRqNHhsb09LSSk1NnZycXF9f//r169jY2NbW1sTExP79+zU0NO7evTs6OjoxMZGVlcXFxYWPj3/q1ClxcXFzc/OCgoLR0dGtra0bN26cOHHC0tISJF4I19u3b9+ePXs8PDykpaWFhIScnZ3Nzc2PHTuGj49PQ0Nz7do1a2trMzOz0tJSf3//2traurq6c+fO6erqPnnyZGFh4ePHj+3t7ZmZmUpKSm5ubiUlJU+fPq2rq4uIiJCVla2urn7z5s2nT59A0d/c3HRycmJiYsrPz19eXh4bG4uJiWFlZZWWlgZxOioqSktL6/Tp01paWqKiouXl5bdv39bX179x48abN2+Qo7a76hzs9Vgs9uffaQvHAQcccMDhnwgcM8bhz8NvmPH09HR6ejodHV1lZeXy8jLC/4Ar/GIyRuwEiAUT5Njt7W1Ih8DuSLMA+F2IlRma6rq7uwcGBvLy8mJiYh4+fBgcHMzFxcXMzJyRkSEiIsLIyHjs2DE/P7/4+HgRERFubu61tbVPnz59+fKlra2tvb395cuX5ubmqampubm5BgYGgYGBKSkpJSUlU1NToNHCgB2EAa+srHz58mVubm5hYSE+Pj4rK+vt27dTU1PV1dV8fHxFRUWPHj3KycnJysqqrq6emJgAvRBUXsRjjd1J8EBW2P9TbO1UUiMuDjBagFl5dHQ0JSVFRUUFhMyKigoLC4ujR48SExNTUFAICwtbW1tLSkru3buXk5PzypUrBQUF7969GxkZ6ezshA7nwsJCCG6Dyjcg65ubm0NDQ7W1taD319bWjoyMwN+CwWBQKNTq6ioo6FtbWwMDA2lpad7e3uXl5UNDQ2g0Gno6kKHM/Pz87Ozshw8fZmZmPnz4sLm52cHBgYmJCUy9JCQk3Nzcurq6KioqlJSUzs7OILEXFRUpKytLS0v7+/vj4+NzcHCws7Pz8PAcPXqUkpKSjY0tLi5OUVGRg4PjwIEDFBQU+Pj4e/bsgdoUJyenmzdvOjk5QY7HuXPn7t2719jYeOvWLRERERoaGn5+/ujo6KmpqaKiInl5+atXr3p4eERFRbW3t29tbQ0PD2tpaQkKCmpoaNjZ2d24cePx48ehoaF0dHTk5OQCAgJ8fHwHDx4UFRWNj49Ho9EPHjzIzMx89erV5g4QNoycw8iZj92x0yAWI/gSx5hxwAEHHP5ZwDFjHP6VQDjc9PR0Xl6eiorK/Pw85Bl/+/Zt9/UeWMLuVAekGQ7cC4iVdvcP/2UNGl6/e/QNjUanpqampKQEBQUpKSnx8/MHBwe/e/cuOztbUFCQgoICwnSFhIQaGhoCAgKampoGBwdDQ0OZmZl5eHg8PT0/ffpkZWWlrq4eFRUVHR0tLCz88uVL4N9gEcZisZOTk/7+/gICAjU1NeLi4qysrAoKCmFhYQ8ePKCnpzcxMcnOzh4cHFxZWQFitFsS3h1QgHz5X1lb3/29u78FdgLYar9//z48PBwYGAhuh/z8/Pj4eC0tLUVFRSUlJW5ubjo6OktLy7q6upGRkUePHunr68fGxpaXl4MRvKWlxd7eXkZGRkdHB0RumERcXV1dWFjAYrFwaHx8fC5evKilpeXu7v7mzRs4RnNzc2Bg6OvrKyoqSklJqaiouHv3ro2NjaqqqrW1dVlZGTSGdHV16erqMjMzOzs7gybNxsa2Z88eYWHhS5cu8fPzExERERAQ0NHRHT9+3MjISFZWVk9Pr7S09NOnT15eXuXl5aOjo0ZGRoyMjNzc3La2tnfv3q2vr2dkZLS0tFRQUGBkZOTi4jI1NRUWFmZjY6utrc3Ozra3t/fx8UlMTOTl5b1y5QolJSXEbhAREcH45t69e3V1dfn5+SUlJY8dO0ZCQsLAwKCuri4kJKSlpdXb21tcXCwlJUVKSkpNTS0hIbFv3z4CAgI8PLyjR4/a2dnl5uaqqak5OTklJia+fPlyZmYGbtvgtEfILpwMf9NqD7eOiBf5H34P4oADDjjgsBs4ZozDvxIIM56amsrMzBQVFZ2YmIByXRCMIdQMtLTvO0CUVBgvA+oAr8FiseAt3p1wvPvXIToceBvW19dnZ2cjIiIuXryop6dnbW0tLS3d3NyMQqEsLS0ZGBiIiYmJiIjo6ekvXLjQ0tKCRqOzsrJERUWZmJjExcXp6en19PSuXbtmbGycm5s7Pz8PVSBAcTo6Opqbmz9//jwyMhIbGxsQEDA1NaWuru7m5tba2jo5Ofn169fZ2VnEDA1qLvB+aA9B/grEbAp/CFDe36jFv+zeX55E9iTEIa+trT179kxXV/fIkSPHjx+/fPlySkrK9evXqampaWlpJSUlzc3NlZWVBQQEMjIytre3V1ZWqqurMzMznz592tjY6OjoyMTEFB4enp6enpGRERoaGhoaWlFRMT09vb6+Pj4+3t3dXVxcHBUVFRkZmZ2dXVJS4uDg4Onp6eHh4erq6urq6u7uHh0d/ejRI19f36CgoLCwMFdXV2Vl5QMHDrCyspaUlFRWVhoYGBw6dIiVlfXcuXOFhYVubm5CQkKHDx+mpaUlISGhoaHZt28fNzc3OTk5BweHnJyclJSUnJxcW1tbWVnZ9evXo6OjHz9+/Pz58/v379+8eZOFhYWdnd3MzExcXJyOju7QoUPi4uLHjx+npqZmYGCgpKSkpKS0t7cHG/Tp06dFREQcHBycnJxERUWJiIiIiYmJiYlDQkLOnz/v4OCQl5cXFxcnIiJCRkaGh4dnaWkZFhbm7OwsIiJCRERER0fn7u5+7ty5vXv3kpOTMzExSUpKOjg4JCQkDA8PQ8M2AE5phA3/EtSNTHDCoYfzBFlMwI3o4YADDjj8U4Bjxjj8K4GQtpmZmaysLAICgqdPn0Jq1Y8fP1ZWVhYXF0Hd3L2UjLBkeB5ZegbrBaKM/sIIsf8xPnllZQWLxYJ1+PPnz6WlpWVlZWtra52dnba2tr6+vp2dnRkZGWfPniUmJmZkZHz27Nno6OidO3fExcVpaGgOHDjAxMSUlJTU2dnZ09NjY2OjoaGRl5e3tbWFRqNnZ2dHRkbMzc29vb3fvn37+fNnII7z8/Pq6urGxsZ1dXXr6+urq6vAfu7cuTMwMIDFYgcGBuBlT58+ffny5ezsLOIk2S0QImvr/wAQ3R2RoiE9Y2trC4RMU1PTtrY2FAp169YtJycnOTk5Tk5OXV3d58+fLyws/Pz509bW9vjx46KioiYmJp6enomJia2trffv319cXFxcXOzu7vb29j506BAbG5uHh8f+/fsZGRmvX7/++vXr0dHRsLAwW1vbyMjIgICAs2fPsrOzi4mJKSoqglSsrKzc2tqKQqEaGhqCgoLi4uJ8fHzc3d39/f0jIiL8/Pw0NDRoaGjIyMgYGBj6+vrGx8eDgoLY2NgOHDjg6Og4PT2trKzMyMhoamrq6up64sSJ/fv3nzhxore3d25urqKiAupC9uzZs3fv3piYGA0NDdhOAwODuLg4X19fERERU1NTdnZ2WVnZa9eumZqaiouLX7hwYXBwMDAwkI+PD1o8JCQkjI2NIR9aW1vb39/f0NCQlpaWgIBAXV399evXi4uLtra2XFxc169fz8vLa2tro6WllZKSunHjRkdHx7dv3+bn57FYLNLSgrjA4cYDzluEBP/8+RONRsOBg/P/lxA3HDPGAQcccPhnAceMcfhXAiGvGAzm5cuX586dq62tXVlZWVlZWV1dHRsba2hoQKFQQB2QnjmgEUATv3z5Ul1d3dLSsrKyAqQBCN8vzXO/LDdDWgXQC/iZsJYNEvXs7Gx8fPzFixdlZGSuXbsWGRl56NAhOTm5iYmJ+/fvh4eHQ+xuYWFhYmKioaGhr69vdna2tbW1pqbmixcvUCgUFot98+aNlZWVm5tbeXk5OE2zs7OhkEJNTS0qKurDhw+gChcVFQHTSk1NjY+Pv3r16uDg4IULF27evDk2NgbaOYR1YP9jattvgMz/7d4DCJ/+9u3b6uoq/Hb4F8gxTOYlJCTo6Oh4eHiMj4/39PTo6uqysbGZmpo+evTIy8vr1KlTe/fu5efnt7CwsLe3v3r1amxs7Nra2qlTp86cORMZGdnZ2VlbW2traysrK6uoqKiurn716tUzZ84wMTFxcnJycXFBq/Pw8DCQUXd3d2VlZS8vr5GRkSdPniSOxVkpAAAgAElEQVQkJKipqcGMWkBAgJOTEw0NDTU1NVBVZ2dnExMTGxsbNjY2mJy7fPkyuFkYGRldXV1Pnz7Ny8urpqZmbm4eEBAApd/FxcU3b9709fU1MzNTUVExNzePiYnx8PCws7OTkpKysbFpamqan59vbGxMT0/v6OhITU2trq5OTU3l5+fX0dFJSEh4+PDhxMREQkIC9GxLSUnFxcWdPn2anZ09KCgoLS3txo0bgYGBeXl5s7OzU1NTo6OjbW1tWVlZoaGhubm54eHhQUFBL168gDlOGD1EVjbgGeRYQLD03NwceIQQxjw1NfXp0yeogIEVBjiyiHKMAw444IDDfx84ZozDvxK7ydzs7Kyrq+uVK1eGhoaAsz5+/FhPT299fR1iy9Bo9MDAQFtbW29vL/CPxsbG2NhYCQkJc3Pzt2/fIr4LiAFGmPEvyjHyJBQ4gzgHdBweg243MzOTmZl57tw5BgYGMByrqqrW1dXNz89///59bm4uJyeHlpYWHx/f1dW1qqrKzs7uxIkT/v7+TU1Nk5OTP378yM3NlZKSMjExaWlpCQkJqaqqGhoaunbt2sWLF/39/dva2iBXrrS0VEhIiIyMjIyMDHLQzM3NKSgobt26NTQ0ND09PTQ0NDw8vLi4CJsHeXAw5Pf3sNuajACeBJkcu9PPh8VioQxla6c5b21tbXJy0tPTk42NzcjISEtLy8TERF9fn4+PD5qW9+3bd/bsWU9Pz6tXr6qrq2dnZ8fFxZ06dYqEhGTPnj2QjHbp0iXIqtPT0zMxMVFRUQkLC+vs7DQ3N+fj4wsLCwsJCQkMDKyrq2tqaoJhNVtb2/DwcGDGlJSUNDQ0wsLCLi4u+/fvP3z4sLa2tqWlpYSEBAEBAfQXUlNTExMTCwgIqKqqcnFxubm59fX18fHxKSkpJScnDw0NraysdHV1eXt7Gxsbt7a2YjAYuKlYXFzMzc0VEhIKDg7W1NQ0MjKKiYlJSkq6efNmampqamrqnTt3kpOTk5KS7ty5k5CQEBUVFRERYWxsDHXQJCQkx44dCwwM5ODgoKamNjQ0DAsLS0xMLCgoyM7OlpWV3bdvHzU1NR0dnZ6eHtyzweIG8GDwCK2srJSXlyclJS0sLMAxRaFQHz9+jI6Ojo6O1tPTu3Xr1uDg4PaOKbyhoYGTk9PW1vbly5fwhyB90UiQBQ444IADDv994JgxDn8efmNv+PHjx/LyckVFhaCgoL+//+Dg4MbGRlVVlYWFxdra2vPnzz9+/NjZ2RkXF3fjxo3w8HBNTU2ow0hNTb1+/bqCgoKGhkZKSsrY2BgQMiQO9u9tCbBS7A5BBBEaxGN4DHbhxcXF/v7+N2/evHv3LiUl5ebNm7W1tXNzc69evZKTk9uzZw8kgrW1tXl7e7OzsysrK0tJSXV3d6PR6NjYWCMjIysrq/Dw8IKCgs3NzYmJiXPnztHT0ysoKOTm5i4vL3/48EFXV5eOjo6SklJGRubKlSvCwsLQ4ZyQkDA0NFRaWmphYeHo6NjV1RUdHa2vr19WVvbhw4eMjAwLC4uXL19ubW19//79y5cvnz9//vr1K7QGgnwOgcowC4jU8u3Wm3cfl62trdbW1t7eXpAwV1ZWPDw85OTkzMzMqqqqnj9/bmFhQUdHt2/fPrANEBERUVBQUFBQwGMYLyMnJ4e7CCYmJl1dXTMzs3379pGQkNDR0XFycsrLy7u4uBw9etTMzCwyMrKpqQnuKCQkJMLDwyMjI+Xk5A4dOkRKSnrq1CkfH5+Kigpra2tXV9eKioqPHz++fPnS3d1dUlLS1tbWwcHBxcXF0dHR0dFRR0dHWFj4wYMHIyMjr1+//vz5c3d3d0FBQWhoaFhYGKj1GRkZKSkpaWlpcBADAgKgscXb29vDw8PGxsbKysra2trX19fLy8vCwoKfn//AgQPKysotLS2NjY2dnZ337t0LDg52cXGJiYlpa2tra2t79epVV1dXa2vrixcvXrx40dHR0dfX19XV1dLSAmN5Kioq2traPDw8EhISzc3Nc3Nz9fX1mZmZGRkZiYmJXl5esbGxN2/eTElJSUlJiYqKCg4OjomJaW5uXl5eBnN2Tk7O/fv3S0tL3d3d6+rqlpeXd1dC7j6C/5Nv3P+L+M2CDBaLRTzfyMDD7vQYWAGAjzXsjtfll66f7Z0IHXg/wq0OROsgq17I7MTf2wwccMDhfwI4ZozDn4ffMGO4PHz//h2FQmloaGhraz958uTFixdOTk7Ly8uBgYFFRUUw7OXv79/Z2ampqenu7r6+vv7lyxcMBvPp06e0tDQ7O7u+vj4sFru0tASNzf/pJv348QOoJDLTtr6+PjMzA9c5iFbA7nJ/RkRE6OvrJyYmvnr1Kjg4WFVVlZiYOCgoKCoq6vz588TExCQkJISEhKurq3l5edbW1oKCgnx8fP7+/kDTv3z54ujomJeXl5mZeeXKlaysrPj4eDMzs8OHDxMTExMQEDAzM4uJiRETE1NRUTk4OHR0dMTHx7u7u5eVlfn5+amqqmZmZkpISNDS0p46derKlSuhoaE1NTVoNBo4X2Vl5eDgIAaDef369fj4OBqNHhoaGhsbW11dRf6K3Vry7uOy233x48ePxcXF1dXVsrIyMTExc3PzvLy8J0+efP78GYPB6Ovry8nJsbCwEBISkpKS0tPT4+Pjk5OTk5GRERAQwISZlJQUISEhAQGBlJQUMzMz7BlKSkp8fHwqKioWFhYPDw8FBYWzZ8/KyclBunB0dHRbW5uioqKwsHBycvLw8HBmZmZjYyMsGmxsbCDbDA9QKNTGxsbY2FhGRoapqWlubq6qqqqgoKCmpibkuF26dCk0NHRxcRGFQoF/4+3bt9PT0zDiCX9pd3d3dnZ2REREVlYWeMRfvHgRHR1taGh47ty5s2fPUlFRBQUFlZaWnjp1ioGBgZWV9fz582VlZdPT0zo6OtAewsnJ6enpOT09vba2pqury8fHp6qqqqmpqaKiIiMjw8LCwsfHBwsIjIyMUlJS5ubmV69effPmzfXr183MzIqKiqampsD7vr29vbi4WFxc7O3tHRcX19TUBDOacDYiSSM4Zvw/jd8zY/Dl787Uw2KxCN/d/UPAubR7dhbppERCY+A+HF6AQqHm5+dhLhN3WHHA4V8CHDPG4c/Db5gxKLgg2c7Pz3t7e1+9etXLy8vKykpfX19ZWfnevXv9/f3Z2dm3bt3q6uqCZAkkv2J1dRXkFrjqgDj6G/Pl1tYW6MoIJwYT8/b2Nly0qqqqBgcHwbSwurq6trb29OlTNze3rq6umJgYBwcHyF2+c+cODw9PfHx8WVmZqakpJSUlKKZmZmZKSkrm5uaysrJ2dnYLCwurq6tNTU1ycnLu7u49PT2lpaUCAgL09PR2dnb19fXW1tby8vI+Pj4dHR1dXV0XLlyoqqrS1tYWFBTk5+c3NDT09PTk4eG5fv16c3PzhQsXZGRk3NzcIiIidHR01NTUvnz54u/vb2BgcOXKFT8/v4iICENDw6ampps3b9rb21dVVUFnNRKX+/eYMcjPEL4G+3ZjY2NoaCgqKkpYWHj//v0yMjJFRUXZ2dm3b98uLy+vq6vLzMw0Nze3t7fX09M7fPgwBwdHRETE6Ohoc3OzqKionJycsLAwMzMzFRUVCQkJCwuLkZGRqqoqERHR+fPnLS0tw8PDfX19RUVF7ezsampqdHV14+Pj379/v7KygkajFxcX7969m5KSkpWVlZ2dDWprXl5eUVGRmppaRETE7du3DQ0NwcEM3oz5+fnKysrMzMza2tr379/n5eXl5eVZWloqKysbGRnBTsvIyADXRGJioq+vr76+vrCwsKioaHh4uJSUFOSQFBQUNDY2xsfHW1tbW1tb29vbX7x40cjIyN7eXlNTk5qamo2NjYWFZd++fUREREeOHDEyMvLx8Tl+/LihoWF3d/fjx49zc3MzMzOjo6OdnZ2fPn1aX19fWlqqrKzMxMR04cKFkpIS6DoBUR+ZKAXvRH9//8zMDJyQ8Awyb4q4ZX5jo8fhv4/fq7Pw6QE382DQh9uVb9++AWOGAwpPYrFY5Ev4qEG0ZER4RigyQpeRxavfzwzggAMO/3TgmDEOfx5+w4w3NjagRQyLxa6trb148cLIyOjChQuxsbFCQkIsLCwHDx7My8tbXFxEpBosFotGo0H/g4k64MdYLBapYv57gN8IjzEYzLt370ZHRxcXF58/f+7m5jY+Pq6np3f37t2pqamFhYX37993dnZ+/PjRycnp6NGj1tbWwcHBPj4+nZ2dlJSUvr6+09PTYWFhfHx8zMzMDAwM+Pj4R48eJSIiwsfHZ2dnDwwMXFhYGB0dZWNjKy8vX1pawmAw+fn5kpKSbGxslJSUrKysBQUF/v7+sJIOMi0Wi3V0dBQQEODh4Tly5Ag1NbWKisrKykpHR0doaOi9e/eamppCQkK4uLh6e3vv3r3LxcXFysrKyspKR0fHwcERHBzs6ekpJyf39OnT2NhYf3//9+/fA/v/DTP+uVOwgihY4GFdW1tLSko6ePAgiKM8PDwCAgJnzpwREhKSk5Nzc3MrLi6+ffs29Gnfvn27tbW1tbW1ra3t7du3z549y8vLU1BQUFdXb2hoWFxcjImJUVdXr6+vb25uNjMzIyAgoKCgkJeXd3Jy0tbWTk9PDwwMVFdXV1VVlZGRkZKS4uPjO3LkCAUFBQsLy7Vr1z5+/DgyMgKk5P37915eXoKCgiYmJr29vUNDQ7KyspSUlIKCgn5+fjdv3mRgYICyw46Oju7u7sTExHPnzkHRNAcHBx0dXUhIiLe3t4aGRmZm5pcvX/r7+8XExJiZmY8dO8bOzs7GxmZjYzM9Pf3u3bu4uDgpKamTJ0+Ki4tLSkrGxMRIS0tTUFAcPXr09OnTJ06c4Obmhg5tBQUFQUFBdXX1wsJCZEH827dvs7OzExMTS0tL4PYGIR8xu8NpCc7v5eVlMMPASOj29jZY7bF/S+DH4pjxPxuI+QHJvUEIK/zXbra6vWPNQqgqfCO8lWZnZ7f/YyERvKFg9QYJVodBTLgXQqRo7E5q9S9Dt/BW/SWfBAcccPhnAceMcfjz8BtmDKY6EGBARXvx4oWNjc2lS5fQaPS7d+8qKipmZma6urpKSkoaGxsRzRjG0aBqDpabIaMXKcP7m4BBKKhtGxwcvHnzZkJCQkVFhbe395kzZwICAri4uBgYGC5evGhjYyMgIEBJScnOzn758mU7O7v8/PyoqChVVVU/P7/CwkIlJaXy8nIokzty5Ai0TD98+FBSUpKbm9vHx6evr290dDQqKkpPT29ycnJtba2xsdHHx8fBwaG0tJSTk7Opqam4uNjKyurq1aumpqYnT540NDS0t7fn4eHx9vbOyMgICwsLCwubmprq7OwUFhbOyMgYGhrKy8szNzcvLS199uwZHx/fvXv3Wlpa3NzclJSUAgMDbWxsZGVlR0dHY2JirK2t8/PzYf8gpOpvMuPtHY8jPAPXaZA20Wh0Z2eni4sLBQVFVVXV7OxsX19fRUWFs7MzLS2trKxseXl5WVlZaWlpamqqi4sLlFyIiopqa2tfunTp0qVLVlZWN27ccHBw2Lt37+nTp5mZmcnJyYmJiaHKjoaGxs3NzdnZ2dXVNTY2tqioKD8/Pzg42MjIKCMjA2IlvL29i4uLc3Nz7e3tw8PD/fz8XF1dNTQ0lJWVr127RkhISEJCQkREREJCQkFBwcnJqaSkBJFzqqqqrKysDAwM58+fDw4OzsvLy8jIUFNTCwoKam9vHx0d/fDhQ09PT3FxsZ6e3pkzZ0xMTKKjowsLC2NiYkRERIiJiSUlJbW1tYuLiycmJuBmycnJSUdHp6ioaGxs7NsOkDs0ZO0CctlAfd9NtmBXY3ecpoivdHt7G3Gp7raZglP8l0P2yzvrf+I9+38TyCLS7vR0JGQa+Zzp7u7+8OED3J9jd4RhOO5wSwlvutXV1ZqamrKyspKSkvz8/KSkJD09PVVVVR8fn+jo6NLS0vr6+vLy8tjY2OTk5OLi4sLCwidPngwMDMCwLBJjsttLA2sIuIOOAw7/E8AxYxz+EkDUsu3t7eXlZVh5LC0tPXHihIODA1xgNjc3GxoaEhMTHzx4sLq6uri4ODs7u7m5CYV5WCz258+fS0tL8AN/7KqMxmKxQAqBqSA5ZaDDDQ0NQWwwBoNpaGhQVFT8/PmzsrIyDQ0NISEhMTExISEhERERHh4eCQkJIyPj3bt3Z2ZmMjIyDh48yMTEREZG5uPj8+7du4SEBE5OTkZGRgICgsLCQi4uroMHD1pbW9fX1z98+JCBgYGGhmZ6erqurg5MqGVlZY8ePXJ1dZ2fn9fR0Tl27BgPD8/Zs2dVVVUXFhYKCgoCAwMrKirMzMz4+fkjIyMhoICOjg5ClAMCAtTU1O7duycnJ1ddXQ3NfNzc3AQEBODlLSwsbG5u1tbWzsrKgqv70tIScjVFFuVh0BB20Y+dJm0EMMmHBNuhUKju7m4REZHq6urY2FhBQUFCQkIqKioyMrKuri4owV5cXJybm8vOziYjI+Pg4Kirq0tKSjIyMpKSkhIWFj5+/Dg5ObmdnV1hYWF6erqDg4OxsbGtrS0FBQUxMTFMNFJRUVFRUeHj40MGhYyMTGdn59zcXEhICCkpKRUV1cGDBwcHB5ubm5WUlIiJifHw8AgICGhpafHw8AgJCfHx8YWEhGJiYqqqqmRlZeHY0dHR0dDQkJOTww+no6M7cOBASEhIb29vT0+Ph4cHJSUlCwvLpUuXKioqAgICzpw5A6/k5OR89uzZwMDA0tISEFw4Fbf/UEL+C34RGnEk5q+JPwrwWCwWAhzhMQaDAW/P9PT05OTk8PCwqampoqKinJzc2bNnGRkZ9+3bJy4unpiY+OnTp5ycHA8Pj5KSEojn6+jo0NfXP3fuHBMT0969e2H0tqys7PXr1z09PchNFBqNnpiYQKPRGxsbNjY2rKyslJSUEhISnp6eLi4u8vLysKICc6gzMzPLy8tYLBbqEr99+waflkDHYZt/yazEAQcc/r+AY8Y4/CUAK5Krq6vbO9HF6+vrL1680NTUPHXqVG9vLwypbG5uPn/+3Nvbu7m5ubq62svLa2ho6Pv37x8/fmxubv769evPnz8hyAL0YGQVEpHlQGuB9dDv37+PjY0FBwcXFBQMDg52dnaGhIRkZWUVFRXJycn5+fnl5OR4eXmdPn2akZExIyNDU1PTzc3t+fPnUGs3OTmprKxsYmJSUlLy6dOn1dXVd+/e3bhxw9raOjs7+8aNGydPnhQTE3NxcfHw8JCUlGxtbU1LSzM0NLSxsUlISCgtLa2qqgKlfHx8/O7du0FBQZqamvv27dPT01NQUDAwMKipqYmOjjYyMrp161Z3d7eenp6VlVVVVVVcXJyenp6oqCg7OzsNDY21tXVBQYGTk5Orq+vt27cDAgIuXLgQHBwsIyNTUFAwOTmJ2CIRGRjWc2GHIwFwv/CD7Z3KQMR8/P37dzQaHRUVZWpqGhsba2dnx8LCAko5RE+wsrKqqamFhIRcuXJl79690CAI2jA+Pj4FBQUXF5eUlJSiouLRo0dpaGiOHz8uISHBxMQEM3zwYl5e3kuXLmlrawsLC+/ZswcPD4+FhUVERERQUFBJSam6ujo3N1dZWZmPj09ISOj48eOHDx8WFRVVUVG5cuUK9Fpramra2Nj4+Pjo6upaWlpmZGSUl5erqKiIioreuXMHg8HcvXt37969FBQUJCQknJycCgoKmpqaTk5OmZmZ0D4IOwfOQ9B9sTtSItJZiLhCf4+tP3Qx4vAXwd+zpsCHAxqNBoN+enq6iYkJhDOOjo5ubGwsLS2h0eiZmZlXr17dv3//zp07eXl5+fn5+fn52dnZubm5WVlZqampd+/eLSkpGRwcRKPR3759w2Aw4P7a2tpCoVCw6gWeClCF4cT79u3b3Nxca2trZWXl2NgYbMmbN2/Ky8tdXFwUFRUNDAwSExM7OztBREBUbWDGSC8SDjjg8I8Bx4xx+Ktge2f6DYvFIh14LS0tV69edXFxWV5e/vbt2+Li4pMnT4KCgp4/f56Xl+ft7Q0WYV9fX0lJycLCwqmpqSNHjhgbG7969Wq3V29lZWVpaWn3z19YWMDuFMIBnj9/rqWlBf5ODQ2Nmpqa9fX1p0+fysjIgJWCmZlZRkYmPDw8ICAADK9YLHZubs7Gxub8+fPp6emvX78OCgrKy8tbXV0tLy+XlJQkJSUlIiKipKSkpaVNSkr69u3b8PBwQECArKysnJycr68vFosF4ylsgIGBgZSU1Pz8/Ozs7PDw8Pz8PCzdwqbOzs5u7TTYwWr79PR0TU0NrM7DTtveSZWytbXl5+d/+vQpkDnI60hLS6urqxsbGysuLq6trUX81mtraygUCtk/yBHZvdAP68JoNHp4eFhNTU1ZWTkgIMDPz09cXDwtLe3Ro0dsbGxAZAkICEhISMjIyIyMjAoLCysrK0NDQ6WlpRkYGERERBYWFra3ty9fvhwZGVlbWxsbG3vs2DEKCgpg0vj4+IqKilFRUZ6envv379+zZ4+Kikp9ff3MzEx6evqpU6fOnz+/uLiIwWBkZWXp6enJyckZGRnV1dU1NTUPHjz4/PnzwcHBwsLC/Pz8iYmJlZWVx48fq6io0NPTc3FxeXl5dXV1tbe3w3EhISGxtbXt6upCTAtILAni8IEbCeAfCIPB7pRsb/1nlSt/dBDh8NfBHw8Qcs7DnU9vb+/FixfDw8N7e3shlxpehtgb4KyAB4uLi1++fIHXgOkCme4FnxicP8hAxe6TB6zn2B2PMrwx4ZmfP39OTU0tLi4C8cVgMHV1deLi4nv27PHx8env74eNgQATLBYL1fR/XP/BAQcc/ovAMWMc/hJAKBpyvQFBbn19/e3btyoqKvHx8RMTExsbG8+fP7958+aHDx/a2tq4ubnT0tJGRkaampqioqLS0tLW1tYKCwu9vLx6enpAHkZ8FKA6r66uYjCYubm58fHxzc1NNBoNS+QYDObJkyf6+vptbW0NDQ2XLl3S19f38vKyt7eXl5d3c3NTV1dnYGA4ceLEsWPHDhw4cPDgQUlJSU9Pz5SUlCdPnty+fVtXVxfmrlJSUrq7uxsaGjQ1NUHppKSkJCQkpKOjIycnJyAgICMjo6CgoKSkPH78eGxsbGdn58LCAgaDQaPRKBRqeXkZPNCIygsBw8igIfKH7C6xQ0oBIYdueXkZg8GEhYVB+jLQ6C9fvpSUlLx69SohIcHV1bWsrAxoNzJc/0fNeHtXeAjozXDdraysBI320aNH9fX1GAzG0tKShYXl5MmT/Pz8J0+ePHLkyP79+y9fvuzj4yMvL3/9+vXy8vKMjIwjR45wcXGJi4tbWFjcvHkzIyMjJycnKSlJWlqajY0tMzOzqKjIysrqzJkzEhISGhoa0dHRnp6eurq6WlpaERERHR0dL1++1NXVjY6O7ujoqK+vDw4OtrS0DAsL8/b2lpOTi4uL+/TpEwS0vXnz5saNG2ZmZvfv3y8sLDQ1NYUMirNnzyoqKpqYmKSlpYGbExnfBD14twi3udPIjd1Fm5CFCBwV/rfGL8cLjim8p/r7+x0cHIiIiLy8vIaHh5GbQ2QlCrvjNUJOmN2+fCTNDWG3yDkDyeLb29tIYjGsS8DHVHNzc19f39TUVH9/f319fV9fHxKQDL8CPq+Wl5fFxMQUFBTy8/NHR0fhI2J9fR2FQsFW4WRjHHD4h4Fjxjj8JbC9Uz4HX8JVBISQ79+/BwUFHT58uLS0FIVCwaULjUZvb2/7+vqmpqYODw+3tbVFRUUVFhZisdjk5GRPT8/u7m5wTaytrQ0MDGRkZExMTIA0ODMzU1xcbGpqisVigRQuLCyg0egnT54cOHCAnJz8xIkTxMTEPDw8mZmZT548sbGxCQgIyM3N5ePju3///vDwcGRkpIqKSl9fHwaDISMjExERERAQiI2N/f79+4cPH2RlZWlpaQcGBhITE3l5effs2QNmZTIysr1799LQ0AgJCcnLy3Nzc5ORkeHh4RERETU0NMDVEY1Gb25uzs/PY7FYpMkPWdh99+5dQUHB8PAwZDADRQZDJAqFQhb9YX9OT0+/f//e09OzuLj45cuXsbGxWVlZnp6ey8vL9vb2NTU1YF9ZW1vDYrEwy/hLoMcvDG/3uvP8/HxkZCQ/P7+2tjYajf758+f8/HxaWpqQkBAFBYWqqur9+/evX78eFhZGT0+/Z88eGhoafn5++L1A0OXk5AQEBKSkpBwdHTs6Oubm5nh4eAoLC+fm5jY2NkZHRx8/fhwVFRUeHn727FlpaWkTE5OwsLC6ujq4SbCzs4P5yBs3bhgYGBAREZGRkZGSksrLy0tKSsrKygYGBo6Ojm5tbX39+rWysvLatWvV1dWIlx2Z0dxdr7C9Yx1G2DBCmHb7iX/uSkzDMeN/X/xNwRi8Df39/YGBgTw8PJGRkVNTU+A+QhK1weC7+0dt7Uop3t7eBisO3HNisVg4l3Zba3ZvADy/sbExPj4Okw+rq6vJyclmZmZxcXGQxgOvR9oT4a4Yi8Wmpqby8vLa2tr29vbCuQ3bAJblP2k/4oDD/zrgmDEOfxWAMAmPf+4keoJEOjc3d/nyZVFR0fT09KWlpZ6eHgsLi/X19YCAgOjo6M7OTmhnSE5OXltbKy4udnJyArKVk5PDy8srICCQk5MzPDwMGQspKSlCQkKWlpZIyy7ooENDQxUVFWNjY/r6+nZ2dqmpqaWlpY6OjocOHbpw4UJCQkJ4ePjw8PCHDx+g4yM+Pt7GxoaBgUFZWTk3N7e3t3d0dHRhYWFubk5AQAA2YHh4+N69e8bGxvT09L6+vvLy8rm5uQ8ePIDiN0dHRzExMTY2Nisrq7y8vI8fPwLxAkI8Pz+/srICyjfYfKuqqiwtLQcGBubn56GkGnYUUuRsetwAACAASURBVNqHSJ6gAaPR6Ly8vOTk5Pr6+t7e3pycnKdPn6JQKB8fn2fPnn3+/Dk9Pf3SpUvQQY3Qvu2dRq7tnVk9hDJCEghcqpeWlqKjoyUkJHx9fb9//z40NFRVVQXOYFJS0kOHDomJiUlLS4OZ+MCBAxQUFIqKiq9fv66trY2IiHBxceHj46OmppaWlr53797Q0NDnz5+7urrc3Nz4+PhYWVmlpKScnZ3d3Nyoqan37NmjoKDg5eXl4+Pj7+/f3NycnJyclZXV399fXl4OFDw7O9vY2DgvLy80NPTChQvi4uI6Ojri4uKQNVFVVTU3Nwd3StC8gOjBiPIHSt7uGwB4jN2xr+zmQ8gzOGb8bwrkWMMh/rHTWjc6OhoZGXnx4sX6+nrEBIxE6CCRkUhyBZw80CcPWWzwUQZZIsh9F5L9ApwVWRb7Jbd4Y2NjdnbWzMzszJkzaWlpWCwWjBYrKyvw7kair+HjMS8vT1lZ2crKamRkBDYJcgBxmjEOOPzDwDFjHP4q+KNCub2zeA3SpoqKCiMjo5OTU1VVlamp6devX4ODg0tKSnR0dGhpaQUEBEpLS7e3t589e3b8+HFJScmioiIUCtXf329nZ0dCQiIiIlJXV7e2tlZbW3v58mVPT0+4RMF4GVBJmIzR19cvLy8fHh5eWVl5+fKlt7f3p0+fqqurVVVVq6urX79+nZeXl5aWhsFgpqen9+3bFxER4eDgwM3NffLkyeDg4JmZmUOHDsnLyzc1NQGtz8jIwMfHx8PD279/v7KysoSEhLy8fExMTEdHByUlZUVFxfLyMmQnIwaPlZUVY2Pj3NzcsbExuGHY3Nzs7u6G7rTIyMi4uLilpSXETbibv8IleXl5GXFBwOUchUJhsVhI0oULc3Nzs76+fmxsrKur6/j4OBKkAD8TCaj65UiB4fjHjx/j4+OxsbGSkpItLS0hISHh4eHGxsYCAgIHDhwAOZyUlPTy5ctBQUE2NjbCwsIMDAxsbGxycnIMDAyQ+EFGRkZFRbV37949e/aUlZUtLi7W19erq6sTERGBDxgPD2/fvn1ycnJ5eXlRUVEsLCz79+8HD/Hm5mZfX9/ly5eJiYkFBASampoaGxszMzNbWlqSkpKsrKwSEhLm5uZgdRthsYiLdLeAt72TGotjtP93gOSHgNqK8OO2tjYrKytFRcXBwUHsrnD07Z3cYvhEQtjn+vr6yMhIcXHxkSNHBgcH4b/gbhbeuVClCW4H0J7hSYRbw6kIRmFI3XF2dpaSkkpMTNzeSdSB22DkdEXmlefn58PCwk6cOCEuLt7R0fEv25s44PC/CDhmjMNfBb9hxqBfjoyM3Lt3z8zMjJmZ+ejRozk5ORMTE9euXZOTkzMzMwsKCkpMTMRgMGVlZR4eHvfv33/06FFMTIyFhcXhw4dZWVn3799/9OhRBQWFkJCQnJwcGxsbsOTC/AqQSFjNtLKyys/Ph8LeJ0+eKCkpqampFRUVcXJyZmdnv3jxIikpyd/fv7q6+saNGzQ0NJAIxsDAoKioCJlu9+7du3jx4vPnz1dXV8fHx/Py8sTExPj4+GhoaHh5eQ8ePMjPz6+vr8/Dw2NkZJSVleXv7y8jI6Ojo1NSUjIzMzM1NQX5Tfn5+ZOTk5ubmysrK9PT001NTZqamiEhIdra2hEREZAvAZfM3bITkryxvb29sbEBf+P2zsQY1HR1dXWlp6cDxcRgMEFBQR4eHqGhoZcvX+bj4xMXF09KSgJrB+wfZBzt507FANxRtLe3W1pa+vn5LS8vv3r1Kj4+3tTUVFBQkImJSU5O7tq1a/Ly8u7u7mZmZpKSkidPnmRiYjIzM6uvr29paTExMTEwMCgpKenp6amtrZWRkREUFDQwMMjPz+/o6MjOzj5z5oygoGBQUJCEhISJiUl+fv6rV6/a29uvXbt2+vRpUVFRX1/furq6+vr6kJCQhIQEZmbmEydOSEpKXrlyJTMz8/379yMjI+3t7ebm5hUVFbOzs79ERvxxaftvnpZ/0hsAhz8XiJlhc1dXM5Tp2NraysjI9PX1IQtKcJcIYwBTU1NIfPXq6uro6GhxcTE3NzctLe2HDx92W27gexFSi5jU4U2E3KDCfN7r16+PHz/Ox8dXVFT08OFDHx8fFxcXqLsHqo0QboRbo9HotbW1Z8+eeXh4gHBQUFAwMzOz21iFAw44/P8Cx4xx+KvgN8wYi8WiUCg0Gr26utrT0+Pm5sbExCQmJjY+Pu7o6PjgwYPGxkYHBwdmZmZnZ2dHR8eAgIDu7m4QC1EoFAqF+vr1K7RO2NnZGRsbq6ur+/j4DA0Nbe2qrYLpltevX0tISJSXl3/+/Bna+JycnN68eYPBYK5fv15aWtrc3Ozp6SkmJlZWVjYzM0NGRrZv3z5SUlJ8fHxiYmJKSko8PDw8PDxqauorV660t7ePjY3dvXs3ICAgMTGRnZ1dR0fn5MmTMjIy1tbWSFSZjIyMqKjoiRMnGBgYqKiolJWVf/78WVFR0dfXB9FOb9++vXr1akFBAS0tLT4+Pj09vb+//9LSEsz3YLFYGJyHPQZXeiRCAZFLEYEZpvrKy8v9/Pw6OzuRoXhk/AhRqVEoFAaDgRwosHfDf4FPF4vFTkxM3Lp1i5CQcHJysrOzU1ZWlpiYeO/evfz8/CYmJjQ0NDQ0NDo6Onx8fFDqQUZGRkBAwMTERENDc+XKlcDAQA0NDUZGRhUVFQwGs7W1FRQUdPToUWZmZh0dnejoaAiFNTMzi4qKcnd337t3Lx0dnbW19dGjR4mJiQkICAgICGhoaNTU1FAoFOwBDAYTHx9/+vRpUlJSSkrK/Pz8+fl5xJ/z4z82iv3mVMT5Iv5345dDjHwUoNHoe/fueXp69vf3g9wLt6bfvn3r6urS0NBgYmISFxdvb28Hh/3Hjx99fX0pKSn37t07OjoKjiNIQQbFFzg34sQASw8ywwcEen5+/v379xcuXODh4bl3797ly5epqKgkJCSamprARAGjBdid6EAsFvv9+/e8vLzw8HBbW1tzc3NjY2NycnI6Orqenh7g7v+6XYsDDv/ewDFjHP4q+A0z3traAnsoqCZfv35taGjg5eV9+vSpi4tLVVVVR0eHu7s7ExMTKIv6+vpSUlJQJ9Hc3Dw6Ojo4OGhmZtbc3AxZoRUVFdbW1s+fP4+LizMxMcnIyIBpreXl5bKyMkpKyuLiYnAN1tTUuLm59fb2rq2tubu7Z2VlDQ8Pv3v3rqSkpLW1dXl5WVtb28zMrLCw0NnZmY6OjoqKipaW9uDBg1RUVIcPH4ZcOQwGAwo0yNsXL15kZ2eXlJRsb29vaWlRVVW1tLQ0NTWFKGV+fn4BAYHZ2dmVlZW4uLgnT56sra319PRoamoWFhY6OjqamJicPn3a2dn57du3eXl5paWly8vLiBaFPECckTA4D1/CZRWen56e/vTpEwaDgcF28C/uDutFo9EgDyNT+dgd2wa8GIPBzM/Pf/jw4erVq0JCQt3d3Xfu3JGXl4eeDnJycgUFhcLCwuLi4pCQkLCwsPLy8qampp6envj4eCUlpbNnz8rLy/v7+7e3t2dlZQkLC/Pw8DAzM1NTU7OxsSkqKl68eDE+Pv7Bgwfd3d337993cXG5du3as2fPbt++ffTo0f3799PR0fHy8kpJSXFycoqKigoJCQkICPDy8jIzM8vLyz948GBqagry/hBxbjcz/nsnIY4T/1/A9q6pOLgh/LkTUNjX1xceHq6rq7u4uLg7lw3qD9+8efPq1StIMHz8+LGPj09oaOjbt2/b29tBY15aWlpaWkLEXciLANUZ5GfwQszPz1dWVtbW1k5PT//8+XN5eXloaKimpqapqcnQ0JCNjU1MTAxqz2EJCG714R4ei8XCR9mzZ89sbW2PHTtGSkpKSEhISkpaXl4OVSA44IDDPwYcM8bhr4LfMGOINIKrC7DklpaWgwcPcnNzh4SExMTEODs737x5c3BwENTW6Ojo9PR06G4tLCw0NDTk4ODg5+dPSkoqLCxMSkoKDAy0t7fHYrFfv36tq6uzt7ePiYmZmpqamZlJS0sTFRXt7e2FC1tdXZ2Li8ubN2+wWCy0E797966hocHV1VVOTm5iYuL9+/fS0tIBAQGhoaGhoaHT09MdHR1TU1Pr6+svX760sLDw8PBAoVDgZbx48WJTU1NZWZmampq6uvrKysrExISioiI9PT0ZGRn0txESElJTU9vZ2U1OTnp4eBQUFGAwmN7eXlNT09TU1CtXrnR2djo6OkpISFhaWvr7+zc2Nu4mr4ikhMVikbgPRHpHAGEX8I0gL4EqhnBiMCVjsVgwY2B3BvBhMB/JToZkj+/fv4uJiRUWFj58+NDJyYmDgwMPD4+YmPjatWsSEhKCgoI6OjpycnKQVUdJScnHx/f48ePLly/T0NAQExNDfR3o7oKCghkZGf39/dnZ2ezs7NTU1GRkZOTk5FevXk1LS3N0dOTm5n727Bmk2i0tLa2srGxubg4MDJiamiYmJkL3GBw72EjY4N1pxL/xE2//rUY0HP5XAlZRfsn9Re6aoBHzzJkz5eXl8HZGpl3h7WBjYyMtLX379m24hQa7MBaLnZycDA0NvXXrFuR2w2cXGCcQ6ffnz5/v378vLi7m5+eXlJTMy8uDN+Pq6mpBQYGgoCAZGZmYmFhOTs6nT5+UlJQ+f/4MSzo/dzopsVgskuQYHx8P1ZJ79uwhISFhZ2dvbm7G5RnjgMM/DBwzxuHfANs7w90gt3z//n1paSkwMNDDw6O+vv758+dPnjyBAayLFy+OjIzY2tpaW1tXVFSgUChoDHn37p2KikpgYGB2dnZmZmZwcLCNjQ1MlEOpXnZ29szMzOTkZHFxMR8fX11d3cLCwtraWl1dnZubW1dX19ramre3d1FR0fDwcENDQ1hYWFlZ2Y8fPzAYTHR0tIODg7q6uoGBwe3bt0VERGpqaiC2KTk5+cKFC35+frDZ8vLy4KZlZmYWExN7+PDhs2fPTp8+vX//fg0NjUuXLnFyckJj3IULFzo6OpydnQsLC799+9bX16ejo5OQkGBqaurs7KyhoWFubu7h4cHFxSUiIjI2NgYRbyAPw+8CcwjYHJGZOWTk6OdOnwU82NjYSExMbGhogMgLmHBHMi4AyLH4BeBdVlVVrayszM7O1tbWZmRkhOs0JSUlFRUVPT09DQ0NCQkJ0rbNz88vJSV15MgRaJYmJiYmJiZWU1MzMzNzcHCoqqoaHh6uqqpKSUkxNjampKTk5eVVV1cXFxenpaUlJSXl5+ePiIi4dOmSsrIy9PTq6enl5ORAvN3a2trIyEhubq6fn9+nT5+QvA7ctD4Ov8fuUxqsRHV1deHh4ZqamsHBwYh2u7S0BIEnTU1N4OFB8mTW19fHxsZ8fX2lpaVtbGza2to2NzdLS0v9/PxaW1urq6stLCx0dHQePXrU29tbUVFhb28P6do5OTkoFGppaen27ds8PDzk5ORHjhxxdHR8//59VVWVmZlZY2MjZFbCWs3m5ubk5OTVq1fl5OS4uLj27t1LTk5OQUEBN59GRkatra3IehG832EjN/9jmw8OOODwR+CYMQ7/Htj9+Q7Mr7W19eTJk8nJyZOTk7OzswMDA21tbfz8/EJCQi0tLdD3Ji8vLyUlxcvLW1tba2dn193dnZGRISkpycPDExgYCN7cBw8eBAQEVFZWzs/P19bWWltbW1lZxcTEBAQEVFdXV1ZWOjk5gcDj5+f35s2b9fX11tZWX1/f2NhY2LaAgAAeHh4vL6+xsTFwR7CxsRkaGkZERLx48SI3N9fMzGxubm5paampqenWrVteXl5hYWEPHz4cHh6OiYmhoqLas2cPOTk5JSUlMTExDQ2Nuro6BwcHExPTsWPH4uLiJicnW1paVFRUVFRU7ty5k52dbWlpaWdn5+DgAFHB/f39GxsbxcXFOTk57969gxRV0EqReDLsjpMSJvCQ8SMQjL99+6avr8/Pzx8TE7O8vAz/hcVikQLbnzv5vgh1QABzSKqqqhUVFVNTU6Ojo/39/W/fvk1LS7tx48bjx4+dnJzu3r3b19eXnJzMwMAAPXmEhIQEBASioqKJiYmNjY0eHh5v3rwxMDDg4OAQEBAIDQ2F4TkJCYmurq7Z2VnI64BQPGNjYw4OjpqamtHR0eHh4eHh4Y8fP96+fRtc2ocOHTpw4ICqqmpDQ8Pu4OF/yXmLw78R/njLh8ViUSjU4uKinp7eqVOnIiMjv3z5UldXJyQkNDg4iBiIYVECHF9LS0vj4+MDAwOlpaXKysow+tnY2Ojq6nrjxo2WlpY3b97Iysr6+vouLCyAd7+kpOTMmTMsLCySkpJZWVmRkZGCgoInTpwICAh4+fIlZITv2bPH2dn53bt3iBgMArOEhIS1tfWjR4+ys7NPnjyJh4eXkJDg7OxcU1MDnwNbW1sYDOb732mAxwEHHP4IHDPG4d8DyHA3yJmLi4ttbW309PRxcXHDw8M9PT3+/v6nT58+duxYZWVle3u7n59fcHBwXV1dR0fHrVu32tvb5eTkXFxcHB0dr1+/7uTkdPr06fj4+JmZmRcvXoSHhwMzfvz4sampaUdHx+vXr11cXCA2ISUlZXJyMj09PTg4GEJDX7x4ERkZ+fjx4y9fvmhqaoqKirq6uqalpYWHh2toaHBwcBw8eFBISEhQUDA+Pr6trS0wMJCXl7e5uXllZaWnp8fBweHs2bMnTpwgJycnIyODeDLIKSMjIztx4kR6erqDgwMtLS0JCYmYmJilpaWBgQErKys7O3tBQUFpaam1tbWBgYGBgQEFBQUpKen09PTm5mZ0dHRcXNzHjx+RsSH4Fy7YIABDSAUsIiP5qSAq9/b2VlVVvX//HgQzCP1FEt/+uDi7m0P8+PGDh4fn7NmzT548GRgYyM7ONjIyEhUVFRAQYGNjk5aWFhMTO3z4MMjD+Pj4QkJC7OzsTExMsrKyhoaGMjIyJiYmOjo6goKCML2nqampq6sbExNTUlKyvLz8/fv3+fn5vLw8LS0tXV3do0ePdnR0LC8vg3t4dXW1v7//6tWr0FNdXFxcX18/Ojq6O7EOl8iGw3+K3ecz0pcJp9CLFy/09fXFxcUTEhJUVFRqamqWlpaQ8kgImtje3l5ZWRkfHx8ZGbl//35QUFB7eztozK6uriEhIZ2dnT09PTdv3pyYmFBQUJCUlLx48eKVK1eCg4NTUlKUlJTOnz/f3d39+fNnCwsLGhoaWlpaenp6UlJSEhISEhIScnLyU6dOaWpqWltbp6WlVVdXLyws9Pf3f/z4cXFxcXFx8d27d8+ePWttbVVUVHRxceno6ECq9RCu/zffyzjggMNu4JgxDv8GAJ14eycpDJYIJycnbWxsCgoK/P39z58/r6ioGBwcrKSkNDQ0tL6+PjMzMzQ09OrVq4yMDF5eXmVlZRUVlc7Ozh8/fiwtLVVUVOjo6FRVVU1PT6upqV26dCk7O/v9+/eQ7/vz58+lpSVfX19wMiwtLXV0dLCwsISGho6NjW1tbbW2tgYEBGRkZGCx2FevXrm7u3NxcZmbm7e2tvb29r569YqHh4eXl9fFxcXV1fXChQscHBwHDhxgYWEZGRnp7OxUVVXFw8MjJydnY2MjIyOzs7Pj4+ODUAvo3quoqGhpafn06ZOzs3N6evrjx49v3LiRlJQkJSU1MjLy/fv3mJiYkJCQ+/fva2lp0dHRnT17tre3Nzk5OTExsa+vb3Nzc3FxMTIy8uPHjzU1NQ8ePACpG2mc/qP5GNIbsFjs6uoqLNpidzRmpJLgF514N7BYLCsrKz8//9OnT9vb2y0sLCgpKWVlZd+8eSMhIcHNze3j4xMQEKCrq1tcXFxeXs7Ly0tLS3vq1KmkpKSZmZmGhgY5OTk8PDxdXd3GxsavX7/Oz88PDQ0FBwerqak9evTo6tWrEhISp06dUlVVbW1tHRgYmJ6e1tDQ4OLiOn36tKur68LCQm9vL1gmoGr75cuXAQEB4+PjMEeIawXD4T/F7ps9SHDDYrFQ2765udne3m5lZcXCwnLkyBFgzOBoRzz3WCy2o6Pj3Llzly9fvnfvXlpaGhcXV35+/srKipKSEgsLi4ODQ11d3Z07d6ysrN69e6ekpMTAwHD+/PmcnJyWlhZ5eXnIdYE5VMhyYWZmJiIioqenJyQkxMPDIyAggAf4+PgHDx4UEBCQkJAICgoCLRmGTWdmZkRFRbW0tKqrq4GvQ2YLkuqIsxXhgMPvgWPGOPwbAAQ/IMQw4g2SZ1hYmIaGRnFxcVFR0eXLl7W0tI4fP87ExBQcHPz27Vs0Gt3b2xsREWFtbZ2UlCQjI1NWVlZfXx8aGqqtre3o6LixsYFGo7Ozs2VkZJiYmE6ePHn+/HklJaXk5OTy8nIbG5uioqKNjY2PHz+am5uTkJCEhYWNjo4uLi42NTXl5ua2traCUSE0NDQlJQWS3SYmJiIiIqipqUHg4eHh0dPTAxnbzMzMyMiotLTU19eXh4fnyJEjBgYGYmJi+fn5paWl586dg7JlGxubr1+/trW1ubi4KCoqioiInD17Fvrk2NnZLSws3N3dpaWl6enpycnJDxw44O3tzc/PX1RU1NjY2NTU9P79+42NDRQKpamp+erVqxcvXri7uwcFBY2Pj8M+BHKMKKkwToREru6e1odsKURw/cVHsZsZQ4DUxYsXGxoanj17BkkUAQEBNjY2WVlZBgYGxsbG8vLyZ86cycrKUlJSkpaWPnPmjKenJxwLNjY2GB46c+aMsbGxtbW1vb29t7e3v7+/nJzcuXPnNDQ0dHR0pKSkTp48qaGhkZOTU1pampycnJqa6uPjY25u7unp6ezsnJycXFpa6uzsLCsrq6amlpWVBYIZUmP2rz6RcfhLYzctRtz5IAkD44QhBBoamomJiaioqMrKSoiVQNrsenp6tLW16enpz5w5Ex0dXV9f7+7ufvny5cjISAkJiQsXLty/f39sbMzT09PAwICTk5OUlBSGCgoLCxMTE7m5ufft24eU4IBUfOTIETs7O1ZWVlhWIicnZ2VldXBwMDAwiImJ0dHRgc5OCwsLNze3vLy8gYEBaWlpY2PjhoYG2DDoEEHcaD9xUcc44PBb4JgxDv8GQKyuSKwSmASqq6sVFBTS0tKePn2amJgYFRVlZGRUWVlpbW0tJiZmbW2dmJgYEhKSnJy8tLRkaGgIWUufP39++vRpbm4uLIY2NTVFRUXdu3dvYmKis7PT3t5eSkoqNzdXS0vL0NAwMjLS09Pz2LFjlJSUISEho6Ojra2t4eHhsbGxEH4cGBjo5uaWmZnZ39//7du3Dx8+mJqa0tDQMDExHTp0iJqaWlJSsri4eHJycnFxsaOjQ0ZGRltbu6ioaHBwsKOjw9XVlYODw8LCQk9PLykpqaKiQldX18bGhpWVlZ6enoqKioWFxdTUNCEhQUpKioyMjIaGxsTExNXVVVNTU0pKytbWVk1NjYaGhpubm46OjoLi/7H3nmFRrdm2sIoKSI6KgAgiSRBFclbJOSOg5AxKzjlnkayCIlGCKCCIAqIIEgXJAiI5xyKjIHV/zMf18O3dZ5++9zvn9LF3jR/97C4pWLVCveOdc8wx8IyMjMBlQkpKqqmpCYVC5eTkhIWFNTY2bm5ugkvGwTl3RH0Im43/9Fog5Bi5HCABn5mZ4ePjY2BguHXrVl5e3tu3bzU1NUlISE6ePElHR8fAwKCqqgq1seTkZAYGBlJSUugXk5CQnDlzxtraWlJSkpiYWE5OLj4+PiMjIzo6+uPHj0tLS7u7u7W1tQ8ePAgKCrp9+7a0tPTp06c1NDSqqqpyc3PB9bmiokJFRcXJyamysrKzsxMxE4D/hXsGw4wx+CdxsJ2CbAW/f/+OQqEmJycHBgZWV1dTUlKsra0zMjKmp6dh/A5cXHJzc8XExEhISHh4eBwcHOjo6CgoKMBS7ciRI6SkpHJycgUFBXZ2didPnjx16tSlS5cuXLhASkrKxMTExMR07NgxAgICVVXVjIwMcKU8ffo0HR0dNTX1mTNnpKSk/P39X758Cd9dm5ubCQkJBgYGwsLCtLS0PDw8HBwczMzMzMzMfn5+XV1dwOzBKg55ZjGyIgww+GtgmDEGvwdgqhpxQlheXobX/fz8xMXF9fX17927FxYWZmpqikajNzc3l5eXAwMDaWho2NjY7t69u7q6qqWlVVdX9/37d/Aztre3X1hY2N/fr6iosLGxefDgwdLS0tDQ0KNHjwICAhYXF6OionR0dBQVFQ0MDKamppKTk4OCgj5//uzo6MjJyenq6rq+vj47O6unp+fs7JyXlzcyMoJCoV6/fi0gINDe3r68vLyzs5OQkHD16lV5eXkjI6NPnz5B4MjRo0cFBAQSExObm5sNDAxev349OTnp6+ubkZHx9u1bYWFhAQGBlJSUwMBASUlJbm5uX1/fd+/eCQsLnzp1anx8fHl52crKioWFxdnZeWVlZXFxkZ6eHopMZGRkBgYGnZ2dAQEB/Pz8d+/eHR4efvLkSURERF1dXVZWlq2t7fz8/N6vwG2okEHZGBST/+mFQCrHf1BTjI+Pi4uLs7GxXbt2TV9f39bW1sLCIi0tbWhoCGrPpaWlfHx8+Pj4JiYmAwMDEOAHLsW+vr50dHTGxsZ8fHxqamrFxcVra2sQbnLs2DElJSUWFhZ1dfVnz56BNez6+vrQ0NDOzk5XV1dsbKy+vr6MjAwWFlZBQQH4uPX19XV3d29sbAB7gMoxRl6JwT8JRHEEbRaETYL7BDxBu7u72dnZCgoKTk5Ou7u7S0tL8N6srCxeXl4sLCxcXFwGBgbIPJeXl2dmZqanpyclJT1+/DgODg4ODg4hIaG4uDgzM/OxY8cgShPGUk+ePImPj3/s2DFCQkIwNLx+/Xp7eztM8c7Ozvb398OxvXjxAjJ08PDwyMjIWFlZz58/j4WFAqImtAAAIABJREFUxcfHV1FRgUajgRaDVBrj0IIBBv8kMMwYg98ASE8fupwQ0ra/v7+2tpaeni4jIwP1wmvXrpGQkMDcTGtrq5GRES0tLT8/v6qq6qVLl2RkZD58+LC2tjY9PQ2mofHx8aGhoXJycpcvX9bS0nJ2dr5x44alpaWOjk5ERISXl5eamtrly5dlZGSqq6vT0tIiIiIcHBzY2dmPHj1KTEzMwcHBzc0tKioqISHBx8cXGRk5MzPT2NgoKira19fX398PQgIvL6+5ubnl5eXt7e3W1lZbW9v4+HgvLy9OTk5NTc3Xr1+vra319vb6+PhkZGS8ePGCk5OTkZFRV1c3OjpaQkKCl5c3JiZmaWmpqqpKXl4+Ly9PW1ubjo6OkJDwzJkzoqKi/Pz87OzsT548SUpKggXY0NDw5cuXoqKiDx48GBkZefz4sZWVlY+Pj5OTk5SU1JcvX9bX10dGRrq7u0dGRoAiI2f4oJgY4QcH8Q/tKUDikpWVZW9vD9oSDw8Pa2vruLi4R48eRUZG6urqWlpaFhYWVlVVOTg4mJqaurm5aWtrX716lYuLi5KSkpGRcXFxsb+//9OnT42NjYmJiby8vFRUVFZWVpmZmfLy8qdOnaKlpVVQUIiOjq6rq4uLi8vMzIS4r9HR0aKiIhwcHA4ODkFBwYCAgOrq6omJCXBfhri+f5L3Y4AB4ODI2t4vk2OkzbK+vg5b9MHBwZKSkuTk5OLi4t7e3rW1teTk5LCwsOzs7IcPH4qLizMyMsbExNTW1g4ODnZ2dr548SIwMFBOTo6EhAQPD4+NjY2GhgbkE5Cih4ODQ0ZGduPGjfT09Nra2mfPnkGGDiREDgwM3L9/39vbe3FxUVZWNjo62sHBgZOTE3wPCQkJlZWVS0pKenp6lpaWtre3EeEZwu+hf/KvPrsYYPC/GhhmjMHvAcR1CKo1iHgOjUb39/fb29sTERHh4OBwc3OrqKhYWVlFRkZ++PAhISHhyJEjJCQkL168YGBg8PT07OvrW1hYKCwsVFFRqa2tXVpaevHiRURERFlZ2fLy8uDgYGJiIhUVFXBfPDy8U6dOWVlZbW5uxsXFpaSkGBoasrGxkZOTCwgIREZGcnBwKCsrP3jwQEJCgpGRUVlZ2cLCQlRUFBKwdnd34+Pjz58/j42NTUREhI+PT0xMrK6uHhAQYGdnJyAgQEtLS0xMXFxcrKysTEFBceTIESwsLHx8/JMnTx46dIiHh4ednV1GRiY9PX1nZ2dqagoLC+v69euxsbFKSkokJCQQtnzkyJGjR4+eOHGCgoKCioqKnp4emrNHjx41Nzd//Pixjo4OISEhKytrenq6kZFRQEBAYmKivb29rq5uREQEkuiBRqMRdQSiNv6H5Pg/QldXl6SkpJGRUUNDQ1dX1507d65fv05AQAC7jszMzJmZmZ8/fy4tLeno6FBRUQkICEhJScnJyZmYmJw5c0ZcXLykpMTKykpMTMzHx2dqaurLly+CgoKEhIRYWFj29vZubm5cXFzu7u4wV/T9+/cPHz48fPjQ2tqaiYlJVFS0qKhocXERhUKBtnh9fX3vl1szMiOFAQb/Kf6j2x6xctva2gJDQ9ifj4yMDA8P29jY4OHhsbKyPnz4EErIe3t7ExMTDg4OQkJC586dk5KSioqKqq+vHxkZgZ3bjx8/wLLQ2toaGimLi4u1tbWPHz/W1NQkJCQ8efLkiRMnHBwcRkZGQK2xs7PT3d19584dVVXVqqoqMTExLCysY8eO4eDg4OHhxcfHz83NITnSMHcLTSHEqgXzIGCAwV8Dw4wx+A2ADFZDzQY6gygUCl5fW1t7/fr1jRs3WFhYXr58eeHCBQEBAWtr69DQUC8vL319/Zs3b758+bKtrQ3CO1ZWVr59+1ZfX49Go1dWVmpqaoKDg1+8eLG9vf3161dzc3MLC4vXr19nZmaCpFVUVFRRUdHDw4ODgwPJsCAhIeHi4gIWGxsb+/r1aysrKwICAiYmpoKCAihVbm1tJSQksLKy0tDQGBoaamtrY2NjU1FRMTAwWFtbd3Z2jo2Nubi48PDw3L59Oysr69WrVy9fvkxISCAlJT18+HBiYuLg4GBkZKSLi8vAwMDy8nJOTg43N3dQUFBWVpaHh4epqWlZWVlJSQklJSVE6JGRkenr679588bBwYGWllZDQyM1NdXLy0teXl5JScnIyIiHhwdU1Hl5eVZWVnp6eq2trXt7e2tra7DugoYb4ccIOf4LigwkdX9/f2lpKSkpSV1d/erVq5aWlh0dHfX19UFBQczMzBQUFNzc3KqqqnJycmZmZkFBQRDqYWxsDA1lCAEBTQgxMTE1NTUzM/OFCxcgwgAbG/vatWuSkpLnzp0zMjICZ7rY2FgTE5OQkJCKioqPHz8ieYdWVlaVlZWwM4HUsX9eRY0BBoCDt/3PA7nryJQqbCPB9PDnz58g3ens7Kyurn769GlsbKydnZ2mpmZqampmZubo6OibN29CQkKUlJQICAhOnz6tpqamoqLy7t27ra2ttrY2f39/b2/vqKio+fn59vb2qqqqrKys27dv09HRYWNjy8nJgeXO9vb28PDwvXv3GBgYYC7CxMSEnp4edMxge8zPz6+jo5OTkzM2NgYiNCR4D4n4wQADDP4CGGaMwW8DZIk6GPMGVZCNjY26urqbN2+SkpIKCwsPDQ05OjqeOnWKhYUlKirq+/fvKysrMIwSHx8vIyPj6uo6OTmJRqOXlpaWl5dRKBQQ2fn5+b6+PhUVlcrKyu7ubktLSxERkfT09KampoSEBDIysuPHjx85coSdnd3CwkJfX//w4cOqqqqcnJxeXl4mJiakpKS0tLQPHz6sq6vLyckRFRUlJyfX09Pr6ekZGRmBItDZs2dpaWnJyclZWFgcHBxmZ2dHR0d5eHguX76ckZGBRqP7+/uBKUZHR4+NjTk4OPDw8Dx+/Hhpaam9vd3GxoaZmZmLi4uNje3UqVPCwsIwuEZGRgZRc9CTPXnyJAEBQUVFxcTERGZmpqOjY1BQUFRUlIaGhoiICCMjY1RUVHx8vIqKipmZWUFBAQUFxaVLl1RVVRMTE7u7uxcWFkCEAJZPf63QRZTKu7u7+fn5EhISSkpKbW1tP3/+7O/vT05O5uXl1dPTKy4unpiYGBoaio2NjYuLGxoa6urqsrS0JCAgoKCgwMbGJiYmjoiIKC0t1dPTg8A8MjKykpISLy8vRkZGKioqfX399PR0JycnXFxcPDw8Jiam9PT03NxcFRUV2G8EBgZ++fJlaWkJbKoQew00Go2E92KAwf9PIFtE5BsJyrEgXQCAP8zo6GhXV9fAwMDMzMz8/Pzg4GB3d/fY2Fh3d/f4+HhbW5uVlVVaWtr8/Hx5eTkuLi4lJaWHh8fIyMj6+jqEVo6NjTk7O1NSUrq7u3d1dbW1tTk5OZGQkBw+fJiGhoaUlBTigQ4fPnzkyJHjx49DyrqcnJytra2SkhI7O/vNmzc/f/4MggrM5hADDP4ZYJgxBr8N/mAZBisQlAb39vaampoUFRWxsLBYWFi0tbXv3buXnp5ub28vLi4eHx/v5uZWV1dnZWXFxcVlb28/Pj4O5RNEfgdOySArtLKyUlFRiY+P19XVFRISevTo0crKytDQkK6uroiIiKCgoI6Ojru7+61bt6ByrKysLCgoeOrUqWPHjsEEOrRBIaQ6LCxsZWVleXnZwMCAjIyMm5v79OnTWFhYJCQk0tLSm5ub9fX15eXl6enpbm5ud+7cyc/PX1tbu3XrVkxMTE9Pj5OTk7i4eGZmJgSR5ObmZmVltbW1lZeX375928jIqLi4+NixY7Kysrq6uhwcHFhYWGAFhYODIy0t7eTkZGhoePHiRQICAhoaGkVFRTo6On9//6ysrNzc3JCQEDk5uZycnBcvXgwMDExNTX369On9+/cjIyP7+/vr6+vgZfEXsmMAUlGrqqq6efOmlZVVR0fHvXv3tLS0UlNTDQ0NNTQ0XF1dY2JiLCwsxMXFcXBw+Pj4mJmZWVhY2NjYQG1CR0cnKyt76dIlEhISSD/BwsIiICAwNDQMCAiQl5enpqZmYGBQUlJKTExMT09nY2PDwcEREBAICAjIz89vamqqr6/PyclxdnYOCAiora2FItnS0hJcVgwtwOC/BAfn8w5K7YF6HvT/hrQd6KgAdQYDQfjX1dXV9PR0V1fXJ0+eQJ45lH7T0tIWFhaAXoOzZEFBQWBgoKur6+3bt1VVVQUFBWNiYlRUVIiIiGDUD/JxYmNjzc3NKSkpz5w5Y2JikpCQ4OjoCIFBoqKiLS0tiALkX30KMcDgfzUwzBiD3x7QNF9ZWXn9+jU5OTkvL29nZydUcdra2hwdHaEeqaamVl5ePjAwMDIyMjk5OTMzs7m5ube3B/YFYO8F8oyRkRE1NbXIyEjQP+Dh4XFxcXFzc1NQUOjp6cnLy7OxsTEyMrKwsJCSktLQ0LCzs7OwsJw8efL8+fO2trZg6Ovk5JSQkJCbm1teXp6dnc3BwUFDQxMbG3v+/HlCQkJycnLIu0Kj0WZmZnV1dY2NjQYGBtjY2HR0dJqamtPT06GhocnJyYqKisTExNeuXSsrK5OVlRUSErpw4cLVq1cTExO/fv1aW1tbXV1dW1uroaGhoqIiLi5uYmJSVVVlaGiYmpra2tra3NwcExMjKCiIjY3Nxsb2+PFjbW3turo6KAlXVlaqqqqi0eiBgYHh4eG1tbWpqamenp7BwcGvX7/Oz8/PzMyAxAIm2P4hRYaBpL29PTifBQUFKioqfHx8goKCq6urINLo7++PjY0VEhLCwsI6dOgQISEhERERFxdXaGjo48ePeXh4Dh06BKnR2NjYwA/Onj0bHR3Nzc3t4+Pz+vVrX19fd3f3lpaWlZUVNze3xsbG7u7uzs7O4uLiwsJCCB6rra3V1dUNDQ2tr6+fn5+HSaPd3V0UCoUxpsDgvwp/Lb5HXCDgZw6aQkDCOeTOwL8ODQ3FxcWlpaWtr6+/ffuWjIzM09MTrMdXV1fn5ubgd25tbQUHB6elpUVGRgYHBw8ODm5ubm5ubrKysoLHhYSEhLOzMxUVlY6OTkJCgpmZGWilNDQ0YmJi9PT0Ghoa5ufnkT7b/8yJwgCD3xQYZozBb4C/Xoe2t7d3dnZ+/vyJQqHS09OvX79ubm4OJvxdXV2hoaHGxsaysrIkJCScnJzc3NysrKwSEhLFxcU7Ozvr6+s9PT1lZWVgdQwOR5ubm2/fvi0pKfHw8IAs1piYmISEBGNjY319fUdHRxMTEysrq69fv05OTj59+pSNjY2UlFReXt7FxcXa2vrt27fg0HTlyhUmJiYRERFTU1M8PLzjx4+HhoZaWFi8ePEiMzPTzc1tenq6srKSmZlZVlZWXV1dW1vb1tY2NjY2MTHRwcEBTB7S09NTUlK8vLyUlJROnjzp4OAQFhZWU1MzMjJSXV1tb29fWlpaVVVVWVkZFxenpKQkICBgYWFhYWEhLS1tbW1tY2MjJSV15swZfHz8EydOEBAQ4OHhycjIGBoampmZqaurCwoKJicnJyUlZWVlPX78OD09PScnJycn59GjR1lZWTU1NUtLS5B6AAv8QQnyQZYMsQjfv39/8uSJkpKSvb09eHFUVVX5+fnZ2dmpqamdOXMGBwfnxIkTx44dExQUZGJiIiEhgQODF1lZWU+fPk1AQMDOzm5kZKSuro6Pjx8QEKCnpycpKamhoWFlZWVtbZ2dne3t7f3t27fNzc1v3749ffrUxcXlwYMHGRkZ+fn5fX19cCRra2vQ4Ibjx5BjDP4L8Q/1938Q6KMP0GiktAwbSDCrSUpKCgwMrK6uHhoacnd3r6ioWF1d7ezsjIuL8/f3j4qKcnJyev/+fXZ2trGxcV5enr+/v4aGRmZmppeXl6WlZVFRkbu7+6VLl8TExMLCwszMzISFhW/evHn58mUjI6O4uLiSkpLl5WU4Hhh+ACPkf9lZwwCD3wEYZozB74c/rElAfSCsFY1Gb21t3blzR0ZG5ubNmwEBAaGhodeuXfv69Ss7OzsI8kCTR0JCYmBgoKmpCXlRpaWlIKhYW1tDo9EoFMrV1VVPT+/JkycDAwMpKSmvX7++c+cOJyfntWvXrl+/fuHCBWlpaWNjYwUFBZD9HT16FBsbG9yXIOcZDw8PFxf37NmzysrKOjo6oqKi1NTUwcHBQ0NDpaWlwO1SU1NB/MDKyhoYGNjX17e8vLyxsaGurs7Dw1NYWAjeEbu7u4ODg0ePHj1//jw1NTU7O7uIiAgXF9eJEycOHToUHh4eHx+fmpr69OnT8vLy1tbW9fX1+vr6V69elZeXFxUVPX36tLCwsKysrLCwsLa2tqioqKSkpKqqKiYmho2NzdfXt7Ky8v3796GhoVpaWjY2NtnZ2e7u7mpqapqamkVFRWDgCrT44Kp/8Iqgf0UVfvv2LTY21tDQcHBw8Nu3b9nZ2bm5uSUlJXl5ec7OzuTk5IcOHSImJj569Cg9Pb2ampqWlhYZGdnhw4fFxMRcXV35+fnV1dV9fHycnZ2jo6NTU1OTk5M/fvzo7+9/+/bt6OhoFRUVYmLiw4cPg59dcXFxaWlpU1PT2NgYGo2GYSM0Gr2zswPexhh5MQb/HTgopfjz43DQ8BspG29sbKyvr0NjamZmZm9vb3R09P79+zdv3hQVFaWiooqLi/P19eXg4HB1dS0vL7979+7169fv37//9evXvr4+FAo1PDzc0tIyPj7e09OTmprKwsKSkZHR29ublpZ2/fp1Nja2Q4cOHTp0SFlZ+c2bN1tbW3A84F8OjbXNzc1/xdnCAIPfCRhmjMHvhP0/Acl2AvPa9fV1NBrd1NTk4ODAx8d37do1CwsLXl7e+/fvq6urZ2dn5+TkaGtrw5gaGxtbYmKir6+vsrJyYGDg8PAwSI2npqbm5+fv3btna2ubkZHR0tIiKys7Pj4+MzPj4OBw7tw5CgoKVVXVhoaG0dHR1NRUBgYGiHr28PAwMTG5deuWt7e3ubn5uXPnYDAODw+Pjo6OlpaWhITk6dOny8vLz549s7GxqaioUFRUBC9SDg6OtLS03t5eLy8vKiqqmJiYwsJCIyOjmzdv2tnZubi4REREXLx4ERsbW0pKiouLi4CA4PDhw+DW1NLSsry8jMQ+Q2UIjUavr6/DqCKYN3V3d3t6erq4uHh4eLi6ujo7O+vp6dHT0589e1ZUVJSUlBQHB4eEhISXl1dHR4eenl5ERMTb2/vevXuNjY1ra2tIBC4iVYQ5faiEgSwSqEBbWxvosOfm5mDTsrW19fnzZ9AZw0fm5+cHxQU3NzceHh4WFhb2LxAQEFBTU/Py8lpZWfHx8REQEJCSkvLy8t66dcve3t7GxsbW1jYxMbG3t3dpaWljYwPq2Wg0GqLIkFkopEqHHOef75+/tt3A4N8bf74BgNTCK7CnApUwAtgiIu+F5wv5VySBGbbZyK5sd3d3YGAAVMWRkZHj4+NVVVU5OTn37t3T1NSko6MDW4mjR48SEhLi4+MLCwtDrJ2EhISTk1NiYqKTk5OdnZ2+vr6urq6bm5udnZ2ZmRkREZGNjU19fX18fDweHh4+Pv7hw4fx8PCoqalVVVXt7e3hqyM2NhaMFCEoB54IqBwf9NyADwUbS8TIGY4fo9HH4G8FDDPG4PcG0qkEaQR83e/u7i4uLvr4+GhoaNTW1q6trUVFRfn6+rq4uDg4OHh4eBgbG0NS682bN/X19dXU1KKjowcGBr59+5aXl2dubp6RkVFdXR0TE/PgwYP5+fmysjI0Gg2ajQcPHqirq1tZWRUWFqLR6Nzc3LNnz+Lj4wsKCkpLS+Ph4RESEv748aOsrExYWNjGxiYyMlJVVTUoKEhBQeHWrVuSkpJQQLW0tOzq6goPD/fz8+Pi4gL3MT8/P8jvgITnnz9/Pnny5MqVK9TU1DC0bmNjAzkC4OoAJaJz586BXVR4eHhWVhZyckBRAOYSi4uLzc3N9+7di4iIiIiISEpKSk9PT0xMtLa2ZmZmFhUV5ebmtrCwCA0NjYyMvHfvXklJyfb2NsiUQ0NDq6urkWUSmS76swkUzETOzMw8e/bs3Llz4uLidnZ21tbWkZGRhYWFeXl5jo6OoCemoaGxtLS8ffv2lStXjh8/jo2NzcXFpaioSE9Pj42NfeTIkSNHjlBRUY2Pj3t4eNDQ0BASEmpra9fU1KytrS0uLu7v729sbMzNzcEHhDG7P9wYmDhcDP4C+wdyzg9Sw4NeE0tLSyCUB/sz5L3T09Nzc3PwhQDfPFCX3d/fhwBOcMKBDsb29vbo6KiDg4Oqqqqjo+Pt27eZmJggE6e3txciG6OiomhoaCDuLiIiQlJS8tixY4cPHz558mRmZmZubu7FixdxcXEJCAj4+PggApOIiIicnNzJyam+vj4pKQmsHrGxsWlpaRHdFAEBgbCwcFpamr+/v5+f38uXL9PS0uzs7O7evbu2toZ8ZJgUBH8eUHoAPwbbHyg3YMgxBn8fYJgxBr83kIIlQpFh+vvHjx9TU1OZmZmqqqpGRkaLi4uTk5NmZmb8/PxXrlw5d+4cISGhlpYWMzOzqqqqi4uLl5eXp6dnSEiIhYVFeXl5VFSUnZ2dhISEiIiIubm5q6urnZ3d5OQkFF/fv39vZWXFysp69+7de/fuXbly5fbt2/n5+b6+vtjY2MePHxcWFtbW1qanp+fj41NRURESEpKQkCAjI7t79y4PDw81NTUdHZ2EhER2dnZdXV1lZaWpqWlmZmZoaCgrKysBAYGUlNSnT59u3LiRmZk5PT09OjoaHR1NTU3Nz8/v6Ojo4eHh7u6up6enpKQEKkM8PDw5OTkFBQVmZmZBQcGCgoL19fWcnJzGxsb+/v7KysqUlJT4+Pj8/PzW1tby8vK6urrc3Fw7OzthYeEzZ84cPnxYR0dHRkbG0tIyKioqLS3t8ePHT58+jYmJCQ8PDwgI8Pb2Tk5Obm1tBc0i1MOQbC2kVg1d4+/fv+/u7s7Pz4Mx88OHDxsbG8fHx1dXVz98+MDBwXHs2DGwLtbU1LS2tubl5cXHx7948eK5c+doaWlPnz5tZGR0//59Nzc3OLEiIiLc3NxUVFQiIiKwwL99+xayFSIjI8XExBgYGCDmA6aL/uBO9QczWkzNGAPA/gEXyIO3B9DlHz9+rK6ugoME3NLAjxHVFnBlxP97e3sbJLxbW1vwY4jGfXl5OSwsTFZW1t/ff3h4eGNj4+vXr3p6eiYmJo2NjbC9HBsbu3fvnre3d3Nz88LCwuvXr21tbU1MTFpaWnZ2dj59+mRsbExHR0dBQXH58mUNDQ1HR0d7e3t2dnZvb+/u7u7Jycnq6urnz5/39/e3t7f7+fnx8fGJiopqamoyMjKCHfvQ0BAKhZqcnKyqqnJzc5OWlvb39/f09Hz37t3i4iJsBjY3N1dXV5FnGem3YCJCMPhbAcOMMfjtAcsYtNSR725Y5xYXFwsLC4WEhGxsbPr7+/v7+01MTAgJCSkpKWHZiIqKGh0dffXqlYKCAhYWFhERESw2Z8+e1dHRcXZ2NjQ0VFBQ0NXVvXHjxsrKCqwfzc3NZmZm0Li8dOkSjPTp6+vr6enx8vIeOnSImppaRETk+vXrly5doqSkJCUlhaJsXl6ekJCQiYmJl5dXUFDQzMxMamoqBFvo6OhoamqCxwUDA4Oenp6YmNirV6/Gxsba2tpevnyZkpJy8uTJY8eOYWFhkZKSCgkJ6enpqamphYSEnDhxgpeX9/r166ysrFRUVPLy8nV1dcrKyoSEhDBsl5qaCkLD3d1dHR0dGhqa48ePQ7jG0aNHsbCwtLS0rl+/zs7OHhYWhtRfgQqsrKzASo9QBETBArQA/atyv7GxAXkHcJYWFxdTU1PDw8NHR0fhAg0NDd29e9fGxkZQUJCIiAgcWAkICM6dOxcXF2dnZ0dMTMzIyGhqauri4iIqKoqLi3vjxg1XV1dbW1sbGxsrKyt9fX1ZWdnjx48TExN7eXkZGRmxsLCwsLDcuXOnsLBwcXERathwSyBE+T+lxZgl/++Jg1T44IuIehikuki6ELBeuPnRaPTW1tbq6ioMeh5UG//8+bO9vT0hISE+Pj48PHx8fHxsbMzd3d3Z2bm+vh5C6SCrCGI4oCgLb5yfn19dXXVxcREREYmMjFxYWAAivre39/bt28rKysnJSXjoVldXNzY2VldXFxcXFxYWVldX0Wg0UuuFT7S5udnR0eHo6BgQEFBXV4dCoYC77+zsDA8Pm5ubnzlzBjKlMzMzBwYG4DCgYQX7ScTL4uC3KwYY/HsDw4wx+L2BGBLDenZwNhyUrzMzMzk5Oezs7D4+Ps+fPy8qKiovL//69ev09LSCgsKdO3fy8vJgYkxJSQnCOBwcHIKCghQVFcXExGAx6+jooKCguHPnzvv371dWVj59+uTl5aWhoWFqahoREWFoaJicnNzb29vb2wsjYp6enjY2Nrdu3ZKWlr527Zqenp63t3doaKiRkdHp06f5+fmVlJQsLS0bGhr8/PzY2dlJSEj8/PxSU1P9/f1dXV1BnRweHt7X1+fr6yshIREfHz8xMWFqasrMzJyUlJSQkCAvLw8ZGTY2NhYWFqdOnSIgICAgIMDFxaWgoFBSUgKfOCcnp6SkpOTk5Ly8vK6urnv37nl5ebm4uDg5Odnb24eFhb19+zY/P5+Li8vc3FxZWfnRo0djY2ONjY2zs7Ozs7M5OTmpqalxcXExMTGZmZm9vb1INDeceTj5sHYizhXAIYBV6OrqBgcH19bW1tXVPXny5OnTp4uLiyEhIXAMnp6eHh4eenp6pKSkuLi4J06c4OHhYWFhoaSk5OPjc3d3j4qKiomJuXfvXmpqqpubGx8fHx0dHTExMTExMRERES4uroaGRk1NDQqFglUfKRgjtS6EHGOYMQYHsf+nETq4Z4C2rqysvHv3TlFR8dNmCgiTAAAgAElEQVSnTwsLC9vb2wMDA2lpaba2tqGhodbW1u3t7SCimJ+ff/fuXXx8fHx8fEpKSn5+fllZ2bNnz8BGPSgoyMvLKyQkRF9fn4uLy8DAYH5+HkmkA7djKDmDIh9ebG1tffnyZVNT0+rq6kEjZGRrurCwAAR9e3sbnjWQdkCY5Y8fP4aHh58/fx4fH19cXLy7uwtzAhCZvr6+/v37d5BJLC4uPnr0yMzM7OrVqwICAo6OjpDYB5VsJEoJ/hDmMcHgbwIMM8bgtwdimwBLHXyn7/8KqgDetrOzo6+vb2trm5KS0tbW9v3798XFRVNT08rKysHBwaCgIH5+fklJSU9Pz0OHDuHi4goICJiZmT148KC0tDQkJISUlFRMTCwiIiImJiY1NTU0NNTAwMDLywuNRr969ercuXO6urqPHz+Oi4vT1tZ2dHQsLi4OCgpiYWHBxsa+dOmShYWFpqZmdnY2Ozs7KSnpsWPHwL4XGxsbvDIYGBjCw8Nv3bp14cIFa2trSkrKCxcuvH79+ubNm9TU1EJCQo8fP4bFjJeX19zcvLa2dnJy8tmzZ8LCwpALffToUSUlJRkZGXJy8sOHDx86dIiAgODIkSPS0tJgSWFvbw9rKhqN3tragmVyamrq3bt3Xl5eeHh4RkZG8vLyzs7OJSUlZWVlBQUFL1++zMjISEtL6+npgVO9v78PhwEEFNbm/f19pGCPRBv8/PkTpgAXFhbU1dUDAgIGBwehEDU7O7u/v9/V1QU5usXFxZ2dndbW1mpqavz8/MTExBBWgouLi4WFBZN5t2/fLigocHNzO3v2LD8/f21t7c+fPz99+uTm5paYmDg6OrqysoLcD9vb21NTU62trSUlJRkZGQUFBa2trdPT08AY/iEw/hV/QyDeEUg/ARjqxsbG58+f4+LibG1twSOiqqqqqKgoJyenqqoKWijx8fFmZmY+Pj5Pnz6tr68vKyszNzff29traWlxdHRUU1PT19dPSkpaW1uDoDtFRUVJSUlOTk5RUdHY2NjU1NScnJy1tbW3b99mZ2cXFBS8ePEiLy+vvr7+H96Q8HxBJwQ6M2g0en19HRFJo9HoHz9+LC0toX/x++3t7devX5uamuro6Lx7925vb29paWlmZqawsPDu3bufP3+GP4FoQjY2Nrq6ujw8PLi4uBQUFGJjY3t6eiBLEkg8EieJAQb/9sAwYwz+bYG01IGl/fjxY3p6GkqPUVFRCQkJnp6eMTExBQUFg4ODT58+VVVVFRAQgMEXISGh27dvQ0Ofl5f3/fv3ra2tQUFBCQkJysrKoqKiWlpa3NzcMzMz7e3t8vLylJSUPDw8RkZGN27cYGFhERUVJSYmJiAgICEhYWZmvnbtGg8Pj7GxMSUlpYKCgr29vays7IkTJwgJCfn4+Pj4+GhoaECODPIGbGzss2fPCgkJqaqqsrKyCgkJhYWF3b59+9atW+Xl5crKygICAklJSSCF7O7utrKyunr1KiUl5ZEjR7CwsIiJiS9fvuzg4EBGRgZGy9ra2tzc3KqqqmlpaSMjI3l5eQkJCTExMb6+vpaWljY2NlxcXIKCgvT09CdOnDh69Cg+Pj4VFZWNjU1sbKyPj095eTm0axcXFyHXAySV29vbSPEYGrhICRZZs3d3d1+8eGFqaurv79/c3Pz06VMPD4+rV69SUFAQEhIKCgo6OjpGR0cnJSU9e/bM29vbwsLC2tr69u3bZmZmBgYG6urqN2/etLGxsba2NjQ0NDAw8PPz+/LlC1I8A3KzsrLS3Nz88OFDdXV1V1dXb29vW1tbFxeXrKwseKOGhoa7u3tBQUFvby/oR2F0D+4QYPMHdRf/6psXg/8L/MX1gr0ccmVhFw08D14HyRAKhdre3q6urn78+HFwcHBYWNjLly/B42VkZCQyMtLAwICTk5OamlpBQcHX1zc0NHR0dPTp06dubm42NjZOTk6gy4KHIj8/Pysra2ZmZmJiwsTExMfH59u3b9vb25OTky0tLW/evHnw4IGVlVVoaGheXl52dra1tfXZs2dPnToVFBQE2ebwQEEJ+a8/O1LWBWHG3t7ewsJCfX39yMgIlJ9nZ2d7enrgI1dXV8fFxeXn5wO3Rt6IJIDA1GB9fX1MTAzMGRcVFbW3t0MWEuyH4djgXYiFBeaRweDfCRhmjMG/LaBwAt/paDR6fn4eSiAoFCo/P5+FhcXHx0dERMTPz8/Ly8vY2NjZ2bmiouL58+fgoATOxGRkZPz8/Pn5+bW1tQYGBqdPn+bk5IyKipqZmdnZ2amvr+/u7k5MTExJSWlvbweDUllZ2fPnz0Nh+NChQ3h4eExMTKqqqqOjo9euXYuLiwOX/lu3bpGSkuLh4cGPHT9+nJycXEtLKz09nZqampKSkp6eHlKRRUVFQ0NDr1+/TkNDAwEBHh4eDg4OQBChltPU1GRqanrhwgVqamoiIiL4nVxcXOTk5ECXcXBw8PDwaGhonj9/Pj8/v7a2BirJ9vb2uro6ExOToKAgLi4uQkLCS5cu3bhxQ1hYeH9/Pzw8/Pz58wYGBm5ubuLi4rq6uoWFhSAaXl9fB5Hlf+RzfHA48vXr16qqqmDHpqioeO3aNXFxcVFRUXZ2dgoKCgICAkpKypWVlYmJib6+voaGhnfv3hUXF9va2ioqKl64cOHKlStKSkrZ2dlQ7Efq1t+/f19YWPj06ROEBTIyMoqLizc1NSEHAEZ++/v7Q0ND9vb2LCwsIiIiCQkJnz9/Pqib3D9g6/Y/f6Ni8N8HZIwMjUbv7e3BFujgv0KRuKGhQVVVlYeHp6ioaGVlBbZ2Ozs7ra2t0OWoqqpycnLS09PLz89fXV2FgisirB8cHLSzszt//vyTJ0+8vLykpKS8vb1hQiA0NJSFhaWrq2v/gBEEsEzk26m3tzc0NFRSUvLx48fj4+PA4/+ZVsbGxgaQVOC48CIKhQKr8pcvX4JvBuiaRkdHnz9/XlxcXFRUFBcXB94aIHeGb0g4NjQajQT1ff78OSQk5NKlS4GBgUhlGo5qb28PBNP7v3zu/huuHgYY/GuAYcYY/NsCKVsCi4LvfVgMNjc3e3t7bWxsmJmZzc3NjYyMzMzM9PT0Ll686OjoCLEdOjo6JSUl6enpHBwcJCQkbm5uYWFhYmJidnZ2gYGBNjY24eHh9PT0Hz9+fPjwYUJCQkNDw87OzsTERFBQEB0dXXJysr29vYODQ2Fh4YcPH6SkpA4dOkRFRSUtLc3Hx3fy5El8fHwmJiYPDw8FBQVycvLjx49zcnI6OTmFhYVB9gc3NzctLS0eHt7p06e5uLiuXLlSXl6+tra2u7ublJQkLS1tY2MDhsHr6+tAVYeHh1NTU3l5eXFxcXFxcRsaGl6+fGlsbHzmzBkyMjJJSUlTU1NeXt7IyMjAwEA7OzsLCwstLS0rK6sHDx6kpKRkZGSoqalRU1OLi4tfuXJlZ2fny5cvlpaWTExMKioqOTk5iYmJFy9eNDIyqqysHBoaWllZAVUx0mY9uEwC3YQxprm5uZKSEnNzcxUVFWNj45aWltXV1R8/fiwuLr569UpbW/vMmTM2NjYhISFWVlYGBga+vr7Pnj0rKCjIyMigpKS8fv16fn7+mzdvEhMTP378CH52W1tbAwMDvr6+oqKibm5u8ApcdGDtoKuBIUI4yMXFxYqKips3b5KQkFhaWjY3N8/MzAC5x6iNf3ccVI0jAmI0Gg07KNikARmFu2J8fLympiY8PFxLS8vU1LS4uHhiYgKERjBv2tfX5+bmtrm5GR0dDV7jiA7458+fKBQKZuC+fPmSlpbm4OBATU1tbGyclpbW0dExMzMzNDTU0NBQXV09OzuLQqGAoSLCd6TdgVhhrKysAN08aLFy0CruzwApMMghtra2YMoWxgE/fPgQFRWVnp4OT8TS0tLw8LCjo6Oenl58fPynT59gYg9yQyD+E1j+5uYmfFXCL5+amqqtrXVzc/Py8iovL4eAEmToGdpWf32QGGDw2wHDjDH4dwZ0GEFzjIhrkbbg6uqqkpISISHhqVOnHBwcUlNTRUREIJuNkpLy/v37WVlZGRkZNTU18vLy6+vrExMTVlZWTExMBAQEV65cyc3NdXJy+vLly/r6OugBpqam1tbWZmdnpaSknJycfH19DQ0Nubi4wIfh5MmT2NjY8vLy0tLSZ8+excXFPXXqFA8PD1R2CQgIyMjIpKWlo6Ojr127hoeHd/jw4ePHj+Pg4ODj4xMREVFQUMBaBfkdCQkJXFxcCQkJyOg6DM5vbW319fW5u7vT09MzMjKysbGdOnXq6NGjREREkPaHg4MjKyvr5OQUEBCQkZGxuLg4MTExNTW1u7s7OTkZGBjIzMwMI4AqKipVVVUmJiacnJzm5uaNjY21tbX4+PgCAgKdnZ3fvn0bGBiYn59HoVBra2sH594OdleBQ4BQcnV19cuXL8ePH4+Ojp6bm9ve3gZu8fXrVyYmpkOHDuno6HR2dq6urubm5vLx8VFRUdHT07e1tQ0PD8/OziKZXojgMi0tTUBAQElJaWZmZnd3F4k7gROFxH3/gfJubW1VVlbS0tKeOnWqoKBgZWUFSdDFkOPfFwc5MaIhRiYykYQLNBq9vLxcV1cnISEBuTnNzc37+/tTU1PIaCn61x4P9n7g0g3/BOos9C93c0h1pqenDwoK4ubmbmxs3NzcXFtbgx3s2NiYk5PT+fPnGxoaoDwMs6rQuYJy79jYWEtLS0tLy8jIyPz8PMLmD5aB/wLwO0F6AaVfkAWDZ9zKygqI7Pf393V0dFRUVIqKiuA87O/vT05Ompubp6enj4+Po3/ZwE9PTz948KC1tXV1dRXZ4sLMQHp6emhoaElJyfj4OIxwAFHGKPUx+DcDhhlj8G+L/V+m/YgfJ1Jfgf8LzMzExISGhkZTU7O8vPz9+/dmZmaJiYlMTEwXLlzg5OQUERFRUFAAZzFmZmZOTs4rV65ISUk5Ojrm5+ePjIwICgqWlZUlJyffv3+/u7sbNM0tLS1mZmb19fUREREMDAwwJHfs2DEiIiJZWdmQkBAnJ6crV65wcHDcuXMnISGhvLzc0tLS3d29oqKirKwsOjpaSkrK2tqahYXlypUr3t7e9+/f5+PjGxwchEABFApVXV1tYWEhKSnZ0dEBKzdQAUQ9OT4+bmFhIScnZ2xsrKqqSk5Ojo+PD4cBw384ODhcXFwPHjzIyMhobm6GKXiYc+/o6GBnZ6eiorp48SIhISENDU1QUBAIJS9dusTGxnbnzh0TExNFRUUFBQVwxIOKF/pPZWNEiAxFpo2NjeLi4itXrpSUlCwtLYHz8bNnzxgYGIyNjV1dXfX19fPy8mZmZr58+TI6OgqfCz4RYhwLtLi5uVlKSgobG/vChQvBwcFQbIN2OdT29n+5LCOOGXD1oajW1dXl6emppqYWGhra19eH0Rn/7jhYKt77FdaIXHfYmH379q2+vj4qKkpXV1dVVTUsLOzz58/AWTc3N5uamubn54FrAmB+FxoOSD11a2uroqLizZs3MTExZmZm3t7eLS0tCwsL+vr6UlJSjY2NiH4dqrAiIiK6urqvXr1aXFwEwgp24Ds7O52dnffv34+IiMjIyEhISEAKyUgt+a91xsj86+bmJgqFev/+fVJS0vj4OPz+zc3Nnp6ehIQER0fH/v5+Pz+/xsbG9fV12DFOTU25u7s/ffoUdsWzs7Pd3d1zc3Obm5uZmZmFhYUvXrzo6OiAZwr9S5eSnZ1tZmbm5OT0+vXrb9++QVsGw4wx+DcDhhlj8HfE/q8QVCicqKurwwR3TU2NpqbmzMyMmpra5cuX1dXVZWVlYSTO2dk5MDAwLS3N29vbzc0NMuRGRkZ0dHRgiDsyMlJISCgtLQ2kGtbW1tXV1fHx8by8vCQkJOC0QEJCAsZqODg44Ll2/PhxUVFR4KwQE42NjU1BQeHh4TE2NqajoyMqKmpnZ+fg4MDExPT161eQAALXb2hoMDExefLkCZQ8YcFDaAGIBOrr61VUVCB1GR8f38PDQ15enoKC4sKFC7Kysqqqqubm5lNTU2g0Ghq+QDrfvHlDR0enoKDg7+/PzMyMh4cnKCgIiy4vL6+AgEB9fT1UgmF3gSTNQi0KdMBwqqEwtry8DD/W2dl5/vx5CwuL3t5eaAG/efNGUlKSkZFxYmJiZ2fHx8dHW1s7KSlpZGTk8+fPRkZGqqqq9+/fHxkZgbo4KKSnp6cNDAz09fVv3LjBy8srKyuLRqNXVlaAEyBTQbBgI65tP378AGaARqOhY+7n58fLy2ttbb24uIhGo2Fjg8wOIm1iOLHwC6HkhhSwMfiXA64sshlDjCYg5g1uCTQaPTU1lZCQQE5O3t7e/vHjx6CgoOfPn4MZ2fb2dkxMDBMTk4yMTFlZGdwwMLaLRqNhL7q8vNzW1ubn5ycsLExERCQjI5OVlQXPzo8fP0ZHR62srD58+AB5QNDbgW6VoqKip6envLz8nTt3Wltbt7a2UCgUjADCPbaxsTEzMzMwMDA9PY3sb/9cMP6zXAT9q0IM3H1/fx8+MjJOt7+/v7S0FBERERwcPDMzg8isUSjU8+fPLSwspqamoANTUVFx+/bt0tJSqBwDs//w4UN2dvb8/DycBMTdpbm52dHR0cbGBvafUGiAXSvydCDdG4zWAoPfDhhmjMHfEaBJRWjW1tZWaWnpjRs3eHh4ZGRkrl27xsTExM7OHhwcXFBQoKenR0JCwsbGZmZm9uzZs3fv3mVnZ8MUXUBAQGVlpYCAgK2tbVBQUExMTGVlpba29ps3b+7evRsVFXX//v1Hjx7FxMTY2dndunVLW1sb5mzi4uI4OTmvXr06MTFRXl4OGW+mpqZ1dXXgIge1KFlZWTExMTExMVlZ2YcPH3p5eaFQKGQ2fHh4OCoq6uTJk0NDQ7DAI6kBP3/+RPyYOjs7g4KCxMXFZWVlHz16ZGdnd+7cOU5OTjExMREREW1t7fr6em1tbS0tLXt7e11dXTU1NUdHR1lZWX5+fhsbG2lpaWZm5suXL8vLy/Pz8wsICDAzM0tLSwcHB+fm5tbX18NajvieIgaxUPECgcfOzs7CwsK7d+9cXFy0tLTa29shd7eystLY2FhOTq6npwequYuLixEREXp6es+ePdvf35+dnYU4AzDEmJube/fuHXhxNDU1gUgG1ntkwhIpvCHUFqn5QQccsSaAKnh4eLiMjExgYCAcEvJGRHuDtKd//LJwRuJO/tU3Mgbo/V922mg0GvFzgPYCUj+enJx8/PixkZGRt7f3xsZGW1tbenp6X18f4gQM9iaTk5OWlpY6Ojr5+flIryk3N1dFReXq1at2dnalpaWjo6NLS0ughQAuuL6+Pjg46O/vb2RkNDU1dbBJMjk5CSMBnz9/Xl5ebm5uDgoKkpSUNDIyglo1YueCKIz3f/myI9uzv/jsu7+S+YCLI/2QpqammpqagYEBCHze3993dnbOyckZHR3d3Nycnp6urKy0srICEVRlZeXz589ra2tBGNbb28vPzx8eHt7T09PX15eXl/fkyRM0Gg2BJvDsAJWPjY3V1NSsqKhYWlpCfBvhnKDRaCQmE1NOxuC3A4YZY/A3BeiMoagDlOjHjx+NjY3gBHzz5k1OTk5ZWdm8vLyGhgYiIiKIfT5x4sTVq1fB301cXPzy5cvb29spKSkcHBzm5uZVVVXZ2dk7Ozt0dHT4+Pg3btz48OEDWFhISEjk5ubKy8ufPn1aTk4uOTk5IyNDV1e3qqrq8ePH9+/f5+HhERcXLywsBIEBGo2GiKyBgQEHB4fLly+3t7cPDg4GBwd/+fIFmZj5+vWrtrb2nTt3xsbGYDYIYQmI8ROQubm5uaKiokOHDgkLC9PS0uLg4Bw5cuTEiRMCAgJQc3J0dPz48ePy8jJk4EFhdWlpyd7e/uzZs1A4v3Tp0vDwcG1trYeHR01NzerqKmIUhUajYRwHziR0eBFZQltbm7m5OQUFhYSEBPzM5OSkn58fJyenlJRUZWUlYkgM43pDQ0P9/f1zc3OweANLmJycjI2NPXv27KtXr0AcXFNTU1FR0d/fD7wZjgEIK+K1DMeAmMohXAT+3Pr6en9/f2hoKBcXV3V1NeyUYOMEvxD9yxQMEVrs7Oysra3Bn/ifuVcx+GvAhThoHwZTmBsbG9vb2w0NDbq6upqamsXFxfPz84WFhU5OTrOzs+CsAjc/PCxoNLq/v9/V1dXR0bGrqwt+eVtb2+Tk5OjoKGT6dHR0oNHo5eXljY0NZMsEw51SUlITExOIvhnRIcBhLC0tIVl3ANiZQzYHqIRh8/aHkdY/jxUiQmo0Gg3p0ygU6uev1E9fX9/m5mYo8YLGCcy8nz17lpSUVFtbW1ZWZmJiAhN4Kysrs7Ozfn5+gYGB379/n5ubQ6PRkZGRUVFRnz9/hqfj2bNnbW1tyHMEGwboz1y7do2IiMjNze3Lly9Q/EYc05HBA4w2CYPfDhhmjMHfEUj7Fco28F0PwoCWlhZlZWUtLS0GBoazZ886ODgMDg52dXVhY2NjYWFJSkqmpqY+f/4cMeW1sLAIDw8XFxdXVVUNDg4OCAiA4qiTk5Ojo2NGRkZ/f//29vb09LSqquqpU6coKSkFBQVNTEz09PTIyMgYGRnZ2dl5eXmZmJhOnjxJSkrKw8PT09MzPz9fWlqalpb24sULf39/MTGxqqqqiYmJ3Nzcr1+/gvoWRnx0dHQYGRmbmpqAE0NxFOmuwgwirM3Ly8vv3r1TVlYmJyenoqLS0tJydHS8fPkyBwdHenq6mpoaIyPj+fPnhYSEbty4kZCQkJaWVl1dPTY25uPjIyEhYW1tbWZmdunSJQoKCktLS4gnuH///pMnTwYGBpaXl4FtLC0t1dTUuLm53blzZ3t7+9u3b8HBwaampjExMe3t7TMzM6urqzMzM2ZmZpcvX759+3ZTU9Pi4iKM1QNTmZiYaGhoaGpqQgpRSHGXiYlJWFg4NDRUWVmZi4uLg4ODnp6elpaWh4dHQUEhOjq6paVlYGCgq6traGgI3gseW3BOQOgM7BkMPeA0dnZ2uru7X7lyZXx8/MuXL52dnb29vUNDQ9PT0wj1gfIbEkWGxuTl/m/C3q+4Hyj2I4a7VVVVAgICNjY2TU1Ns7Oz0KMYHh5GPEmKi4svXrwoJSW1uroKE7Rv37719/cPDw+fnJxEo9Fwz0RHR/v5+cFThszSAbUtKyszMjJKT0//+vUrqORh4g35kgFpBLIxQx7PH78yIw/yYCSoaP+Ak+B/xI9BuFVaWlpbW4tCoQYHB0NDQysrKxcXF5GNAZDm3d3djY2N/v7+2trahoaGyclJkIvMzs5GRETAd1pycnJjY+P29nZubi6EfQwPD4+Pj2dlZcnJybW2toKACg4YPj4KhZKWlhYTE/Pz82tvbwcFC7Rl4BIgU48YYPAbAcOMMfibYv+XiRsyuwYFG6gUpqSkXLx4kZ2d3cDAwNPT09LSEgrGWFhYtLS0Pj4+b968kZGRwcLCunr1al9fn7OzMwcHh7KyclRUlLe3NxqNLikpgcGapqamly9fXr16VVRUtKOjw9PTMy4uzsXFhYaGBuTFlZWV8/Pznz9/NjExwcXFhQk5UVFRYWHhR48eTU1Ntbe3x8TElJSU/Pz5MzExMSgo6OPHj0Dsdnd3p6am5OTkPnz4AJUhmK+Hyg2y6IK4YmVlBUhhRkYGHx+frKxsaWlpZ2cnPT19QUHB0tKSj4/P/fv3a2pqfH19y8rK4O2FhYXgK3fixAl8fHywXubl5S0uLoYGK3Sid3Z2Ojo61NXV2dnZTU1Ns7Ozw8LCioqKyMnJPTw82traoMy2srLi4eEB2mtiYmJWVtbr16+bm5vPzc3BSp+fn3/jxg0fHx+4RvPz80DuIQBPUlLyzZs3KBRqY2MDlueBgYG8vDxra+sjR44gY47k5OScnJxmZmbJycmg6URGMEdGRkpLS0HQiZBdZJJpeno6MjJSXFycmpqamJiYhYXFz8/v69evCwsLcEqBZICQ+s+uFxj8SwC3N6Jxh+d6eHg4JSWFmpr6wYMHoCKAUPf379+PjIyA4OH79++dnZ1OTk7U1NSCgoKXL18uLCxcXl7e2dmBewyKvgsLC/AfcMshGvrV1dWtra35+fmmpqbm5mZIbIYyMBIJCXoeuNPggfqDhhiZDIY7ELZh6F9c/+DH/Ic64+npaei3LC0tlZWVNTQ0QMcGDInr6upCQkIKCwvhvp2bmwsODtbT06urqwPbZldX14qKisXFxb29vfb2dgUFhcnJyd3d3YWFBTs7OyMjo7q6OmgKXb58OSEhoa+vr7W1NS8vr7S0FE4RdIdSUlK8vLyam5vhafofuvAYYPDfAwwzxuBviv1ftvboX1NiyDA79DdbWlrs7e3Pnz9PQUHBwcGRn58vLy9PR0enqakZEhKSlJRUWlpaWVmZm5vr7Ox89epVQ0PDO3fuMDExGRoaTk5OJicnh4SEmJiYWFlZ5efnf/78eXd3V0FBQVpauqioqKioSE1NTVRUlJ+fPyQkJCUlxdfXV11dXUhISEFBwcnJSUtLi4mJydbWFmJjPT09MzIyUCjUw4cPHRwcSkpKYOoOjpyKikpTU7O5uRk+BXwoROYL5XDYAMAy9vPnz97e3rCwMB0dnZCQkIaGhtnZ2bW1tU+fPsXHx8OKyMrKGhkZ+eLFi97e3u7u7ubm5sbGxubmZmCWPDw85ubmkZGRWVlZsJ2Yn58PDQ01NjZWV1cXExNjYmI6c+YMyEXGx8chMkBQUPDKlSvXr1/Pzs7u6urq7e0FUquqqhoaGpqQkGBlZcXJycnIyHjr1q3c3NwnT54sLS3Bx1xZWRkZGRkdHUWsuKB2CzRoZWWloaEhIiLC3t6eg4ODkJDw/Pnzqqqq+vr6e7/y+fb29sbGxoqKilxdXW/dunX+/Hlra+uamhrQjAIjAUKztLqr7h8AACAASURBVLQ0ODiYmZmppaWlqKgYFBR08+ZNZ2fnrKwsMJUDtcn+AdvmvV8hvRj8N+EPffmDHBHRQsAtAT7crq6up0+fBvexhoYGT09PJyenoaGhpaUlc3NzdXX1Dx8+wHV/+/YtPj4+ISGhkZFRW1vb9PR0Z2fnq1ev8vPzl5eXoep50B0FLjdsjZCBOWQI9eevpD1kxvfgDuqg7hYhxIjIBxGE7P+a9UT/GmxFptwQE5Xd3d3q6urg4ODi4uLFxUU4zrW1tYaGBn9//5KSkoqKiqCgoIiIiJmZmR8/fjx69CgjI6O2tvbjx48vX74cHx9///59XV3d9PQ04mTc2dkpIiLCysoaFxf39u3b6Ohod3f3hYWFnZ0dPDw8NTW1J0+e5OfnJyYmRkREGBkZzc7OwrheW1ubp6enqanp1NQUxOsgo4EHZw/+h+8ZDDD4fwOGGWOAARpZX5HVCHjkwsLC+/fv3d3dT58+raOjMzc3d+PGDXJycjY2NldX15qaGjExseXl5fDwcA0NDTA4w8bGZmVl7enpUVRUJCcnt7W1bWhoaG9v//LlC/j+CgkJqampvXz5sra2VktLS1RUFF6fnp4ODg4WFxf38fGpra2dnJzc3Nw0NjampaUlICA4evQoAwMDpNa5uLjcv39/eHgYMj62trba2tp0dHTKy8uXl5cPahmRaZ4/zMatrq4uLy9vbW19/PhRQECAjIxMVlb269evk5OT7u7uZGRkuLi4nJycjx8/lpWVZWdnP3XqFDExMScnZ0hICJTfqqqqxMTETExMvn37hpTQAgMDL1++zMTE5Ofn9/NX/hyMJJ4+fZqAgEBWVra3t/fnz5+zs7NA0L98+VJcXPzx40c0Gr2ysgLkEiTIODg4TExM4eHh7969g0ATuEag74QfW19fB9UvknS4tbXV2Nj48OHDsrKyra2tzs7OqKioqKiowcFBxLINlJewTkNdEFZxOD+IUhn9y6pieXl5f3+/v7//zp07DAwM/Pz8hYWF6F/yVqicgUkWkriGmc/7L8efmTEiKkD/ci6HG2NwcDA8PFxCQgKyOYaHh+/evfvo0aORkZGmpiZZWVlsbGzYRsJ8qqurKzExcXJy8vDwcE9Pj42NjZycXFRUVElJCRqNhp5DfX39p0+fgOPC3/p5IEYEZM1oNPqg+OH/4dP9GT8PGLfBAR8UWqyvr4OfDGh819fXAwMDTU1N8/LyFBUV9fX1h4aG4Ibc3t7OyMj48OEDPPi9vb0PHz5EZkkRgcf6+npzc7O4uDgvLy8kyb99+9bW1jYlJeXhw4ceHh5hYWFv3rx59eqVjY2NlZUVHBg86W/fvr116xY/P39HRwfsMIHEI4wfQ44x+F2AYcYY/E1xcPX6w2oEnVmosIIN6ps3b7S1tY2NjZ2cnHh5eU+cOHH+/HkXF5eOjo7o6GgtLS1LS0sZGRlycnJSUtJjx47x8/NHR0fr6OhwcnLS0NCQk5OfPXuWjo7uwoULZGRkMAxUX1/v7Oz84MEDWVnZ0NDQ5ubm1tbW0NBQGRmZzMxMOzs7ISGhc+fOycvLGxoaCgoKUlNT8/HxvXnzxsfHJzk5uaenBwpIKBSqv7//0qVLIiIi2dnZMI6z+/9N2Do4uANTeqOjow8ePLh58yZM3MvKyrKwsKSnp3/8+BEUh/Ly8ikpKQ0NDZ8+fWppafn06ROYLvv6+hoYGGhoaKSkpHR3d4+Ojr5+/VpDQ0NAQMDZ2fnVq1ejo6MoFGpxcbG1tVVHRwc0zRYWFsXFxb29vaC7ANUjEgmGrM2gaSkpKbG2tnZ2dq6vr8fHx+fh4QF958Gfgf+AJjXilJybm6umpsbBwcHAwGBgYNDS0rK0tPTp06fa2tqsrKzQ0FBXV9fo6OiOjo61tbW9vT0UCoW4vO0eyBCGWhdCGmBDAm5Wnz9/joqKYmJi0tPT6+joAMoOs4/ww7u/YhT+pXf3vyH+I2a8u7sL06jAEWtqamxsbHR0dOrq6n78+NHQ0KCjo3P37t3Pnz/n5eVxc3Obm5t3dHRsbGwMDQ3FxsYKCAgQEBCws7OLi4s/f/68pKQEQjeqq6tv3bplbW09Pz9fUVHx9u3b0dFRaL/AkwVCXngFJFj/ke78/+p++MMu/f+w951hUW1btgooOchBBAVFREFBkZwEBCQjSpSM5KCo5Bwk5ywKSM45o5IUJShREVBBck4FRZQg9X7Mz/3R5/Y93bf79L2n+9X4BUWxa4e1a48115hjwET9oFYebmFQUCCsd319fWpqKikpKTo6GoVChYSEcHBwiImJZWVlwfw5Nzd3bGwMZEUwXL99+1ZdXQ12iu3t7a9everp6UGj0XNzc62trQ8fPrx+/bqjo2NGRoaEhAQJCYmEhERKSoq3t/etW7f4+Ph0dXXHxsYgqQfaVTc2Nr5//w5OL1+/fj0Y5neQGf/uW/e/OSqwwOJ/AlhmjMX/p/iD72XE1gCDwezs7Kyurq6trc3PzyclJXFycuLj44uLiwcFBUEX2vPnz/v7+62trSUlJYWFhUElTE5OzsHBkZyc7Ovry8HBQUdHp6Oj4+Pjo6ysLC4uTk9PT0REREREREpKqq+vn5eX9+3bt+DgYG1tbXV19Xv37u3t7cGS/cOHD5OTk9FoNBqNnp2dFRcXn5iYSExMvHHjhqamZn19/dTUlJiY2NzcXEZGhpiYmLa2NqgGIbILWXhFdBfApKurqyUlJWVkZMrKyqAKOzIyIiMjQ0ZGduXKldjY2M3Nza6uLkFBwampKVjJhQ1C6zo4S1RXV5uZmXFxcamrq6elpe3s7CwuLsKa8sDAgIeHBxkZGRUVlaioKBh0AImBStv29raFhUVFRQUQSij17e7uolColpYWbW3tCxcuPHz4cGxsTEpKamZmBmneh/ru3NwclO6WlpZQKNTg4GBQUBAojHFwcFRVVYuKimZnZ5ELCklm4P728eNHc3NzFhYW2FU4Lcgi+B9UtmDnoV64sLCQn59PQUEB5BgE3Ovr60gOOfap/6fjD5gxmDBAydPGxoaPjy80NBSNRi8uLjIxMfn7+9fX1/v7+1+9epWLiys6OhqqmGVlZXJycleuXHF1dS0oKKChoamsrFxYWEDMJTY2NtLS0vz9/YeHh+EOAh0wOJMA80M0wcjKyX+45//hYSKcGIrBSNAGjDGY1MEOwDIFDMvV1VUUCrW4uJidne3h4QHGbR4eHllZWenp6ZWVlbOzs7DNgYGB6OhoAQEBzC/ft52dncrKSkNDw+zs7Pv376+uri4uLpqYmPz2228kJCQ4ODjExMTCwsLNzc0BAQECAgJcXFzW1tZpaWlkZGS1tbUwb4Tbc3Fx0cLCwsnJCcnV+3fJMfYeweKvDCwzxgKL3wNIEmKCtru7C0ulq6urvb29NTU1Pj4+oqKi58+fl5SU9PT0NDExERAQOH/+vIaGRkVFhYuLCw0NDSsra2xsbGZmpra2NjExMagYLS0tXV1deXh4GBgYZGRkpKSkQODIzs5+8+ZNeXl5SJ7T1NS0sbGxt7fPycnx8PDQ1ta2srLS0NDg5uaenp7e3NwMCAhwd3fv7e1FoVDt7e22tradnZ3u7u6XL1/W19dfW1v7nSbyYAmqtraWi4vr7Nmztra2vb29m5ubMzMzampqx44dw8fHp6KiEhISCgwMXFhYAI0mlIXAkLi6ulpdXV1JScnCwiIsLKy8vBzcmoCUTExMxMfH6+rqcnNzs7Ozu7q61tbWTk1Nra2traysoNFoKG6BorG7uzsqKiopKamiosLJyUlCQkJcXNzY2NjCwsLLy0tfX//YsWNXr15lYmKanJz88eNHW1tbYGCgjY3Nq1evQNYJpeLy8nI9PT0REZGrV68+ffq0rq4OcqdBYA0dQogiGcp7W1tb7e3tB6MWkCY8zIEeO8QT98evoGmYI8HWwBbgwYMH7969g53Z29sDzoT5ZW71rxzE/+fwxzVjKJ0+f/783r17UVFRw8PDU1NTDx8+bGho+Pz5s4ODAwMDAy0t7b1792CdYWBgwMzMjJ6eXl1dfXR0dGJiQkVFxcnJ6cuXL4hrb1dXl6SkpLKyclJS0vj4+I8fP9rb20NCQj5//gwxMc+ePcvLy5udnd0/EIr+X+Z8iHziIDOGPSksLExPT//27Rvisry+vv7t2zd7e/vi4uKJiQkYruC/lpqaOjMzA19fX79+DQ8Pt7Gx2f0VKfL69evIyMjExMQXL14EBAS8f/9+aWlpe3t7dna2vLwcwjJ9fHzGxsa+fPni7++vpKRkZ2dnaWnJycmpr69fW1sbFRUlLi5+7dq1S5cuxcfHj4+PBwcHBwcHg0BlY2Pj69ev169fl5CQKCsrA88ZoPgHBV37B5oIscDirwYsM8YCi98DniJITwxUZVZWVpAv9J2dne7ubi0tLVJSUgkJCRMTk0uXLh05ckRUVLSmpmZwcJCFhUVPT09PT09bW5ufn//QoUNERERhYWHNzc2lpaWqqqoMDAz6+vr9/f309PQpKSmGhoZGRkYCAgJHjhw5dOgQDg7OoUOHCAgIrKysIIfP09NTSUmJjIzM1NR0aGhoeno6LS0tODgYPI8FBASAg3p5ebGxsdnY2Oz8fUhLS589e/bJkyepqanOzs4fP37c3983MzMDD2awd7h48WJCQkJXV5erqysHBwf4SFBRUdHR0b1582b3V9gV5lcj48zMjLCw8NmzZzU1NcvLyxcXF4F/qKmp0dLSHjlyhJSUlIyMDA8PDwcHh4KCgoiIKCYmpq+vr7S0ND4+fnp6enZ21szMzMbGpre3F/r5JicnP378KCEhcf369VevXmVnZ4eEhLi6unJxcUGxeWtrq6qqSldX18LCAoVCQa895leMLQg0wZkL86s1Cul/AioD5XCkyrt7IMQLeQ90MQLxQqPRRUVFwcHBsHq+ubnZ1NQEExjE/xjZ2r9wAP+fxN9jxkjVtqKigoODw8vLa3Fxsbe3V1tbu6CgYGlpKSIi4urVq/j4+Hh4eERERNzc3J8+fRIREQGPQlVV1VevXoH2XVFR8cmTJ58+fVpaWmpra9PV1Z2dnX3+/Hl5efn379/b29ufPXsWHR09Nze3u7sbEBAQEBDQ3t6OwWB2d3eXlpYwGMxB5vcPjYGDtHjvQLQ1Go0uLy/39fX98OHD6uoqDFFY7tja2kpJSRETE/P19Z2ampqfn8/IyHj69OnW1lZ1dXVwcPCLFy/29vYmJiY8PDxSUlJmZ2fr6+uhaxYsNfb29iwsLAoLC2ERZmtrq7Oz8+jRo7i4uNbW1qDSbmtrgzUWEhISKSmpioqK1tZWd3d3ISEhEIyFhobKycldvXrV0dERzOB+/PgxNjYmISFx+/bt4uJiJDlv91f2ykH8yaMECyz+DGCZMRZY/AMAWgylx8XFxcLCQmVlZT4+vhMnTrCysmpoaLi5uTU3N6ekpPDy8vLw8LCwsEhJSbm4uFy6dImEhAQfH19LS8vCwkJISOjEiRM8PDyEhIT8/PwcHBxPnjyJjo4WExMjJyc/cuSIsLAwNzf38ePHycjIbty44e7uLikpqaqqysnJaWJioqGhISkp6eLiApWh6OhofX39t2/f9vT0uLq68vHxpaSkrKysgKYQadgHxaGysvKFCxfS09PHx8ch30tTU5OVlZWYmBjiPIiJiYmIiA4fPgxp1eTk5CoqKjdv3sTBwSEkJFRSUoK69cDAADyAVVVVJSQklJWVS0pKJicnoV/+8ePHsbGxhYWFhYWFZWVlJSUlBQUF+fn5BQUFpaWl9vb2V65cERcXNzc3j4+PHx4eXltbCwkJyc/PHxoaOljNRaFQ/v7+ZmZmxcXFi4uLQ0NDwcHB3Nzc0PmXlpYWHh7e0tIC1Wikiw65TIgEAqY6P3+liyFXE/gxvI4QYoTT/PxlOgsEemdnJz09XU1NLTs7G4PBAE1JS0tTV1d/8ODB0NAQFJgRNwzYyP6/h3/F4P3fDYQ1Hpy37PzKKRwYGJCWljY3N6+rq3v79q2Li4uRkdH09HRSUhIbGxuIl44dO8bJyVlaWurk5HTx4sWYmJiYmBhRUdErV668ePGisbExPz+fi4uLi4vL1tY2Ozu7rq4OFMwwE05PT8/Ozh4dHd3a2iorKzM1NS0vLweLGCgzT01NmZub5+TkgKIXgtwR1zZEegFzNmSGBmMPFlJAFPHp06eSkpJ379719PT4+PgUFhaurq5mZ2eXlZV9//4ddgkGMwTigF0jlIT39/cHBwcfP36cl5c3PT29uLhYU1Pj5uZmb2//5s2bwcHBvr6+b9++IRbdHR0dXl5eL168gO+05eXl58+fGxsbi4qK6urqwieGhoYyMDBkZWXZ2dlZWFgoKyubmZk1NjZub2/HxsZSU1PLy8sXFRW1tLSUl5fD8S4vLyclJSkoKNy/f7+zsxO5JX8eiFiHV/6lYwoLLP59YJkxFlj8A0C8k0BUCi8ODQ25u7uzs7MzMzPb2tpiMJjNzc3k5GR2dnbwP5aVlRURESEiIiIgIKChoaGnp6empiYmJsbFxT169OihQ4fw8PBOnTplbm6ekJBgaGh46NAhXFxcKioqYmJiQkJCeA+AnJyci4vL09PTyspKWFg4ODgYg8GMjIzcuHHDz8+vv7+/p6fH2dn57Nmz3759g53c/pXaura2tr+/r6SkxMrKmpycvLa2Njs7Gx8fj4eHR0FBceTIETIyMiIiIvh0UlJSEhISJSWlnJwcCL2jpKSEPeHg4ODk5GRiYrp8+bK5uXlLSwsUzJaXl+fm5qanp+fm5uCz5ufn5+fnETcJzC8Tq93d3cnJyf7+/oyMDB0dHV5e3lu3bsErg4ODKBQKmO7+/j54snJycjo5OQ0NDaHR6IGBgZaWlu3t7Xfv3hkYGHh4eHz//h1zIKkOLIqR6h1s52DaAnI14VL+POBEcZDOHvx1eXkZys8zMzO9vb0rKysYDAYiVNBodFpa2u3bty0sLJCwEugL/B8fjv/fYP+Xr9nfvrizs7O8vFxZWcnIyMjMzHz+/HlmZua7d+92d3dra2ufOHECbi5aWloGBgZTU9OwsLCzZ8/S0NCA1iItLY2Nje3MmTPJyckaGhrXrl07e/asurr6+/fvEfI6Pj5eUVHR0dEBKyQLCwt37txpbW1FcuYgZdrExKSjo2NjYwNmX7u7u+BtjIxMGBig8MFgMKCQhv7OxcVF2Hh/f/+dO3eys7N7e3szMzOzsrIWFhZKS0s9PT0bGhpgazDrg9UJ8DWHEb6ysjI+Pm5nZ/fixYuZmRmwjPj+/buTkxM/Pz8/P39mZibcqru7uwsLC3Br9PX1paSkVFZWrq2tff78GSZ7dnZ2goKCLCws6urqeXl5bW1tEhISrKyspKSk5OTklpaWo6OjgYGBFBQUCQkJ169ft7W17e/vh2YDMNMAnzhra+vMzEwkYWd5eRmx2gCK/E8eSFhg8Z8BlhljgcU/BqQPBqHIULiampqqrKx8+PChgoKCpaVlcXFxYGCgsLDwiRMnFBQUent7VVVVL1y40NjYiEKhkpKSrly5QkJCwsTEdObMGSIioqNHjwoICERHR1dVVZGSktrb2w8ODtbV1YWEhMjKyh4/fpyDg4OcnBwPD4+EhCQyMrKtrS01NTU0NLSvrw+FQqWkpERERDQ3N6PR6NbWVmVlZVlZ2aGhIaBoQPKg3a2qqoqHh+fcuXPi4uJSUlLU1NRI9jVUhUFTcfTo0fPnzzMxMVFQUPz222+KiopeXl4SEhI6OjpRUVEvXrwYGxuDTGYodHV2di4vL0PxDB7JP3/+7Ovr8/T0NDMz09XV1dbWdnFx6e7uBhM0hL9OTk4mJSVJSUkREBDcuXPHyMhIXl5eVlb27t27ioqKhoaGUlJStra2LS0tkAsoLy+flpa2ubmZm5vr7u5eUVEBFXEkseWgWBNc7Q761iFL1X/bDISUspC3wb/Alnd2dpDKMcL14XN3dnaqqqrk5eU7OjqgMet32/9Xj9n/C0BO4++u5srKSkNDw4kTJ5ydnXNycszNzW1sbOrr662srEhJSRUVFfn4+Li5ueXk5ExMTKytre/evWtiYsLJyZmRkTE7O1tUVMTCwnL06FEWFhYPDw+QKXd1dUEXGvht+/r6dnV1bW5uLiwsvHv3LjQ0FOJmYDdWVlY+fvyYnp6elpa2sLCALDIAeYWpKfTtgR4aUfJgDjB+EKn//Pmzqampv78fYnHW1tZWV1dLS0vv3bv38uXLyclJWAaBCRgGgwHRPEyAp6enMzMz/f39a2trgZ7CfQFfCJ8+fcrIyFBRUbGysmptbd3e3h4fH//06RP4Hn779g2M0nNycmZmZn7+/NnZ2amlpXXs2DFKSkpxcfGysrILFy6cO3fuzp073t7ePj4+WlpaPDw8ZWVls7Oz4eHhysrK/Pz8enp609PTCQkJHz58mJiYmJ2djY2NVVdXLygoALUGsHmYzyAUGQss/mrAMmMssPgHAAwJkc1BLRboETyfoKGttbX1wYMHfHx89+/fT0xMTEtLQ6PRo6Oj7OzsYFIRHR1tbW196tQpUEpcv3792LFjeHh4LCwsBgYGioqKlJSU4eHhIyMj/f39zs7O/Pz8WVlZZmZmp0+fPn78OAsLy61bt1RUVI4fP05DQ6OiogKkPCgoaGho6MePH/Pz84GBgdeuXYuJiRkcHETcxGA/P378qKOjIy0t/fTp069fv3Z0dPT19fX39/f19bW2toaEhLCzs1NSUjo4OHh5eQkJCVFQUDAwMBgYGCQkJJw7d05EROT9+/dgHwvWaXt7e93d3XZ2drW1tdDQs7OzMzY2pq+vT05OTklJSU1NTU1NfezYMXBKDg4ORog1PMJXV1cTEhK4uLhCQ0OHh4dRKNSHDx9iY2OZmJhoaGjOnDljY2MTGxtra2trb28PKWXr6+sQNAAVu+0Dgdg7OztoNHp6ehpZNd77FceAUGcEyDUFsoKozDG/Ms+glubt7d3Y2IicSSQzBWZHY2NjBQUF169fR6PRyJlBONzvuvL/xYP4fyEQBvnzgOE0XJ3Ozk5RUVFvb2/Is8jMzLSwsDAwMDh79iweHh4pKSkdHd3ly5c5ODh4eXmVlJRcXV3z8vLKy8v9/f2jo6Pt7e1paGjU1NTCwsIEBQWzsrLCwsJcXV1TUlJ8fX3PnDnz7NkzSK9ob2+PjY198uQJJCBubW3Nz88XFxc7ODj4+vpCWCPUbufn51tbW+vq6mA2NTU1ZWJikpSUNDw8DHOq36nbBwcHs7Kynj59CiMZaegENdGXL1++f/+OJJkjIXxwF8Co/vjx47NnzwoLCycmJlpbW318fN69e7e6urq0tASna25u7sePH58/f378+LG5ufnLly9RKNTExMT6+joKhaqqqnr06JGKioqXl9fk5OTi4uLKyoqLi8uFCxcEBAQcHBz4+PioqKgsLCxSU1Pt7OzOnz8Py1/nz5+3sLC4du0aFRXVuXPnJCUlr169am1tPTExAZPS3t5ef39/WVnZT58+wRU8mF0PgmkssPirAcuMscDiHwCySg4MDAqHB+1voRACbKyxsfHOnTtUVFQ3btzo6ura2trq7+83MTGRlJS8du3a+fPnT548aWlpuba2lpmZKSQkxMfHp6qqKiYmpqCgcOjQITIyMktLS09PTykpKTw8PGJi4iNHjhw+fNjHx8fW1jYxMRGypktKSkBnGRAQEBkZ2dvbu/PL6cnIyIiPjy86OnpmZgYWcJEl/tevX2tqanJzc8fGxq6vr+vp6aWlpY2Pj+/s7Lx7905RURHalQ4fPoyPj09AQEBLS3vlyhUmJiYFBQUiIiJ9ff2mpiZggbDB9fX1mpqau3fvJiUlra+vLy4uNjU18fDwkJCQ5ObmQsGsq6vLzs6OlZWVhoYmJydnaWkJ8qLhNHZ0dEhLS586dcrT03N2dhZe/Pnz59LSUlxcnKio6JkzZwwMDECn8fPnz7KyssePH1dVVe38yhvb2NiADwLPilu3btnZ2SUnJ79//35+fn5iYgK8luGpjGivD2oq1tbWxsbGhoeH5+fnIdYBdmN8fJybm5uXlzc+Ph5q3vAv8FnAdTo6OhQVFW1tbVEoFOKGsXPAIQRLjv/LQITgyA/7+/sbGxtTU1MvX74UERFZWFj49OlTX1/fy5cvHRwcrl+/LisrS0hIqKioSEdHBzcOLi4uDQ2Nr68vzMdqa2tv3bp19OjREydOmJqaOjk50dLS6ujo2Nvbe3l5PXz4kJqa+smTJ1VVVXFxcXl5ef7+/v7+/rAzEKfs7Ox87tw5ExMToLmwtrC5uRkbG3v//v3c3NzFxUUMBtPb23v//v3Xr18jhB4xAEYio8fGxqKjo2EaBtM5ZOnj569IkZ1fOXx7e3vgUgfTvA8fPnh7e9vb2/f29sIkE2Z3EKNTU1MDTBre3NfX5+joeO3atbGxMdhISUlJSEhIRUXF27dv4R6fnJyEiei3b9/6+vrc3d15eXnp6ektLS3j4uIMDAyYmJhu3rw5OjoqJiYGsaDq6urXrl2D6QcREdGjR4/GxsbAz7i6upqBgeHGjRvw9YLBYKCg/q8cT1hg8YfAMmMssPjTAC1ZiK3S7u7u+Ph4UlKSjIwMPT29sLBwZ2fnixcvTExMGBgYeHl5s7OzZWVl09LSGhoadHR0zp49e+bMGRYWFj4+PlxcXHx8fBISEhkZGWtra7BCo6amvnPnzv3794WFhbm4uG7fvi0nJ3f58uXa2lpubu6TJ0+ysrK6ubkB2wOZR1xcnJSUlKWl5bdv3/Z+hQVsbGwsLS29fv3azMzswoULBQUFg4ODGRkZeXl5Hz58GB0dbW9vt7KyIiEhATp+9OjRM2fO6OnplZWVmZmZgVExWNSB+hbEtWtra9XV1Q8fPnR1dW1oaLC3t9fQ0CgtLQXHK6jarq+vr6ysPHr0iI+P1OSnPQAAIABJREFUz9nZuaOjAwQY0MYUHBzMysrq5eUFhWd4wP/48WN2djYzM1NFRYWTk9Pc3Lyzs3N7e7u6utrHxwfUFLBsjbBVyIvu7e1tbm6ur6+HOvrAwEBeXl5YWFhKSgp4wYIkFGmwgwCFDx8+6OnpBQYGDg0Ngfvb3t4ehEXb2Nj4+/u3tbUBBYfPhRXt3d3dlZWVly9f6unpIbZxcAjI0jnmQDfev3ag/q8DQohh5ol4j7x79+7OnTsnTpxYX18vKysDtYCuri4BAcHx48dhwJCTk4OgHxwJq6urwX/tzp07lJSUPDw8Xl5eIiIidXV1Ojo69+7d8/PzMzAwkJCQKCwsfPPmDQqFMjQ0FBIS8vX1HR8fB/UwWBn6+voGBwd//vwZsUAGy5qbN28mJiYuLCxAWXdsbExDQ+Phw4d2dnZWVlZ5eXmw2gAjB6kE7+3tQVgJHCzMqWBpAu6CmpoaOzs7BwcHsFMEFX5WVlZUVNTLly+/fftWWloKM/CfvxIoh4aGkpKSjIyMKioqRkZGxsbGwHcyISEhPT0d8jtTU1O/fPmyvr4+Nzf3+vXrs2fPcnJyuru7f/jwob+/PzQ09PTp01euXOnp6cnMzBQWFiYiIiImJmZnZ4+Li9PS0jp16hQhISEdHZ2YmJitrW1FRcWDBw8cHR1jY2MrKiqGhoZmZ2fz8vIkJCRQKBRSC0eq5v/u5cbeI1j8a4Flxlhg8ecA8UDAYDBQ0ILHHgaD2dvbm5+fDwsLO3Xq1PPnzxMTE2/evKmsrLy4uJiSkkJHRycvL+/h4REWFpafn9/R0SEkJNTY2MjKykpBQcHDw8PPz09BQcHIyBgSEgJPqYCAAC8vLyUlJV9fXxkZGWFhYTc3N05OTgoKCmNj46WlJRBBgrqjoaFBS0tLUFDwy5cvMzMzoAcAd96mpiYVFRVycvLe3l6gC7a2tpqammlpab29vVRUVOzs7IyMjMAtzpw54+Xl9fnzZygLHTp0SEVF5cOHD3D4s7Oz0OqXn59/7dq1U6dOeXl5QfA1SG8RW2V4/Ovr67OysoaFhQFfx2AwwIy5ubkfP368sLAApxGKytDXPzQ05OnpCWLo6enp7OxsPz+/urq6Hz9+oFAoOM+wagzbhM3CFQEf4rW1tcnJyZmZGdhnKNEhYWbw4tbW1qtXrzQ1NZ2dneEJDR1OGAwGKsSYA32EYCkA843p6enc3Fw6OrrMzEwQciBhK1h3qj8FUJfFYDAwxQIVOy8v77t375aXl/Py8rS1tc+dO0dOTs7Kyurp6bm3t6elpUVDQ4OLiws1Y1pa2ri4uHfv3klKSkK/6YkTJ2RkZFZWVpqbm3t6eqanp62srGRlZbOzszs6Onp6epKSki5evEhHRxcQEADdcllZWZqamr6+vllZWX19fdCICTtWUlLi7Ozc0NCACNaXl5fV1NRSU1Pl5eX19fXb29t3d3eRFQnEMR3unaWlJbg7YOAhNWZgkz9//uzu7nZ3d9fX14dYjd7e3rKysq6uruXlZcjv8PLygjvx1atXpaWlU1NTi4uL1tbWFBQUFRUV9+/fV1BQEBcXJyAg+O233+jp6SMjI1taWqKjoxMTE4Gtvnv3joyMjJyc3MfHJy8vLyIi4tmzZyCpwsXFVVZWvnnzJi0tLSEhITExcVxc3OfPn2/evElERKSsrJybm6unp7e5uWlsbPz+/fu5uTn4Buju7hYREfH39x8dHUXkZ5hf+epYYPFXA5YZY4HFnwPEEQzqIkgLORA1UL42Njaam5tra2v7+vq+ffsWhUKVlpYyMzOLiYlZWFjo6+tLSEiIiIicPn1aRkbm/PnzFBQULCwszMzMuLi4xMTEoG3w8vJ68uRJUlJSYGAgGLSJi4u/ffvW1dX18uXL3NzcYWFhsFALZH1tba2hoUFPT4+enr66uhokuchC/+LiYmxsLAsLS35+/vDwcGtrq5OTk5CQUEhISFZWlq6uLg8PDx0dHRMTEzs7+/Hjx93c3I4dOwaFZFJSUllZ2dbWVuit+fz5s7W1taysrJ2dHXT5gKAQOCKsIENxF41G3717l5OTMyoqCljO9vb22NiYpqamk5MTuLBB3xI8O5FIv9HR0ejoaBYWFllZ2aSkpKqqquDgYAsLi7i4OAi6g35/xMENSC0c6dTUVFxc3PXr1+Xl5cfGxmD3lpaWMjIyzM3Ng4KCPn/+DFy8paXFwsLCzc0NibDe3t5uaWlxdnYODw8HT67FxcWqqqrS0tKJiQlgNpubm7Ozs/r6+snJyaOjo1AI/52jArZm/F8DIi2ACQyoWfr6+uzt7dnZ2dvb2zs7Ow0MDJSVlYWFhZWVlR89eiQkJPTmzRstLS1KSkpCQkIiIqIjR44QExOzsbHR0NAQERGRkJAQEBCcPHlSVlbW1NT05cuX+fn5urq6N2/e9PLyqq+vf/v2bXt7Oycnp6SkZGRk5NevX3t6etzc3OLi4iorK3t6ehYXF0ErD1PNwsLCp0+fNjc3g7oX+nQxGExFRYWVlVVBQcH09PTa2hoajd7Z2VlZWYHZGrJqsbS01N/fb2lpWVlZCdR5amoKjF+QXOi1tbW2trawsLCIiIivX78aGBgEBwf39fXBV83Kyoqvry/YIMIdB7O+kZEROTk5Hh4eGhoafHx8fn7+5OTkzMzMQ4cOxcfHBwQEpKenf/ny5dOnT3fv3lVTU/Py8mJkZLx69aqzs3Nubm5OTs7Ozo6cnJyoqOjVq1cZGBikpaVDQkJgaUtOTs7GxubatWs0NDQXL15kY2PLy8tTUVFxd3fv7u7e+RUDBD18xcXFU1NTSCImzAewdwQWfzVgmTEWWPw5gFVR+Bnp04JfgZyB49Le3l5+fj7EbZiamqLRaGNj4/PnzycnJ09PT1dUVOjp6WVkZEB2NBER0YMHD7q6uoaHh9++faujoxMWFhYVFdXY2JiSkqKpqamnp0dGRsbPz3/s2LHTp08zMDCQk5OfPHkyNDR0/5dTG1RPBwYGIiIiCAgIKisrIc0YJB9LS0t7e3sPHjw4c+YMHx9fdnZ2W1sbbPbWrVudnZ3GxsaMjIwcHBxaWloKCgokJCSHDx8mJSX97bffiImJf/vtN3V19enp6f7+/osXL0pISJSUlMDDHlSMoFKAwu3Ozg6YRpWVlbGxsYWFhY2Pjzc1Neno6Jw6dYqDgwMfHx+CP8BPCggE7D/0PAFDWlxclJOTk5aWvnv3Lj8/Py4uLgMDQ0xMDLwBCsD7+/srKytdXV0Hr9H29vabN2+kpKSEhYURO62NjY3x8fHXr187OjoODg7Crj59+tTV1XVwcHD/VxrIwMBAb28v+APA1nZ3d6WlpRMSEubn5+Hpvrm56e7uXlhYCHU7bM34T8T+r5w5aPpcW1trb2+/d+/e5cuX+/v7l5eXg4ODL1686OPj09vbGxsbS0ZGRktLi4ODg4+PT0hICBk6MLcEJ0QcHBxpaWnIaRsdHfX09Dx9+jR4sERERKSmpnZ3dx89etTGxubr16/r6+utra3Pnj2LiYlRUlICFdDk5GRycnJ6evr29vbg4KCqqirILUDaERISAoEampqadXV1KBTq4DDY3d0NCgpKTU39+vUr+GDs7+8DzzY1Nc3KylpZWUGhUB8/fuTj40MWVaanpzs6Ol68eNHc3Hz27Fk9Pb23b98CNUdWqG7cuJGfn7+4uAjddWg0Oj4+noqKioGB4cSJE4qKikVFRR8/flRWVk5JSaGnp/f29u7t7W1pabl//z4VFRUFBQW45ZCQkJw4cUJUVBTM0UdGRqysrB4+fBgREREXFxcYGBgfH8/CwnLs2DECAgLwzIE0aUdHRy0trcjIyNDQ0IqKChQKtbCwUFdXR0hImJWVBTcLch4Qd8V//ojCAou/BywzxgKLPwdItfjnr3BpZEX1oOE/MOaRkZG4uDhJSck7d+4oKCicPHmSi4srNTW1pqZGREREUlKSj4+PhITk4sWLnJyc1tbWw8PD09PTGhoaCgoKUlJSZmZmcnJyxMTExMTE5OTkurq6KioqOTk5np6ezMzMXFxcaWlpyHI/lIc3NjYgDUtSUjIuLm5sbAxxRd3a2vr06ZODgwMbGxuY9i8sLBQUFPDx8UVFRVVVVenp6YGzGxkZGaxKExMTQ6jYyZMndXV1GxsbT58+rampmZeXNzo6ClR491dsL6hyYX9mZmZiY2O5uLhcXV3BPLWxsVFeXv7w4cPQZQjrsIgYEYPB7PxKz9ra2gIzODC+0NLSoqWlJSAgwMfHJyIiunTpUkNDAxK/t7W11d3draCgEBkZOTc3B1uDyu7w8DC0D0JFH7aPFNFXV1eLiopUVVXt7e1nZ2ffvHmjr68/ODiI2PNB8Rv4d2lpqaGhYURExPj4OMgqwBsLggCxOuM/EUjBGPMrfLunp8fa2pqamlpaWjo+Pl5SUpKKioqHhyciIqK7uzs1NfXq1ave3t6MjIyXL19WUVFRVVW9cuUKISEhDg4OFRXVnTt38vPzJycnUShUc3MzNze3sLBwZWVldXV1YGCglpYWHR2dsbExaBWeP39uaGjo5eXV3t5eV1eHRqMLCwujoqJevXpVUlJiaGgYEBAA9hRAUvv7+3Nzc58/f15dXZ2fnz8/P4/UhldWVmA9B4VCdXZ2joyM7P6KbgZ229TUFBUVlZWV9f79+4SEhNTUVAcHB1D/BwQEQB7es2fPdHR0kKWPwcHB8vLy1tbW5eXlwsJCGxub7Ozsqamp5eVluL/OnTsXEBAQGhqqq6trbm7e3NxcW1v76NEjCQmJ06dPCwoKOjo6lpaWfvz48f79+0RERGDOaGpqKisr++LFC1g5KSgoUFdXDwsLe//+fWJiYkZGRkNDw8WLF/Hx8XFxcY8cOUJAQAB5RoSEhCwsLLGxsaWlpRCPMjQ0dO/ePQkJidLS0qWlJdgg6K2xnalY/NWAZcZYYPFPAlBkxL50fX19ZmZmaGiIh4eHiooqLCxsZmZmbm4uPT39/PnzjIyMAQEBHz9+fPz4MScnJ6Qu8/HxGRoaPnjwQFpamp6enpCQEB8fHx8fv6CggJ+fn5GR8dixY3R0dI8ePYJudBADQJkNVld3dnaGhoakpKSSk5NB6gdYWFj48ePH27dvtbS0JCQk8vPz19bWqqqqxMXFw8PDa2trbWxsIP6DlJQUHx//8OHDQEmPHj1KSUlJQUHx/Pnzubk5JL4OjUZD5Oza2hqUsmpraxUVFZmZmW/cuAHC0O/fv/v4+LCwsJCSklJRUd26devOnTvMzMxXr14NDQ0FnzvYPVBHYDAYqBfCIvWPHz8iIyO5ublPnTolKSkZFhZ27NgxsJNDkv++f/9uYmISFxf3/ft3eAXMpDAYzMrKCqg1wNwK6nkoFKqjo0NQUJCWltbZ2RmNRkOJGo1Gw8I00F/Eh8Tf39/R0dHJycnOzs7DwwM01kxMTOnp6VA2PsiM9/9toPFB7B/AwQEDs6y1tTX4FZgTjB/EYQPZGszH4OeDjVz/BwgHTGx+/vwJLr9w4d68eePp6enj41NaWnrx4sX6+vq2tjZ7e/vAwMDd3d2lpaWPHz9ev36dhIRETU2toqLiy5cvqampkJhz8+ZN4Lj6+vrMzMzMzMwmJiZTU1MlJSXZ2dmxsbGmpqbW1taw9BEcHJyXl9fd3T0wMADF3ebmZicnp8bGxqioKElJSUNDw0+fPmF+3ePLy8toNHpycjI0NJSenv7Tp08bGxsrKyvz8/MwotBoNAaDAXeUlZWVlZUVuEd2dnYmJyfX19d7enqCgoI8PDwgv2NiYiImJiYxMbG9vb21tdXNze3x48ewMJKRkaGlpeXk5NTR0VFZWVlWVoZCoRoaGqKiogoKCurq6qytrRcWFhYWFvj5+RUUFBwcHMzNzW/dupWfn09FRfXs2TNZWdkTJ07cvHmzrq5udHSUiIgIDw8P+hkgMZ6Li2t4ePjdu3f8/PxmZmbgCe3k5BQaGkpJSVlaWvr06VMBAQFoGsbFxcXBwcHFxaWmplZSUiouLoavoLW1tdHRUWNj49zcXCgbwxQCWzDG4i8ILDPGAot/EhAPJngSQHP9xsZGS0tLcnKysbHx/fv3i4uLW1tb6enpDx8+LCAgoKenp6Ghcfny5QsXLsTGxvr4+IiLi4uLizMzM8PaJazmU1JSsrOz29vba2lpMTAwcHBwREVFQVjA7u5ubW1tfn4+OIyC5ANqotLS0mFhYVNTU0CggTXm5eVJSkrS0tIaGRnNz8/n5OQICAhISEhYWVlpaWmBlRssnh49elRWVtbNze327du6urpTU1NgKAE9c6AgBIu0xcVFX19fZWVld3f3kpISFAo1MjISGBh49epVQkJCPDw8PDw8GhoaaWlpXV1dHx8fQ0NDSUlJHR0dUD1CNgqY14IVBrDbvb294eFhFxcXRkZGTk5OT0/PR48eaWtrFxUVzc/Pw+Fsb29/+vTJwMDAyckpICCgpqYGMhc+fPiwurq6tbW1uLjY2NgYEBAA5z8oKEhLS8vAwCA/Px8sJkDUgZBUJAEEau1GRkY5OTlhYWHs7OwEBAREREQwV8nIyEA68Q/y4L9XGzvIjA9W+hExBshLwOQLpgewUA6nBSg7MidB9hDxE/ynDvT/GcDsDiYJ+/v7Y2Njjx49EhERefr06YsXLwIDA0NDQz9+/JiQkACR4xBywcvLKyIi4u7u3tjYmJWVRUFBQUBAQEZGVlhY2NTUZG1tTU9Pz8jI6OfnV19fn56eXlxc7Orqqq2tHRISsrCwsL29XVxc/Pjx4wcPHkRHR3/+/Hltba2xsdHS0rKmpub58+eysrJqampAi5GRuba2VltbGxQU9ObNm6ampqGhoYmJicbGxpaWFmiBRexrIiIi4uPjW1tbe3p6YOK6s7PT29ublZUVERGRk5MzOjq6urra0dExOzu7vr4+OTlZVFTk4OBQX18/OztbXl4eGxtbU1MDphNFRUUw5DY2NsD+HEKhQYK/tLRkbm5+9+7dkJAQTU1NIiIid3d3U1NTLS0tZ2dnR0fHGzdusLOzBwQE2NraBgQEBAYGWlhYKCoqampqSkhIeHl5VVVVjY+Pp6SkgOaYn5/fz89vfn4+KSlJSEgI7mWox1tbW79588bBwSEgIGBiYgKZkULM++zsLMwwd37lRf+rBxcWWPwbYJkxFlj8U4H0EiEet+vr61C5jI+Pv379+sWLF0GucPnyZVdXV19fX1gM1dPTO3PmDAUFxdGjR2/evGlhYaGhoaGvr8/NzU1JScnMzCwnJyckJCQmJmZpaUlOTl5TU9PW1paQkFBUVJSWlhYYGAg6BAwGA9EVPj4+goKCampq8CJwLBQKVVxcLCgoePToUT8/PwjQUlNTExQUfPTokaqq6qFDhxBn5QsXLvDz89PS0oaEhDg4OMTExPT39wMVQzjc8vKyvb29pKRkYGDgzMzMly9fVFRUzp8/D/XmI0eO4ODgEBAQUFJSkpKS0tPTFxUVjY6OhoSEUFBQgAMGFxdXY2MjIjIGme/Pnz+h6Ds+Pu7n50dAQMDAwPD27duGhgZxcXEjI6PW1ta1tbXl5WUMBrO6urq8vNzX1zcwMLC9vY1GoxMTEzU1NZWVlRUVFSUkJKSlpR8+fFhSUrK5uVlfX6+npxcdHQ2S4oP2UkjRF37Y3t5ubm6emZmZn59PSEhgZGSEghkREVFCQsLc3BwS1fa7Z/8fMGNoV0IE0OAOBkcxNzfn4uICpcrZ2dmsrCwZGRl5eXkBAQFVVVVPT08IZoPqI5JXsra2BkYf/6sBRB+mDZDGvL6+7uzszMPDAzLfzs5OFhYWT0/Pjo6OkpISOzu7rKys27dvOzk5SUpK2traWltbi4mJiYqKGhkZPXr06OrVq2fPnqWmpubk5Lx///7Nmzft7Oyio6MtLS2zs7MHBgZGR0fBUqa3tzcwMDAtLQ006D09PSIiIs3NzdnZ2TIyMi4uLsPDw3t7e8iZ39/fr6mpiYyMLC8vR+z8wsLCiouLh4eHNzY2QLm+ubnp6+ubk5MzPDw8MzPT1dU1Nja2ubmZkJAQFBTU1dUFwp6ZmRmIQ4e+1YyMDD8/v56enpqaGj09vfz8/KmpqeLi4uzsbJiLAi1uaWmJjIx0cXFJTU2F5aOlpSUnJ6f8/PympqbMzEx3d3dHR8fz589nZ2enp6eHh4e7ubmpqalRUVFlZGSsra3Z2dllZmY2Nze7ubkRExPj4OCcPn3648ePeXl5FRUVDQ0NLi4uxsbGeXl5NTU1EG9pb29/7tw5BgYGY2PjwMBANTU1PT290tLS/QPh2NbW1lDVRr4isMwYi78gsMwYCyz+x7F/IA8W82/JMRQUkTjZr1+/Qrf4yZMnKSgo8vLypqamMjIy+Pn5KSkpr1y5Ymdnx8LC4ujoGBERYWhoaGFhISkp+fr1awkJiStXroSGhn7//r2wsPDChQvp6ekdHR0eHh4VFRV5eXn6+vpgAwwPJGgpi4mJuXnzpqenJ5IPB0Xf0dHRyMhIOjq6lJSU6enp6upqc3Pz27dvOzg4SEpKgjHFsWPHSEhIcHFxoVnwxIkTNTU18MwD1gi0YHp6WlpaWlJSMicnB5h3UVGRsLAwHA4fHx8jIyMdHZ2mpqaUlJSWlpaoqKiurq6Hh8fdu3dJSUkJCQnJyMj4+PiSkpJmZ2ehnw8eq4g6oru7OzAwUF1dnYSERF9f38LC4vbt29LS0m5ubrBUDeYYUJCDfr7t7e34+HgmJiYVFZXw8PDXr18jwkfoNFJQUAgLCwNFBFLZOtgtBMc4MjLy8uXLT58+LS0tVVVVsbCwREVF3bhxA4zbQHX6n0n6OFgzhrQI+FAolE5OTsbFxYmJiT1+/Li9vR3qxxsbG+/fvwebAqA1ysrKQUFB9fX14+PjcMiI1/I/ecD/6TjIjDEYzI8fP8bHxx89esTLy/vs2bONjQ0nJ6ewsLDGxsbS0lJvb291dXVOTs7Xr19/+PAhNTVVQ0ODiYlJXFz85cuX29vb4eHh7OzsEhISmpqaSkpKN2/eDAgIaGxs9Pb21tXVjYqK+vLlCwyG/f39ioqKrKysmpqapqYmkPK/efPGyMiIiYnJycmpp6cH0esvLy/Pzc19+fIFRBdwK4Etw8DAABqNRuIex8fHl5eXIX8HcbDZ3Nysq6uLjIwEd4vd3d3JycmSkpLCwkIQ83h6empqaqakpMCYd3BwePbs2dDQUFNTE/i0LC8vw58gD6+2tjYzMzM8PPzDhw81NTW9vb3Ly8uDg4MlJSWBgYHKysoSEhLu7u7t7e25ublKSkrU1NRkZGRSUlLx8fGurq6GhoZmZmYeHh5ubm7nzp2DDLxbt26pqamBxaSysjI7O/uDBw+ysrIGBgYWFhaKi4vZ2dk9PDxYWVlZWFicnZ0jIyM9PDyysrKg2K+np6esrFxcXHxwPQTLjLH4qwHLjLHA4p8BRGD6t48BJAQO8X3b398fHh6Wl5dXV1cvLS0dHh7Oysq6fv26p6fn3bt3qampOTg4uLi46OjohIWFOTk5V1ZW3r17JyIiIiQk9Pz5876+Ph8fHwoKCkFBQW1t7VevXr1//97W1lZbWxt0qJBzgSS3Xbly5eXLlyMjIyC3AHKGRqMfPHhw9erVvLy85eXl9fX1V69eCQsLKyoqMjExERMT8/Ly2trampubHz58GLiyg4NDb28vdKdBIRwOUFxcXFJSMiQkJCoqysjIqLy8fGBgwMPDw8PDIyIiwsPDQ0dHJyYmBsrDbGxsx48fJyYmZmRkVFNTY2Rk/O233/Dw8Pj5+RMSElAo1N7e3vT0NMIgQX66ubnZ2toqKSlJRESkoaFhaGjIy8vLwMAgLy9fVVUFR40k3o2Ojt67d8/GxsbT07OlpQWFQiF2EzA/CQwM5OLiOnv2rLKycnl5OVwdzC/+iijFf/z4AQlhWVlZq6urY2NjEREROjo6TExMcNL2DuCPGcBBZgyEDCZLCwsLlZWVkpKSCgoKiBgaEZbAryALmZmZaWhocHR0JCIioqWlLSoqAk8xKBn+bweccCSNZXNzc3x8HAQA6enpi4uLMjIybW1toaGh1tbWRkZGYmJily9fdnNzU1JS8vf3FxAQICcnNzIyWlpaKi0tPXXqFB4enr6+fkJCgrW19blz58C+Wl5eHizPPn/+/OzZM19fX2NjY05OThDyhoaGZmZmdnR0oFComJgYe3v70tLSmZmZ6enply9fQtCjv79/aWkpmKuAOXF0dHRnZydI23t6eurq6sbGxiIjI21sbBYWFkADs7e3Nzg46OXllZ6eDmsj29vbX758efXqVW9v78LCwt7eHqifg4KC/Pz8CgoKfv78OTw87O3tnZyc/O3bt8XFxc+fPzc2NmZkZHh7e3///h3GxtjYmI+PDw4OTkpKCsh7tra2enp6AgICrK2twbVtdnY2PT39zp07cnJyzMzM0NcbFBSkoaHBwcHh6Og4OTkZExNz4sQJaF68f/9+Xl6ekZGRvb39wsICBweHt7f3wMBAf39/SEiIuro6JSXl4cOHubm5fX199fT0REVFwfV8Z2fHyMiIi4srOjoafI6xzBiLvyawzBgLLP5J2D8Q93qwBgmP/IMA2rqyspKYmKiurm5jY5Ofn3/r1q2HDx9qaGiIiIjQ0dFxcHDo6Ojo6OjExsbGx8dHRUVxcnKKiIhkZmYuLS3V1tZeuHDB2NjY0tIyPDy8rq4uLy+Ph4enuroaalegl4Waa1NTk4KCgp6eXnNzM6QrA9ecnZ3V1dVVVlYuLCxcXV2dn59/8eKFu7u7jY2NrKzs7du3U1NTW1tbjYyMoC2Pjo7O398f8rTAhQO0nmpqavT09IKCgiYmJoaGhqdPn66qqrp9+7awsLCCgsK9e/eSk5Pb2tqYmZmhMm1iYpKTkzM1NbW9vf3582dqamoWFhZWVtbLly9bWFgDFk09AAAgAElEQVQsLCzA2YP9RyrB6+vrlZWVMjIyQkJCPj4+UVFRAgICR44coaCgcHR07OrqqqurgxMVExMTExMzPT2NJI3t7++jUKisrCxPT099fX1dXV07OzsnJyfQeX/79g0KllDbQ67djx8/6uvrIaAbUVI+ePBATU2tqakJatt/T1Dxt2PjoKACSSpZXl4uKSnh5eVtb2+HMjm8jghgQEuNSD42Nze7u7sNDAzY2dn9/PyampqmpqbgWsAHAU1HxCG/++g/wMHGQeRnmMshBoX/YTn8v8OB9n+5tgF3HB4eDgoKcnd3b2hoEBMTo6amhrF65coVQUFBKysrCwsLQkLCqqoqPz8/Nzc3RUVFRkZGBQUFOzu7ly9fsrGxXblyxdTU9N69e9LS0omJiQYGBiwsLIqKilJSUtLS0qamplZWVoKCggMDA8iyA9jwLS8ve3p65uXlTUxMzM3N1dXVpaamzs3NZWRkpKSkDAwMQIJMXV2dioqKvr7+wMAANNXFxMQ4OzsnJCSEhYU5OTm9f/8e8tU7OztjYmLCwsJAEbG9vY1CocAlECJ7uru7X7x48f37d5DFBwYGdnZ2YjAY8KerqqqanZ39+PGjoaGhurr6+Pj49+/f29rauru7m5ubQ0JC/Pz8uLm5DQwM2tvb+/v7U1NTY2NjFxcXS0pKpKWlYekpJCTk/fv39fX1TExM6urqZ8+evXPnjoODg4qKirCwcEtLS1VVFQMDAwEBATc3t4KCgpaW1sLCgra2tq6u7pkzZ3h4eGRkZLS1tZubmyUkJCIiInh5eY8fP05OTi4vLz8wMADfcpqampcuXYqOjgZOjHSU/ruj5b88VLDA4r8JLDPGAou/LlZXV1NSUlRVVTU1NWNjYw8dOnTv3r309PS7d+9CoFReXp6JiQkNDQ0eHh4XF1dCQgI4Io2NjZWXl5ubm7OxsfHx8fHw8EApyNXVFUkAgcc8EL7KykoeHh49Pb2UlJTPnz9D2zgGg6mtrRUTE9PT06uoqGhubnZ1dXVxccHHxycmJj5//nxwcDCoMA8dOpSbm3vq1ClZWdlXr15hMJi9vT1wkFhbW0OhUJGRkYqKiiIiIuTk5EeOHAGZRFJS0tu3b+3t7cGPGQ8P7/r169XV1ZCG0NLS4unpGRUVBTuvqalpYGAARSxYmYUkBTBshtM1Ozs7Pj6urKzMx8dnampqYWFBTk4uJCQUHR399etXFAoFLlF7e3szMzNArH/+CkNZXV1dX19PSkpydnbOy8sbHh7e2dkZHR319vZWVVV9/vz57OwsPK1//PixuLgIdFBQUFBUVDQvLw9qmUNDQ3Jyck+fPh0fH4f1YoQZ//GF/l3NGDa+s7Pz8eNHX19fVVVVEB/DfAmqxUApwBcPmCtcU9hgenq6kJAQPT39uXPnJCQknjx5AoV2DAYDLteQN/HzDwEzqN/tJGKoB9MS8NHDYDDIhAGawA4a4SGH/59k4X8LODTg97Bj4+Pj8fHx9+7dc3R0FBcX9/DwICcn5+XlvXbtmqGhYVJS0v37948fP25nZ5eSkvL9+3cIYGdlZfX29l5cXLSxsTExMSkvL+/p6Xny5ElMTAxEwHh7e3d1dcFkA2qlsEyBwWC2trbQaPT09HR4eHhKSsrMzAwKhbK1taWiohIREYmMjHRycgIzxP39/eXl5aysLGZm5qSkpPn5+ZmZmbS0tLi4uLa2NlA0PXv2LC4urq+vr6qqysTExMDAAEkAgcZZDAazs7MDvafQKgqmKFtbW0tLS69evRoaGoLT29TU5OXlpaqqKisrW1NTA2R6Y2Pj6dOnTExMbGxs7e3t8fHxjo6OXl5eRkZGlpaW79696+/vd3R0DAoKunz5Mhsbm5ubW0VFhZ2dnYGBAR8f3+PHj5OTkwsLCwMCAhgYGExMTGhpafX19cXFxWlpadnZ2Z2dnb29vdnY2CIiIszMzFhZWUlJSSUlJUdHR21tbS9fvnz69GnoExAREenu7gZhSXl5uZqaWlhYGPiaYzAYxN3yT/nCxAKLPwVYZowFFv9i/AEh2NvbW1hYeP78uYSEhJmZ2d27d48fP+7v729paWllZZWTk/P8+XNmZmbIBLG2ti4qKmpubh4aGoIeoAsXLnBycj548MDc3Pzy5ctycnIFBQVBQUGDg4MgG0DKwzs7OxMTE6Ghobdu3dLQ0EhOTp6bm4O/fvjwobm5ubu7u7S01MzMzNPT08bGRklJ6cyZM3R0dBcvXjx27BghIWF9ff39+/elpKR8fX2/fv2KuCvAw7u/v9/Ly+vChQtkZGS4uLhgACcvLy8hIQGuGvX19ezs7JGRkenp6aamppcuXaKlpaWgoLh06RKk2rKxsZ0+fVpcXDwwMBCKcFBwAjUnQhp2d3fr6+tVVFR4eHj8/PxaWlrk5OTIyMguXLhga2vb0tKCuB2D4rO1tbWpqWl8fByobW5ubnh4eGFh4cDAwNLS0uvXrzU0NHR1dUFz2dDQgEaj6+vrYY3+/fv3goKCQkJCGRkZ29vbUIQTEBB48+YNuODBsR+sGf+9etjvWCDiOpeYmMjCwqKjo1NfXx8WFlZUVPT169elpaXV1VUQW0PpGqGqUGwGS5Dp6emenp6CggJPT08XFxd/f/9nz549f/48JiYmODgYzAd8/xCBgYH+/v6PHz/28PDw9vZ+8uTJq1evvnz5Mj8/D3GGCPuH4QQUByHTByvlyFH/15gxUG2okYNbGUSFGxsbQ3ne2dmZkpKSnp6eioqKhoZGQEBARkYGFxf3+PHjVlZWJSUlMTExxsbGMTExk5OTCwsLZWVl7e3tb9++9fb2FhAQ4OPjS01NXVlZAX08nFIQ4UDtH+gsuENERkYCXX7z5o2BgYGamlpmZiZYIyPMNTc3V19f38PDw8vLa2JiwtbW1sLCoqqqam1tDUloj4+Pt7Gxsba2zs3NnZiYKC4uXl5ehv65b9++wewFwvCQEbuzs/P161c/Pz8FBQWwP1tZWSkrKzMyMjI0NIS0vIyMjJGRkf7+/rS0NAcHh0ePHpmbm4MWWUBAQFBQ0M/P7/3795ubm+Hh4aampqWlpeHh4QoKCoaGhmNjY+3t7YyMjEFBQZDfLiIicu/ePXZ2djs7u/Ly8piYGEVFRQEBAXV1dRYWFj09vcDAwIcPHwoKCp48eZKZmRki9JKSkpiZmUVFRR88eODu7h4dHb21tQVmdq6urllZWXDnwhA6OHU8eNH/OV+/WGDxt8AyYyyw+OtibW1tZWXl27dvoaGhp0+fnpqaUlBQoKen5+DguHr1KicnJ9RyDh8+fOjQIQUFhfLy8qysLFpa2nPnzrW3t0tISLx48SI5OVlRUfHKlStg8nD37t3KykooQa2trUF1anp6GrhOX1+fs7MzGxubn59fc3MzaF6hhIY8vTY2NhISEqSlpU+ePElERISDg0NMTExFRdXR0WFqanry5Ek9PT1wbECKbfBor62tpaWlhUoSGRkZNzc3uEMICAhYWVmdPXs2JCREWFiYgIDg2LFjSkpKkC5bUlJSUFCgq6tLTU1NSUmpqKiYnZ1dXV399u1bUETs/ypkgjx6c3OzoaFBV1dXTExsdHT07du3pqamJ06cOHr0KBsbm5WVVVlZGRzIz58/m5uboa1QV1f31atXGxsb0HcPLm/Ozs7m5uabm5sTExP6+vq3bt1KSkp69+6dmZmZlpYWNTU1ERGRmZlZa2vr0NBQTk6Ol5eXg4NDf38/GLUepMW/w+8u9ME/wftBgQoaDyoqqkOHDl26dOnly5dQL0cArBRJGQQnBERRDacdg8Hs7e1NTk7u7+8vLS3l5ORYWVkpKSlJSUkpKCio/n0oKireunVLSUnp1q1b8vLyIHw3NjZ+8OBBRkZGfX19ZGRkYmIieGXs7Oysrq6i0WiE3ENVG6rIvys//xcAOgoYrmtrayMjI8HBwbdu3fL19Z2fn8fFxSUjI8PDw8PFxT169CgBAQEpKSklJeWNGzeOHz9+8eJFVlZWPT29/f393d1dHx+f8fHxyspKJSUlTk5OX19fOKvI9QKCu7m5CUGJwImRFkBgzLOzsysrKykpKVFRUTD8ysvLq6qqRkZGXFxcQJ67tLS0sLBQVFR06dIlGRmZgoKCjo6O2NhYmNR1dHSEhITU1dUNDAzU1tZub29nZmbevHmzsbFxY2NjYGAgLS0tJCRkaGgIqshoNBqFQrW0tLi5udXU1ExNTVVVVRkYGDg7O5eWlmZmZmpoaKBQqMnJyYCAgJKSkrm5ua6urnv37oWFhfHw8BASElJRUZ07d05cXNzNzQ302ba2tgYGBvz8/LKysgkJCZmZmUJCQszMzLq6uoGBgYWFhUFBQWRkZNra2oaGhu7u7sXFxZGRkWJiYqdPn3706JGYmNijR48YGBhERUWh8/XixYtFRUWtra1sbGyHDh2ip6fn4eGRkJBALpyTk1NgYODw8PD29vbY2Njfqin+Xj8GFlj804Blxlhg8S/GH5TKMBgMEIvOzk4ZGRl1dfWsrKyrV69yc3ODRgJs3eChePr0aSkpqQcPHmhoaISEhDg6OlZWVr5//z4+Pj4mJqagoMDMzCw2NlZDQ0NaWhqyPKByg0aj4QcolS0vL7e0tDg7O1+7di04OLi7uxvIFugsd3d3BwYGnj175unpKScnR0FBQUxMDJkjysrKmZmZNjY27OzsBgYG4BwM/wU64K6uLisrKzw8PDIyMklJyYaGBqgkjY+Pt7a2trS0vHz5sq6uztvbW1hYmJub28HBQVRUlIqKSkBAQENDw8zM7N69exYWFpaWliYmJioqKtLS0lpaWgEBAXV1daC4Bf70/v17KysrJiYmbW1toBRfvnwJDAzk4ODAwcEhJycXExOrqKgYHR2F3evp6QkPDzcyMpKTkwsICHjx4sWbN28SExMfPXoUHByckJCQnp6enp4uKyt79uzZGzduODg4vHv3LiQkREBA4P79+9HR0VZWVvT09KSkpI6OjsvLy6AG/ltm/Pee+r+rj8LpWl9fX1hYyMvLO378OAcHx/j4eG5uLtCX3NxcSACuq6tLTEzs7++HZkRkKeCgpAFss5E/IUIIxKjk7wHx1oA3w3WEIv3IyEhbW9vr16/T09MtLS2NjY1dXFzi4+Obm5uh8gqkHDEyA4nwH4/2P8DOr0DE/f192JO9vb22tjZIKl5cXLS2tv7tt994eXkvX74MueX4+PjHjx8vLi5WVla2trYOCgpKS0tbXFx88eLF4ODg8+fP79696+Li8vbtWzAwgQAROOSxsbHS0tKoqKjk5OSnT5/q6upKSEgYGhoWFhaur6/DGNvZ2WlqaoqMjMzLy5ufny8sLNTX13d0dNTR0VFVVQUhL6wwMDExcXBwwKfD7ba5uVlVVeXg4NDe3j40NJSdnQ0C/by8vMbGxpKSEl9fXzExMSEhobq6uv39fUi62dnZqaysNDAwMDEx+fLly9zcnKqqKiidRkZGMjMzOTk5w8PD+/v7Y2JiNDQ09PT0kpKSvnz5Eh4ezsjIKC0tfePGDU9Pz4yMDGtraxjDlpaWTExMXl5e5eXl2traREREvLy84+Pjz5498/f3v3v3Lg8Pj4qKSlpaWnR0tIuLS0FBQXV1taOj46lTp3BwcHBwcMjIyCB8+/+x95ZRVbVt1zBId3eHhEGXQYd0iaSAIKUgSqOEhFICSokiiBKKgigoLV1SogKCpJtuNh0q+/1xDNdgXNd9X+/9jOf53s9njH38cGxir3Xucy1c85znPOZkZmY+ffq0paXlpUuXVFRUEhMTXV1dhYSEeHl5b9y4gZipnzt3DnaHDu45YNUU2PqjCouMsYWtP7fgAQwvenp6DAwMUCiUq6srJyfn1atX379/r6urGxoa2tnZGR0dLSwsbGRklJmZGR4eTktLe+zYsampqY6OjufPnwcHBzs7Oz948EBBQeHVq1daWlpghgqcKwaDQZ5Ma2try8vLGAxmb2+vublZS0srICDg3bt3KBRqf38fwpxpaWk1NTXNzMzExcVJSEiIiYlxcHAICQlxcXGNjIxevHgBQg4XFxcMBvPjQET21tZWf38/Dw8PERFRaGjot2/fgPJcXFzEYDA/f/4cHx/v7Oy0t7enpaXl5+fX0tKqq6sDswuALLCTDrBva2urrKzM1dX1yJEjtLS0zs7OSH7Hjx8/WlpaLC0tBQUFP3/+DKfu7Oz08fEBkzhwtzU3Ny8qKpqYmABp5u7ubl9fn7q6Oi8vL2gxV1dX19bWHB0dpaWlT5w4cfz4cS0tLRMTE0JCQmpq6rt37+bl5Z08eRIHB4eIiEhMTCw/Px8GifRWIlD4P0fGGAwGUBpAZFiHKCsrg8Wera2tsbHxkSNHJCQk9PX1paWlZWVly8rK0Gg0qKjBBgE230GSi+wMAFgHnAowF3PANeXvBcZhra2t5eXlzc3NCwsLcA98//4dcE9BQUFLS8v+/v7KykpycvK5c+eUlZXt7Oyam5tramqam5sHBwfByA/zu+HvH4D4PxQMBjE8gSiZL1++eHl5SUhIFBYWWllZ+fr6BgQEODk5SUpKgkk2HR0d0P8XL16Mj4+HPrD9/f329nYPD4+Ghgag2+GGh9UIYLXS0lJNTU0KCgpCQkK4t0lJSe3s7Hp7e+F6QaJbZGRkYWHhwMDA3bt3paWlR0dH29ralJWVLS0tYf9hfHxcR0dHQUGhurp6bGxsYWFhfn6+uLiYjo6Oh4enrq5ucnIyJyfn3r17nz9/npqagibLvr4+U1NTSUnJe/fuAYyGv8eenh5HR0cBAYEbN26g0ejc3FxjY+OmpqaVlZWurq6srKyUlBQjIyMFBYWKior8/HwDAwNKSkp2dnZ+fn4FBYXk5GRdXV0VFZW0tLSenh5ubm5waNHR0YmNjX3+/LmVlRUHBwcXF1d9ff3q6uq1a9cEBQXt7Oxyc3Px8fH5+Pi8vLykpaWZmZmNjY3j4uI4ODjIyclxcXGpqKiAkNbU1AwLC8PBwcHFxc3Jyamvr7969aqurm51dTUg49XVVW9v77i4uLGxMehDwHLG2PoDC4uMsYWtP7dAbArkKwqF4uLisrW1tbW1NTU11dXV1dbWNjMzMzc3JyYmPn78uISEBDs7OwS0EhMTR0dHQwt8bGxsbm5uQkKCjo4O7PWfO3fu+PHjVlZWRUVFgDKRqGQ4HYAnsFV6/Pixvb29p6dnTk7OgwcPhIWFT5w4wcbGdvTo0aNHjzIwMEDqGwMDQ2BgoLS0tIqKiomJCScnJwcHR2Bg4MTEBIAwwGo7Ozvz8/MhISFHjx69du0adNzv7u4uLCyEhoYaGhqam5vHxMTU1NSMjIwAWgWa8CAJCuAYGsh2d3cHBwfv378vLy9PQUERGxv75s2boaGh7e3t2tpaCgqK8+fPT09P7+zstLe337p1y87ODvyq9PT0zp07p6OjY2Ji4u/vn52dnZubC/2Lg4ODycnJQUFBr1696urqevLkybNnz6qrqzs7OxsbG4uLi9++fVteXu7i4mJsbMzNzU1CQsLLy+vk5FRbWwvDAwz67y7rPz/19/f34WMCaJibm3v8+PGxY8dAiCIlJZWSkgLxbMDLtrW1TU5OAphGo9E1NTWggv358+fy8nJXV1dVVdXExARiBndwrQKnQDhdhKAFanlra2tqagoyGn19ff39/dvb2xsbGysqKnp6emZmZrq6uioqKsCHIT09vampCe4ZmPzw8PDXr18DMY9YakB44dbWFkJXw8gRGhtIRNAPINsO8P39/f3NzU3oUNzd3e3t7fX29mZnZ/fy8rK2tnZxceHh4cHHxycgIIDocmA0w8LCKisrwaRCR0fHzMxMR0enp6cHuSHhLPu/XUFmZmbS0tJkZGTo6OiMjY3FxMQMDQ2dnJwiIiJqampgeCgU6tatW9nZ2R8/fszJybG0tKyurkaj0bq6uvT09NLS0omJicXFxdARaG5u3tLSUlFRAabId+7cISYmdnZ2TklJSUlJSU1Nff78eV1d3dTUFAaDaW5u1tHRAefyz58/w/7D+Ph4eHi4lZWVioqKi4vLx48fa2pqhISEoqKihoeHc3JyHB0db9++3dXV9e7du+zs7KioqObm5idPnkhISAgICFy9evXLly9tbW2jo6Pv3r2LiIh48uTJx48fCQkJXVxc6uvrXVxcFBUVQ0JCzp49y8rKamZmZmhoyM/PT0xMTEBAwMrKmpSU9PTpUx4enkOHDjEwMDg7O4NIiY2NzcTEBNryCAkJycjIIAaPiIhIQEDg2bNnjY2NsAqdmpqC3J+AgICsrCz4A4FNnr/jYGSJiC1s/f9SWGSMLWz90QUgBoPBgJjSyMhoYGCgtbU1ODjY1tbWx8dHVlZWWFiYl5eXgoICHx+fjIyMkZERzB+4ubmDgoLOnj3r4uIyMzOzsbERHh7Oz88PCc96enqvXr0aGRlZXV2F0AHEzQ2YYySMDYPBfPjw4fz58yQkJCoqKu/evdPR0Xn58mVSUpK0tPSFCxeCg4NxcXEhSFZMTIyGhgY8ieno6BITE4eGhgDZADiDw4aEhAgKCgoJCQUEBLS1tZmamgoLC0dGRn7+/BlIMgwGAwwlovLc29sDjQEgQoBZII/e2dnp7e29evUqLS0tDDIzM7O8vJyFheXq1aurq6s7OzvwU0pKSlCgcnBwkJCQCAgIeHh4JCQkmJubS0lJnTt3bmhoaGxsDCbk+/fvvr6+zMzMlJSUhISEhoaGBQUF4+PjkCoHeWMVFRVWVlb6+voVFRVA8KPRaHjx36+9vb2xsbGHDx/i4+Pj4OCwsrJmZWUhs4HBYLa3t/38/NLT00dHR3d2dj58+KCrq4vBYMAmLCEh4e7du+3t7fPz88ilRFwsYA5BIwv3GIhqgFcGqApZIbu7u0tLS6urqxgMpqamxtLS8uzZs+BPp6+vf+bMGX19fR0dHTU1NUVFRWBMd3Z2UChUa2tre3v75OTkt2/fAgMD1dXVHRwcGhoahoaGhoaGvn37NjY2BqMCp0I4L1D1yCQARt/c3ARfbZhhNBrd2trq6enJxcVFT09/9OhRQUFBbm5u6MATFBTk4+PDwcGRlZUF1G5gYMDFxUVFRYWDg1NTU4OkE0PD4v7+/sLCAhqNbm9vt7a2ZmZmVlVVbWhogAFcvHhRWFiYnZ2dgYGBj4/v4cOHVlZWPT09Ozs7iYmJOjo68fHx/f39+vr6LCwsDg4O7969u3fvHg8PDx0d3YsXL/r7++3s7K5evRoREWFhYUFMTCwqKkpPT09BQXH8+HE3N7e8vLwvX77AwsbR0RG6bBcWFkAIdOfOnejo6MDAQGtr6+Tk5MbGxvj4eD8/v0+fPhUUFAQHB1+9ejUjI2NmZmZ1dfXLly8WFhbd3d3Pnj3T1tY+fPiwjo5OWlqaoKDgmzdvnjx5EhcXFxwcbGhoKCAgQEVFxcTExMTExM7OzsfHx87OTklJ+eTJEwoKCugEoKKioqKiOnnyZHV19eDgoISEBMywgIDA9evXnz17xs/P39HRkZ+fr6mpCaHxVFRUDAwMuLi45OTkJiYmZWVlDQ0N+vr6dnZ2y8vLOzs74Mf883fWNxYZY+sPLCwyxha2/twCGQCk06FQKGJiYn19/fT09JCQkMDAwJiYGCMjIzw8vImJiZGRkfj4eAUFBWpqajY2Nm9vb1lZ2fT09MHBwcHBwba2tk+fPkFff01NzeXLl/X09HR1dRUVFZmZmRkZGVNSUubn52Ez98dvOzM4L1B3TU1NFy9eZGRkNDQ0DAsLExQUNDIy0tXVFRUV9fX13d3dLS4utrS0dHV1jY6ODggIUFVVFRISUlRUJCcn5+fnT0hImJmZAaQF1lTQkOfk5MTPz8/Pz//o0SPAwSAhgJGAT9b+b/NghCQGjhPsKRD/h/39/bW1tbi4ONBhx8TEFBcX09PTW1lZQU/S8ePH8fHxaWlptbS0MjIygDptaGgIDAy0tLQE0+jCwsKKiorw8HB/f/+IiIiHDx+WlZWVlpbOzs6WlJRER0c7ODgYGBhAS/7FixcfPXr08uXL4ODgEydOiIiINDY2rqysgM0WzOFf1BT/4UVHzM5+/PixsLBQXl7OxsbGzMyckpLy/ft3JMYPTNMWFhauXr16/fr1kpKSsrIy8PO6e/ducnIyqH5h0n4dCCbcP9AYt//b+QHRE8OXW1tbo6Oj5eXlEAjc1NS0/zvWeGlpqaOjo76+fn5+Ho6J0MwAd/b29sbHx1++fPn8+XN/f399fX0bG5uSkpLt7e3379/n5eWZmZlxcXHx8vKePXv25s2bYWFh8fHx0dHRsbGxd+/ejYmJCQwMDAkJKSoqevXq1du3byt/F8RqgLJ2dHQ0Li5OSUmpvr5+fX3927dvPj4+mpqaWlpaN27cGBwc1NTU9PPz8/Pz09PTu337dk9Pz9OnT8XFxTs6OtbW1oB0h2HDvdTc3Kympnbu3LmSkhL4RCBmgG7Iubm5t2/fOjo6amhoKCgoPHz4MCgoyN7ePjExcXBw8M6dO5SUlOfPn+/t7X379q2hoSE9Pb2kpOTLly83Nzd9fX1jY2Pj4+PNzMw0NTXX1tba29vBmNzc3Ly0tBRwf0hIiJSUVGJiYlVV1eDg4MrKSmNjo4mJiYGBgZiYWGJiYnd3d25u7tmzZxMSEpaXl+fm5tLS0mxsbGxsbJKSkrq6upydnQcHBx8/fnzixAkODg5XV9eRkZGKigpdXV2IuOPk5DQyMgoPD+fh4fHx8ZGUlJSVlVVWVj5x4oSwsLCkpOTdu3cpKSmhhVFCQsLX1zc3N9fS0vL8+fMlJSVubm58fHwkJCQsLCz29vbz8/MODg7nzp27cuWKqakpIyMjYGJJSUkaGhoxMbH4+HhI6VNXV9/a2kpNTdXQ0EhKSoKVCaI4wiJjbP1RhUXG2MLWn1sAE8ESeGhoiJOT89qLk7IAACAASURBVNChQzg4OKGhoW/evImMjAwMDGRnZ3/x4oWrq2tFRUVKSoqVlZWbmxsxMXFsbGxvb+/Y2FhLS0txcXFjYyNAFlBNQCu9u7t7eHi4mZnZ9vZ2TExMS0sLaFJhSx15OH39+tXLy0tUVNTf319aWjo8PPzYsWMUFBSUlJSCgoKurq6zs7OYA5LB7e3t8vJyfHx8fHz8oKCg06dPy8rK3r17FwAxhBsvLy+vra0tLi4CA83NzQ0ew5jfz8W9vb25ubnv37+DafHU1NTs7CxEi8GoEJC3vb2NmM5OTU2pqqry8vKeOHHi8OHDpKSkkZGR0dHRYmJi9PT0ZGRkkpKS1dXVGAwGeTbD0ba2trq6utjY2FhZWaOjo/v7+7e3t3t7ezU1NQ8dOqSjoxMQEABa26WlJWjDamlpqayszM7O9vX1lZOTIyYmZmNjy8vLGx4eBjHAXwLw/vOHPWJ4B29fXFyEVrPp6WkICoYMPOT3YQ6JiIhERET6+vpKS0tpaWnDwsLA8vZgQDQigEZYZ3BEPnh2wMoYDAbcAzo7O+vr62tra5EJh8Rjc3NzRUXFwcHB/f39qakpIOYBXi8sLMzMzIAzw8LCwvfv37u7uz9//ryxsaGmppacnPz+/fvW1tbe3t7l5eWlpaXp6emVlRXYpmhvb/fz81NUVMTHxycnJ4cNEDw8PCIiIg4ODjk5OXJych8fn87Ozrm5uebmZvjlubm5gICAlJSUDx8+5OTk+Pr6zs/Pnzx5kpycXEBAAAyn+/v779y5ExERAesBRPkNiSoYDMbY2PjMmTO5ublzc3Pgfo1cDoRT39raWl9fx8XFpaCgICAgCAoKGh4efvr0qYyMzOPHjxcWFsrKynR1dSHE0cvL6/Hjx1++fJmYmHj27Jm3t3dYWFh+fr6WlhYnJyckOxYWFu7v76+urr579w4XF7e0tDQ2NvbJkyeQbAddAbm5uV5eXuBi8fLly9DQUPDnHhgYALmzqqqqmZmZl5fXo0ePLly4APS2jIxMUFDQp0+fPDw8KCgoPDw8JCUl9fT08vLyioqKODk5gRgWFxfn5uZWUlK6deuWsbExJSUlERERMTExJydnVFRUY2OjlpbWyZMnmZiYqKmpmZiYTE1NbWxsCAkJDx06JCYmBvgeWjCPHz+Og4NDQECQlZVlZGTEycmppqb26NGjpqamy5cvr66umpqaWltbV1ZW7v92+cAiY2z9gYVFxtjC1p9bCDba2toaGRlhYmLi4OCQkpIKCQm5efOmsbGxj49PZWUlNTX1sWPHjh8/LioqeuTIEU5OTjk5OXp6enV19aioqMzMzKysrPfv3wOXCXTj9vZ2XV2dj4+PsbGxgoLCt2/f7O3tz58/n5KSUlRUlJGRUVdXFxIS8vnz58+fP1+6dElJSSkhIWF8fFxLS6u2tnZ2dhYsukAGisFgAAvC025zcxONRq+srAQHB/Px8SkqKmpoaEhJSWlqapaUlIyOjiIaU2CRP378qKKiIiAgEB0d/eXLl/X19dnZ2eLiYlA4UFBQACivrq4Gd7nBwcEPHz7U1dUNDAxAMxYYq0VFRQkJCbm4uPj4+CgpKQkKCsbHx3t6elpZWXl4eAQFBaWnp3d3d4M8A3kqI2bAy8vLwcHBr1698vDw0NHRcXFxefbsWW1tLWC4/Pz8u3fvOjk5KSkpKSgonD59Wk5OTlZW9vTp06dPn5aRkREXF1dUVATLNoSF/fHbnuK/1FSEZHAgB4G99V+/g6mRpn5gPVdXV588eaKgoEBHRycmJtba2iohIXH//v3x8XGQ0gKiRUTGQNtPT0+Pj49vb2/Pzs52dHQ0NTX19/eD7VdtbW1DQ0N1dfXnz5/n5ubW1ta+f/+enJzc2toKGYpbW1tDQ0P3799XUVHZ2dnp6OgoKCjo6uqamJhoamrKzs7OyMjIzc3NzMx8+vTp48ePAwMDlZSUfHx8Hjx4gBj6wtXf3NzMy8sLCgqKjY2FlHI0Gr2wsDA+Pl5TU9PQ0FBVVRUbG+vi4vLgwYOFhQW4h+FO+/z5M8hduru709LSREVFSUlJjx8/7ufnV1RUdPLkSRUVlefPn8/MzIAvuICAQFRU1MrKCnDbiB8F/GmYmZk5OTnFx8e7urpyc3MfP3783r17yPYFYiq8s7NTW1srJyenoaGRlZVVV1cH3s9wt1+6dMnOzs7JyenOnTuhoaG3b9+en58H1W9QUFBQUFBycjI3N7eamlpSUtLr168TExMTExPT09O5ubkvX76ckpICCzAA2e7u7qCdGB0d3djYCA0NlZOTe/r0KWSONDY2FhQUXLlyxc7Oztvbm5iYmI+Pj5KSUl5evqioaHFxMT8/n5OTk5KSUktLy8DAIDEx8enTpwEBAXZ2dvfv3+fl5WVkZCQhIRETE3NxcXF3d2dmZoamQzIyMmhSfPXqlZKSEiwDGBkZPTw8CgoKnj59euXKFScnp3v37vHx8YmIiGhqaqqrqyspKbm5uZGSkiYkJEA+36lTp5SVlWtqaqBTwsbG5tmzZ1NTUzDtiJkxFhlj648qLDLGFrb+3EJAFYR+ERERWVtbQ+MRPT09uLfi4eGFhISwsbHh4uI6ODikp6d7enqi0WgFBQUvL6/Ozk5QZyLRXEjH1dbWVkVFhbi4OBERkYeHh52dnbS0tIeHx/Xr10F1QEJC4unpaWlpKSkp6e/vv7W1NTk5KSEhISEh8eHDB4A1aDQa8ztz+CAc/PE7Ak1bWxu62pOTkw0NDSkoKDQ0NADMAUD58eMHSCzc3d3Z2NhSUlImJiYgw2J/f39jY+P169cvX75sbm6GoOOhoSFjY2NqampCQkIODo7g4GAUCrW2ttbT0yMlJUVNTY2Hh4ePj09ISEhERERLS0tISJiWlubo6Pj27VtEJYLASsRz98ePH8vLy/z8/KdOnaqvr//x4wcaja6qqjp37hwFBYWUlJS1tfWFCxesra3v3r0LlPbs7Cz4o8E8NDY2UlFRXbp0qb+/Hzw0/g6I/xNZBfJThNQ86L+G0MkHJ3l3d3d+fv7JkydiYmK0tLRpaWkxMTF6enpPnz6dn5+Hiw6aTkCB4KAXFxdnb2+/v78/Njbm6+sLm+m3b99uaGgQERG5dOkS2OKOjo7CYCD0G5Fh/Pjxo6+vj5+fPyMjA41GIy4KGAzm169fILRAZOsgMgFRL6D5zc3N+vp6KysrDQ0NYWFhEhISDw+PkpKSkZGRtbW1zs5OMEZITk7u7+8HVIp0XsILUJx//fpVWlpaRESkoqICEp7d3NwqKyvV1NRISUlHR0fhQs/MzDx69IiLiysqKgo+C0wg4mS3s7NjYWHBxsbGwcFhYWGRk5PT2NgIQhpkyYdYMq+vrz98+FBERMTS0jIhIQECO4iIiAwMDCIjI/39/VNSUr5+/frp06eFhQVtbW1lZeXi4mKIE9fR0SkoKGBmZi4tLUWhUJWVlTY2NvT09GpqalFRUWFhYSCY+f79e35+vpubW1ZWFthFv3jx4sGDB+A7YWZmtrOz8+nTJ1VVVdDSMDMzm5iYLC4uCgsLKyoqvnv3rqGhwdLSEuJOcHFxGxsbwXGvoKBASkqKjY0tKCjI29tbSEiImJiYnp5eUFCQl5cXFxf37Nmz0FrKwcEBNhStra3MzMxubm4BAQGKiorq6upxcXG4uLhERESioqKVlZWpqamgx/Dw8AD78NraWrAVp6WllZOT29jYCAsL4+TkTE9PX1hYgNTJ/y/+z8QWtv77hUXG2MLWn1v7+/uwe7uzszMxMcHAwKCrq+vr66usrMzExMTAwMDBwWFiYjIzM5OSkiImJkZMTCwoKOjv7z86Otre3i4mJmZhYRESEuLq6qquru7u7g4UJuCSnZ2dhoaGEydOkJOTHz58mIGBQUBAICgo6NGjRxcvXszOzk5LS+Pk5IRALBQKBThsamoKmrFAGgF6j58H6i/geG5u7uHDh2pqaoaGhg8ePIiJieHg4NDS0iooKADqCBjc7e3t8fHxS5cuwYYvJCB0dXX19fV1dnZmZ2dfvnxZVVVVSkrq2LFjNDQ0BgYGZ8+eFRcXFxAQ0NHRSU5OBkRVXFycnZ196dIlDw+P9vb2/v7+b9++LS8vu7m5ZWZmTk1NgfMXkI6I4AGGurOz8+7duwsXLtTW1iL2q0tLS8vLy9PT08PDw/X19Y8fPw4PDwfP5pMnTzo6Ourp6UFiHw8Pj5KSEniBra+vg4XCv6PE/vmiIy/+gowP8tB/mfC9vb3W1tbz589TUFAICAjcvn37zJkz0dHRwNBDkgV4OyDZgRMTEyUlJQMDA3AV5ufnp6amwGQNabxDfKwBmwK3CjfP+Ph4RUXFzMzMgwcPIFZtaWkJjUZPTk729PQAOB4ZGenr6/v69ev4+PjS0lJ3d/fU1JSzszPYz5mYmEhJSUVHR9fU1ISFhbm6uhoYGFhaWj59+nRtbW1mZgbxqAZMD8NALOdgbgcGBoyMjISFhcfGxjo7O69evQo3CQ8PT1FRESIm3tzcbG1ttbCwoKWlbW1tbW1tjYiIKCoqgk8KwBdSOa5cuSInJ6epqdnT0wMXAmHrAeXv7u5OT0+Hh4cLCQkdP3784sWLEBaoo6NDS0vr4ODw+PFjwMdTU1MoFEpBQcHQ0LC2tra9vT08PNzGxsbV1XVmZsbc3Dw1NdXPz09CQkJNTa22tra2tjYvL+/Nmzc1NTWvX79+/PhxfX399vZ2X19fTEyMj4/PixcvXr58qaampq+v7+Pj4+bmlpOT4+7uLiIioqamdu/evaSkpIGBgcrKSiMjIyoqKikpqYyMjLi4OHFxcSBrq6qqzM3N6ejo+Pn5GRkZg4KCNDQ06OjoDh06REBAAD7QKioqDx8+tLW1PXLkiIODw8LCwvDwsKampre39+nTp8+fPx8UFKSnp2doaEhMTMzBwXHmzJnQ0FBPT08RERFlZeXu7u62tjZ1dXXwcJyfn5+enl5aWvLx8REREXn16hUkYCMe1djC1p9WWGSMLWz9uQWgBHKMweV0eHj45s2bQkJChw4dwsfHhzw5fX19RkZGampqLi4uR0fHd+/eCQsLU1NTh4SEWFlZgfnDz58/Aa4hzWEANdbX14uLi9fW1tzd3Tk5OaWkpCC4gYiI6OrVq5SUlMHBwYODgwCSgHpcXFwE3SrsMmMOuJAiheA2DAYDeQcXL14UExMLDw8fHBy0sbFhZmY+d+5cTU0NWHRhMBhwrtjb2yspKTEyMiIlJYVW9/v3709MTMChfv36tby8/Pbt28OHDzMyMsrIyNy7dy8tLQ1MWzs6OtBo9NevXzs6OmBtcOrUqZqamr29vXPnztHT05ubm7e2tgI4BvoTg8EgTOr6+npfXx94RX/8+BFp+MNgMNBWD5u/yNWBR/vw8HBUVJS5uXliYuLMzAzmtxbi5+9Yvv+qOetfSGUEHCMbCAcPeJCZ3t/fn5iYCA0NpaamBs8yLi6usLAwaMJbWlqCFjpoXlxaWgKkCwP+8dvnGO6NmZkZRIENMm7EPQ2mAlZEgJLB+1ZFRSU2NraoqMjBwYGent7Z2VlDQwNUwsbGxq9fv66qqlJUVDQ0NOTk5KSioqKmpiYnJ8fDw6OmpmZmZsbDw2NkZDQzM8vLywMYvb+/Dz7TSGzK2toaQjRC9yFQv5OTk2JiYs+ePUOhULu7u+Xl5YaGhqampt+/fwdJMVzlqampJ0+eUFNTf/jwoa+vz83NLSYmZnJyEqYR8ti2t7dbW1vd3Nx0dHR6e3sRjxEkLQW+HBgYMDU1ZWdnd3JyysjI8PLycnZ2fvnyJR0dnY2Nzfv372dmZt69eycmJsbHx9fZ2TkzM9PU1ATpM4qKihgMZnFxEfyDCQkJtbW1Ozs719fXOzs7FRQUWFlZT58+HRwcnJycbGNjk5+fT0lJGRMTMzAwMDAwEB4eTkNDA42zt27dsrKysrW1zcnJqaurk5SUNDQ0/PDhg5ubGycnJy0trYSEhJ6enp2d3ebmppKSkrGxsYWFhYGBQXBw8PDwMPyVERISQrw8ERERCwsLDg5OZGRkaGiolJQUOTk5Nzf3qVOnmJmZcXBwJCQkJCUlmZmZxcTEvLy8lJWVubi48PHx+fn54+PjGxoagoODIYyQnZ2di4vr+fPnsD+zsrKSlZWlpqYGWqkf/97QEFvY+hMKi4yxha0/unZ2djY3N9fX1z99+qSpqVlbW3v27Flubm5mZmZ1dfXCwsLm5mYuLi5FRcXs7OzY2FjoUv/69evQ0NClS5dsbGxMTU2dnZ2fP38OoQ8IGwob09AS9/Pnz8LCwtjYWHBdNTQ0JCcn5+DgsLa2/vjxI4gCAaDDqGBbH6Fa9w/U3yHy5ORke3t7ZGSklJQUNze3rq7uixcvUlNTDQwMHB0d6+rqgNVDbG7B/eD79++Tk5P9/f0AbhBVIhjATUxMnD9/noODg4WFRV9f//bt2/T09IyMjPb29unp6X19fQDaUCgU7Lm/fv3az89PSUkJErOhuWpjY2NtbQ2AF0zLwsLC+fPnr1+/3tLSAlQiBJFcvnwZHHBhYGDOCnzkz58/37175+7uHhsbezBtDkHS/01kjPkb/P2XokzwUoBqbm7W1dWlo6OTl5e/fPmyq6urg4NDSEjI48ePP336NDc3l5OT4+3tXVNTMzAwkJWV1dfXB7PU399fVlbW398Pn7G8vLylpWVoaGhqamp3d3dxcXFkZGRwcHBkZKS7u7u0tPT169cg/EWj0f39/Z8+faqoqEhLS3v//n1tbe2XL18KCwvNzc1PnTrl7e3d3t6OQqH6+/u/fv06MDDQ398/ODiIQqGGhoa+fv06MjIyNjbW29tbU1OTnZ0dFhbm5OTk6ekZGxubkpKSlJT04MEDWMLBAmB0dHR6ehrSGTc2Ntzc3HR1dUtKSnp7e+Pj4y0sLBobGwH6g5QZ2uzq6uq0tLTs7e17e3tv3rwpLi5+8uTJO3fuABYH+XtdXZ2tre2ZM2f6+vpAbgFvB6oebviSkhJJSUkPD4+bN28GBAQ8evQoKSnJzMyMnp7e2toaLEEaGxsdHBzIyMhKS0sXFhZycnJUVVXV1dWbm5t3dnZWV1eDg4NBzRwREdHR0ZGZmWlhYQEyISsrqydPnjx69MjR0fHw4cOUlJR0dHRmZmbl5eVzc3OVlZXGxsbi4uJ2dnZSUlIeHh7x8fEeHh5tbW06OjqcnJx0dHRSUlKmpqZ6enp8fHzXr18fGhpqbm7W19enp6fX0dF59+5ddXX1nTt32NnZQZFFTEwsIiKSkpLi7e0Nqe/4+PhERER0dHSsrKwQ2K6mpmZgYCAiIiIqKurm5ubv79/Y2Kijo2Ntba2vr+/q6vr48eNz587h4OCQkpK+ePFidnYWllXl5eWCgoJ37tyZmJiAvylk/+G//R8ktrD1P19YZIwtbP25BTzZxsZGd3c3pE+Vl5fr6OiApI+SkpKfn9/c3Ly/v9/IyCg4OPjDhw+vXr1SVVW9du0aBoNZWloCm9jNzc35+Xkg2DAYDOh6YQcZToQYe62trZWUlBgYGFBTU+Pg4Hh5eQ0PDx80WIBEOngNwPdfjhzBcNPT07q6ukZGRvn5+SBFbWpqIiEhuXDhQmlpqa+vr4CAgLe39/z8PAaD2dvbW1pagg1rZBN/dXUVQCqcDgb/7ds3OTk5eH7DQz07O1tZWZmCgoKenj40NHRkZGR+fh6hRWH8NTU1586dExcXb2trW1paOuhRgIw5Kyvr4cOH3d3dMEVALaurqxcXF4+OjpaVlXl4eNjY2CB2HJATUVRUdOHCBSC/AY0h2/1/h8X/VzXFv/yFg8uPv38fBAMAkdfW1j58+CApKcnLyxsZGdnZ2WlnZ0dISIiHh0dFRaWnp5eYmNjQ0NDU1OTs7IxCoZ4+fdrb2wt4pa2tzcrKysnJqa+vb2pq6sGDByoqKkZGRuPj41NTU5aWlqamptHR0Z8/f4ZrAde0vr7+3r17WlpaKioqFy5cICMjO3r06L1794BEBzD08+fP+fl5yGH28/PT0tJKTEwEQnFycvLn75yR7e3trq4uDw+PlJSUL1++wPHhfoA539/ff/78uY6OjpycXERExObmJizY9vf3q6urjY2NOTk57ezs4N4G1hk2BNBo9Nzc3JUrV3BxcTMzMwsKCoyMjECSzsXFBU7hm5ubaWlpV65cefXqFUBhmGSk63FtbW16epqEhMTU1NTPzy8oKCghISEnJ8fNzc3V1ZWamtrU1LSmpiY+Ph6S8yQlJXl4eOzt7WVlZcnIyCgpKXV0dJaWlkxNTeno6CAR4/jx41xcXBYWFiwsLLKyspaWlqKiokRERLi4uMTExDIyMkNDQ2fOnKGjo7OwsHjy5El8fPy9e/cyMjIEBQVzc3N9fHxERUU9PDymp6dNTEyIiIiOHj2qrq6up6cXGBg4PT2dmZnJyMiIh4cnJyfn4eHh6OgoKSmZlZXFxMRET08PgY40NDT4+Pi8vLwfPnzg4+OjoqIiICDg4eG5fv16f3+/g4MDAwODvr5+bGxsWFiYqqqqtLT0p0+fEhMTa2trVVRU5OTkJCUl8fDwCAkJwbvtypUrYPlcUlJy7NixY8eOzc/PI/MJrtX/U7bf2MLW/2xhkTG2sPXnFuJN0dnZaWBg0NzcvLq6WlRU1NTUVFdX5+HhwcLCcuPGDTCZSk1NBTAxOztbUFBgaGjY0tLS39+fnJwcGxs7MDAAWBaxtoVOph+/49agMQt2kw0NDQkICAQFBVNSUqampsDFFoACvP0giwlPO/jOX6Sxv379QqPR586dY2dn19DQiI6Ozs7OHhgY6OnpOXv2rKysrJ6enrOzs5ubm56enrq6ekFBwcGGJ+joQmS1SPcVBoPZ2tp6+/bt6dOnCQgIyMnJ6enpycnJubi4yMnJSUlJaWho+Pn5L1y4MDExATwuKBxmZ2eLiors7Ox4eHj09fVLSkomJiaWl5dXVlbAG+7Xr18pKSkhISGNjY0wJyAbuHTpkrm5eWVl5dra2rt370xMTAC+g3NwSUnJ3Nzc69ev7e3tES8I+AiIYxoyXfACc8AcDfM7Mxle/ztkDAc5uCCBL5HOMBgqXNONjY2BgQHQsPLz80NUIVCDBAQEAF9ERUVlZWUVFRXj4uKePn364MEDoGbj4+O7urqmp6enpqYWFhZQKFRtbW1KSsrjx49fvHgBORc6OjpXrlyJj48PDw93dnY+duyYiYlJREQE5EV3dnaWl5erqKiIiooCxWhkZPTo0aNr167JyMjw8/PLyspeuHDh4sWL4uLiR44ckZGRcXR01NTUNDU1vX79ekxMTFRUVEJCwsjICIwBrtHm5ia0PO7t7WVmZqqrq2tpab1+/Xp/f39lZaWnp8fW1lZZWTkmJmZxcRGWeXA54C3Ly8v19fWamppg7isrK3v+/HlDQ0MuLi52dnYSEhJ5efmHDx8aGxtraWlVVVWBBAVoYzjCzs7O6OiotrY2AQGBuLh4bm5udnb2+fPnRUREhIWFs7KyoK/RyMjo8OHDPDw8Tk5OaDS6ra3t6NGj7Ozsnp6eVVVVGRkZsrKy2traJ06cyMjIiI2NlZOTIyAgYGJiSkhIQKFQk5OTLi4u1NTUHBwcBgYGXl5egEdDQkL09PQEBARAwnv58uWmpqbo6Ojbt2+Hh4ebmppKSUmBnANy0e3t7b98+VJdXc3BwUFFRSUkJGRtbR0SEmJvb8/Nza2urm5tbc3IyEhERCQoKHju3LmwsLCCggI7O7uqqipra2vgs52dnSMjIxUVFWloaCgoKFhYWA4fPqyvr3/jxg1eXt62trY7d+4YGBiAsxsNDQ2oKYyNjX19fdva2tBodElJiampaWtrK/xFII2kB+9/bGHrjyosMsYWtv7o2t3drampMTU1FRAQGBsbS09PT0hI+PTpU0dHh4+Pz+HDh/Hw8EpLS6FXKSYmxtbWtre3d3h4mJOT09XVFXQF8GgHCcHf28IOKln39/cBUVFRUSkqKo6NjYFg4NfvMOGfBzzI4AhAkf678QNpByFqVVVVampqJCQk5eXl4+PjFhYWpKSkysrKpaWlExMT9PT0JCQkLi4u7e3tyBkxGAyAbOAa4XTAEUZHRwsICFBQUMjJyTk6OrKysuLg4PDy8j58+PDy5csMDAw0NDSysrKgiobwPESYMTg4qKCgQEZGBknCgBSDgoIwGMzLly+Tk5Pb29thGx30Ce3t7b6+viD8eP/+vYmJiZ+fH2gw3rx5k5CQUF5evrq6+v79e29v72/fviGCVPgUoLZEpgvmGXjl/d/OGMgC4x9uBmThATKYvd8Jdoh8HDHfgOMsLy9/+fIlNjaWlJSUmpqahIQEHx8fFxcXFxcX9srJyMiSkpJWVlZWVlbCwsJERUXNzc2rqqoEBQUpKSnFxMQAMjIzM2tqak5MTBQUFFRXV6NQqK2trbGxsUePHhkbG4+MjCQlJb148SIuLu7MmTNkZGSgHmZgYFBVVT179qyenh6koKmqqrq6unZ2dm5ubi4sLMD6TUxMjJqampWVNTU1tb+/v76+/ubNm5qamri4uBBYCJGNhISE7OzsTU1Nc3NzP378mJiYSE5OTkhIgGkZHh4OCAjg4uK6ceMGZMosLi5ifntsb2xsLCws5ObmAomuq6tLRUWFi4tLRkZGS0srIiIC0R5ra2sGBgZKSkrp6ekHzYw3Njag33R2djYzM5Obm5uOjs7FxaWqqgpodQEBgZSUFAwGk5WV9eDBAzs7O1FRUWtr652dnZaWliNHjhw+fPjIkSM+Pj6fP3/u7OwkIyMjJCT08/MzNTU1NTWFtHYGBgYjI6PR0VF7e3sxMTF7e3s/Pz8WFpaOjg4WFhYjIyM9PT3wjmBjY4uMjASRz/Xr15OSkpKTk52dnQkJCY2Njd+8eTMxMVFXV2dlZUVHR3fy5EkHB4eEhIS+ROlzgQAAIABJREFUvj5IksfBwYELREhIiIuLS0JCcuXKlcbGxsLCQgMDAzQanZaWpqenp6KiIiQkhI+PT0FBQU1NTUFBAV169PT0pqamqamptLS0ODg47OzsDQ0Njx49kpGRoaCgoKCgCAsLW1tb+/Hjx9TUVHx8vK2tbU1NDQaDQcJ6kGUzYmaCLWz9UYVFxtjC1p9bwAK2tLTY29szMTGVlpZ6e3s3NjbW1NSkp6dnZ2e3tbXJysqePXv227dvGxsb3759u337Nisrq4CAwNmzZ+Pj4zMzM5uamqanpwHgQvvUvwPHiAagu7tbREREQUEB/G7hefYvZcSImBj+BZYUOQW8ACp6e3t7ZmamubkZzCI2Nzdra2tNTU2ZmJhkZWUhaODevXuKiorHjh07deqUvLy8kpISBBMMDw93dnaWlJS0trYCRYpCoZycnPj4+CDKwdPTs7a2Nioq6siRIzdv3mxqanr8+LGMjAw7O7u8vPzz58+B+d7Y2IBs6r29vebmZg0NDW5ubmtr69jYWCsrK0FBwZMnTwoLC3t7e3/8+HFra2tlZQXiUTo7O728vCorK8GdIzc319PTE9D2169fQ0NDPTw8vnz5Mjw8HBoaGhgYCClrCA6A2UPgLMLZI5ODEMxI39u/K8SbAlDFwXxdZC0BugjkmCsrK729vW1tbTU1NWlpaVevXoXsQ1JSUnJycjIyMjCd1dTUlJSUZGVlPX/+vKKiopqa2o0bN0xMTEBmys7ODogwNjYWaVZbWFjo7OwcHx+vq6srKSl5//59fX19TU1Nc3NzWVlZb2/v4uIiklMIuSqIFTFQsCsrKyMjI7W1teXl5c3NzU1NTXl5eT4+PgoKCiQkJKSkpCD/gHCQoqIiMzOzurq6qKgoHR0dfn5+TU1NWBZGRUVJSEjA3ggsEmCXA2689fX17OxsHR0dY2NjT09PEhISkDqQkZFJSUl5enpaWFisrq6Wlpbq6urGxcVNTU2trKy0tbWBWeH6+npbW1tjY2Nubq6ampq5uXlFRUVZWdnHjx/Dw8O1tbW9vb2fPHmSlJSUm5sbERERFxeXl5cHlizJyckKCgrc3NzOzs7h4eGOjo5qampKSkokJCQEBASkpKQnTpwIDQ3NyMgAtltTU9PKyio5OfnNmzfp6emQY+Lm5iYlJUVFRQVKCXd39+vXr0tISAC33dzcfOnSJRISEgYGBioqKlgP9/X1BQYGQh+etrb20NBQWVnZzZs39fX1BQQEiImJ8fDwAPLKy8sLCgoyMDBoaGhkZmYqKys7Ozs3NTVNTEyEhYWRkpLi4eGRkpKWl5eHhIRAxI+QkJCTk1NxcbGampqmpubp06dBzq6pqXnr1q3e3l4QXBUXFwcEBKSlpcHyElbvB9tJ/0v6e2xh6/9ZYZExtrD15xY0h3V0dLi6uh47dszV1XVoaGh3d9fPz+/WrVsgD3BxcWlsbIQQONATz83Ngb8sCoXq6ekZHx8HOQFwruBE+3dkjOzCj4+PFxYWqqio9PX1IZuef0Fsf4HI8F5EKgryXHB2A35oY2MjNzdXSkqKhYXF09MTUJ2HhwcNDQ306ygoKEhLS9PR0eHj47Oysrq7u7e0tMTHx0tISJw5cwZMVT99+gQqz56eHn5+fnZ2dg4ODmZmZmNj4/7+fgwGMz8/f/HiRR4eHmtr64qKirdv3wKYICYmLiwsXF1dBey4uroKzgzAup04cSI8PHxubq61tTU/P9/f3z85ORnxgYbP++7du2vXrlVXV0Ms3KNHj4DeA6KxsrIyKSnp7du30G90/fp1KSmp1NRUwIJgIrv/2yEBEaUgYX4rKyuLi4ugCIcwtn9X+7/TOhB7XeicQ5JT4EIjm9QHJdTIZ8FgMIuLi9D9BmzxwMBAZGTkqVOnmJiY6OjocHBwcHBwhISElJWVIapNWlq6uLgYshj9/f0BjO7t7cHbMRgMaEZRKNTo6Oiv34YeUAhl/uvXL7gEmAN2hL8OOGAAVkaj0UtLS7BC6+vrGxkZiYiIOHnyJAcHBx8fX1paWn5+/tGjR0EecP369ZmZmcXFRXJycgcHh0+fPoHJBkwv9Odtb2+npKScOnXK3Nx8cHDQ39+fkpISHx9fTU2tqKiosrISMsyZmZkJCAjS0tKQRVRbW5uqqurk5OTq6qqNjQ0jIyNkK05NTampqTU3N9+4cePEiRPu7u4zMzPT09NycnIMDAzQVDozM/Phw4eIiAg/Pz9SUlI9Pb1Xr14lJSVJSEiQkJDIyMjcvn1bS0tLVlY2NDT00aNHly9fTk9PZ2JiOnTo0O3btwcHB7e3twcHB+Pi4l69esXGxnbjxg1TU1M2NrZjx449fPhwd3e3qKhIW1s7KyvL19eXm5sbmuTy8vJkZWVZWFiYmZmpqKhoaGhOnDghKipKRkbGyMiYnZ1dVlZmbm5OQUGhra3d19fn7OzMwcEBAuijR4/evHmTiorqwoULra2twcHBTk5OiYmJvr6++Pj4ycnJ8vLywsLC9PT0bGxsZmZm4eHhJSUlr169kpeXp6WlZWRk1NPTGxoawmAwW1tb+fn5AQEBz58/h6uA3Ng/Dxg7/pf/Q8QWtv6fFBYZYwtbf27BM76uru7mzZulpaWIJGBkZAR8asE0FzBHXl4eNMTAcx1xSICtdti7hM33vyBjRE0BnHFra6uNjY2uri7AnYMBBwcHdpBCRmSvSAgFHH9lZSUoKMjT01NHR8fExCQhIeHNmzetra2WlpZaWlpgWUVPT6+kpBQRERESEnLr1q2cnBwXFxdBQUFRUVFTU1MDAwM9PT1o/DIyMjI0NNTS0jIxMcnOzi4sLOzq6uru7gaq+Pbt27Bd+/TpUyMjI3l5eWdn5wcPHkhKStLS0l6/fv3Lly8A0QBKAonb2Nhob2+vqan59OnT5ubmlJQUHh4eBQWFiIiIz58/g4oDnG4/f/4MmGl7e3toaMjOzi4pKQky+XZ3dysrK+3s7NBoNHz8xsZGLy8vNze3iooKaMCHBQlMF8CCjY2NhIQE2OYGpLu6uvrPysv9Azl28JvLy8sILAZNLea3ghk4e4Ck8AugFwdKFZFuQ5fn6OhoY2Pjmzdv8vPz37x58/r1azk5ucjIyBcvXrx+/bqsrKyqqurVq1cWFhZHjhyJj4+HNAoY8/7+/vr6ekVFBVhJgNUJCIIPbiAAXEbUOD9+Z5cg7iigBoFRLS8vw6oMSN+5ubmWlpaUlBSIRaShoaGionJ3dx8YGBgZGXF1dWVlZa2qqoIFD2I5Au9Fo9H379+3tLS0tLS0s7M7duwYDg4OERERFxcX5HTcv3/f3NychITE399/eHgYiccD2nhpaSk1NVVcXJyGhsbQ0LCgoODatWsdHR3+/v58fHxABufl5QUGBlZVVV28ePHGjRtPnjxpampqaWm5ffu2oKAgDQ1NRUVFXFycvr6+ra1tQkKClJSUjIyMlZVVbGysk5OToaHhzZs3ExMT4+LiUlNTFRUVr127VlZWNjg4uLi4+PTpU3l5+Rs3bpw5c+bSpUv5+flpaWmenp4zMzP37t0TFBTEx8dnYmIyMzPr6OiIjo5mY2MDLzZIuq6trU1OTiYiImJkZHR3dz9//jwLCwtoVAwNDYWEhMjJyZmYmAQFBXl4eBgZGePj44uLiy0tLZOTk5ubmzMyMs6ePevn50dCQnLmzBltbW1hYWGwPaalpZWWlj5x4sTFixd1dHSUlJQuXLgQEhKyublZU1Ojp6cXHR2N9O/C3QLLNuS/HSw4xtafWVhkjC1s/bkFPFxYWJisrOz79++RRqtfv34BAoCnC8SDLS0tJSYmhoWFIT/a+x0yDJAIiDoEEx8kjBEu88uXL97e3qdOnQJyGn7t75zxwYITYTAYGBU8/Kanp588eaKmpvbmzRtLS0sVFZWQkJDu7m7Y1SUhIUlISGhvb8/Ozvby8kpKStrf3wdXKSEhIW1tbQ8PDw8PD2dn55mZmcHBwaampqKioitXrrCzs7Oysmpra8vJyVVXV4M36tjYWGpqqoiISEZGRnt7e2hoaFJSUnR0tJycnJGR0djY2MWLF5mZmePj45eXl2GuAB8Dauzq6nJzc5OWlm5ubkahUDw8PLi4uOTk5C4uLgsLC79+O/7++u3/BY/5ubk5V1fX1tZWEKhAMsXi4iLwoD09PSYmJhwcHI6Ojg0NDTBRSEoz5reeuKmpaWhoCNTMBzndf6jl5eXV1VW4DVZXV+Pi4oqKisBFDgYGuligq+GywrmALEc8FmDJhMFggMcFhw2YHEC6Hz9+9PLyevPmzcrKChqNHh8fT05OpqSkTE5ObmpqQqFQbW1tzs7OSkpKk5OT29vb1tbWQkJCgYGB0MsInxfB5YjCGzTQCEICfLyysgLjhLEhiy4QqSMb8XDhPn782NfXNzAwsLi4+OXLl0uXLlFSUo6NjcGn3tvbGx4evnPnDi8vLz8/PwcHh6CgIB8fHwMDAycnp62t7devX4eHh3t7ez99+pSSkiIvLw9A2d3dHfo1YbrAJgWDwWRkZAgJCVFQUCgrKwcHB9+9e7eoqGh4eJiXlxcE0MLCwleuXLl69SoElKSmpl65csXExOTIkSO0tLR37tz5/v27ioqKmpras2fPGhoajIyMeHh48PDwIH/b2NgY1ocaGhr9/f09PT3l5eV6enqnT5++cePG1atXOTg4UChUQkICBBwqKyunp6fPzc2ZmJgcO3aMiooKHx+fjo7O1NS0r69PTU2Nnp6egoLCzMzM09NTVVWVn5//3r17Fy5cYGBggHjIEydOREZGioiI4ODggNyckpKSg4ODn5+fmppaTU0tNzf3/v37NjY2xsbGTk5OZmZm+Pj42dnZvLy81NTUdHR0NDQ0AL7hOFpaWm/evAG36c3NzUePHtHR0aWmpkIMOGKJc9BbGi43Vk2BrT+zsMgYW9j6c+vnz5/t7e0hISHXrl1DYgsAAyGUG6LgxGAwGxsbFRUV9vb2/v7+PT09sLcOVA0AFHg7Qj0Ct7f/27MCLNs8PT39/PzASAtRD/8zu/Pr16/19XUgL3d2dgYHB7Oysq5du9bU1FRYWCgtLU1KSnry5Mno6Ojc3NyAgAAdHR0jI6Nz585Bbp+oqOjXr1+Tk5NB/BoeHo5Cod6/f29nZ2dvbw/JZGDFCtZjkEqgpqZWXV0N8Gttba27u1tZWZmKiurmzZvguRsTE8PIyKivr19QUODo6CgmJmZlZVVTU4PoUAHsLi0tlZaWnj17Vl9f/9OnTzdu3Dh8+DApKemxY8esra0tLCxsbW3h35MnT0pJSenr61taWlpbW2tra1dXV3/9+hVk3DMzM3l5eba2tnZ2dmZmZsHBwa9fvwbjKjgdCFq+fv3a3d398+dPQHvwfVi6IJ7NyJVF0C3i/wo/Ali/u7v74cOH/v5+QJZwpeAIPw7UrwNGyH8v5CIieBQZQEpKyqVLlzIyMiYmJsrKyigpKS9evPjx48fV1VVE58PIyHj79u25uTlvb28/Pz+IDUdwD6J+RrYR4A7Z+10wZkhEQ5LtQCUC9ts/fhtvQ6MhHBnE2Zubm42NjVZWVmRkZLa2tpaWls7Ozp6ennZ2dkZGRn5+fpmZmenp6WlpafX19bOzszCl+/v7yPJmdHQ0NjaWj4/v+PHjfX19cA8jhPrGxkZra6u1tTUPDw8fH9+dO3dQKFRDQ8Pg4CAofCIjI/X19YmIiEhJSdnY2AYGBiYmJgoLC52dnY8fP66kpNTU1NTT03PlyhURERFoodPQ0PD29oaGWnV1dR0dHUFBQXAL4ebmDggIANtpLS0tdnZ2MTGx06dPj4+P9/X1aWlp0dPTk5GRcXBwqKurX7p0CfoIgRs2MjKioKCgoaExNja2srI6c+aMmpqajIyMgICAsrJyVFSUgYEBMzOzgIAABweHtrY2pEtCI6aSktKRI0cICQmlpaU7OjpQKJSHh8f79+89PT25uLggZZ2cnFxDQ4OKikpLS8vBwUFfX19ZWdnPz4+enp6Oji4hIQGyeNbX19vb28XFxQMCAoaHhyF2G2tAga3/dYVFxtjC1p9be3t7bW1tiYmJ9+/fP9ihhSCeg/vRP3786Orqys/P//jxI7TnIwDr5+9wXQQzwbMfuEMglX/+/Nnf329vby8vL19cXLy/vw8hDv/Jsw2Ov7a21tvbm5CQYG9vHxISMjk5WVdXd//+fS0tLT4+Pi4uLhEREQMDg6amptnZWVdXVwEBAR4eHlNT05cvX379+lVMTOz48eP09PSBgYFTU1OLi4u9vb1CQkJKSkoZGRmdnZ0PHz5ETGFxcXGZmJisrKwqKyt//PixuLj46NEjDg6OqKgoLS2tw4cPKygo+Pv7Z2ZmkpKS6urq1tbWJiUlKSoqqqurV1VVra+vg1ky0iPf3d2tra3Nysra2tra09PT0tISEBDAxMQEKBnwATExMRERERERETMzs7W1NQqFWlhYaGpqunXrloaGBisrKz4+PjMzMxcXl4SEhISEhLi4uIyMjLi4+OnTp48cOSIuLi4tLS0jIyMlJSUlJSUmJlZYWIhGo+fn58FcGQqIW7hMiJplbW0NnBxERUVByYqINBYXFxFBBbJqQkQL8OU/XLu/4GYEGQNs/f79e1paWkBAQGdnZ0RExI0bN75//w5yFBBqV1VVubi4DA0NBQUFZWZmQqTzv3Q+gRGCQBmkDnBzwgcBUQr8CIHOSBMhGo2emJjo6OiIjIw0MTGRkJAQEBAQERFRVVW1s7O7fft2V1fX6Ojo6Ojo3Nwc4n8M2pKfv+M5DgqygeaHvjc9Pb2xsbG9vT1EbgT3xrdv31hZWZmZmXl4eAQFBeXl5f38/JqamiCUBIVClZWVQTYHLS3tqVOn5OTk5OXlwcSNnJychYUFet2gMY6IiAgfH5+Nje38+fMtLS1+fn6ysrIUFBTgjkJAQICLi0tDQ0NHRwdvYWZmBssOAQEBJiYm8B52d3cfHBz8/PmztLQ0+HVYWFg8ePDg2rVrFBQU4D3Cycn5+vXr3NxcIyMjbW3t8vJyNTU1amrqyMjIgIAACwuL06dPg3GeqqoqNNhZWFgkJSW5ubmxs7NLS0t3dXWFhYWJiIjAmPHw8AgICODOl5WVVVFRuXLlSmtr67Nnz1RVVaurqyEisbm5OTAwUE9P7/Xr17A5g1gWYgtb/7sKi4yxha0/t3Z3d0tLSwMDA5OTk0GmCXZImN/mX8hvwh76zZs3OTk5ra2t5+bmAEYftI9AmDwAW4iIAtlwd3FxOXXqVFxcHDSf/fr1a35+fmVlBXEB+5cFIg2IIMb8joyGs4CoY2lpaXFxEY1Go9HoxcXF8fFxDw+P/Px8dXV1sOKysrIaHBzExcWloqICxwB5efmgoCBzc3MWFpaMjIyjR49qaWkVFxdPTU1lZmYyMDCQkZGBh5SiouLDhw9LS0thwzciIsLa2hq0xXh4eOTk5LCJTE5Ofvfu3QcPHoiIiBw7dgxGDnHZILCemZlZXV2FtFsSEhIiIiJqampVVdW0tDQJCQl8fHwcHBwwpQLXM1JSUhISElZWVk1NTX19fWFhYQICAg4OjvDwcPCJ2/+dSwckJcz8xsbG6urqysrK9PQ0BoMBTJyQkPDw4UOQr4DCAa4doDeIGoHZGxwcjI2NjYqKamtrA0wM1x1O9+N3YBt8+R/2/v8FEyNgFDjs3d3dFy9eKCkpKSkppaamSktLt7e3r6ysAOhZWlrq6emhp6fX19cXFBSUkpJKTk6GkSO60oMQHzGzw2Aw4Hm3ubmJRqMxGAzouWHzobe3Nycnp6OjA95YUVFhaWkJYNHR0REi/err6+EsKysrMP6FhQWYK2CXQeED1+Ln7yzr9fX1jo6O+/fvP3782MPDQ05OzszMrLu7G4xE9g/IuCcmJiIjIykpKUlJSe/fv19eXn7r1q0TJ07Q09MzMzOzsbFVV1dfvXr18OHDJCQk4POAg4NDSEgI8NTIyCguLg6+6evrKy0tLSEhwcXFRUxMzM/P7+fnh4ODQ0VFpaCgcPz4cRISEkZGRktLS+h9ZGFhUVZWBv84ERERAgKC06dPP378OCoqSkVFRU9P7+3btz4+PgQEBAQEBH5+fiUlJT4+PocOHSImJj506BAZGRkTE5O1tXV1dXVlZSU9Pb2AgEB/f7+6uvqdO3e+fv1aWFgoIiKCh4cH7h94eHh8fHwODg7BwcE8PDy6urpgSwx3OBEREQMDAw4ODjc3t7y8PD8/P4iMKSkpaWlp8/LylpaWfv36lZOTIycnd+rUKfDUQ67yjwNxQtjC1v+WwiJjbGHrz63V1VUvLy8NDY1Xr14B7wVb6gi0BVQKkHR1dXV8fLy/vx/8dIHrRZhIZJse2d1G2rZA5FpaWmpubh4TEwPqwKWlJdCYwlv+r0Pd399fWVlZWlrq7u4uLCx89+4d6FYBZ3R0dPj6+srKysrJyfHw8ERERMzMzPT39798+bKwsLCzs1NZWfnWrVsXLlwwNjaOj49/8eKFj4/PxYsXa2trJyYmioqKLC0tJSQkrK2tq6qq+vv7W1tbHR0d+fj4SEhIaGhoJCQk7O3tZ2dn4YN///69vb09NzdXVlY2JSWlpaVFW1sbLLRevnwpKioKj3AAggh/+fPnz4KCAn5+fnFxcVNTUxMTk6NHj1JTU5ORkZGTk1NSUhITE+Pj49PQ0CgpKcXFxcXExAgJCVFTU2tra6elpbW1tYHeFxoZgfUE07Tx8fHl5eXZ2dnFxcWVlZWFhYXJycm5uTlowIId6oKCAhAQg8EFEJwAiGFtA4Pc2dkZGRkpLS3NyMh4+PDhvXv3EhMTP3z4MDc3t7q6ura2hkajIRQDSDvERPafa/+A2QiipgAo+fLlS21tbQ0NDXd397GxMfB8gGsNC56Ojo4PHz7cunVLV1fXz89vfHwceuDg19AHanl5GYVCZWVl3bt37/Lly4qKipKSkpKSkjIyMgoKCl5eXu7u7s7Ozj4+Pvb29oaGhpcvXw4ICJCXl4eWOyYmJn19/aKiIhQKtbq6uvG7QMwKe/dbW1tra2tg9zE/P5+ampqcnHzx4kUFBQU4kaWlJThhc3NzOzg41NTUwB8IKDpA1rz6f9h7z6CotnVrmJxzzjnnnEOTkSRREJWogiTJWTIoQSRLTgKSEVByVtQNJgxIEhQkCIKAqCBqfz+eYhV337rve6u+895zzq1+fuxq2d2rZ681u9eYY45njJ2d3t5ePj4+AgICHR0dExMTQUFBWlpaDQ2N4uLi0dFRV1dXDg4ONjY2WVlZIyMje3t7d3d3MjIyYH+lpKR0dHSkpKT4+fmlpKTIyMjy8/NjYmIAO0ZHRzMyMkZERDg7O6NQKG5ubhoaGklJyaSkJDMzMzIyMohr5ubm1tTUFBUVFRAQsLCwEBQUDAsL8/LyEhYWhuSOy5cvR0dHKykpQS66hoZGdna2jY0NFRWVqqqqj4+Pvb29gICAmJiYlZWVvLx8ZWVlaWnpxYsXXVxcbt++XVpaamRk5OTkJCQkBPIkSUnJ6urqJ0+esLCwEBISkpOT+/j4dHV1nT59moCAQFRUFAJETp8+XVRUdPPmTfBvef/+/fXr152cnGJjY58/f45YpyOLq//nv5KYwtQ/ujDIGFOY+tet+fn51NTUzMxMJHYYsCbSGAd8zNevXwsLC1NSUh48eAB4F41GH5dS/D5mlYVYiR2/bx0cHLi7uzc3Ny8sLExNTY2NjY2Njbm4uCBxCf+HXVGgh//8+fPq1StTU1NWVtZLly6BnAN9lAMChNzu7u7c3BwajQYcA95h5eXl6urq0tLSxMTEdHR0KSkpkDorKSlZXl6OjPDHjx8fPnzIy8tjZmaOi4uDvrfe3l5zc3MwfYOP/OfIPw40EisrK3C6IIyXiYmJl5eXmZnZwcEB2dlHGNO9vb3NzU0UCsXAwBARETE/Pw/R3LDJ7uDgQENDQ0xMrKOjc/v27YsXL0JT/61bt8CSAs4DNLQBY7q3tzc8PGxiYqKvr29paWlqampiYiImJkZHR6egoGBqagov/P79+/z8/O3bt0FgLSYmxsLCcuvWrdzcXHt7+7CwsO/fv3d2do6OjlpYWOTn5797925rawuOn5eXZ2RkpKmpCaEnREREoDNxd3cfGhoCIhacH/6rAvSM8Lt/+79bW1vNzc2glMDBwWlvb//y5QvY+oK3w+rqKnzeL1+++Pn5gZiVhYWFnp6eiooKojqgkHhCMNOFDXrQEjQ0NGxsbACzCwpj9NE2CBiw7O3tAbs8MjIiICDAxsYGqRlw1aampoaGhvr6+tzd3cG/jIqKioSEBJIRcXFxwRmQkpISSFkRERFycnIXF5fHjx+jj0XVwGLg4OBgcHDQ0tKSnp7exsZmcXFxe3sbFBoIGb+1tdXV1aWjo0NBQSEhIZGUlDQ3NycrKwt6GxA2EBISMjIyAlyGAEIpKSl9fX12dnZ/f3/oblRWVlZWVi4uLu7p6SEhIcHBwaGmpiYgIACxDS4urqCg4NLS0sDAgJiYGOQznzp1CjpEt7a2Pn36dPv2bU1NTRoaGjMzs+bmZlVVVUpKSkVFRVZWVmJiYnZ2dmCdcXBwQJTMwsIiKSnJx8fHwMAAsTt1dXUvXrzw9/eHy0FISAhniYaGRl9f//Tp0zQ0NGRkZPBHLS0t0J0fHh5ub2+/fv2ai4sLhULdvXsXFhi/f/9eW1tDtiz+r2IeTGHqX7AwyBhTmPrnFyLrRCAv0I2rq6tZWVnZ2dkAEUAojNhgIUrig4ODvr6+lpaWyclJoIERkvg43fs3ISkcBI5cX1+vqKgIIbSOjo4JCQlXrlzZ2dkpKytraGh49+4d7GsfHjMtRg4LnTdoNPrz589Pnz6dnJwEAQb8EThjRHS4vr5eUlJy+fLl9PT0hoYGf39/Pj4+SUnJzMxMPz+/xMTER48eXb161cDAIDLkv7bjAAAgAElEQVQycnFxERFDA385OTl5/fp1YWFhHR2d0dHRiooKHR0dAwODp0+fgi4C2TcHqArIKSEhwcPDIy8v7+nTpx8/fpyZmfny5QvCnSO3cFgwNDY2SktLBwYGTk1NTUxMJCcn37hxw9jY2MbGJiwsLDk52cnJiZSUFA8PLz09fWhoaGlpCbkuiIwVEQ9ACh0CuQYGBvz8/AIDA9fW1pBBHh4eLi0tZWZmysvLBwcH9/X1dXZ2DgwMREREhIeHj4yMjIyMPHv2bGRkREJCQktLq6amBmlQ+/Pnz87Ozrdv36ampvr6+vr7+/v7+6urqzU1NaWlpTU1NaOjo1++fLmzs4Mokr99+/b8+fPq6uqioqKioqLCwsKcnJyysrLq6uqamppbt26VlJRUV1fDwgDmhq+v79OnT69fv25kZHTmzBkvLy8rK6sTJ05ERkZWVVUNDg5ub2/v7e09f/48MzPT1NSUhYUF8tUICAiAaAdkpqmpCdFuDQ0NIyMjg4ODvb29PT09KysroAMB/TdcR+jzQzrwEDHG8vLy0NCQnZ2doqIiGPNZW1vz8/NLS0uzsrKCooCYmJiKigoHB4eOjs7W1jYtLa2pqam/v7+3tzcvL4+amlpSUrKvrw94TeTtfv/+vbu7W1dXZ2FhwcDAQE5ObmZm9unTJ0QADStA2Gc4PDysr6/X09MDBcLFixehQxTEBgAxQZ4OBbJgYmJiTk5OU1PTpKQkGxsbGRkZBweH4OBgFApFSkpKRERETEwsKSmprKwM+yEsLCzXr1+HfA0IKAF8XFNT4+XllZubq6enR01NDW8HgXYQ/aikpMTHx6erq9vQ0ODs7Gxvb09FRcXBwaGlpYVCoeTk5MrLy8XFxXV1dXV1dRUVFc3MzHx8fOTk5PDx8UlJSc+fP29ubs7GxgaJ4ri4uAICAp2dnTCFvnz5Mj4+7uHhYWFhUVtb++zZM1CtHBe4/3eUPJjC1L9mYZAxpjD1Ty5Q5aKP/IAR3g6NRo+OjoaFhUHwLNySkTQppFtod3f315FFKCCw4z1Yf7s/gfj18PAQ1K5Axe3t7dnb28fHxzc2Njo5OVFSUqJQqJmZmWfPnl2+fPnZs2fHO6J+HTN9O+5vcHBwMDk5mZSU1NHRATARSGJ4L0BmgD/m5ubA1uDMmTNMTExAqmFjY+vq6r5+/TohIUFdXd3X1/fz58/HCSeAdHBmlpaW7OzsjIyMBAQEeHh4fHx8IOgEgkXQR2AdAiN2d3czMzNFRUUlJSVBQo2cDeCMESuxg4OD7e3toaEhPT296OjohYUFxD5iYWGhra3NwcGBl5eXhoaGh4cnKSkJya0AfTAwnYeHh/AY8AGYox0eHoJue2NjY319fW9vD4axubkJJwcEGO/fv4+IiCAmJu7u7v706dPCwsLi4uLKykpJSQkTE5OysrKbmxt0SgkJCamqqr58+RKNRm9sbEBC28uXL0HOgUaj9/b2FhYWkpOTJSQk8PDwQIpgb2/f09Pz5cuXyclJ0K1WVFTw8vKePXu2vr4+JCSEk5MTBwcHWENmZmbIvWNjY1NTU8vJycHCwuLl5UWhUKysrCgUytvbG9jK4eHh8PDwxsbG4eHhiIgIBgYGDg4OAgICAgICaWnp6Ojo0dHRlZWVlZUVCH348+cPrBMQgh/OIZxMOGk7OzvwvYC1Dcz2b9++gSAY4vcGBgZcXV2JiIh4eHh6enquXr0qJycnLS2dlJT0/v37Bw8eyMvLCwgIjIyMgG778PBwbm7O1dVVSEiora0NVEPwFhA9c3h4iNj9go3a4uIijArUIAAK4Z8/f/7c2toKCgqio6Ojo6MDSpWcnBwPD4+UlJSEhAQfH5+ampqcnFxYWJiFhQUSoWlpaYWFhTk5OQUFBYWEhHh4eMB2Dd4RDsLCwgL6ipSUlKdPn2JjY4OGmIyMjJCQkI2NzdbW1s3NLTIy0sjI6MSJE4KCgoyMjBAcTUVFhY2Nzc/P7+fnFxYWZmRkZG5u/vr163PnznFwcDAyMlpbW6ekpHh4eBAQENy5c2dmZsbX15ePjw/yw/n5+WFFcZzpB+sMU1PTV69e/fz5c2FhIS4uTlRUFHLFfx+5mCP7DL//oykkpjD1b1cYZIwpTP2TC2hLhJSFx+Bx6+rqam1tjeRIwf9CvF3haYCompubZ2Zm4AjHe+/+hl/RR5lkCJU7NzcXFxdnZWX1119/nTlzhpOT09bWdnBwcGVlBZLkIiIiGhoaNjc3jyPjvzX2gbgzMDCwqalpcXER+sYQThoeA3yEMX/9+vXGjRvi4uKwIx8XF0dDQ+Pk5FRcXKyrq+vt7X0cjh93590/qu/fv3d3d2traxsZGbW0tGxubk5MTExPT4N+AHHShdGCxUddXV1gYKC+vr6jo2NdXR1yMoHohefPzMyYm5srKSllZmaurq7+OnJMA9VBZWUlCoViZmY+deoUYAJAeMfPzHE5OAC4pqam0tLSc+fOWVtbW1tbnzt3zt3d/cKFC8C/mpubW1lZ2djYWFhYODk53bt3r7OzU1ZWNisrq7e3Nz09/eTJk5aWlgkJCUtLS7BvUFdX5+npWV5e3tTU5OTkFB8fX1FR0djY2N/fv7i4CH1+SBj48+fP79y5k52dLSgoCBmKiAAdROSIt/Hc3Fxvb29WVpaZmRknJychIaGIiIi/v7+Xlxc/Pz8TE1NQUFBHR4ePj4+mpmZcXFxVVZWampqCgkJpaSnYNn/+/PnNmzf9/f3v379vbW19/Pjx8bc4PDK1hTMP5wcxoQNVCUx7YP2Pu6NA9MbhUVgJnN6tra3Xr1/n5OSIiIhgYWEZGhq2tbWNjIxERUWBMQgzMzMPD4+ioqK5ubmNjY2xsbGZmVlUVNTq6iooTEAEAsuehIQES0tLc3NzFxeXtLS0kZERUKIDND/OXn/69MnGxiYnJ2d+fj4+Pp6Kigr61UhISLCxsfHx8RkZGVlZWSkoKEBEoa6uLiAgICgoCObKcHx+fv7s7OyxsbHy8nIDAwN8fHxoifPy8srJyQGbFGVlZT8/v5KSEmJiYiDCycjIIAXa3NwcRA6AqnV0dC5duoSHh4eHhwfkNC8vr4iIiICAgIaGhqSkJD8/PxkZGTS8Kisr6+joCAkJ6ejoGBsbc3FxERIS4uDg0NLSKikpAQNNQEAgKSlpZWUVGhp6586d2trag4ODhYWFvLw8JyenwMDAhw8fwjcULsdxnfrffnAwhal/u8IgY0xh6p9fAB3grg8+BvD3qKioioqKhw8fFhcXDwwMIAJiBFX8+fMHuuVGR0dXV1dBR3HcMOs/I2M0Go20Z42NjZ07d46CguLDhw8/f/50c3NTUVG5cePG1NTUxYsX19bWrly5Ehsb++TJk9/HXGmPF8CF3d3d8+fP9/X1ff78GWQPwBbDZ9nb21tbWwNDA4jAMDQ0vHHjhr6+PjExMQUFhYyMjI2NTW9vr4+PT3BwMLiqIToQBFoBXw5//Pz585MnT4yMjMjJyc+dO7e0tFRbW8vBwVFRUfHp0yc0Gg00Lawcjjcpzs7Odnd38/DwgOy4oKBgfX0d0O3u7i44rHV1dQEU29zcBEYTrk55ebmqqqqOjs7U1BT6yI8M/gsX5c9RkAGgz8PDwxcvXnh4eLS3t3d1dd27d6+qqurcuXOsrKwAPYFlxMfHp6WlBUJ3cHDQ1dXVzMzs8ePHe3t7GxsbtbW1bGxsdXV1P378CAgIaGtr+/jx4/v377e2tg4PD9fW1mJiYoaHh8EG5NeR2Qgajf59LGfu27dvPT09VFRU+fn5c3NzW1tbcIYhDBzBrLAG+PLly/nz50G17OLiEh0dra+vz8nJKS0tTUlJSUdHV1hYuLGx0dvbq6Ghwc3N3djYmJGRgfR9gjQcTgjCBP/8+fPLly8AgldXV1+/fp2Xl2dubi4uLi4qKsrPzy8gICAkJCQiIsLLyysoKGhlZYVCoU6ePGlkZKSqqiomJiYiImJlZbW7uwvXEVGwfP78+fnz5yAzyMzMhPlMQEBATk4eHx9vZ2f3+PHjqamp7OzssLCwmZkZNBoNdsitra0XL15UUVEB2cnAwMCzZ89WVlYgsQKUKt++ffv06ROC2n/+/Pn169cHDx4wMjKCiiAoKEhaWtrY2FhXVxfYYpAfGBoaBgUFsbCwMDAwYGNjGxkZJSYmWllZycnJxcXF8fLygtJaUVGRj48PBwcHwj6wsLAcHR2npqYuXboEqRzA48bFxfn4+PDx8WFhYYmLi4eFhamoqFBTU+vr68N3FlhqNja27Oxsfn5+QkJCVVXVoqIiyIqPiooiISFhYmKCpD0LCwtGRkZtbe3d3V13d3dWVlZ4OahfQJYdHBz87NmzL1++gCYKjUaPjo5qamqeP3++v78f1t4gzkaj0V+/fj3uOoIpTP27FwYZYwpT/+SCzVzENQJ2eKemphITExUVFfPy8oaGhiIjI+/evfvu3buysjKI/Dg4SjmGlyAy2b/ZD/9nZPz7yFTr6dOnvr6+wsLCLS0tAAJcXV09PDxu374dFRUlKCg4ODgYERHR2dlZU1PT2dn5N2SMCGo3NjaKi4uTk5PX1tbAjwIYVsCjCKUK4ExZWTkwMBC4zKampsjISA8Pj6qqqvX19YKCAlVV1dLSUuDqYH8W6d77fcwTFwbw/fv3rq4uGxsbSUnJhISE/f397u7uM2fO2NjYBAUFtbe3A7mONJkBkQyn6/Pnz2VlZWVlZR4eHhcvXgwMDLx8+XJZWVlQUFBfXx8iLUWcdwHjenl5nT59ura2FjkJiJj7OD8NzC7YNZw9e/bSpUtJSUmQdB0VFQXZEwUFBWVlZRUVFQUFBcXFxZcvX9bR0dHV1TU0NFRRUeHg4DAwMHBycnJwcNDS0mJgYHBycurq6oL04LKysuTkZHd39/Pnz9+7d8/CwsLBwaGzsxMGDIuHv21tg9QkKSlJR0cHABOi+oDNBxAug1IlNzcXDw+PhIREX1+/srLy5s2bSkpK7Ozs169fLy8vn5+fhxcuLi6Wl5draWldvXp1cXER6F5AkF+/fn38+DFw1T4+Pg4ODufPn3d3d3dwcKCioiIjIyMnJxcUFNTS0jIzMwsMDMzNzS0rKwO3jaKiopqamp6enu7u7sHBwampqba2ttjYWGdnZzs7u4KCArgciLwHMHd6ejodHZ2wsLCwsDCsedzd3dfW1hA5/o8fPz5+/NjZ2RkZGXnhwgU7OztnZ+fY2Nji4uLW1lZENgPzDa4mIPudnR0wkqurq4Nh6OnpdXd35+bm6urqqqurOzk5ARwnIyMTExOjoaFRVla2tra2srLy8vIKDQ0FswhPT8/k5OTLly+zsbFhYWERERFBZx4zM7O5ubmvry8lJaWoqGhGRkZoaGhKSkpCQoKBgQGAY1tbW0VFRVpaWjo6OnV1dWdnZ0lJSQICAhUVlbt37169ehWynUNDQ4uLi1NSUgQEBEhISMTFxSMiIoaHh8G3GB8fn4uLS0pK6uTJkwEBAUxMTFJSUkJCQkAS4+Hh8fHxxcbGFhQUVFdXP336dH19/evXry9fvkxMTDx37pyZmVlDQ8PS0hIsfo7/BMFX/r/6fcOQx5j6tysMMsYUpv75ddxkbX19fWZmhpKS8uLFi42NjXNzc4ODg9HR0RUVFYaGhnZ2dlNTU/B8EA1//fo1MDDw48ePCGWI6CZ//UfTYggH/vXr1+7ubmpqqpubW0FBwfj4OCJ4+Pjx4/z8/MLCwuvXr+/fvz82Nvbhw4fl5eWpqSnIdzjOZ4MZ7crKSlVVlYeHBxiNAboCfQUiaUA0iA8fPjQ2Nq6rq1NSUuLi4oqKisrIyEhNTZ2ent7Y2GBkZAwKCpqZmQEcDEES8F4IEoJPBGQVgJgPHz6kpKRwcHCoq6t3dXVtbGw0Nzdra2vT09M7Ojqur6+DBBl95AANKgJEWAzrhJmZmebm5rKyMg4ODllZ2ezs7Hfv3sF7IaxnR0cHCoVycnKanp4GqxBoGgPtBLIGQKPRW1tbERERvLy8qqqqBQUFvb29Ozs7vr6+Dg4OVlZWFy5cuHXrFniEwaerrKxsbW0F1TLgjPn5+fX19dHR0a6urp6ensuXL5OSkoKGVVFR0crKSkVFhYaGRltb+8mTJzMzMxYWFhYWFnfu3EEipqF9DQYGjgo/fvx48eKFpaWljIzM9evXwQUZ6OT9/f319fXl5eXt7e0fP368fPlSQ0MjOTl5aWlpb2/v48ePU1NT09PTEPUHUBsc5cCteWJiorCw0NnZ+cSJEzo6OhoaGsrKysLCwnl5eeHh4bm5ue3t7Z2dnV1dXbD7wcPDg4ODw8rKqqOjY29vb2Zmpq2traampqqqCtIRsGUgICAgIyOTkpLS0NAwMDA4depUeHg4cskQjQ3MloWFhZCQED4+PjY2NhMTk5iYmJycHFgANDU1ubm5gUOcnp5eU1PTwMAA6IXgbMPGCxDnX758ge8OLPmmp6c9PDx0dXV5eHgcHBzu3LnT1dX16tUrLi4uBgaGixcv+vr6ent7x8bG6urq0tPTl5WVRUVFQbSNiYnJ9PS0vb09HR2dpKTkpUuXOjs7a2trWVlZsbGxsbCwcHBwsLGx2dnZtbS0TExM5OTkgoKChISErl69CiKWmJgYTU1NLCwsVlZWfHx8R0fHzMxMZ2dnPDw8FhaW0tLS4OBgVVVVNjY2Xl5eCwuLmzdvUlJSgrcJdOxRU1Pz8PCQkpKGhoaWlpZqaWlBgyDkdxASEnp5eRkZGcnKyoKB3fLyMmIMsrCwcO3aNSEhIS4uruTk5OP+j0gdHtXv/4axI6Yw9e9SGGSMKUz9T9Rx7vb3fyzEnPjg4ODTp0/37t0TERHJzc198uTJ5ubm27dvw8LCFBUVq6urubi4IG2rpqYGcg1A4Ovi4jI3N4eIBxAHCQRwg1oXBBgfPny4cuUKuLq+efMG4XcPj7KIfx7LIft9LBEN/o4+stOCDqShoaHr16+PjY0Bb4QMAKA2Go0+ODjY3d3d2dn5/v375OSkn59faGjovXv3UlNTVVVVDQwMbt26NTU15eDgICYmdu/evY2NDeSOC6gOJKEwkl9HFhAwKkA209PTGRkZ3t7e5OTkzs7Ot2/fbmhoiIiIgF1mdXV1T0/PO3fuzM/Pw7YvAtwRGTS84/7+/ocPHwoLC11dXfX19Y2Njc+fPw9Bek+ePCksLFRTUzt//vzc3Nzh4eHm5iYgTkBpsL/89evXd+/enT9/npGRkZ6e/sKFC8+ePfvw4QMbGxseHh4FBQWYeZGTk7Ozs1tYWAQHBxsYGDg6OjY0NKyvryPpd3BA6FOsr6/f39/f2NhYXV2tqakJCAjQ0tKCzkVOTk4pKSl7e3sPD48bN26Mj48jGwJ/jhK/4SICCgeXN1VV1cjIyI8fP0K8Yk1NTWJiYmpqalBQ0JUrVxoaGgoLC+3t7ZeXlxFSFiARstCCmfD69evk5GR/f39/f39NTU1DQ0M3N7fY2NirV69GR0d3dHSMjY0BUgwKCgoJCQkMDExISHB2do6JicnIyEhKSoqIiEhMTMzJybl69Wp6enpqaqq1tTULCws+Pj4VFZWMjIyYmBgFBYWtra2rq6ugoCArK2tiYiIsdZAdAMSGpaqqSlpaWlpa2sHB4fLly+7u7snJyXp6eh4eHjExMSUlJePj4z+O6uexZHUE4sO5Aq+92NhYd3d3cnJyXV3dsLCwwsLC6urq3NxcDw8PMTGxGzduNDQ0vHr1KiwsTEhISFtb29bWloiISEtLC74RsrKy4uLifn5+UVFRPT096urqwcHBaWlpJiYmRERE5OTkPDw8wOPi4ODg4ODw8PCkpKS8ffvWyMjIxsbm1KlTJ06cOHv2bF5enoCAAAEBgZCQ0I0bN/7666/r16+D64WqqqqJiQlMLWpqanFxcSUlJRDngDkGPj4+MTExKSkpyDkuXLggJCRES0uro6MTHh4Oqmv4mnh4eDx69Aiu8vLycmhoqI+Pz8WLF69cudLV1bWzswMdh8eh8N+EVRhiGFP/mwqDjDGFqf+JOo6J/yZI+P79O0Tavn37NigoiI+Pr7GxEaS6Ozs7r1+/Dg4OlpSULCgoOHPmzKVLl7i4uJKSksA0dHt7Ozc3d2pqKiIioqKioqGhobu7GwGOgB5gUxiNRu/v73d0dDAxMQUHB7969QohUBF17OGx2AsYM4BmpGsKMsbQaDQg6Z8/f+7s7AAzd3gUwwaH3d3d/fPnD5hwAWTc2NiYm5u7desWBBC4uLiUlJQ8e/bs1atXsBXe0dGxuLiIwB2Ehfp1ZEoA4Q7I+YQHMAzoNhsbG1NXV2dlZVVXV79+/frLly87OzvLysqUlJRoaWn19PTA8hk+3cbGBmB36MODJDZASPBB3rx5U1RUlJKSUlhYSE1NTUJCgoeHJy4unp6eDrQiwsuij2Ugd3d3q6mpwQ61iopKdXX11tZWQ0NDbm5uTk5Oenq6hYUFBQUFKSkpGBEQEBBERka+fv0a9AxwwuHzHhwctLW1BQUFbW9vFxcXBwYGOjs78/PzExAQgLWWgYHB9PR0Y2OjlpaWt7c32MPBh0L2uBGB+P7+/qNHj8CjwN/fH1Ygm5ubYJrx48eP3d3dzc3NkZERQ0PDgoICCPiFBRKcZGS99OvXr7dv38bHxyspKQUEBIC2u6KiIjg42M/Pz8HBgZGRkY2NjZ2dXVVVVURExNDQMDExMS8vb3Z2dn5+HohqmAkBAQEPHjxAo9FXrlyxtraG1Al+fv6EhIS7d+/m5+cXFRWNj4/Pzs7m5+dzcHAQERGdPXvW09PT29vbwcHh1KlTTk5OTk5OPj4+qqqqnJyc5ubmV69ezcvLKy4uBtPr41MFVLNAz3/79m1zcxOEyz9//iwvL3dwcPD09DQ2NtbW1vby8iooKOjp6RkaGvL39we5s42NTWJioqSk5ODgoI2NjZqampCQELD4xMTEHh4efHx88fHxwcHBDg4OFhYWlJSUlpaWlJSUcXFxmZmZdnZ2INf+66+/PDw8IE6ckpJSWVnZysqKmprazc1NWVmZhYWFj4/P29s7Ly9PWloasiFlZWVFRUWVlZXNzc0dHBwKCwth/kBIB3T+0dLSEhMTw2McHBygpUEpgY+PT0FBgY+Pb2ZmVlRUFB8fT0FBwcvLGxQUVFBQMDk5ubCwUFRUBMOWkJBISEh49eoVfFPg+wsP/g+tvZjC1P+awiBjTGHqf6IQZPy33jXgrr58+fLq1av4+Hg3N7eBgQHAnYBQ19fX+/r6ioqK3r59C+pYSUnJ2NjYd+/eff/+/f3798bGxgYGBqKioqdPnzY2Nvb29obmKgQWg+5zZWXl7t27KBTK1dX1zZs3IBDc2tpaWFhYWlqCTWQE9xweRQQfR0WIi9Zx2hWISWj/AkgHL0Tw1vb29sePH7e3t+/fvx8cHBwSEnL79u1bt26lpKTU19dfv35dTU2NjY0tNjYWCRyem5t7+PBhbW1tTk7O58+fd3d3Z2dnp6amWlpaoqOjy8rKJicnW1paFhYWwHAXjOcAWS4tLZWVlbm7u6uoqIiKigYGBjY3N29tbd2+fTs0NNTMzExISEhAQCAoKCgmJqa+vn5+fv44y765uQnkKGgo4YTs7+9/+vRpbGysqKgoLi4uJiYmNDTU3Nw8NDQ0IiIiKyuru7v79evXc3NzwEmvrKwYGBhoamqWlpbCCgHZ+v/+/fu7d+/a2tog+xqQ08DAAPjHAfSEs7e3t3f//n1fX18rK6tbt24REhKSkJA4OjoCKZuYmHj16tWKigqQpJuamuro6JSXl3/9+hUGj+B74EGB6+3q6hISEkKhUKCvzcrKKi8vz8vLKysrg396enqKiorS0NAUFRXBFUQmKkLNwpHfvXvX3t5eVlaWlZUVFRVlY2MDOFVKSkpAQCA5OTk6Onp6erqurs7Ozi4xMRGOBgU8/ebmZktLi6GhoZ6eXldXV0ZGRlxcHLScwkXZ39/f3d1Frs7e3t6LFy/S09OjoqJCQkIiIyOjo6Ojo6OBky4oKHj9+vXs7CzS5wfY9/DI6BAI0S9fvszOzo6Pj1+7di08PDw8PDw0NPTy5ctnz55NSkq6cuVKaGhoampqamoqoHwrK6u4uDhQ+T98+LC+vh546NraWisrKwkJCXl5eW9v77S0NHJy8idPnmhqatLS0lJQUMjKyp44cQI8JaioqNzc3Ozs7Pj4+ERFRbOysra3t8+ePUtPT4+Pj8/JyRkQEDA0NBQYGMjKygr+Eri4uBQUFCwsLHR0dOTk5EJCQm5ubra2tvz8/MzMzIaGhuCCzM7OTkhIKCEhoaqqysTExMzMjI+Pz8PDA2ol8D8mIyOTk5O7f//+ixcv7t2719rampaWpqOjk5iY2NzcPD8/X1RUlJGRER8fD64p169f39nZgfMGJiegnEEmEgYQY+p/fWGQMaYw9T9Xx8ExgozRaPTm5mZcXFxaWtqrV69WV1fRaDSYFiMmA0DpAVrKzs7u6+sDG7WlpaXq6mrwY4JUBTk5uRs3bgwPD8MTfv/+/erVq9zcXCsrK15e3pGREej2m56erq+vd3V1ZWdnT0pK+vPnz/LyMvTjwzhhkDBs4B0BFUH0LmAvuGUClPx1lB4Ct8/Pnz+3tra+ePHi58+f586dO336dFNT04sXL0JCQlhZWWNiYq5duxYQEKCkpISHhweZc0lJSdHR0SgUio6OjpSUlIuLy8LCIiUlJScnJy0tLTIyMi4urrm5eXt7++vXr3t7ey0tLR0dHa9fv4ZPirQeAm86MzOTm5vr6ekJfUXp6elPnjxZX18HXYSbmxsuLi4DA4OhoWFISEhlZeXExAScbRDgoo+JRtBoNFD4AA339/d3dnbGxsZiY2O9vLwsLS1FRETIyMi4ubnT0tJSUlIEBQVtbW37+vr2j7LlkFMKqxQwC8vMzJSQkOEN9ZEAACAASURBVKioqPjw4QPSu4Y+ytn+8eNHdXW1iYmJrq7u9evXWVhYrK2tHz58CM8BPzh4cOLECSkpKcBbgCBh8KASQSYeGo3u7OyUkpKKjY1dWFgA6APv9fHjR7BX+/LlS01NDRUVVXNz8/LyMqIzQdQsyFru27dvXV1dmpqaHBwcQUFBqampwJSD4QY2NjYNDQ02NjYEa584ceLevXvoI9cOBFodHh5OTEwoKipiYWGlpqZCrPTz58/Ly8tramrgKgCTvbOzA5MZsrKR8wnjgWkJfZOwTEKm8c+fP6empqqqqmJiYvz8/M6ePcvIyHju3Dl/f//o6Ojg4OD8/PzJyUkA3PHx8VJSUhQUFEJCQi4uLsXFxbATgkajZ2dnQ0JCZGRkjI2NsbGxz549a2ZmJiEhwcPDIyMjo66uTk5OnpiYODw8DCl0ZGRkVFRUEhISioqK5OTkwODKyspaWFgICQnZ29uDvTGYQoiIiAQEBNTW1hYVFXFzc4MXG2ghcHFx2djYBAUFu7u7W1pazM3NgQ+moKA4c+YMAwMDLi4uGRkZMzOzuLi4paUlFhYWGRmZvLw8zApqamo5ObnGxsYvX77AtwPWwzs7OxsbG1euXAGNx4MHD3Z3d+F3Bn1sw+HgKDQbjUavra39PAqMxCBjTP3vLgwyxhSm/jEF0AEeH9feISIKRDsLAlnEVmJkZMTU1PTkyZO1tbUghAD1MCKmhJcDIkGEpPBPuG/99ddfTk5Ovr6+DQ0NDx8+bG5uLi8vz8/Pj4qKMjAw4OPjU1RUjI+Ph0zXP3/+LCwspKen29vbBwcHT0xMgO/b9vZ2XV1ddXX15OQkgELALm1tbRkZGWVlZU+fPoU3/fPnz6NHj/Lz869du3bz5s3u7m6wgdvf35+amrp9+3ZNTc3IyIi/v7+2tnZERISDgwMfHx8NDY2mpmZYWJisrKyfn5+MjAwHB4eYmJienp6tra25uTkTExNoVSMiImJiYkJCQjw9PSHOw8/PLz8/v6qqqqqqKiMjw9DQUFBQELIJuLm5JSUlDQ0Nb9++XVBQAPZzAJQPDw93d3fv3LkTGBgYEhJibm6uq6t7/vz5rKyspaWlubm5Z8+elZeXh4SEmJiYcHJyCgkJBQYGxsfH19fXv3nzBtJJ4IzBef59ZFcMoAHw4rdv3z5+/Dg5OTk0NBQWFhYUFNTS0oIoTOBqwtWHK440w4mJicnLyz99+vTNmzf37t3Lzc0FPjghISEmJiYxMdHW1tbExOTGjRvr6+tzc3MAZBEDE4CY379/r6ysVFRUlJSUhEsM1DusT+Bp6+vrnZ2d79+/9/T05OHh8ff3f/nyJeK9AB2NsF5aW1srLS1lYGAoLi6GFcJxUSnMOnjVjx8/Ojo6dHR0Lly4sL+/f/fu3YSEhODg4KCgoICAAH9//wsXLlBSUuLg4ODh4XFycgYGBh5/LchsYI2xvb1948YNNjY2BQWF5OTk2tpad3d3EhISKyurK1euPH78eHl5eWtrC8zUDo8sjf+2uYFGow8ODjY3Nz9+/Njb2xsfHx8bG5uUlBQUFKSqqqqpqens7BwREQE2zLOzsyUlJfHx8SkpKaGhoRYWFpGRkUFBQWFhYX19fSMjI1VVVdnZ2ZWVlSEhIREREd3d3VNTU11dXTdv3mxubs7KyoLtgoCAAB8fHycnJxUVFXCZkJKSoqSkBAEDPT09uJF4e3vz8fGRkZFJSkqamppKSEhAexzENWNjY3Nxcfn7+8/MzDg5OSkqKvLw8DAwMEC6tba2toCAgI+Pz7Vr1xITE2tra1tbW52cnGhoaAgICBgYGMzMzOTk5JiZmVEoVGhoqK+v76NHj+bn55ubm+vq6gYHBxsaGuAUzc7O1tXV5ebmtrW1vXr1Kjs7OycnZ3V19cePHzs7O8vLyx8/foRrDVsciKoYluXoo7AhZJkE+PhvXDIajYZXIYbif8PTf6t/3g82pjD1XxYGGWMKU/8PC+4lINdDo9Fwk4DHCwsLWVlZ4Njl5eWVkZFx586dV69eAXKCvLfh4eGWlpYXL17AfQg4XbgPffv2bWJi4tatW+/fv//9+3d+fr6/v39MTAwYhOHh4amrq1+4cAGA788j47P19fWGhgYFBYULFy5AqO/Ozs7KykppaamysrKJiUlTUxPA3MPDw/r6ejMzs5MnT7q5uTU1NYE04tevX2FhYXJycqmpqTMzM8CkotFoIKUePHjg5OTEzs4uLi7u4+MDm8LS0tKQiNvR0fHXX38pKSk1NTXp6upSUlJiY2Pj4uKSkpKys7PLycllZmY2NTXV1tZWVlaWlJSEhYWFhISEhISAN0Jzc3NiYqK1tTUuLq6GhoaRkRErKyuktbm4uLx8+bKtra2lpaW8vLykpKSysrK3txe5EJubm62trebm5ri4uODYCs6yjY2NnZ2djx8/npmZiYuLc3Nzs7a2FhER4eTkNDIySktLKykpKS8vr62t7erqWl5eRh+l3MHVRNY/h0f2yXDq4CLCY5Ajo9FogNSbm5vgzsHIyAj+dGg0ent7+86dO7a2ttB95eXlpaioSEFBgUKh2trajgstEIc+uBy/f//e2dnJyMgwNTU1NjaOjIwcGBhYX18HknV/f39ra6urqwsst1hYWGRkZHJzcyEQBAaJTFSA++Pj47q6urm5udA0CcBoenq6qqrq5s2bpaWlzc3NNTU1QUFB+vr6hoaGPj4+iPk0MOtoNPrXr1/v3r0zMTGhp6fHxcVlZ2cPDAyEp0EwISz24CPAu4eFhamrq3Nzc6NQKHd3dykpKTU1NTw8PFpaWjIyMkNDQ9jx7+npQSQ9e3t7r1+/Lisru337dnl5uYuLCzMzMykpKQ0NDR8fn6Ojo4ODg7e398LCAqxe/vrrr/z8fD09PVpaWgUFBUdHx5ycnKdPnyL8KFw4ZGxv3751cXFxdHR0dXWNjIwsKCjo7OyEPB04adXV1QMDA0tLS83NzZ6enjk5OX5+fmpqamfPnr127VpJSUlFRQUXF9fNmzdnZ2cBH58+fXp8fHx8fDwgIEBRUZGGhkZWVjYxMXFqaurHjx9NTU1MTExEREQCAgK8vLwkJCS0tLQ0NDSCgoI+Pj4TExPDw8MXLlzQ1dV9+PBhTEzM2bNnnZ2dnZycMjIy1tfXYVSIL/XBwcH79+/b2tpKSkpu3bqlpqZGTk6up6d3584dmBhbW1vT09O5ublgdWJkZPTo0SNkAQb7G0DD9/X1VVRU1NbWgmvb8WkDv1RgkoN0F8CaDbZHkJ8sDCzG1L9LYZAxpjD1jylEgQC0yvFWbqS5DRDq27dvU1JSrK2t/f39ExMTGxsbHR0dwUgYzNGAWuvp6dHW1razs+vo6AD9LjTAPXjwoLS01M/Pz9HRsaioaGtrC6QFKBRKRkbm3LlzQUFBN2/eBFiGGI7u7e1tbm6OjY1JSEhYWVkNDQ3B2NbW1iIiItTU1PLy8hYWFr5///7hw4e7d+8mJSXx8/Nfu3ZtYmICzLz29/e/fv1aUVHBx8eXlpY2PT3948cPUEiPj48D2/3169fl5eXW1tbTp09LSEhcunTJz89vYGCgsrIyISEhNze3uLg4NDQUMiOgeYiMjIyDgwMiEggICKDvnoiIiIqKSlBQUE9PT0NDQ0FBgY2NjZycnJSUlJ6ePiYmxsrKSkFBgYmJiYSEhJycnIWFhZ+fHyAvxIkREBCIi4vfuHGjsLAwKysrOzs7ICDg0qVLQGpevnzZz89PQ0MDjiAkJHTp0qXU1NTy8vL29vbnz5+Pj493dHQUFhb6+vr6+voGBwfb29vr6ura29snJiZmZGQkJyfn5uZOT09DFxeASDQaDUQ+IvKG04KIATY3N5uamlxdXe3t7cFGFzQzwMhCtyLsGGxtbWVlZcnKyhobG8N1BPkszI2/Pf7169fs7GxpaenFixft7e01NTUvXLhw7dq1nJyckJAQDQ0NFhaW8PBwb2/vhISEzMzMjIyMtLS0rKysnJyc69ev5+bmZmdnw4fy8PDg4eFRUFCQlZVVUlJSUlJSVVU1MjJydXUFvwI3NzdfX9+SkpKJiYlPnz4BNw9G2ojzA2hINjY24uPjRURENDQ0ampqgJlGo9EwnRD5MqC05eXltbW1np6eqKgoa2trFAqVnp7u4OAA4tfw8PD09PT09HRBQcHk5OScnJycnBwnJycFBQVDQ0MPDw8/Pz8/Pz9fX9/i4uKxsbG5ubm5ubn29vbs7OwbN274+vqeOXPGwcHBx8fHz8+vs7Nzc3MTxgN5LnDJYJUIYd1wWcE6EJo7w8PDtbW1z58/X1ZWlpKSkpWVdfPmzeHhYXCJ+fTpU2Rk5JUrV+7fvw8HBx1IdXW1t7f3mzdvNjc337x5MzExATOkoqLCy8srLi5udHQUFCAzMzNBQUF2dna3bt2qqanx9PRUUVExNTUNDQ399OlTT0+Pq6urqqqqn5/f0tISAF8Ev0IjwdDQUGpqalFRUWFh4eDg4MjISGRkJBUVFXyhwKaNjo5OQEBATk5ORUVFQkICyGlwVgZBs6KiooKCgry8vIKCgqKiooqKipycHBkZGQ0NjaenZ2ZmZmFh4fXr1yMiIjIyMkC9097e3t3d/fbt2+np6eHhYejYQ/oN4Cvw68j2G4OMMfWvXxhkjClM/WPquJoCtt0BMezt7SF5WiDrzMzMNDAw8Pb2Pjg4WFtbMzY2FhUVvXv3LjBhwMGUlpZqamp2dHRAehwajT44OBgeHvb391dWVpaXl09OTt7c3ER6pNrb25WVlS9fvgy8JhqNBjHrzyMv4b29vcHBQXJycgkJiYmJid+/fy8tLQ0NDRUXFzMyMubm5gI+2N7ebm1tVVJSEhUVRW5dAK9//fo1NzdHSEjo6uq6sLCARqN3dnaePHmSl5fn6up6+/btiooKV1fX+Pj4wcHBx48f9/T0vH379vnz57dv30ahUAQEBDIyMiUlJd3d3cnJyebm5mpqanp6en5+fuAlTEtLS0VFBUDKwMDAwMBAWVnZ2NiYkJCQhoYGGpuYmJikpaXBnwFMYeF+D+354uLiGhoaenp6MjIy9PT0IO7ExsamoKAQEBBQV1ePiYl5+PDh2NjY+Ph4b2/vpUuX8vLyMjIynJyc9PX1KSkp4YAWFhYVFRVPnz598eLF0NBQf3//u3fvlpeXNzY26urqzM3NNTU1DQwMhIWF4a3l5eVDQ0Obm5u7u7sHBgYeP348MjIyNDR0//79kZERiPT78+fP5OTkmTNnREVFg4KCNjc34dweHiVuHJc1o9Hor1+/FhcXQw4ckq6HRqNhaxvmEsBKEHsAjQfLs/X19eLiYhMTE2lpaVlZWXV1dWNj4xMnTqioqCgqKkpLS8vIyCgpKSkqKsrJycnKykKWsoyMjKqq6unTp2/evLm6urq2tgaW1VtbW+vr64DeYMCIAwYUrIgQ3QXssB8eHm5vb8fGxiooKISEhMAc/vPnD3iuLS0tjY6O9vf3P3r0qL29/eLFi9ra2kJCQqD02NzcrKmpoaCgADOylJSU58+ff/r0aW9vb3x8XE9PT0JCorq6en19HXj6lZWVFy9ejI6OjoyMDA4OVldX+/j4iIuLY2FhwdkeGhoCfh2Gvbi4+ObNmwcPHkxNTT1+/DgiIsLJyWl4eLi6ujokJERXV5ednZ2KioqTkxMLCwtkD1RUVDQ0NPLy8rGxsbW1tUxMTJycnEpKSuLi4hISEm5ubj09PU+ePHn8+PGTJ09GR0enpqZAqQJLF6Dnge+HjQX4Wh0cJZl/+/btyZMnAQEB0IsJmBIeo9Ho7e1tJFQSuN6XL1+CP3Rvb293d3doaCgDA4OYmJipqamVldWjR48eP37c2toaGxsLIdVYWFig+YZ8afjWUFNTU1BQUFJSwl8ggJqcnPz4X8jJyTk5OfHx8ampqfHw8ODlBAQEwsLC6enpq6urz549i4yMhHgaTk5OSUnJ7u7ujo6OlZWVw2OZ8IgMAwHH/89+iTGFqf+/hUHGmMLUP6z+HLkBgNATSYIAdzM0Gv3t27eBgYGTJ086OzsDjXT16lUVFZVHjx41NjZ6e3uHh4e/efNmZWXFzc0tIyNjcnJyf39/dXW1vr7exsbGxMQkPj5+fHwcbKdgpx7sfsfHx8+dO+fg4NDe3v758+dHjx6BBURXV9fCwsL29vbw8LCFhUVCQsLS0tL29vb8/HxOTo6ysrKIiMjjx49hnJ8/f05KSjpx4kROTg6ylwrIe2ZmJiMjw8DAoKWlZXNzE+7cYIgbEhJib2/PxsZGSkrKzc0NtgzQlU94VNzc3GJiYqysrERERGRkZFZWVunp6eBBRkZGRk1NjYODg4uLa21tnZ6eXlFRAQF15eXllpaWZGRkwsLCVlZW5ubmEGegpqZGR0cH8ko4Pj4+PhkZma+vb1FRUXl5eVhYmLKyMiQdEBAQSEhIBAQEqKurk5KSEhER4eHh0dDQQAqan5+fi4uLmZmZvr4+ExMTKSkpGKIRERGBRpacnJyGhkZJSenChQvJycmFhYUlJSXV1dV//fXXzs7O/fv3e3t7+/r62tra8vLyPDw87OzswEfM0dER7JBLS0urq6tjY2PFxMSIiIg4ODicnJyqq6sLCgq6u7shmxpWL0CzIdkTnZ2dp0+f1tbWvn///tevXzs7O8PDwxHrEoSZhkULQBCgKmGmQf8csNEgGoZWxV/HEgoBeyF2zogXBzwfBgNjA/gO2B3pFwQtDRhiwPG7urqCg4NjY2NBwODp6cnFxWVkZFRaWgpUqJOTU3R0dGhoqJubm6ura0hISFNTE0zR2dnZxcVF2IL//v37yspKWFiYq6uriYkJsJjnzp0rLy8vLi7Oz893d3c3MTExNDTU19c3MjJydnY+deqUg4ODk5OTu7t7YmJiS0vLyMgI4n+HcPnwDY2KijIzM5OXl5eXlzcxMbG0tDQwMLh8+XJaWtq1a9cCAwNdXFzs7e1NTU3BgA8mMxsbm7a2tqOj49mzZ42MjExMTCwsLOzs7FxcXJydnenp6cnIyCAdWkBAQE9PT1tb28zM7NSpU66urpaWlvASY2NjGxubkJAQOzu7s2fPxsXFVVRU3Lp1q6SkpKGhASZ/ZWVlZWUlfAUqKioqKysbGhrKysoyMjL8/f01NDRYWVkhyRnmP7wpLy+vubm5paWloqIibIaQkJAQEBAQExMDc0xAQADeFwQEBOAYCLs0YLMNf8fDw4P1JLyQkpKSjY2Nn5/fz8+vtrYWljG0tLTU1NS2traJiYkXLlwoLCx88eLF8PBweHi4oaEhDg4OGRmZqanp3bt3wdTi4CgI89dRKCMGGWPqX7kwyBhTmPrHFOKzhkaj9/f3+/r6goKCjI2NdXV1zczMDAwMNDQ07O3tIRXZ0tIShUKlpaVRUFAUFBTMzc15e3tfuHChv79/eXm5oKDAwsLi4cOH4Fp17969CxcuVFRUoNHotbU1ZGsegVOTk5OTk5MpKSkyMjL8/Pxubm5eXl5wPzt37tzIyMjo6OipU6eYmJiampoiIiLu3r1bVVVlZWUFtPTs7Ozs7OzY2Jitra2hoeGlS5cCAwM7OjrevHmzsLDw5s2bR48ehYaGKigoQHibrq4uNze3gICAqalpUVHRwcHBzs6OvLw8FxdXTU3NvXv3vLy8JCQkCAkJQ0JCwsLCnJ2dFRQUmJmZgZTFwsLi5+eHHnwpKamgoKDExERAsdBoT0dHd/r06QcPHnR3d5eXl1NSUnJwcFBRUWFjY0NsGBERETc3d05OjoaGBlhMqKure3h4nDp1Cg4Ct3xsbGwI1/Xz85uYmHj+/Hl6erqhoaGoqKi6urqgoCA7O7uAgAADAwPgAGpqavCC5eDg4OLiEhYW1tPTc3BwyM/P39nZaW5uPnnyJDc3Nzs7OwMDg6ysLD8/PxgnP336dHFxcW5u7uPHj2tra+/evVtcXFxZWfnw4UNHR8eJEycgtCwlJSU8PFxGRgaMZikoKLCwsDg5Ofn4+Pz8/EZHR6enp2dnZ9+9ezc2NjY/P//58+e8vDw6OjoWFpakpKS2tjYREREWFpZz5861tbWtrKwsLi6i0WgArwBtgbIFqApaT0DAIBUACvPnUQ45aBvQaPTq6iqoS8EoDbY+EG06rIJghqOP1NUAzVdXV9+8efPy5UsY8/nz59nZ2c3MzCYnJ+fm5tLT00VERISFhcXFxSUlJX19fScnJz9+/AhDQlpR4ciwrQEKASSDA4Hm379/7+npQaFQDAwMbGxsjIyMvLy8BgYGrq6up06dEhYW/vLlC2idYYUALXo/f/58/fr18+fPY2Ji5OTkLCws5o7q/fv3r1+/fvToUU9PT2pqKmwvSEpK1tbWzs3NLS8vr66uLi8vP3v2DNL7LCwsSEhIiImJ2dnZubi4lJWVGRkZaWhoQkNDX716NTs7u76+3t7eTkNDQ0hIaG5unp+f393dff/+/b6+Pnl5eRkZGSkpKXZ2dkpKSnl5+bGxsc3NTQMDAyoqKmJiYhkZmbNnzyKp0Tg4ODCBcXFxwZ8YsC809uHh4RETE2NhYZGTk4uIiHBxcQkJCcnJycnJyUlISMDwQB0BR4DQO3g+HAFAMBYWFuy0gAAJMkFoaGgYGRnJyMiIiIhgPQBfIhwcHG1t7cjISA0NDTIyMvgjKSmptLS0iYmJiYmJvr6+kpISHx8fMzOzkJCQlJSUgoIC7IMhSTEIOMYgY0z9ixcGGWMKU/+YQtwnDo8ZFR8vJDz5+/fvS0tLDx48KCsri4+P5+bmhtCpM2fO+Pj4REVFERMTh4WFJScnx8TEXL58WVdXV01N7eHDh+vr66GhoYaGhuHh4VVVVTdu3LCxsbG1taWnp0ehUCYmJqKiorALLCoqCuFqMTEx6enpMTExwFqdOHFCUFAQPP9JSUmNjY27u7ttbGyA+oJb/tWrV0tLSwUEBNjZ2cXExOjo6ODGzM7OHhQU1N3dnZqaCu1BwsLCZmZmZmZmnJycVFRUIMG8e/duVlaWoaEh8K9AHkMiF9zycXFxFRQUTE1Nzc3NT5w44ejoWFxcXF9fX1JScuXKFT8/PyUlJRoaGm5ubm5uboCqQF8REhJSUlKqqKj4+/uzsrJSUFBwcXGJiIhoamq6uLgoKSkBeiAgIAB5Q3V1dVVVVV1dXWRkpK2tra6urqCgIHTx29jYQIqYsLAwWAQQERFhY2MzMjKGhITU1dW1tbWlpaXp6ekRERFpamoWFxc3NzdDh19jY2N7e/vbt28HBgag2f/y5ctWVlanTp2ys7OzsLCA8cOYQaCpqqoqKSlpZGRkaWkpJiYGfYc0NDRycnIUFBQkJCRkZGRsbGxSUlL09PTQIkZAQCAiIuLt7V1eXp6SkgJBaNjY2MzMzEpKSgYGBqqqqjw8PBYWFk5OTrm5uS0tLW1tbZWVlV5eXrW1tXfu3Kmvr4dY5vb29nv37t29e7ftqKqrqzMzM1NSUpqbm1tbW9va2iYmJp49e9bb23vv3r3+/v7W1tbGxsbm5uY7d+6UlpampaXl5eVZW1vb2dlZWlpCm6COjg4/Pz8EqgUFBTk6Oqampra3t5eWljo5OTExMWlpaSFuIYhiBLTywGQDsY18ZQ6PUhgRfAwY98mTJ21tba2tra2trfAt+Pnz54sXLyCS2tLScmZmBskyBNECbKd8+/atp6enqKjo5s2bZWVlCQkJMjIyIAYgISFhY2NTUVGBjQh9fX0kQgUy5GA+gHgABweHlJQUQCrMMUCrIiIiOjo6+vr6mpqapqamp0+ftrKysrCwMDExMTAwkJOTA3yJj48vJCRkZmamrKxMQUFBRkbGz89vbGzMy8sL3m1IZB18XwgJCfn5+Xl4eMC7jYCAABhr8DlmYGDQ1dUNCAi4cuVKeXl5c3NzS0tLS0tLa2trU1NTd3d3ZWWltLQ0IGNiYmLYJIF/4uPjExERQcPrxYsXw8PD8/LyoOe1urq6t7f37du3q6urnZ2dNTU1tbW1jY2N9fX1VVVV7e3ty8vL7e3t9fX1DQ0N9fX1t2/fbmlpmZycBI7/4D+mRv+tEFgMhPE/+6caU5j6vxQGGWMKU/+YOo6Mj3tdwQYi+sjMFbmFwH0CjUZ/+PChv7///v37o6OjbW1tcXFxLCwsZ86cefXq1Y8fP548eeLq6kpJSWlkZLS4uJiUlMTOzk5MTMzGxmZvb//o0aORkZHJycnt7e29vb2UlBQpKSlLS8uUlBTY0yQkJCQlJdXQ0CgqKtrY2NjY2JCUlCQiImJlZWVkZKSkpJSTk9PX19fR0bGyshIWFqanpxcWFlZRUcHGxqajo0OhULS0tMzMzKKiolxcXAAIAK3i4uICfcvExERHRwdhxQDpENKLioqKjIyMhYWFiYmJhYWFg4MDrF7h4BC1oKysLCoqKiQkxMfHR0hICGQqKysrCwsLwBEI0cXGxoa9XcCUwHWxs7Pz8/ODwJGSkhL2hSkoKOjo6IDQNTAwEBQUlJOTMzU11dPT4+bmJiIiguwxenp6kHYABiIkJKSnp8fDw4MjA5onIiIiICCANwWnWAoKCgICAgoKivPnz3/48OHJkydZWVmxsbH+/v46Ojo6OjomJiZg0QV8G5wEAQEBoMwBdYFsGg4IbCUlJSU3N7eiomJQUNCPHz+KiooEBQVxcXEdHBzm5+fB3lhGRoaUlJSRkTE0NPT9+/fb29sfPny4dOmSl5eXgoICAwMDshShp6eHODQcHBwiIiIaGhpqampycnJycnLAfND7CDOEn5/f3d1dVVWVm5ubkZER8B9sl8vKyiYkJBQWFp45c4aKioqHhwcIdXt7+/r6+rdv37569QqNRm9vb4M33P379y9evIiPj8/FxdXY2AgeFHt7e+vr64iuGo1Gb21tgQ02EM8g2gF6e319HdTDsHOiqakpLCwMowKJQnl5+c+fP5OSkvj4hvwkhgAAHtNJREFU+KBDFMlK7O7u9vT0BKEOmDF/+PBhenr6/fv3nz59WllZmZmZefr06d27d1tbW+/evTs8PDw3Nwfdk79//56YmNDR0eHi4nJ3d/f19QWfQdisoKGhYWZmZmJioqWlZWRklJSU5OHhYWRkRKFQoLiQkZFBoVAnTpzQ09MzMTE5efIkCoXi5eUFchf4WpgJWlpaPj4+BAQEtLS04OQNk4GPj4+FhQW+L8LCwtHR0Z6enoyMjIKCglRUVDAtYRgguKenp4cNB4TBhR47IICxsbHNzMzy8/P7+/snJib++uuvBw8ejI2NjY2NPX78+PHjx48ePaqvr3dyclJTU1NTU3N3d29rawNd1uLi4ufPn9+9ezc3N7ewsDA3NwehQmAtAisWxDsccWdDmurgOUgv8vFlzy9MiDSm/k0Kg4wxhal/TCFdd8cBMVLgVgFoAPFh3T8qZO94bGwsODg4Ozv75s2boLiwsLAARaaamho/P7+CgoKbm1tlZeXQ0NDw8PDg4GB3d3djY6O/v7+enp6UlJScnJy2traqqiq4OmhoaKiqqqJQKB0dHWFhYVJSUioqKnp6emdn58zMzLCwMBUVFUlJSRISEhwcHA0NDWtra3l5eWhXB7xITEx84sSJqKiosLAwS0tLQ0NDFAqlqampo6Pj5uZWWFg4NDT07du37e1t0B+/efOmoaGhtLS0uLh4cnJyYGBgenp6cXFxfHw8Ozvb2NhYWVkZhhceHg599ElJSfb29llZWfCqkZGR9fX17e1tsJOztbWNj4/38fHR09MDG2NhYWEtLS34XFpaWmpqaqqqqmpqatBKD91RIiIijIyMeHh4srKyrq6u4uLiQkJC7OzsoqKiRUVF0Ox/7969pqYmOzs7kCkrKCgYGRlpaWlpamqqqanJycnx8vISERFBNxKwd5BFR01Nzc7ODssGiHpGdrppaWkBj4JYGULICAgIODg4VFRUUCgUHx8fktYLWk8lJaUzZ86AjZ2wsLC+vr6Wlpa2traOjo6ampq4uLiAgICbmxtosvHw8Ojo6Li5uXl5ed3c3G7dujUwMDA0NNTb29vQ0FBUVNTY2Dg0NDQ4ODg0NDQyMjI8PDwwMNDT09Pf3//gwYPe3t6enp7BwcH79+8PDg729/dDs2BtbW1MTMz58+eNjY1JSUmvXLkC5DE8p6+vb3h4uK+vD2ZdTEyMi4uLp6dnQEBAYGCgjo4OXIjAwMA7d+5MTk4iViqIgTEI2X/8+LG1tfX06dMHDx7A+967dy85OdnT0xOsPwQFBWlpaVlYWLS1tS9dugSK5NLSUhhJaWkpLy8vxFi0tLRsbGyA3Pnbt29jY2P9/f39/f1TU1Pb29tra2tgNFZeXl55VGVlZXl5eZGRkRYWFurq6rCagr40cnJyKioqdXX1wMDAvLy83Nzc1NTUmpqa5eVlUDTt7u5CxMzy8nJOTg74k6SkpMTGxgYHB7u6uqJQKGVlZQ0NDRQKdf78+eTk5Pz8/KysLEdHR11dXQDN8GXU1tY+ffp0Wlpac3MzkPQjIyOrq6sQ9wj6flhmFBQUZGVlASetoqJSXFwMuY+gjTk4OHj69GlDQ0NJSUlhYWFRUVFJSUlxcXFGRkZFRcXAwMD8/Dx0ah4eJaj/OgqNB6oe8ZYG+fivX782NjZu3boFJ62qqqq6uhqc0bOzs7Ozs9va2oCeBxYAAcqHR3koUH/+U9jncYXxP+v3GVOY+u8XBhljClP/mEL4kv9sTgT3AySk4z/TxtAkhD6W7IXcvQA0f/v2bWNjo7+/PzExUVZWFsAWCQkJ5MmVlpZ2dnbevXt3amoKGtghIw1IIFBwQghCUFBQbGxsfX392NgY8GpA6fX09LS3t8MWanZ2toWFBWiCT548+f+1d+5BUZ33G0/MtKOxiXUMpmqMt2aapMWYoExrMqntNGNqMlQJSEXUSNBiCgrBSawCCibxBkSKlKCCoBUIAlmEgJJaKwqoXGQ1KDcXFlguy94vLOzt/f3xnX3nlIXVJGqwv+fzh4PLOe95z9k97LPffd7nGxcXJxaLyZzKW5BQigV9c00VQR5qyxizOLpaKBSK/v7+ffv2+fn5hYWFlZSUkGOVMaZWq3mTP4pT4L3N6EKp1eq+vj7mMLySm5k+OWRmZlIfPmrIx/2ypL0uX74sEony8vJOnTqVk5MTFBT0xBNPTJkyZf78+fPnz/fw8Ni9e3dbWxtZOL744oudO3fSkr7XX3/9r3/965EjRxobG6mE2dbWVlZWRl9VJyQkLFu27KmnnqJS3+uvv75p06bZs2fzQuxPfvITKhD6+/t7enpOmTLlueeeW7ZsmYeHBxVc//znP69Zs2bRokW8lPjII4/Q0ihKWf7pT3/q5eW1efPm5ubm/v5+6v3W1dVFHX2pOvjKK68cPny4paUlOzubEtbo+3e+uHDy5Mmkzsk5On78eJLpVK4mpU7hA7Qx1SMfffTRyZMnu7m5UWGeytiTJk164oknyBDywgsvrFmz5rHHHqPa8/z586OiolpaWmhZG2UvUP2V3xEDAwPFxcVbtmzx8fHx8/NbsWKFj49PQEDA1KlTJ0yYQNObOXPm8uXLy8rKzp49297enpGRsXjxYmpT5+PjM3v2bLo+48aNmzdvXlRUVElJiUqlotfh4OCgRCJJTEz805/+5Obm9uSTT9LHBk9Pz1WrVkVHR1M0YUdHR0FBQWxsbHBwsL+/v5+fn4+Pz8aNG+fOnTtp0iT6/uFHP/pRUFDQ559/npOTc+vWLXr2KYWaTo08A8KbndwadC/zwHLGGLml+WY8bIQ807S6kTHW09Nz4sSJEydO5OfnJyUlbdiwITIyUqFQKJVKXmqlD9t0QykUCkq0oBuchCaNRvcmfdKmA3GpShOgJ4j3ahHmnNCfCBqT35u0DVlTaHC9Xq/VaoXZO7yHOV0Efu/zEx/29xCyGDxEQBkDcC8ZJoiFbwzC1Se8lEKaj79vkReZogNoA754hcpvFLmqUCjUarVCoaBsClLbtDt9hT00NKTX66mixgMHeLNfUtv0fmZxNBWjzehtXq/Xd3V1KZVKXuTmVXCLI7SLr61hjFkdraH5OFqttqmp6ejRoxKJpLu7W6VS0Ux47oGwlE6ToUMIfyZZwN+erY7OzPztnBfm6RSoPCaMWaDpyeXy/v5+hULR2dnZ0dFhcbTqoLd20tMajUYmk0kkEhJedXV1BQUF5eXlVJyjaZA+UCqVMpmsu7u7t7dXqVT29/f39vbKZLLr168nJycfOnTo6NGjPj4+CxYsWLBgwerVqysrK9VqtVwu7+rq6uvr6+3tFYvFWVlZiYmJfX19V65cSU9P37Nnz4YNG15++WV3d/cXX3yRllL97Gc/mzFjxvPPP79kyZKXXnrJ09PT3d2d4tV++ctfzpo1a+bMmd7e3mvXrt20adOOHTsSExPz8vLq6urKysqoWrxy5UpuUFm1alVYWNjixYt5hC2taJw7d+7BgwevX79+69at+vr6mzdvisXi2trazs5OuVxeWFjo5+e3aNGixMREo9FIUSpPPvnkM888ExQUdO7cuYaGhurq6tra2pqamiNHjmzdujUiIiIsLGzt2rWzZ8+eOHHiuHHjxo0bN3ny5Ndeey02Nvbs2bNVVVV1dXWXL18+fvx4YGDgG2+8sWjRol//+te0jMzHxycmJiY2NvbAgQOnTp2qqKioq6u7du1aXV3dlStXxGJxfX39tWvX1q9fP3PmzIkTJ1KiAq05o3jsl19+ed26db6+vh9++KFIJAoJCZkzZw6F6+3Zsyc2NjY+Pr66ulomk5F5Q6lU9vb28vbIXDvaHN2S6eVHr3PeNVDoEyBbiPB7IbrdaBy6qfmtxO9oHnqt0+nkcrlMJuOvfKEDge4Cuqm5YZf+dNBv+Y3JQ7XpZhHeYvRfusH5jWYRROzRg8zRwc7s6GJjEXSz45/t6VfCy+JcC3DmB/mDDMB3AMoYgLGL0Ks3GsKUUOcR+DebFkdjhdHeovi3rkJPiO2/+76OhvNRSG5SRMAwe8ldvkfyjxbcfCL0n5gF/eeEcxg2CCkGUiE8VEG4NojPzfUVHmaP4ddEOKVh8JWXwgMJ3TXOx6UtGWNKpTInJychISEoKOjVV1/dtGlTYGBgdHR0Q0MDfQaoq6vbtm0bVakpuuu9996j0vK0adMiIyPj4uI8PDzeeeedPXv2xMfHb9++nWziEyZM4AvIqMj69NNPX716VafTxcXF0cLN8+fP/+IXv8jPz+/r6zMajfn5+UuWLJk2bdr7778fHx//zTffREVFvfXWW4sXLx4/fvwjjzzy+OOPP/rooxMnTpwxY4a3t3dqaurhw4cjIyPd3NzIezNz5kwyQC9dunTixInTp09//PHHH3vssSlTpixduvTChQvUtYQ8ORS9YjabL1686OXlRTVjCiDjabtkR5k3b97KlSupd8mBAwdWrVo1a9asV199lXISduzYERkZ+cknn8TExHz88ceff/75119/3dnZSS8M/ioyO6WJPfjqJteszncKBCUADx4oYwDGLkIJ5YyzfhXuO6xuLaxSj3gsXh8S1qX4+7Trd2ih2hOKPKEuHDbgHcccpoz5gCQ6LU7r3O0jNaEV7k7HFY7Gr55rZWwbnWE6e0ScT3zY0zpMHFM1jhalKRQKqVR6+/bt9vb2mzdvUqPp1tbWwsLClJSUzz77bNu2bdHR0efPn+/s7FQoFBKJJDMzMzU1dcuWLa+99lpISEh5eTkN297efvv27c7OTlpW1dbWJpVKGxsb29vbqXDe09PT2tra3d1NcWwU/WY0Gnt7e0Ui0cKFC6dPnz537txf/epXL7zwwqxZs9zc3J566qlnn312zpw5FPHx9NNPu7u7e3h4PP/883PmzPnxj388derUqVOnPvvss+7u7gsXLvzwww+PHz9eWFh46dKlysrKixcvXr16tbGxkVwxIpGotLSUsixMJpNSqZRKpRKJRCqVdnV1dXR0SCQSiUTS2dlJj3d1dVGhl4r6Go2mq6uLvlJQKBRU4BS+mPmTRZedf6oZto3F4XF6YNgci3eFtxtkMQA/FFDGAIxdXH876VzCvMsdRzuWUKU5V0ldzNPFd6mjlV3vpjInVLfDPgxYnda5C6+J8DSHXSuhMHUheYU4X1U+iGvRLIyyGia8hk1JKJTpy3duIDE7coVpL51OR1VVq9XKAx/I9Ml9sZSMxhizWCwGg0Gr1Qrtv8NeBjabjTymXJTrdDqdTkcb0NU2mUwymYysBRqNprW1NT8//9ixY62trYyxwcFBqVRaUFBQUVGhVqt7e3tPnToVFRUVGhoaHh6emppaUVFx6dKljz/+eM2aNQEBAf7+/iEhISEhIUFBQe+//35ERERVVRUNbnP0x7E7bLJCnWqz2ejKCCdPG/DH6UVic3gP+BI98vkIPxmO9jp0cY/cP1zfmwCABwmUMQBjF9cC14XedZaqwjG/1bG+7Tzv4bBsJF3rukburIz5b4VKiDOiNrrjaY441Lc6Q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alt="" /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-5267311225948633913?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/5267311225948633913/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=5267311225948633913&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/5267311225948633913'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/5267311225948633913'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2011/09/o-que-e-filosofia.html' title='O que é a Filosofia?'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-1247633707838833299</id><published>2011-09-19T22:23:00.001+01:00</published><updated>2011-09-19T22:24:55.947+01:00</updated><title type='text'>A última aula de um professor</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;iframe src="http://www.youtube.com/embed/M5Ti3gVl0os?rel=0" allowfullscreen="" frameborder="0" height="215" width="320"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-1247633707838833299?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/1247633707838833299/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=1247633707838833299&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/1247633707838833299'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/1247633707838833299'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2011/09/ultima-aula-de-um-professor.html' title='A última aula de um professor'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/M5Ti3gVl0os/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-6862594041541310577</id><published>2011-09-19T10:03:00.002+01:00</published><updated>2011-09-19T10:21:21.126+01:00</updated><title type='text'>"Racismo"?!</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;iframe src="http://www.youtube.com/embed/cmOYg439LtQ?rel=0" allowfullscreen="" frameborder="0" height="215" width="320"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-6862594041541310577?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/6862594041541310577/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=6862594041541310577&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/6862594041541310577'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/6862594041541310577'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2011/09/blog-post.html' title='&quot;Racismo&quot;?!'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/cmOYg439LtQ/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-733180927046493460</id><published>2011-09-02T12:21:00.001+01:00</published><updated>2011-09-02T12:22:51.181+01:00</updated><title type='text'>Os Supermercados</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span class="titulo"&gt;&lt;/span&gt; &lt;span style="font-size:85%;"&gt;&lt;span class="conteudo"&gt;&lt;span style="color:#464545;"&gt;&lt;a href="http://www.citador.pt/textos/os-supermercados-agustina-bessaluis"&gt;Os supermercados&lt;/a&gt;  são os palácios dos pobres. Não são só os azarentos e os mal alojados,  os que ao longo das gerações foram reduzindo os gastos da imaginação,  que frequentam e, de certo modo, vivem o supermercado, as chamadas  grandes superfícies. As grandes superfícies com a sua área iluminada e  sempre em festa; a concentração dos prazeres correntes, como a  alimentação e a imagem oferecida pelo cinema, satisfazem as pequenas  ambições do quotidiano. Não há euforia mas há um sentimento de  parentesco face às limitações de cada um. A chuva e o calor são poupados  aos passeantes; a comida ligeira confina com a dieta dos adolescentes;  há uma emoção própria que paira nas naves das grandes superfícies. São  as catedrais da conveniência, dão a ilusão de que o sol quando nasce é  para todos e que a cultura e a segurança estão ao alcance das pequenas  bolsas. Não há polícia, há uma paz de transeunte que a cidade já não  oferece. &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="conteudo"&gt;&lt;span style="color:#464545;"&gt;  &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="conteudo"&gt;&lt;span style="color:#464545;"&gt; &lt;i&gt;Agustina Bessa-Luís, in 'Antes do Degelo'&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-733180927046493460?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/733180927046493460/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=733180927046493460&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/733180927046493460'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/733180927046493460'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2011/09/os-supermercados.html' title='Os Supermercados'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-2435737066427436298</id><published>2011-05-11T10:44:00.004+01:00</published><updated>2011-05-16T21:54:47.839+01:00</updated><title type='text'>Texto Adicional sobre tema da clonagem 11ºAno</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:85%;"&gt;Texto Adicional para os alunos do 11º Ano, que o queiram, para trabalhar tema da clonagem. Principalmente no capítulo I e II &lt;a href="http://www.box.net/shared/osvxksk5eu"&gt;aqui&lt;/a&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-2435737066427436298?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/2435737066427436298/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=2435737066427436298&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/2435737066427436298'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/2435737066427436298'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2011/05/texto-adicional-para-os-alunos-do-11.html' title='Texto Adicional sobre tema da clonagem 11ºAno'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-7674566420026996890</id><published>2011-05-02T22:41:00.003+01:00</published><updated>2011-05-02T22:55:49.571+01:00</updated><title type='text'>Trabalhos Finais</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:85%;"&gt;Seguem indicações para a realização de pequenos trabalhos finais... Basta aceder pelos link's ou procurar na pasta avaliação.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:85%;"&gt;Links directos de acesso às instruções para realização das tarefas/trabalhos.: &lt;a href="http://www.box.net/shared/91pfafvktp"&gt;Fil 10º Ano&lt;/a&gt;; &lt;a href="http://www.box.net/shared/c759rzue7h"&gt;Fil 11º Ano&lt;/a&gt;; &lt;a href="http://www.box.net/shared/jhk56hm3xq"&gt;Psic. 12º Ano&lt;/a&gt; + &lt;a href="http://www.box.net/shared/74v1tu9b96"&gt;texto adicional&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;a href="http://www.box.net/shared/jhk56hm3xq"&gt;&lt;/a&gt;&lt;a href="http://www.box.net/shared/74v1tu9b96"&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-7674566420026996890?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/7674566420026996890/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=7674566420026996890&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/7674566420026996890'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/7674566420026996890'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2011/05/trabalhos-finais.html' title='Trabalhos Finais'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-2114122522936728090</id><published>2011-02-25T17:04:00.000Z</published><updated>2011-02-25T17:05:58.437Z</updated><title type='text'>A psicologia das emoções</title><content type='html'>&lt;h1 style="text-align: center;"&gt;&lt;a href="http://www.articlesbase.com/psychology-articles/the-psychology-of-emotions-3107019.html"&gt;&lt;span style="font-size:85%;"&gt;The Psychology of Emotions (clicar)&lt;br /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/h1&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-2114122522936728090?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/2114122522936728090/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=2114122522936728090&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/2114122522936728090'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/2114122522936728090'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2011/02/psicologia-das-emocoes.html' title='A psicologia das emoções'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-8053516251198081921</id><published>2011-02-25T16:44:00.001Z</published><updated>2011-02-25T16:47:38.839Z</updated><title type='text'>Parentalidade, Psi. 12º ano</title><content type='html'>&lt;center&gt;&lt;iframe title="YouTube video player" src="http://www.youtube.com/embed/TPn3ULrTQAY?rel=0" frameborder="0" height="249" width="325"&gt;&lt;/iframe&gt;&lt;/center&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-8053516251198081921?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/8053516251198081921/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=8053516251198081921&amp;isPopup=true' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/8053516251198081921'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/8053516251198081921'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2011/02/parentalidade.html' title='Parentalidade, Psi. 12º ano'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/TPn3ULrTQAY/default.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-3783894928605242010</id><published>2011-02-23T13:05:00.002Z</published><updated>2011-02-23T13:13:42.281Z</updated><title type='text'>Liberdade?</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-utNZnP8zHZg/TWUGqUz8ZRI/AAAAAAAAAF8/UHmbCDRjmGk/s1600/Sem%2Bt%25C3%25ADtulo.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 226px;" src="http://1.bp.blogspot.com/-utNZnP8zHZg/TWUGqUz8ZRI/AAAAAAAAAF8/UHmbCDRjmGk/s320/Sem%2Bt%25C3%25ADtulo.jpg" alt="" id="BLOGGER_PHOTO_ID_5576871037779076370" border="0" /&gt;&lt;/a&gt;&lt;span style="font-size:85%;"&gt;&lt;br /&gt;Muitas vezes o que nos tira a liberdade é mais mental que físico&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-3783894928605242010?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/3783894928605242010/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=3783894928605242010&amp;isPopup=true' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/3783894928605242010'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/3783894928605242010'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2011/02/muitas-vezes-o-que-nos-tira-liberdade-e.html' title='Liberdade?'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-utNZnP8zHZg/TWUGqUz8ZRI/AAAAAAAAAF8/UHmbCDRjmGk/s72-c/Sem%2Bt%25C3%25ADtulo.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-3398764623154170576</id><published>2011-01-19T08:27:00.001Z</published><updated>2011-01-19T08:30:21.112Z</updated><title type='text'>Helen Fisher, Química do Amor</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;object width="340" height="185"&gt;&lt;param name="movie" value="http://www.youtube.com/v/KFmp3D1CZ14?fs=1&amp;amp;hl=pt_PT&amp;amp;rel=0"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;embed src="http://www.youtube.com/v/KFmp3D1CZ14?fs=1&amp;amp;hl=pt_PT&amp;amp;rel=0" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="340" height="185"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-3398764623154170576?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/3398764623154170576/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=3398764623154170576&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/3398764623154170576'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/3398764623154170576'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2011/01/helen-fisher-quimica-do-amor.html' title='Helen Fisher, Química do Amor'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-6155103502062450954</id><published>2011-01-14T15:21:00.001Z</published><updated>2011-01-14T15:23:42.689Z</updated><title type='text'>Determinismo, causalidade</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;object height="185" width="280"&gt;&lt;param name="movie" value="http://www.youtube.com/v/HZKbUcDFZo8?fs=1&amp;amp;hl=pt_PT&amp;amp;rel=0"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;embed src="http://www.youtube.com/v/HZKbUcDFZo8?fs=1&amp;amp;hl=pt_PT&amp;amp;rel=0" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" height="185" width="280"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-6155103502062450954?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/6155103502062450954/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=6155103502062450954&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/6155103502062450954'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/6155103502062450954'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2011/01/determinismo.html' title='Determinismo, causalidade'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-6730364812787818014</id><published>2011-01-14T14:28:00.004Z</published><updated>2011-01-14T15:54:46.776Z</updated><title type='text'>Liberdade e Determinismo</title><content type='html'>&lt;p style="text-align: justify;"&gt;O problema acerca da existência da liberdade humana pode ser  apresentado numa formulação preliminar. As nossas crenças e desejos, e  portanto, o nosso comportamento, são causados por coisas fora do nosso  controlo. Não escolhemos livremente os nossos genes nem a sequência de  ambientes em que crescemos. Se não os escolhemos livremente, porquê  dizer que o nosso comportamento é o resultado de uma escolha livre da  nossa parte? Como podemos ser responsáveis por acções causadas por  acontecimentos (que tiveram lugar há muito tempo) sobre os quais não  exercemos qualquer controlo? Aparentemente, somos tão livres como um  computador: um computador comporta-se como o faz porque foi programado  para isso.&lt;br /&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;Outra maneira de ver o problema consiste em considerar uma  característica diferente do quadro causal acima indicado. Suponhamos que  o nosso comportamento é o resultado das nossas crenças e desejos, tal  como o comportamento de um computador é o resultado do seu programa. Há  um aspecto na situação em que se encontra o computador que parece  caracterizar também a nossa. Dado o programa nele instalado, o  computador não pode agir de modo diferente do que age. Suponhamos que um  computador foi programado para calcular a soma de dois números. Isto  significa que se os dados de entrada são 7 e 5, o computador não pode  deixar de fornecer 12 como dado de saída. O computador não pode agir de  forma diferente.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;Seremos neste aspecto como os computadores? Dados os desejos e  crenças que presentemente temos, fazer o que fazemos não será  inevitável? Os nossos desejos e crenças deixam tão em aberto o que  faremos como o programa do computador deixa em aberto o que o computador  fará. Este facto a respeito do computador, e a respeito de nós próprios  se formos como o computador, parece implicar que não somos livres. A  razão é que se uma acção for praticada livremente, então deve ter sido  possível ao agente agir de outra maneira. Se foi livremente que levei  aos lábios a chávena, deve ter sido possível abster-me de levar aos  lábios a chávena. Mas, dados os desejos e crenças que tinha, eu não  podia deixar de levar a chávena aos lábios. As nossas acções são a  consequência inevitável das mentes que temos, tal como os dados de saída  do computador são a consequência inevitável do seu programa. &lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;Acabo de indicar duas características das relações causais  representadas no diagrama precedente. Cada uma sugere o seu próprio  argumento a favor da tese de que nenhuma acção humana é livre. Ao  primeiro argumento chamarei Argumento da Causalidade à Distância; está  centrado na ideia de que o nosso comportamento é causado por factores  (os nossos genes e o ambiente em que crescemos) fora do nosso controlo.  Ao segundo argumento chamarei Argumento da Inevitabilidade; centra-se na  ideia de que não podemos agir de maneira diferente daquela que os  nossos desejos e crenças nos fazem agir. Ambos os argumentos serão mais  tarde clarificados. Por agora, basta ter presente que se pensamos que  por vezes agimos livremente, temos de encontrar uma falha em cada um  deles.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;(Determinismo Radical)&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Ler mais &lt;a href="http://www.box.net/shared/cebvg95qc1"&gt;aqui&lt;/a&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Ler ainda mais &lt;a href="http://www.didacticaeditora.pt/arte_de_pensar/cap4.html"&gt;aqui&lt;/a&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Ver PPT &lt;a href="http://www.box.net/shared/6ui0ff1evt"&gt;aqui&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-6730364812787818014?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/6730364812787818014/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=6730364812787818014&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/6730364812787818014'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/6730364812787818014'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2011/01/liberdade-e-determinismo.html' title='Liberdade e Determinismo'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-6376145967867924601</id><published>2011-01-09T18:20:00.004Z</published><updated>2011-01-09T19:22:22.594Z</updated><title type='text'>Filosofia para quê?</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;div style="text-align: justify;"&gt;Uma boa explicação para a utilidade da filosofia  poderá estar na letra da canção dos delfins? E será o quê? Que esta nos ajuda a não ser escravos de nada nem ninguém?&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;object height="185" width="280"&gt;&lt;param name="movie" value="http://www.youtube.com/v/opodUOhPgL8?fs=1&amp;amp;hl=pt_PT&amp;amp;rel=0"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;embed src="http://www.youtube.com/v/opodUOhPgL8?fs=1&amp;amp;hl=pt_PT&amp;amp;rel=0" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" height="185" width="280"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;Mais do que a um país&lt;br /&gt;que a uma família ou geração&lt;br /&gt;mais do que a um passado&lt;br /&gt;que a uma história ou tradição&lt;br /&gt;tu pertences a ti&lt;br /&gt;não és de ninguém&lt;br /&gt;&lt;br /&gt;Mais do que a um patrão&lt;br /&gt;que a uma rotina ou profissão&lt;br /&gt;mais do que a um partido&lt;br /&gt;que a uma equipa ou religião&lt;br /&gt;tu pertences a ti&lt;br /&gt;não és de ninguém&lt;br /&gt;&lt;br /&gt;Vive selvagem&lt;br /&gt;e para ti serás alguém&lt;br /&gt;nesta viagem&lt;br /&gt;&lt;br /&gt;Quando alguém nasce&lt;br /&gt;nasce selvagem&lt;br /&gt;não é de ninguém&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-6376145967867924601?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/6376145967867924601/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=6376145967867924601&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/6376145967867924601'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/6376145967867924601'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2011/01/filosofia-para-que.html' title='Filosofia para quê?'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-6857916651221013666</id><published>2011-01-04T23:37:00.002Z</published><updated>2011-01-04T23:42:35.657Z</updated><title type='text'>Discovering Psychology/Descobrindo a Psicologia</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;br /&gt;Link de acesso a documentários de Psicologia para 12ºAno&lt;br /&gt;&lt;br /&gt;&lt;a href="http://watchdocumentary.com/view-discovering-psychology-serie-free-1-date.html"&gt;&lt;img alt="http://www.learner.org/discoveringpsychology/images/home/psych_header.jpg" src="http://www.learner.org/discoveringpsychology/images/home/psych_header.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-6857916651221013666?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/6857916651221013666/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=6857916651221013666&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/6857916651221013666'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/6857916651221013666'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2011/01/discovering-psychologydescobrindo.html' title='Discovering Psychology/Descobrindo a Psicologia'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-4294986834481893846</id><published>2010-10-17T18:53:00.004+01:00</published><updated>2010-10-19T21:38:57.275+01:00</updated><title type='text'>Teste de Filosofia do 10º Ano</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:85%;"&gt;Colocada na biblioteca deste blog pequena lista de perguntas para teste do 10º Ano turma 5 elaboradas pelas alunas nº 7 e nº 2. Sem prejuízo de acrescentar &lt;span style="font-weight: bold;"&gt;eventualmente&lt;/span&gt; novas listas esta serve para todas as turmas. A listagem foi elaborada por um grupo de alunas e as respectivas questões poderão sofrer ligeiras correcções linguísticas quando apresentadas no/em teste(s). Clicar &lt;a href="https://www.box.net/shared/p0uzqsit87"&gt;aqui&lt;/a&gt; para ver.&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-4294986834481893846?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/4294986834481893846/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=4294986834481893846&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/4294986834481893846'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/4294986834481893846'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2010/10/teste-de-filosofia-do-10-ano.html' title='Teste de Filosofia do 10º Ano'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-6081129718368905725</id><published>2010-10-12T21:42:00.004+01:00</published><updated>2010-10-12T21:57:29.512+01:00</updated><title type='text'>Gatos desenhados por um esquizofrénico</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:85%;"&gt;Louis Wain foi um pintor inglês que começou a pintar gatos para sua  mulher doente de cancro. Algum tempo depois, sua mulher morreu  e Wain passou a demonstrar sintomas de esquizofrenia que, segundo  alguns psiquiatras, pode ser descrito nas suas pinturas. Clicar &lt;a href="http://www.cerebromente.org.br/gallery/gall_leonardo/fig1-a_p1.html"&gt;aqui&lt;/a&gt; para ver mais&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img style="width: 166px; height: 212px;" alt="http://farm3.static.flickr.com/2203/2269343648_cc5ec3cfcf.jpg" src="http://farm3.static.flickr.com/2203/2269343648_cc5ec3cfcf.jpg" /&gt;&lt;img style="width: 173px; height: 212px;" alt="http://4.bp.blogspot.com/_jKzSH_fhs6o/RmLVuPMf3pI/AAAAAAAAAGQ/t8yBxRdY7H0/s400/LouisWainEnergyCat.jpg" src="http://4.bp.blogspot.com/_jKzSH_fhs6o/RmLVuPMf3pI/AAAAAAAAAGQ/t8yBxRdY7H0/s400/LouisWainEnergyCat.jpg" /&gt;&lt;br /&gt;&lt;img style="cursor: -moz-zoom-out; width: 304px; height: 379px;" alt="http://c3.ac-images.myspacecdn.com/images02/2/l_be741b98b2cc4c8499441b55ee45cbda.jpg" src="http://c3.ac-images.myspacecdn.com/images02/2/l_be741b98b2cc4c8499441b55ee45cbda.jpg" /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-6081129718368905725?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/6081129718368905725/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=6081129718368905725&amp;isPopup=true' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/6081129718368905725'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/6081129718368905725'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2010/10/gatos-desenhados-por-um-esquizofrenico.html' title='Gatos desenhados por um esquizofrénico'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://farm3.static.flickr.com/2203/2269343648_cc5ec3cfcf_t.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-275357948076807469</id><published>2010-10-12T14:42:00.002+01:00</published><updated>2010-10-12T14:44:37.659+01:00</updated><title type='text'>Alegoria da Caverna, Platão</title><content type='html'>&lt;span style="font-size:85%;"&gt;Uma visão diferente da alegoria de Platão sob a forma de cartoon. Clicar &lt;a href="https://www.box.net/shared/mtmbinu9av"&gt;aqui&lt;/a&gt; para ver&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-275357948076807469?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/275357948076807469/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=275357948076807469&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/275357948076807469'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/275357948076807469'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2010/10/alegoria-da-caverna-platao.html' title='Alegoria da Caverna, Platão'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-4040480697486228176</id><published>2010-10-09T16:58:00.002+01:00</published><updated>2010-10-09T17:14:22.995+01:00</updated><title type='text'>Para que serve a filosofia</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:85%;"&gt;A Filosofia existe para que as pessoas possam viver melhor, sofrer menos, lidar mais serenamente com as adversidades, enfrentar com coragem o ”perpétuo vai-e-vem de elevações e quedas”, para citar uma frase do romano Sêneca (4 a.C.-65 d.C.), um dos grandes filósofos da Antiguidade. A missão essencial da Filosofia é tornar viável a busca da felicidade. ”O ofício da Filosofia é serenar as tempestades da alma", escreveu o sábio francês Montaigne (1533-1592). Clicar &lt;a href="http://www.box.net/shared/45ffs5zuns"&gt;aqui&lt;/a&gt; para ver o restante texto&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-4040480697486228176?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/4040480697486228176/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=4040480697486228176&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/4040480697486228176'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/4040480697486228176'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2010/10/para-que-serve-filosofia.html' title='Para que serve a filosofia'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-7558960990402851694</id><published>2010-04-28T17:08:00.005+01:00</published><updated>2010-04-28T17:22:28.544+01:00</updated><title type='text'>Trabalhos do 3ºperíodo 09-10</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:85%;"&gt;Estão disponíveis na "Biblioteca Virtual" do Blog pastas individualizadas com material para a realização dos trabalhos de Filosofia e Psicologia. O caminho é: Biblioteca Virtual, Avaliação, Trabalhos a Realizar, 2009-2010, e depois escolher a disciplina/ano... Verificar atempadamente as tarefas e materiais para que eventuais erros possam ser detectados e corrigidos para além de satisfazer naturais dúvidas.&lt;br /&gt;&lt;br /&gt;Boa Sorte&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-7558960990402851694?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/7558960990402851694/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=7558960990402851694&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/7558960990402851694'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/7558960990402851694'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2010/04/trabalhos-do-3periodo-09-10.html' title='Trabalhos do 3ºperíodo 09-10'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-5017501258229119460</id><published>2009-11-04T16:22:00.001Z</published><updated>2009-11-04T16:22:44.396Z</updated><title type='text'>O Que é a Filosofia?</title><content type='html'>&lt;center&gt;&lt;object height="244" width="325"&gt;&lt;param name="movie" value="http://www.youtube.com/v/te6qG4yn-Ps&amp;amp;hl=pt-br&amp;amp;fs=1&amp;amp;rel=0"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;embed src="http://www.youtube.com/v/te6qG4yn-Ps&amp;amp;hl=pt-br&amp;amp;fs=1&amp;amp;rel=0" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" height="244" width="325"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/center&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-5017501258229119460?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/5017501258229119460/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=5017501258229119460&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/5017501258229119460'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/5017501258229119460'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2009/11/o-que-e-filosofia.html' title='O Que é a Filosofia?'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-7754733807196505841</id><published>2009-09-22T19:10:00.005+01:00</published><updated>2009-09-22T19:19:34.668+01:00</updated><title type='text'>10 Melhores Escolas do Mundo</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:85%;"&gt;Incluído artigo sobre a reportagem da Newsweek de 1991, "&lt;a href="https://www.box.net/shared/2xierdpqm6"&gt;10 best schools in the world&lt;/a&gt;"... Continua actual... Clicar &lt;a href="https://www.box.net/shared/2xierdpqm6"&gt;aqui&lt;/a&gt;&lt;/span&gt;...&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-7754733807196505841?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/7754733807196505841/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=7754733807196505841&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/7754733807196505841'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/7754733807196505841'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2009/09/as-10-melhores-escolas-do-mundo-10-best.html' title='10 Melhores Escolas do Mundo'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-317462235332781909</id><published>2009-07-21T09:36:00.006+01:00</published><updated>2009-07-21T09:45:05.407+01:00</updated><title type='text'>Camões, exemplo de consciência nacional depressiva?</title><content type='html'>&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:85%;"&gt;A depressão é uma experiência muito comum. Qualquer pessoa passa por fases em que se sente farta, triste ou profundamente infeliz e, apesar de habitualmente a razão para tais sentimentos ser óbvia - uma desilusão, uma frustração, a perda de algo ou alguém importante - nem sempre isso sucede; por vezes, estamos simplesmente de "mau humor", "acordámos mal dispostos" ou algo do género mas não sabemos de facto o que se passa connosco.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:85%;"&gt;A depressão pode ser tão grave que não nos parece sequer haver qualquer razão para viver e nestes casos a pessoa percebe e sente que não está a continuar a conseguir lidar com as coisas como costumava. Algumas pessoas pensam que já não há nada a fazer, mas o facto é que a depressão é uma doença e é absolutamente necessário tratá-la. Não se trata de um sinal de fraqueza - mesmo as personalidades mais fortes passam por ela.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:85%;"&gt;Tal como acontece com aqueles pequenos episódios depressivos pelos quais todos passamos a dada altura das nossas vidas, por vezes sabemos perfeitamente porque estamos deprimidos e por vezes não. Uma doença, um luto, preocupações financeiras, problemas familiares, etc., podem todos eles levar a um período de depressão. Mas, ao contrário dos pequenos episódios depressivos que todos nós experienciamos, com a perturbação depressiva propriamente dita as sensações de tristeza, desmotivação, apatia e solidão são mais intensas e subsistem durante muito mais tempo - meses, em vez de dias ou semanas. (ler original &lt;a href="http://www.fct.unl.pt/aluno/gapa/dificuladades-psicologicas-depressao"&gt;aqui&lt;/a&gt;)&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;/p&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-weight: bold;"&gt;Sintomas&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;span style="font-size:85%;"&gt;sentimentos de tristeza que subsistem ao longo do tempo&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size:85%;"&gt;perca de interesse pela vida&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size:85%;"&gt;tornar-se incapaz de obter prazer seja com que actividade for&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size:85%;"&gt;tornar-se extremamente difícil tomar uma decisão, por mais simples que seja&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size:85%;"&gt;sentir-se exausto sem razão aparente&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size:85%;"&gt;sentir-se nervoso e agitado&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size:85%;"&gt;perder peso e apetite (algumas pessoas ganham peso)&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size:85%;"&gt;dificuldades de sono&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size:85%;"&gt;acordar mais cedo do que o habitual&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size:85%;"&gt;perder a auto-confiança&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size:85%;"&gt;sentir-se um incapaz, inadequado e sem remédio&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size:85%;"&gt;evitar os outros&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size:85%;"&gt;sentir-se irritado&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size:85%;"&gt;sentir-se pior numa dada altura do dia, habitualmente de manhã&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size:85%;"&gt;pensar no suicídio&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: center; font-weight: bold;"&gt;&lt;span style="font-size:85%;"&gt;Camões deprimido?!&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: center;"&gt;&lt;span style="font-size:85%;"&gt;O dia em que eu nasci, morra e pereça,&lt;br /&gt;Não o queira jamais o tempo dar,&lt;br /&gt;Não torne mais ao mundo e, se tornar,&lt;br /&gt;Eclipse nesse passo o sol padeça.&lt;br /&gt;&lt;br /&gt;A luz lhe falte, o sol se lhe escureça,&lt;br /&gt;Mostre o mundo sinais de se acabar,&lt;br /&gt;Nasçam-lhe monstros, sangue chova o ar,&lt;br /&gt;A mãe ao próprio filho não conheça.&lt;br /&gt;&lt;br /&gt;As pessoas pasmadas, de ignorantes,&lt;br /&gt;As lágrimas no rosto, a cor perdida,&lt;br /&gt;Cuidem que o mundo já se destruiu.&lt;br /&gt;&lt;br /&gt;Ó gente temerosa, não te espantes,&lt;br /&gt;Que este dia deitou ao mundo a vida&lt;br /&gt;Mais desgraçada que jamais se viu!&lt;/span&gt;   &lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-317462235332781909?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/317462235332781909/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=317462235332781909&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/317462235332781909'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/317462235332781909'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2009/07/camoes-exemplo-de-consciencia-nacional.html' title='Camões, exemplo de consciência nacional depressiva?'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-2376466657628304200</id><published>2009-06-27T19:25:00.001+01:00</published><updated>2009-06-27T19:25:26.462+01:00</updated><title type='text'>Os Grandes Manipuladores</title><content type='html'>&lt;span style="font-size: 85%;"&gt;Adicionado artigo sobre personalidades manipuladoras, clicar &lt;a href="https://www.box.net/file/303457504/encoded/9935710/dbfc73986c5e379169695f1014b68379"&gt;aqui&lt;/a&gt; para ler&lt;/span&gt;...&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-2376466657628304200?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/2376466657628304200/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=2376466657628304200&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/2376466657628304200'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/2376466657628304200'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2009/06/os-grandes-manipuladores.html' title='Os Grandes Manipuladores'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-8602346999962557389</id><published>2009-06-23T20:01:00.004+01:00</published><updated>2009-06-26T16:19:02.206+01:00</updated><title type='text'>Apagar a nossa memória (Karim nader)</title><content type='html'>&lt;span style="font-size:85%;"&gt;Podemos apagar as memórias? Novas descobertas por Karim Nader (Clicar &lt;a href="http://www.box.net/shared/x7nltopv2o"&gt;aqui&lt;/a&gt; para ler artigo na &lt;/span&gt;&lt;span style="font-size:85%;"&gt;biblioteca d&lt;/span&gt;&lt;span style="font-size:85%;"&gt;o Blog)&lt;br /&gt;&lt;/span&gt;&lt;div style="text-align: center;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_8tlDv0RguZo/SkTk9F3qlHI/AAAAAAAAAFk/b78mJOCfOg0/s1600-h/imagem+de+rato+puzle+mem%C3%B3ria.jpg"&gt;&lt;img style="cursor: pointer; width: 157px; height: 115px;" src="http://1.bp.blogspot.com/_8tlDv0RguZo/SkTk9F3qlHI/AAAAAAAAAFk/b78mJOCfOg0/s320/imagem+de+rato+puzle+mem%C3%B3ria.jpg" alt="" id="BLOGGER_PHOTO_ID_5351653995421799538" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size:85%;"&gt;&lt;b&gt;As restantes lembranças mantêm-se intactas&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt; &lt;span style="font-size:85%;"&gt;A manipulação de uma molécula associada à criação e armazenamento de memórias poderá um dia permitir apagar recordações de forma selectiva. Para já, os estudos centraram-se apenas em modelos animais.&lt;br /&gt;&lt;br /&gt;Apagar memórias desagradáveis ou mesmo traumáticas de forma selectiva poderá ser possível muito em breve. Investigadores do Brain e Behavior Discovery Institute, nos EUA, e do Institute Brain Functional Genomics, na China, descobriram uma molécula que, quando devidamente implementada, apaga recordações de forma selectiva, deixando as restantes memórias intactas. A Alfa-CaMKII é uma molécula que está associada à memória e que controla a criação e armazenamento de lembranças. Para este estudo, os cientistas efectuaram testes em ratos geneticamente manipulados para apresentarem uma maior actividade da referida molécula.&lt;br /&gt;&lt;br /&gt;Os investigadores verificaram que estes roedores apresentavam maiores dificuldades em recordar objectos. Este trabalho apresenta algumas limitações por ter sido realizado em ratos e porque a técnica usada seria muito mais complexa se aplicada em humanos. No entanto, estes avanços apresentam-se como uma ferramenta útil para criar futuros medicamentos para condições associadas às recordações, como o stress pós-traumático. (ler &lt;a href="http://www.tribunamedicapress.pt/internacional-1/11593-cientistas-conseguem-apagar-memorias-de-forma-selectiva"&gt;aqui&lt;/a&gt;)&lt;br /&gt;&lt;/span&gt;    &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2954539065527506593-8602346999962557389?l=scriptorium-virtual.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://scriptorium-virtual.blogspot.com/feeds/8602346999962557389/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2954539065527506593&amp;postID=8602346999962557389&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/8602346999962557389'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2954539065527506593/posts/default/8602346999962557389'/><link rel='alternate' type='text/html' href='http://scriptorium-virtual.blogspot.com/2009/06/apagar-nossa-memoria-karim-nader.html' title='Apagar a nossa memória (Karim nader)'/><author><name>Armando Almas e Magda Campos</name><uri>http://www.blogger.com/profile/13084772442197855961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_8tlDv0RguZo/SkTk9F3qlHI/AAAAAAAAAFk/b78mJOCfOg0/s72-c/imagem+de+rato+puzle+mem%C3%B3ria.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2954539065527506593.post-4312378903517908587</id><published>2009-06-14T18:04:00.001+01:00</published><updated>2009-06-14T18:06:13.962+01:00</updated><title type='text'>Múltipla personalidade, artigo revista sábado</title><content type='html'>&lt;span style="font-size:85%;"&gt;Novo artigo, na biblioteca do blog,  sobre múltiplas personalidades clicar &lt;a href="https://www.box.net/shared/9kfrms2t24"&gt;aqui&lt;/a&gt;&lt;/span&gt;&lt
